{ "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 = 1_152_000# EUR/MWth\n", " hp_opex = 0.04 # in % of CAPEX\n", " hp_devex = 0.005 # in % of CAPEX\n", " \n", " gb_power = 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 = 0 #7_000\n", " storage_capex_per_MWh =10_000 #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_17932\\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_17932\\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": "code", "execution_count": 26, "metadata": {}, "outputs": [], "source": [ "# s.hpcase.data.to_excel('output_file_111.xlsx', index=False) " ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "## Assets" ] }, { "cell_type": "markdown", "metadata": { "tags": [ "exclude" ] }, "source": [ "### COP curve" ] }, { "cell_type": "code", "execution_count": 29, "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": 30, "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": 30, "metadata": {}, "output_type": "execute_result" } ], "source": [ "cop_curve(140, 63)" ] }, { "cell_type": "code", "execution_count": 31, "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": 31, "metadata": {}, "output_type": "execute_result" } ], "source": [ "cop_curve(140, 73)" ] }, { "cell_type": "code", "execution_count": 32, "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": 33, "metadata": {}, "outputs": [], "source": [ "# heatpump.get_cop(heat_output=load, Tsink=140, Tsource=13)" ] }, { "cell_type": "code", "execution_count": 34, "metadata": {}, "outputs": [], "source": [ "#heatpump.get_cop(heat_output=load, Tsink=140, Tsource=99)" ] }, { "cell_type": "code", "execution_count": 35, "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": 36, "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": 37, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "line": { "color": "rgba(70, 165, 121, 1.0)", "dash": "solid", "shape": "linear", "width": 1.3 }, "mode": "lines", "name": "None", "text": "", "type": "scatter", 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", 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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": 39, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "def cop_curve_new(Tsink, Tsource):\n", " Tsink += 273\n", " Tsource += 273\n", " Tlift = Tsink - Tsource\n", "\n", " c0 = 0.00074155*Tlift**2 - 0.1610*Tlift + 9.51473\n", " c1 = 0.9165 \n", " c2 = -0.2446\n", " # c1 = 6.7058 \n", " # c2 = -1.79\n", "\n", " return Polynomial([c0, c1, c2])" ] }, { "cell_type": "code", "execution_count": 40, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "text/latex": [ "$x \\mapsto \\text{4.16027555} + \\text{0.9165}\\,x - \\text{0.2446}\\,x^{2}$" ], "text/plain": [ "Polynomial([ 4.16027555, 0.9165 , -0.2446 ], domain=[-1, 1], window=[-1, 1], symbol='x')" ] }, "execution_count": 40, "metadata": {}, "output_type": "execute_result" } ], "source": [ "sourceT = 99 + 273\n", "sinkT = 140 + 273\n", "cop_curve_new(sinkT, sourceT)" ] }, { "cell_type": "code", "execution_count": 41, "metadata": {}, "outputs": [ { "data": { "text/latex": [ "$x \\mapsto \\text{1.42374355} + \\text{0.9165}\\,x - \\text{0.2446}\\,x^{2}$" ], "text/plain": [ "Polynomial([ 1.42374355, 0.9165 , -0.2446 ], domain=[-1, 1], window=[-1, 1], symbol='x')" ] }, "execution_count": 41, "metadata": {}, "output_type": "execute_result" } ], "source": [ "sourceT = 64 + 273\n", "sinkT = 143 + 273\n", "cop_curve_new(sinkT, sourceT)" ] }, { "cell_type": "code", "execution_count": 42, "metadata": {}, "outputs": [ { "data": { "text/latex": [ "$x \\mapsto \\text{1.38065} + \\text{0.9165}\\,x - \\text{0.2446}\\,x^{2}$" ], "text/plain": [ "Polynomial([ 1.38065, 0.9165 , -0.2446 ], domain=[-1, 1], window=[-1, 1], symbol='x')" ] }, "execution_count": 42, "metadata": {}, "output_type": "execute_result" } ], "source": [ "sourceT = 60 + 273\n", "sinkT = 140 + 273\n", "cop_curve_new(sinkT, sourceT)" ] }, { "cell_type": "code", "execution_count": 43, "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": 44, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "2.8503812900000005" ] }, "execution_count": 44, "metadata": {}, "output_type": "execute_result" } ], "source": [ "heatpump.get_cop(heat_output=load, Tsink=130, Tsource=65)" ] }, { "cell_type": "code", "execution_count": 45, "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": 46, "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": 47, "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, 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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": 51, "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": 52, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "HotWaterStorage(name=HotWaterStorage, rated_power=25, capacity=50.0, temperature=95, min_storagelevel=2.5)" ] }, "execution_count": 52, "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": 55, "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": 56, "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": 57, "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": 58, "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": 59, "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": 60, "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": 61, "metadata": {}, "outputs": [], "source": [ "s.storage_case_PCM = hponly_with_storage(s.storage_case_PCM)" ] }, { "cell_type": "code", "execution_count": 62, "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
2019-07-14 04:47:00+02:0032.1530.8930.8941.1937.2412.829.345.6665.013150.085...0.05.5470.462-0.2680.00.00.00.00.00.0
2019-01-31 09:40:00+01:0079.36279.36279.36190.90152.8519.831.156.0165.060158.030...0.02.5000.460-0.2960.00.00.00.00.00.0
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2 rows × 35 columns

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" ], "text/plain": [ " DAM POS NEG ForeNeg ForePos \\\n", "2019-07-14 04:47:00+02:00 32.15 30.89 30.89 41.19 37.24 \n", "2019-01-31 09:40:00+01:00 79.36 279.36 279.36 190.90 152.85 \n", "\n", " Gas prices (€/MWh) CO2 prices (€/ton) \\\n", "2019-07-14 04:47:00+02:00 12.8 29.34 \n", "2019-01-31 09:40:00+01:00 19.8 31.15 \n", "\n", " CO2 prices (€/MWh) Tsource (VDG) Tsink (VDG) \\\n", "2019-07-14 04:47:00+02:00 5.66 65.013 150.085 \n", "2019-01-31 09:40:00+01:00 6.01 65.060 158.030 \n", "\n", " ... from_storage_MW storage_level_MWh \\\n", "2019-07-14 04:47:00+02:00 ... 0.0 5.547 \n", "2019-01-31 09:40:00+01:00 ... 0.0 2.500 \n", "\n", " hp_output_MWh hp_input_MWh to_storage_ndg_MWh \\\n", "2019-07-14 04:47:00+02:00 0.462 -0.268 0.0 \n", "2019-01-31 09:40:00+01:00 0.460 -0.296 0.0 \n", "\n", " from_storage_ndg_MWh to_storage_vdg_MWh \\\n", "2019-07-14 04:47:00+02:00 0.0 0.0 \n", "2019-01-31 09:40:00+01:00 0.0 0.0 \n", "\n", " from_storage_vdg_MWh to_storage_MWh \\\n", "2019-07-14 04:47:00+02:00 0.0 0.0 \n", "2019-01-31 09:40:00+01:00 0.0 0.0 \n", "\n", " from_storage_MWh \n", "2019-07-14 04:47:00+02:00 0.0 \n", "2019-01-31 09:40:00+01:00 0.0 \n", "\n", "[2 rows x 35 columns]" ] }, "execution_count": 62, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data.sample(2)" ] }, { "cell_type": "code", "execution_count": 63, "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": 63, "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": 64, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGhp_output_MWto_storage_MWfrom_storage_MWTotal demand
2019-10-08 19:36:00+02:0050.15385.17385.1720.8340.0000.020.834
2019-07-21 18:54:00+02:0035.9028.0228.0227.3420.0000.027.342
2019-05-30 05:47:00+02:0020.17-15.18-15.1831.0003.0970.027.903
2019-02-27 23:52:00+01:0037.40-2.17-2.170.0000.0000.00.000
2019-01-03 16:44:00+01:0070.0048.2348.2331.0008.2200.022.780
2019-10-19 03:01:00+02:0023.9024.2524.2526.8580.0000.026.858
2019-05-28 04:42:00+02:0033.1217.6517.6526.8600.0000.026.860
2019-06-28 03:57:00+02:0033.3821.0321.0329.8060.0000.029.806
2019-09-29 10:53:00+02:0032.01206.02206.0227.6150.0000.027.615
2019-04-20 16:56:00+02:0039.1647.2547.2520.8900.0000.020.890
2019-10-13 13:01:00+02:0021.8023.0023.0027.9920.0000.027.992
2019-10-22 16:10:00+02:0046.2412.9812.9831.0004.0200.026.980
2019-08-03 05:35:00+02:0036.6632.1432.1420.7900.0000.020.790
2019-08-19 03:40:00+02:0025.7924.0124.8622.7200.0000.022.720
2019-02-03 05:30:00+01:0038.4742.3242.3222.8900.0000.022.890
2019-12-16 23:44:00+01:0036.0019.4719.4722.8580.0000.022.858
2019-06-03 01:59:00+02:0023.51-1.52-1.5231.0008.2920.022.708
2019-07-15 03:43:00+02:0034.9130.5030.5027.0110.0000.027.011
2019-09-27 01:51:00+02:0027.745.625.6231.0003.2520.027.748
2019-11-16 15:37:00+01:0040.1952.1252.1220.7950.0000.020.795
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" ], "text/plain": [ " DAM POS NEG hp_output_MW to_storage_MW \\\n", "2019-10-08 19:36:00+02:00 50.15 385.17 385.17 20.834 0.000 \n", "2019-07-21 18:54:00+02:00 35.90 28.02 28.02 27.342 0.000 \n", "2019-05-30 05:47:00+02:00 20.17 -15.18 -15.18 31.000 3.097 \n", "2019-02-27 23:52:00+01:00 37.40 -2.17 -2.17 0.000 0.000 \n", "2019-01-03 16:44:00+01:00 70.00 48.23 48.23 31.000 8.220 \n", "2019-10-19 03:01:00+02:00 23.90 24.25 24.25 26.858 0.000 \n", "2019-05-28 04:42:00+02:00 33.12 17.65 17.65 26.860 0.000 \n", "2019-06-28 03:57:00+02:00 33.38 21.03 21.03 29.806 0.000 \n", "2019-09-29 10:53:00+02:00 32.01 206.02 206.02 27.615 0.000 \n", "2019-04-20 16:56:00+02:00 39.16 47.25 47.25 20.890 0.000 \n", "2019-10-13 13:01:00+02:00 21.80 23.00 23.00 27.992 0.000 \n", "2019-10-22 16:10:00+02:00 46.24 12.98 12.98 31.000 4.020 \n", "2019-08-03 05:35:00+02:00 36.66 32.14 32.14 20.790 0.000 \n", "2019-08-19 03:40:00+02:00 25.79 24.01 24.86 22.720 0.000 \n", "2019-02-03 05:30:00+01:00 38.47 42.32 42.32 22.890 0.000 \n", "2019-12-16 23:44:00+01:00 36.00 19.47 19.47 22.858 0.000 \n", "2019-06-03 01:59:00+02:00 23.51 -1.52 -1.52 31.000 8.292 \n", "2019-07-15 03:43:00+02:00 34.91 30.50 30.50 27.011 0.000 \n", "2019-09-27 01:51:00+02:00 27.74 5.62 5.62 31.000 3.252 \n", "2019-11-16 15:37:00+01:00 40.19 52.12 52.12 20.795 0.000 \n", "\n", " from_storage_MW Total demand \n", "2019-10-08 19:36:00+02:00 0.0 20.834 \n", "2019-07-21 18:54:00+02:00 0.0 27.342 \n", "2019-05-30 05:47:00+02:00 0.0 27.903 \n", "2019-02-27 23:52:00+01:00 0.0 0.000 \n", "2019-01-03 16:44:00+01:00 0.0 22.780 \n", "2019-10-19 03:01:00+02:00 0.0 26.858 \n", "2019-05-28 04:42:00+02:00 0.0 26.860 \n", "2019-06-28 03:57:00+02:00 0.0 29.806 \n", "2019-09-29 10:53:00+02:00 0.0 27.615 \n", "2019-04-20 16:56:00+02:00 0.0 20.890 \n", "2019-10-13 13:01:00+02:00 0.0 27.992 \n", "2019-10-22 16:10:00+02:00 0.0 26.980 \n", "2019-08-03 05:35:00+02:00 0.0 20.790 \n", "2019-08-19 03:40:00+02:00 0.0 22.720 \n", "2019-02-03 05:30:00+01:00 0.0 22.890 \n", "2019-12-16 23:44:00+01:00 0.0 22.858 \n", "2019-06-03 01:59:00+02:00 0.0 22.708 \n", "2019-07-15 03:43:00+02:00 0.0 27.011 \n", "2019-09-27 01:51:00+02:00 0.0 27.748 \n", "2019-11-16 15:37:00+01:00 0.0 20.795 " ] }, "execution_count": 64, "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": 65, "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": 65, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.hpcase.data.columns" ] }, { "cell_type": "code", "execution_count": 66, "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": 66, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data.columns" ] }, { "cell_type": "code", "execution_count": 67, "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', 'Tsource (VDG)','Tsink (VDG)']]\n", "\n", "selection = pd.concat([hp_selection, storage_selection], axis=1)" ] }, { "cell_type": "code", "execution_count": 68, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DAMPOSNEGTotal demandhp_input_MWhp_output_MWcopto_storage_MWfrom_storage_MWTsource (VDG)Tsink (VDG)
2019-12-31 23:40:00+01:0037.2138.0638.0622.820-8.26822.8202.7600.00.065.080129.980
2019-12-31 23:41:00+01:0037.2138.0638.0622.811-8.26122.8112.7610.00.065.077129.979
2019-12-31 23:42:00+01:0037.2138.0638.0622.802-8.25522.8022.7620.00.065.074129.978
2019-12-31 23:43:00+01:0037.2138.0638.0622.793-8.24922.7932.7630.00.065.071129.977
2019-12-31 23:44:00+01:0037.2138.0638.0622.784-8.24222.7842.7640.00.065.068129.976
2019-12-31 23:45:00+01:0037.2111.2053.1822.775-8.23622.7752.7650.00.065.065129.975
2019-12-31 23:46:00+01:0037.2111.2053.1822.766-8.23022.7662.7660.00.065.062129.974
2019-12-31 23:47:00+01:0037.2111.2053.1822.757-8.22422.7572.7670.00.065.059129.973
2019-12-31 23:48:00+01:0037.2111.2053.1822.748-8.21722.7482.7680.00.065.056129.972
2019-12-31 23:49:00+01:0037.2111.2053.1822.739-8.21122.7392.7690.00.065.053129.971
2019-12-31 23:50:00+01:0037.2111.2053.1822.730-8.20522.7302.7700.00.065.050129.970
2019-12-31 23:51:00+01:0037.2111.2053.1822.730-8.20522.7302.7700.00.065.050129.970
2019-12-31 23:52:00+01:0037.2111.2053.1822.730-8.20522.7302.7700.00.065.050129.970
2019-12-31 23:53:00+01:0037.2111.2053.1822.730-8.20522.7302.7700.00.065.050129.970
2019-12-31 23:54:00+01:0037.2111.2053.1822.730-8.20522.7302.7700.00.065.050129.970
2019-12-31 23:55:00+01:0037.2111.2053.1822.730-8.20522.7302.7700.00.065.050129.970
2019-12-31 23:56:00+01:0037.2111.2053.1822.730-8.20522.7302.7700.00.065.050129.970
2019-12-31 23:57:00+01:0037.2111.2053.1822.730-8.20522.7302.7700.00.065.050129.970
2019-12-31 23:58:00+01:0037.2111.2053.1822.730-8.20522.7302.7700.00.065.050129.970
2019-12-31 23:59:00+01:0037.2111.2053.1822.730-8.20522.7302.7700.00.065.050129.970
\n", "
" ], "text/plain": [ " DAM POS NEG Total demand hp_input_MW \\\n", "2019-12-31 23:40:00+01:00 37.21 38.06 38.06 22.820 -8.268 \n", "2019-12-31 23:41:00+01:00 37.21 38.06 38.06 22.811 -8.261 \n", "2019-12-31 23:42:00+01:00 37.21 38.06 38.06 22.802 -8.255 \n", "2019-12-31 23:43:00+01:00 37.21 38.06 38.06 22.793 -8.249 \n", "2019-12-31 23:44:00+01:00 37.21 38.06 38.06 22.784 -8.242 \n", "2019-12-31 23:45:00+01:00 37.21 11.20 53.18 22.775 -8.236 \n", "2019-12-31 23:46:00+01:00 37.21 11.20 53.18 22.766 -8.230 \n", "2019-12-31 23:47:00+01:00 37.21 11.20 53.18 22.757 -8.224 \n", "2019-12-31 23:48:00+01:00 37.21 11.20 53.18 22.748 -8.217 \n", "2019-12-31 23:49:00+01:00 37.21 11.20 53.18 22.739 -8.211 \n", "2019-12-31 23:50:00+01:00 37.21 11.20 53.18 22.730 -8.205 \n", "2019-12-31 23:51:00+01:00 37.21 11.20 53.18 22.730 -8.205 \n", "2019-12-31 23:52:00+01:00 37.21 11.20 53.18 22.730 -8.205 \n", "2019-12-31 23:53:00+01:00 37.21 11.20 53.18 22.730 -8.205 \n", "2019-12-31 23:54:00+01:00 37.21 11.20 53.18 22.730 -8.205 \n", "2019-12-31 23:55:00+01:00 37.21 11.20 53.18 22.730 -8.205 \n", "2019-12-31 23:56:00+01:00 37.21 11.20 53.18 22.730 -8.205 \n", "2019-12-31 23:57:00+01:00 37.21 11.20 53.18 22.730 -8.205 \n", "2019-12-31 23:58:00+01:00 37.21 11.20 53.18 22.730 -8.205 \n", "2019-12-31 23:59:00+01:00 37.21 11.20 53.18 22.730 -8.205 \n", "\n", " hp_output_MW cop to_storage_MW \\\n", "2019-12-31 23:40:00+01:00 22.820 2.760 0.0 \n", "2019-12-31 23:41:00+01:00 22.811 2.761 0.0 \n", "2019-12-31 23:42:00+01:00 22.802 2.762 0.0 \n", "2019-12-31 23:43:00+01:00 22.793 2.763 0.0 \n", "2019-12-31 23:44:00+01:00 22.784 2.764 0.0 \n", "2019-12-31 23:45:00+01:00 22.775 2.765 0.0 \n", "2019-12-31 23:46:00+01:00 22.766 2.766 0.0 \n", "2019-12-31 23:47:00+01:00 22.757 2.767 0.0 \n", "2019-12-31 23:48:00+01:00 22.748 2.768 0.0 \n", "2019-12-31 23:49:00+01:00 22.739 2.769 0.0 \n", "2019-12-31 23:50:00+01:00 22.730 2.770 0.0 \n", "2019-12-31 23:51:00+01:00 22.730 2.770 0.0 \n", "2019-12-31 23:52:00+01:00 22.730 2.770 0.0 \n", "2019-12-31 23:53:00+01:00 22.730 2.770 0.0 \n", "2019-12-31 23:54:00+01:00 22.730 2.770 0.0 \n", "2019-12-31 23:55:00+01:00 22.730 2.770 0.0 \n", "2019-12-31 23:56:00+01:00 22.730 2.770 0.0 \n", "2019-12-31 23:57:00+01:00 22.730 2.770 0.0 \n", "2019-12-31 23:58:00+01:00 22.730 2.770 0.0 \n", "2019-12-31 23:59:00+01:00 22.730 2.770 0.0 \n", "\n", " from_storage_MW Tsource (VDG) Tsink (VDG) \n", "2019-12-31 23:40:00+01:00 0.0 65.080 129.980 \n", "2019-12-31 23:41:00+01:00 0.0 65.077 129.979 \n", "2019-12-31 23:42:00+01:00 0.0 65.074 129.978 \n", "2019-12-31 23:43:00+01:00 0.0 65.071 129.977 \n", "2019-12-31 23:44:00+01:00 0.0 65.068 129.976 \n", "2019-12-31 23:45:00+01:00 0.0 65.065 129.975 \n", "2019-12-31 23:46:00+01:00 0.0 65.062 129.974 \n", "2019-12-31 23:47:00+01:00 0.0 65.059 129.973 \n", "2019-12-31 23:48:00+01:00 0.0 65.056 129.972 \n", "2019-12-31 23:49:00+01:00 0.0 65.053 129.971 \n", "2019-12-31 23:50:00+01:00 0.0 65.050 129.970 \n", "2019-12-31 23:51:00+01:00 0.0 65.050 129.970 \n", "2019-12-31 23:52:00+01:00 0.0 65.050 129.970 \n", "2019-12-31 23:53:00+01:00 0.0 65.050 129.970 \n", "2019-12-31 23:54:00+01:00 0.0 65.050 129.970 \n", "2019-12-31 23:55:00+01:00 0.0 65.050 129.970 \n", "2019-12-31 23:56:00+01:00 0.0 65.050 129.970 \n", "2019-12-31 23:57:00+01:00 0.0 65.050 129.970 \n", "2019-12-31 23:58:00+01:00 0.0 65.050 129.970 \n", "2019-12-31 23:59:00+01:00 0.0 65.050 129.970 " ] }, "execution_count": 68, "metadata": {}, "output_type": "execute_result" } ], "source": [ "selection.tail(20)" ] }, { "cell_type": "code", "execution_count": 69, "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 -11.588144\n", "hp_output_MW 24.354581\n", "cop 2.328529\n", "to_storage_MW 0.894045\n", "from_storage_MW 0.888908\n", "Tsource (VDG) 63.658798\n", "Tsink (VDG) 138.637674\n", "dtype: float64" ] }, "execution_count": 69, "metadata": {}, "output_type": "execute_result" } ], "source": [ "selection.mean()" ] }, { "cell_type": "code", "execution_count": 70, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "DAM 121.46\n", "POS 936.12\n", "NEG 936.12\n", "Total demand 30.90\n", "hp_input_MW -0.00\n", "hp_output_MW 31.00\n", "cop 5.05\n", "to_storage_MW 25.00\n", "from_storage_MW 25.00\n", "Tsource (VDG) 70.07\n", "Tsink (VDG) 166.02\n", "dtype: float64" ] }, "execution_count": 70, "metadata": {}, "output_type": "execute_result" } ], "source": [ "selection.max()" ] }, { "cell_type": "code", "execution_count": 71, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "DAM -9.020\n", "POS -487.650\n", "NEG -487.650\n", "Total demand 0.000\n", "hp_input_MW -21.396\n", "hp_output_MW 0.000\n", "cop 0.824\n", "to_storage_MW 0.000\n", "from_storage_MW 0.000\n", "Tsource (VDG) 25.310\n", "Tsink (VDG) 82.480\n", "dtype: float64" ] }, "execution_count": 71, "metadata": {}, "output_type": "execute_result" } ], "source": [ "selection.min()" ] }, { "cell_type": "code", "execution_count": 72, "metadata": {}, "outputs": [], "source": [ "########################\n", "\n", "# This is where we left\n", "\n", "########################" ] }, { "cell_type": "code", "execution_count": 73, "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": 74, "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": "code", "execution_count": 75, "metadata": {}, "outputs": [], "source": [ "s.storage_case_PCM.data.to_csv('storage_data_Encore.csv')" ] }, { "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": 77, "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": 78, "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": 80, "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()).round(3)\n", " \n", " return s\n", "\n", "s = run_optimisation(c, s)" ] }, { "cell_type": "code", "execution_count": 81, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "2.0618920009545536" ] }, "execution_count": 81, "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": 82, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "2.101683860406411" ] }, "execution_count": 82, "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": 83, "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": 83, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.hpcase.data.head()" ] }, { "cell_type": "code", "execution_count": 84, "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['NEG'], s.storage_case_PCM.data['DAM']], axis=1)\n", "vis_data = pd.concat([vis_data, cops], axis=1)" ] }, { "cell_type": "code", "execution_count": 85, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\AppData\\Local\\anaconda3\\Lib\\site-packages\\cufflinks\\plotlytools.py:117: FutureWarning:\n", "\n", "DatetimeIndex.format is deprecated and will be removed in a future version. 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", "text/html": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "vis_data['cycles'].resample('1M').sum().iplot()" ] }, { "cell_type": "code", "execution_count": 92, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(7832.109, 7792.947)" ] }, "execution_count": 92, "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": 93, "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": 93, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data.columns" ] }, { "cell_type": "code", "execution_count": 94, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "False" ] }, "execution_count": 94, "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": 95, "metadata": {}, "outputs": [], "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": 97, "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": 98, "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": 98, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data.columns" ] }, { "cell_type": "code", "execution_count": 99, "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": 100, "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": 102, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\AppData\\Local\\Temp\\ipykernel_17932\\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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wa5sKisOO8+04ynZCQWdbs78VrQ/7ew1hbuKOaW3XvTPmN8L1BH0zbt9hFHvgxjk7iNb6XGDhVhdudjVMPfEYEiABEiABEiABEiABEiABEiABEiCB1BGgaB2SrS3m2afYgqv+nqhwZwuhEFq0QJBCsePnJlO0dr5jkJjnd2/7Wiroqzim74Pf27Zqlin5mS0mh+XsTKzoJkw5r4tjbr+xnzz38htHecFmlWhti41+7xqGm1ubcWubzuburHOcg5AWAz78/CguXt9AshdswtZVPKK1LVza3xPCRYSJY6xtokK5srJw8dIYRj9BOqonf5QFEDyQM/a4V/2HbU9enst+JtP57NlFtNZ3drNpfn8L2T3wMBIgARIgARIgARIgARIgARIgARIggSQToGidZKC8XGIEgkR4++p+iRgTewqeTQKJEwgSnxO/A69AAiRAAiRAAiRAAiRAAiRAAiRAAiRAAscnAYrWx2e95ti3omidY6uOD24RiKcdExwJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkEBmAhSt2SKyFYF4xD56WmerquPDWAToZc3mQAIkQAIkQAIkQAIkQAIkQAIkQAIkQALRCVC0js6OZ5IACZAACZAACZAACZAACZAACZAACZAACZAACZAACSSZAEXrJAPl5UiABEiABEiABEiABEiABEiABEiABEiABEiABEiABKIToGgdnR3PJAESIAESIAESIAESIAESIAESIAESIAESIAESIAESSDIBitZJBsrLkQAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJRCdA0To6O55JAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiSQZAIUrZMMlJcjARIgARIgARIgARIgARIgARIgARIgARIgARIgARKIToCidXR2PJMESIAESIAESIAESIAESIAESIAESIAESIAESIAESCDJBChaJxkoL0cCJEACJEACJEACJEACJEACJEACJEACJEACJEACJBCdAEXr6Ox4JgmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQQJIJULROMlBejgRIgARIgARIgARIgARIgARIgARIgARIgARIgARIIDoBitbR2fFMEiABEiABEiABEiABEiABEiABEiABEiABEiABEiCBJBOgaJ1koLwcCZAACZAACZAACZAACZAACZAACZAACZAACZAACZBAdAIUraOz45kkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAJJJkDROslAeTkSIAESIAESIAESIAESIAESIAESIAESIAESIAESIIHoBChaR2fHM0mABEiABEiABEiABEiABEiABEiABEiABEiABEiABJJMgKJ1koHyciRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAtEJULSOzo5nkgAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJJJkAReskA+XlSIAESIAESIAESIAESIAESIAESIAESIAESIAESIAEohOgaB2dHc8kARIgARIgARIgARIgARIgARIgARIgARIgARIgARJIMgGK1kkGysuRAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAlEJ0DROjo7nkkCJEACJEACJEACJEACJEACJEACJEACJEACJEACJJBkAhStkwyUlyMBEiABEiABEiABEiABEiABEiABEiABEiABEiABEohOgKJ1dHY8kwRIgARIgARIgARIgARIgARIgARIgARIgARIgARIIMkEKFonGSgvRwIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkEJ0ARevo7HgmCZAACZAACZAACZAACZAACZAACZAACZAACZAACZBAkglQtE4yUF6OBEiABEiABEiABEiABEiABEiABEiABEiABEiABEggOgGK1tHZ8UwSIAESIAESIAESIAESIAESIAESIAESIAESIAESIIEkE6BonWSgvBwJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkEB0AhSto7PjmSRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAkkmQNE6yUB5ORIgARIgARIgARIgARIgARIgARIgARIgARIgARIggegEKFpHZ8czSYAESIAESIAESIAESIAESIAESIAESIAESIAESIAEkkyAonWSgfJyJEACJEACJEACJEACJEACJEACJEACJEACJEACJEAC0QlQtI7OjmeSAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAkkmQBF6yQD5eVIgARIgARIgARIgARIgARIgARIgARIgARIgARIgASiE6BoHZ0dzyQBEiABEiABEiABEiABEiABEiABEiABEiABEiABEkgyAYrWSQbKy5EACZAACZAACZAACZAACZAACZAACZAACZAACZAACUQnQNE6OjueSQIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkQAIkkGQCFK2TDJSXIwESIAESIAESIAESIAESIAESIAESIAESIAESIAESiE6AonV0djyTBEiABEiABEiABEiABEiABEiABEiABEiABEiABEggyQQoWicZKC9HAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiRAAiQQnQBF6+jseCYJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkAAJkECSCVC0TjJQXo4ESIAESIAESIAESIAESIAESIAESIAESIAESIAESCA6AYrW0dnxTBIgARIgARIgARIgARIgARIgARIgARIgARIgARIggSQToGidZKC8HAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQAAmQQHQCFK2js+OZJEACJEACJEACJEACJEACJEACJEACJEACJEACJEACSSZA0TrJQHk5EiABEiABEiABEiABEiABEiABEiABEiABEiABEiCB6AQoWkdnxzNJgARIgARIgARIgARIgARIgARIgARIgARIgARIgASSTICidZKB8nIkQALhCezavU8Oi0hGofzhT+KRJEACoQjs3btf9h08JEULFwh1PA8iARIIT2D/gYOCPqx40ULhT+KRJEACkQjs2LlX0tPTpGCBfJHO50kkQALeBDgfY+sgARLIzgQoWmfn2uGzkcBxToCDpOO8gvl6x5QARetjip83P84JULQ+ziuYr5etCFC0zlbVwYc5zghwPnacVShfhwSOMwIUrY+zCuXrkEBOIsBBUk6qLT5rTiNA0Tqn1RifNycRoGidk2qLz5rTCVC0zuk1yOfPzgQ4H8vOtcNnIwESoGjNNkACJHDMCHCQdMzQ88a5gABF61xQyXzFY0aAovUxQ88b50ICFK1zYaXzlbOMAOdjWYaaNyIBEohAgKJ1BGg8hQRIIDkEOEhKDkdehQTcCFC0ZrsggdQRoGidOra8Mgk4CVC0ZpsggdQR4HwsdWx5ZRIggcQJULROnCGvQAIkEJEAB0kRwfE0EghBgKJ1CEg8hAQiEqBoHREcTyOBCAQoWkeAxlNIICQBzsdCguJhJEACx4QARetjgp03JQESAAEOktgOSCB1BChap44tr0wCFK3ZBkgg6whQtM461rxT7iPA+Vjuq3O+MQnkJAIUrXNSbfFZSeA4I8BB0nFWoXydbEWAonW2qg4+zHFGgKL1cVahfJ1sTYCidbauHj5cDifA+VgOr0A+Pgkc5wQoWh/nFczXI4HsTICDpOxcO3y2nE6AonVOr0E+f3YmQNE6O9cOn+14I0DR+nirUb5PdiLA+Vh2qg0+CwmQgJMARWsReWPARzJ81NgYm/533yzNmzaO/XvwsFEy4IPPzL9bNG8sd9zUTwoWKMDWRAIkkCABDpISBMjTScCHAEVrNg8SSB0BitapY8srk4CTAEVrtgkSSB0BzsdSx5ZXJgESSJxArhett2zdJp9//Z1cfvG5RohevmKVPPfSG3L7Tf2kerUqMn3mbBnw4efytwfulBLFixmBG6Vf30sSp88rkEAuJ8BBUi5vAHz9lBKgaJ1SvLx4LidA0TqXNwC+fpYSoGidpbh5s1xGgPOxXFbhfF0SyGEEcr1o7awviNj/fPQZ6Xvp+cbbGiJ15UoVpGf3ruZQp4id7Pp+e+YPsmDTannk5GuSfWleL4kEpq9fIg/9/K68f+YDkpGvYBKvnLsulRWDpHO+ekjubnu+dKrSJHfBzWFv+86soTJn4wp5vEu/HPbk2fdxUyFa0/Zl3/p2PtkF3/xLbm19tpxUpWnOeegc9KTJEq3/Pf5DKZK/kNze+pwc9Pa571GHLPtVPpwzUgaccV/ue/ls8MZhReuNu7fKtT88Y8YSdUtWyQZPzkfwInDb8BfN2PzCBicT0jEm4DcfYx91jCsn5O3ZR4UExcNyJAGK1o5qgyj939cGyF/uvU3Kly8rz770hjRv0igmWjs9sZNd669N+04WbF4lT3a9PtmX5vWSSGDybwvl4fEfyNs975ESBYsk8cq561KpFq0PHT4k5339T7mt9dnStVqL3AU3h73tG9O/lzmbVsjTXW/IYU+efR83FaI1bV/2rW/nk2HB7tZWZ8kp1VvmnIfOQU+aLNH6H+PelyLpBeTudhfkoLfPfY/67eIJ8uGcEfJh7wdz38tngzcOK1qv3fG73DTsBXm481XSuEz1bPDkfAQvAjcOfV46VWkslzU6lZCOMQG/+dhDP78nRfMVZB91jOso6Pbso4II8e85mQBF6z9qD2L0w088L9u37xCNab1n714jWvfs1iUW49opWmPSkszy8rRBsmjLGnmqC0XrZHJN9rUmrJ0nT/36mbzU7XYpU6hYsi+fa663d+8BOSwiBQukp+Sd9xzYJ1cOfkyua9ZLulVvlZJ78KJ/EMgjYiozYnl1OhbsVspTXShaR0R41Gn79x+QA4cOS6EC+ZJ1SaHtSxrKlF5o38EDcvn3j8i1zXpJd9q+lLA+cPCQYGEoo3DmHCd58uSRw4fDG8OHxr1rdmzd2/bClDwnL5ocAt8sGiefzP9RPuxF0To5ROO7yu49+yVv3jySP5//eHHF9vVyz4+vyl/aXybNytaK7yY8OrkEAsaFNwx7VjpWbiJXNOqW3PvyanET8JuPPTRugGTkK8Q+Km6qWXsC+6is5R3v3fKl5433FB5vEaBo7WgOdniQ+vXqBHpab92+O6kN6tVZg2TxtrXy+InXJfW6x/vF9h06IPnTUiN8urGbsG6evDzzG3m84/VSrlCJ4x1v0t7PWU8HDx0y186blpa0e9gX2nlgj9z843NyRYMecmoVehuGhbz34H4pkDc+oROTyYMHwws1zmd5fdZ3snDbatq+sJX0x3F+tu/QocNy6PBhSc+bvO+Lti/OCgpRT9Gu6H/W7gP75MYfn5HL6neT7lVbp+IWx+U14xlLQJg+eOjo7ytverocPHAgNJ+HJ70vhfPml7taUbQODU1EovRT8VzfeeygpePli8Vj5J1u9ydymVx3bjzflB+cgwcPCRaE0tKghHqXZdvWyUMT35E7W5wvzcvUznW8o75wsurJvn/evGmCevMqt45+QU4o30Aub9A96mPzvCQR8JuP/XPie2Y3EPuo+GCn4pvyewL2UfHVjx6dVfVUvGihaA/IswwBitYuDcGOY52VMa3nbFwub88cIlv37ZTXTruTTTQkgZXbN8i/x38geSSPdK/RWs6t1ynkmdEOW79ri3w8d5SMWjFdnu92s1QtWjbahXLhWX2/e1yK5i8sJQpmmK2bqQwPAi9r1NFr07+Tq5qeJn3qdMiFxKO98jOTvpB5m1YKGKKNFy+QEe1CIc+C7UNM6y17d9D2hWSGw1bv2Cj/Gve+5JW80qV6c7mg/kmZzk52eJD1u7bKx3NGyqiVtH1xVJM59KrvnzCeSsULZsi/O18V7+lxHY/v9seVM+TVad9K36Y95Ow6J8Z1fm4++PXp38uizavlt52bA21fMsKDYOcCbF/ZgsXln5375mbAsp1NAAAgAElEQVT0cb37tPWL5Y3pg2XvwX3St0mPlOesWL5tnbw7a7hMWbdQvjrnobieNTcfvPvgXrl04CNSuUgZqV+qiomxH7WECQ+ybd8uGbhwvHyxYKzcf8JF0r5Sw6i3y3XnPfLLR7Jlzw7Ztn+3vNz9tpS//5hVM+WlKQPl5KrN5MaWvVN+v+PlBgMXjZdP5o6WvGl55G8dr5A6JSol5dW85mO/rJlr+ig4aLGPCo96+oYl8tBP70rpgkXlqmanS8fKjcOfHOFI9lERoInIjv275YpvH5NKGaWlYemqcksCfVS0J+BZYQnketEa4T5++mWSXHbhkQQ4Gibkluv6mpAgzsSLELFR+vW9JCzjUMf9eezbAuEGBQLRO2fcG+q83H4QOtPHJnwSw9C0TM2UdqpfLvhJ3ps9PHa/p0+5QWoWr5DbqyHw/Xfs3yX9Bj9jPKO0YOKXKtEanjZ3jng5dq8rGndL+WJGIIQccsBfx74jszYuiz1t//aXSLuK9VP29LR90dBOXDtfMMnU4mb7kilaf71onAyYOZS2L87q8rJ9cV4m9OFO23dpo1OOWswIfbFcduDfxg6QmRuXhrZ9iYrW1wx+Sjbt2W7uV79UVXmUCbhDtbhBi36Rt2b+EDu2R41WcmPLPqHOjXLQy1MHydBlk2OnftT7QSmYnj/KpXLVOcu2/iZ3jnwl9s4Qb97oeXdkBkGiNRaAHv3l49j172t3oXSo3Cjy/XLTidcNeUY27Noae+VUOuQgdNVFAx+O3atr1eZyWxsmoQ3T3py2qG/T7nJ2nY5hTg08xm0+xj4qEJvrAd8sHGeEfi2p7qP+O+UbGbF8KvuoOKvL2UeVLVycjlNxMszKw3O9aK1xq6dNn/2/icrdN8diWOPHwcNGyYAPPjN/b9G8sdxxUz8pWCBzDMNEK+3PY9+SORtXyCnVWsjkdQspWocEio7huyUTZO+B/QIPi0ZlqqfUi+3zBWPlg9kjpEvVZsaTjaJ1uIpatWOD3DrsRaldoqIs3rLWnPRJn7/IgX2HTBjkjELJnQAu2bpW7h75qjQoXVU279kh3Wu0kvPqdQ73sLn8qGt/eFpKFChiYuujpNpbSW1f12rNZcq6RbR9Idvft4t/Edg/TAC9bF8yRWtdsEM9YQfDU6dcL7WKVwz5tLn3MLV98IbSb+rjPn+OO/xOWIK27duyd6cZUzg98MNeK7cdd/2QZ43TwMLNq0PZvkRF66sHP2n6p5OqNJV1u7ZQtA7Z4LB7asGm1bL4jz7q1GotUuodpYIAvqWRK6bJh336S6G8yZ0DhHz1HHXYr78tkH+P/9D0E7BLJQsUkbfOuCfyOwSJ1uNXz5HHJ35qPBqxqHtHm3PkxBR7N0Z+mWx2IpL21i5RKfZNPXPqjVKjWPmUPCWcVy4e+G+BQFSucAnjwUvROhzqv/80QBD6S/uoyxufmrS5jZtozT4qXL04j3pl6iBZsvW3WD2luo96YfLXpm/S8TkXVsPVm/ZRcD5cuvU3KVWwqLyZwMJquLvyqKgEcr1oHRVcss/rP+ZNmff7SrmhZW+z/fptelqHQgwBecaGJbJpzw7ZuHurNChVTR45+epQ50Y56LP5Y+TDOSPl+ua9BInjnjnlBqlBT+tAlAg10X/0m9KhUiMZv2aOOR6d6qH9R3L3JVu0hjB+z6hXBavb8zevlk6Vm8j59SlaB1aUiFwy8D/SukJd+Xn1kYW8e9tdkNKJn9o+bA/9iLYvTBUd+X7mjDJb1SFMetm+ZIrW2G79/uwRcn2LM03YiSe7Xm8WoVj8Cajtg5Ci39SHvftLofTUiF627VuwZY10qNhQLmxwMqspBIHLBj0qLcrXlnEhbV+iojVCxuTNkyYnV2tudto9Qk/rELUk8vTEL+TA4YOxsUSqPTX/O/lrGbFimhmfQ4xI5fcbCkAOOQiOHW9M/96IoRinFytQWAaccV/kpw8SrfHdPjHxM4H36cdzfpRbWp2V8rAxkV8mG524fd9uufK7xzKNz1O5KI3wVZcM+o80LlNdiufPkPzp+eT21vS0DtMkMK8pn1Eq1kclcyeVm2iNPio9La+cVLUZ+6gwFfTHMU9OPOLoqGO+VPdRz//6lQnbp+NzitbhKkv7qFolKsrMDUuleMEi8k7P6Aur4e7Ko6ISoGgdlVySz+s/+g1Ztf136duku7w/dyQ/mpB8IRyv37FZVmzfYISbuiWryONd+oU8O/7DPpk32sSzfqD9xWYbIkXrcAyxe+DhcR9It+otZfgfW5g+6P2AyP60lIjW8Gi8d9RrcnHDLjJ+zVyK1uGqyRwFj5vTarSWIX9sh76r7XnSuUrTOK4Q36G0ffHx0qNfnzFYVm/bIKt3/O5p+5IpWuuCndo+itbh6k1tX48arWMhBt478z4pkq9wuAvEeZRt+35ZO4+idRz8YPvsegqyfYmK1sjxUD6jpDQtW5OCQBz19K9xH5g4ocOWTzFnwVP9zrbnxXGF+A59fvJXZnfJgx0ukf+M/4iidUh83y+eIAMXj5fyhUsZ0TojX0F5/8wHQp599GFBovXPq2bJk5M+lzvbnisvTRlE0TokacTvv3Hoc9K9eqvYN/V4l2ulbsnKIa8Q32Ea57xz5aZy8PBBitZx4Lth6HPSvGyt2FjiogYny8UNu8ZxBe9D3URr9FEVMkpKE/ZRcTH+x8/vSfnCJWLzqFT3Uc/++qWMXjkjpk1QtA5XXdpHlStc0ojWyLn1bq/oC6vh7sqjohKgaB2VXJLPu//H16VkoWImduy7s4aldIs8tmbBWxgfKDx7CuTNl+S3ybrLPTXpc3Oz+ZtWmnhs2IL9RNfrUvYAEKyHLZsiD3W6Qm4b/lLKw4NgovTtol/k6manG6+EnFqQcOW1ad+ZbZsaGxLCTdqB9JSI1tg6d9+Pr8u/Ov9J3pw+WDpXbZrSmNbYJfHR3JHSonwdOaducuLLHYu6RvzdK7593IQTgEiJckebc02inFSVrLZ98FDGBDqn2z4MUvcfOigLN6/ytH3JFq0HL54o/+jcV24b/mLKPa3V9v2pWQ9BvO6cWtT2wQb9sGSSeY0Bve6TYvlTI1rbtu+dmUPkhEoNUxoeZN6mVfLRnBE53vbtOrBH4GmNRM4IhRPG9iUqWsO78dRqrSQ9LU1mblyW0vAg2JHx3qxhsnnPdpO8KyeXB0a/IQ1LVZevF/1sXqNjlSZyT9vzU/ZK8GJbtGWt3NjyTHlwzFspF62xq2Xsylly7wkXmASGObXAyWPimnnGwxqJMxFSBaFVopYg0fqnVbMEcwIkEbxj5Msm6WMqk59ha/nn88fK6bXampCBObUgzM49o17LZPsePbmfSZyZiqK2FrvrZqxfIvnT0lMaHgQJqzGvLlWomNklm5PL5d8+KqfVbBProzBWh7d1MoqbaI0+qlv1VmZHEPuo8JThNNWsXK1YPaW6j3pm0heyfNt6ub5FL9NHpVq0Rh81ZsVM6d/+YqlQpFR4MNnsSO2jsKCKfCaJLqxms9c77h6HonU2qVIIbK3K15FyGSVTLlqv3fG73DTsBfPmiN2DGD45tfzr5/elbEYJs00eojVi52FbW6oKBK+p6xdJ/w6XyNXfP5ly0Rqr6ut2bjYeI6dWb5mq10r5dQcvmSRfL/xZWpSrHROtIdykH0yNaD1/0yrBxPa9M++Xv455J+WiNTz+IUgh6Q+S/+TUoh43VzU9Td6eOcS8xm2tzzFx0lJVstL2/bZjk9w47PnjwvYhVmjpQsV8bV8yRetP5v0ok9YukD+feKmxfVgcTFbWere2pbbvplZ9jAdYTi1q+1pVqBsTrRHXFfFdU1Fs24fM9akWreHxD2+V48X2XdmkuxmDhbF9iYrWyFjfr3lPWbVtQ8oFAYyR4KGcP2+6ySeRk8stw/4rp9ZoGaunVLc9CAIH5bD0qtXOCALwFsbkNlUFHv8oWHRvUqZGqm6T8usiWeaKreslT548RrSGgwzi+UctQaL1mFUz5PVpg824DzGTUx0eBN8Tvis4KsBu5NSCuoFnqG37HjnpGpMTJhVl5/49AvEVwvigReNTLlqjf0I/Va1oOXmu202peKUsuyZsg11PWGRFovlkFDfR+lj0UYnaiWSwSPQamGdg15aOJVLdRyFkVp48YhbQskK01j7q352vMrnEcmrRPurQ4cNGtE50YTWncsgpz03ROpvUFFa521WqL2UKFU+5aI1VZwz6UZ7vdpNULVou5RTW79oiiJsWJgYqkoth9f2vHS8PfC4Ik43L1JCxq2Ya0bp6sfLy7Kk3Bp4X9QDE0J61canc1/7iLBWtkR0acfpSXXYf2GsSJYaZKK3Yvt6E/PjPSddImULFfB8Nq5kT1sw12w3V0/qtnvdIgcP5U+JpDe8/hJ3A5PIvY97OMtG6atGygqzrWVHm/r5CKhYpLSUKZATeDrsCLm54cmBsanjt3vfjG2ayh+RTKDe3OsuEdUlVyUrbZ4vWj3W5VuqlaPurzSoe2zdo0S8ydd3CUJ6QGJg2LF3N1/YlU7TGLhMkytQFu6wSrXvXaS9XNz09Vc0vdt1U2776pavGROvXT78r0GZGfWEVrWH7kLQp1aK1LthVKVJWXuieNbYPO1vg3RPG9t0x4mWTz6BTlSa+SDUWOLz/Xp46KJTtS1S0hmf3DS17GWEv1V5smnAIL5ZVMZmRhBQFbSOooB3J4cMmJmdQwaLZxY26xurphIoNzLboVBWI1igqCGSVaJ3qJMjKC174cGZBfxJUkODwnVlD5aXutwYdKkgOtvvgPtm9f68RrVG+OueIIB+lBInW2B7/xvSsE60h9OK9WpevK3858bIorxT3ObM2LjPzqDA5Ef70/RPmu2hQyl98RtxdhMC5vFE3gYiD8nDnq1K2u1NjaGMMNnDhuJSL1hhX6Xsl0v7iqSz0J0XzFzKJJoMKHBAg/AXt0sQY5dJBj4jdR51d50Tp27RH0C1C/d1NtD5WfVSqPYUVSKr6KIRVuazxqVnWRyGGdr60vNKjZpssFa2zyqEu1X3Ujr27jWh9PCyYhPrYc+hBFK2zScXdNeoVaV+xoYnT996cESkND7Ji2wa5fcSL5s1vaHmmnFajjScFDE7nblwhjyUYJ/q9OcNlxroloUJ3vD9nhIxeMUNeP/3OwNq5eegL0r1Wa/l+8UTZsGuLVClaRl7odkvgeVEPeG/2cBN78p4TLpB+g5+Wp7peLwjgn6py3ZBnzXu1rVDfxFP0Kgh38Pef3k3YA2j2xmXyl7HvyLu97jcDLr8yb9MK6T/6LXnu1JukWjH/hQ8MGJdu+U0qFSkdE61fO+0OychTOCWi9eyNy+UvY98+IlqPfVtOrNRYLmhwUqqqSV6e+q0MXfar5EtLl4/6PGi20nmVC775l9m2ihhniRR4Et3Q4kzpEsIL+tJB/5ELG3SRs+ue6HtL9biBt/jjEz/9w0b0NjGuU1Wy0vat2r5Rbh1+ZMHuuha9pGfNtp6vNWDWUJmTxbbvw7kjZeSyafJGz7sCcd867EXpWqO5/LDkV0/bl0zR+oM5I2T6+qXSv/1FcvXgp1Luaa22r02FevLnDpd68kCYq7/9NCCUzfKDOuf35fLnMW+bvrd4wEJQFNtXpWhZ+WHpkfAgr/S43cQyTkWxbd9ff3pHTqjQUC5qmLpEjK9O+868Vxjbd9HAh+XGFr1D2Sw/NrBn1zY/Q7pWaxGI8LJvHzHhUc4OCNs0Y8NSI/LHY/sSFa3xHkjut3zbOpm9YXlKw4NAbHzkl48Mr793vMLsevIqj034xEzeEBoqkfLExE9NX3hXiNAdT038TLbu2yX/7NQ38Jbw8rqn3QWiya6CbETgBQMOwLPlTUszggBsxHu9HpAi+VPjaX3w8CE5/+t/mifqU6eDYNeTVxm2bLK8O3uYeZ5EysjlU+XNmT/IB2cGh+4YtWKaPD/5a/n0rL+Yb96vIP538QKFZcPubTL9/71580ge+fKcv0d+1CDRGu8xYPYwk+wR4yMsuHcOWKyK/DD/f+JDP79n3ito3rFpzza5ZvDT5vuuHyAg+z0PQvug7w1zna17dwpE6zALH8hf8sncUXJW3Y6CkFJhbEQi3Lbs2SFXDX7S5B/6euE4yQdbk8JEjN8sGh97r6C+944RL0n7yg3l4gaJxYnGuBZ26dKGwaE7kFwRyUohRvsVOEBcP+TZTH1UMhf13UTrY9VHPdTxSmlerpYnDuSUKpieP1v3UfedcKE8PuHIPCrVfdQTEz41seHhYIQ5/Ae9+0vhFCX7Ph77qPW7tpqwkRivfH723xIxbzw3hQQoWqcQbjyXvnPkK9KpSmMpWbBoyj2t4SF7+/CXzOO1Kl9X7ml3vueq/WvTv5PFm9cIVsQTKQNmDpUflv4qD5/0J9M5+xVs4xq/erbAEzeoYDUTW6U+mz9a1u3cIpUySsuLPYI9QIKu6/V3bPWZv3ml3NPuwizxtL5uyDPGgxxbUZ8+5QbPVXtN9oXkhoXTo0+m4MXx17HvyDXNTpcza7f3xTR9wxLB9vMwySjhcYMtgRCD1NP61dPukCIpEq0hNv557JG4Xv1Hv5lyT2t45ul73dvuAl+PZky47257fqDnX1AbvfCbh6VJmeqhvHJxzyuadJNz63byvax63Nzb7kKB9wcKYgDCwyxVJSttn73LBKINBpVeHkuvT/9eFm1enQTbN8yIev/s3DcwsREWd8aunClvn3FvIG71NvxywVhP25dU0Xr2COMNej9E6ywID2Lbvqe63iDlM9w9lqasXyQIE5Wo96OKvfDqxkTQr0SxfSULFY15Wr/c43aT3CgVBTswdHsoFuxS7Wlt2z7EFUbsRq8CO5SMGPkQvxuWqiYPdboyECHueXnjU+W8ep19j/1lzVyBWPvXEy8zYTTC2L5EReuLB/1Hbmt1llnQTbWn9YS180zyaJRTq7WQW1qf7ckDO6gw5kg0ueGjEz6RuRuXyzOn3hgYhg79DWLd/rvz1b71hJwsECT/0amvWWTQcSzqLVUF4jji7nav2TpLw4NgF+Q/Ol/pGUro+yUTBSHrEA4jkYLk2C9O+cZ45cJr3a9gHP/qtG9DxUyFHapfsoos27YuSzytR66YFps/ZUV4kL+NHWC881D8dh5p2LVE40T/vme79Bv8lJxes03gjgSIMNcPeUaCxqN49q8W/iwjlk01sZLVIzloYSuR9gavyau+f0Ke7HqdfLXg55R7Wn+9aJxgDoqC+M9YxPQqCOtwcpWmCSc3xBx776H9ZoE6qGDnc4NSVXxtMq6hu4Fs23dG7RPk2mY9g24R6u9uovWx6qMQEg6h4bwKxnxF8hdKvI/65WPBmOnZbjcFhmwL20epRzx2K2AMlhV9FMYuGekF5NQarbLU0xp9FOY2XrveckoftXTrb4JxvbGHCewGCvWh8aDIBChaR0aX3BPvHPGyEdZKFCySpaI13gIeK17JSv47+WtZsX2DIJN0IgUDIWzRurFlH+lRwz0+KSaXlzTqKut2bBZsZUXM46CCgeltrc+Wd2cPN7GfIQRAEEhVOSJarzLMsiKmNQaoGKiinFKthfHQdSs64U5UuFExxm+7LSa+W/buMJ5r6Cgx8AxaiMBqc8G8+SRf3vSYuIt6KpaWkRJPaxXfET/xz2PeSrlwgwkfJn4oSLDm1Xb3HNgnlwz6T1JEa3wv8HSCx5NbgYgOQQmhCK794enAwTqugXf4YPZw46GkojUGxBgYp6pkpe1buX29SaCqxc/2vTRloJlsJ277hpi4jfCo9PJYhwh3br3O8vuurfLL2rnGazioYDJxS8s+gp0pXrYvmaI1dplA2MWODywWpjo8iG37ulZt7pmoKafYvgL58sdE6xe732p2naSiZLXts0VrP9u37+ABQTtPhmit8RS9JhfDlk8RfL+vnXanYPHj4oZd5aIG/t7mELzgZXhH2/PMIghKkO1LWLQe+G+5vfU5smTL2iwVrfFuT3a93jNcGxaukeskUdEanraTfptvFhealz3aa05FuLvanidDlv4qBw4dNHFu/Yp6kML+INkVChYgIbKlqmDXUcG0fHJarbYmV0ai46yg59T2jeP8RDaIjV/MH2ueJ5GiQvRZdU6UP3mEGoAIV7NEBalevLyZo4RxkMCC9ImVG5ndiVkRHmSEGb+MEOQMQBiFm1r2Ttg5wI+rLVoj/jPiQLsVdRRKVLRWIdovFBPqBhz+3ukKuXvkq+YbDtrVB2bwMuxUpWlMtMYiEJyaUlE2790Rmz+h/aY6EaMtWuN9/NruNYOfku41WiUsWkOIhpOEVygwXSTH+PKxXz6WJmVrBnoNqzMO5lwIq4cCh5JkJZd0Fa2zaR/157FvS5mCxRLuozDPgd7glT9g4+5tZv4UTx+1ec8OuXrwkya/Fr7BrOijjGidr6DJfZWVMa3xbgiDcr6HUwD6qC/n/5TwwmpO6aNSYS95zf8RoGidTVoDBoRdqjc3nqgYdGCLsl+JJ/6m8zrLtv4mGEyi1ChWXtpWrO+ZfRietBAyEQ8S3qFRCzy2kZDKL/4WBuoISYEthNh+EmYgjnOw/Q1hTCDcFEjPLx/3fjDqYwaeh+R0mGDe1e780KL1vE0rzVbwKIm3MIDatGe7qae8aXmNQOxWIIq9NXOI8RpFvMqoRZM1+Q2K4d2ErdSI37xy+wZ55OR+xkvAr0DohqCRlpZmJqcoWJ2tnVE5paI1Ek49OObNUKI1BphIxoD3ircg/jMmCkj0ggmKV4gB29P3kZOvCYw16PccOrH1GhTrQB0r4RBrL6x/slkU8ivYJvr5vNHGi0dFa7+JbLyc3I6P1/ZB+F+0ZU2ouOvO+9m7TGoWr3Bk+6ZH5nW1fVjQg7gdtWiiut51OsjVHlu9UZdF8hWStDx5ZP/Bg/Jhn+BvGJ72GEjHbJ9Lkqtkita6YAd7G1a0TobtwzeFrfnYaeJWvl38i7w54wcpmDe/Cc0TtaTS9qFfS8+bHhOtvUS8qM9un6eidVbZPl2wC7J9a3b8Ljf/kQA6WbYPonTZwsWPwjZw0XiTSBb9GGJWwrPO6zvXk7HIh7jt8EBW0TrI9iUqWkPEv7PNeWY3WxhP6237dsmqbRulUZng2MNOKOPXzDFblcFrx749f4RXcU+wq0lQMRHFhDRq0UR1Xrt1tD9EWLyd+/eaMAsQo/2KCt3w3saCJ0rlImXkv91TFxZOBYHuNVqHFq3xHdYqUSHunW+6uIP3wjdVuVgZz+TO8HjGZB4xjrEIEbVoojq/MHTw2oVoirEsxtpYmMeYzq9ggbhr9eYmR42K1q+edqeUc/lmwzx7UHgQLFZ9PGeUSTAfVrResnWtZKQX8tzJ4/dc8KKE+Ih6wo5Ir35bd0LiWmHCT3ndUz228XevBbtXpn1rxtj4JvB93dbmHMGir1+BF/KCLaukfcVGMdHab5E9TF35HYM5DeY26NPDitZoe9v27YyU/PnLhT/Je7OGC8Z88Kj0SjKJsWXf7x8XfINwEIKjUNRy49DnBPWFeU7TMjWPuozmGEBuBuRaCTPH1r4deZuQqwElmWEn3ETrePsoLCqirw8THz+RPgphUhAuJdE+6p8/vydT1y82oVmQONFZMMe9bfiLJnRr2D4KtgCL5XY9pTrfEUJ/Fc+fIV2rtwgtWiejj0IesSrFygp22bmVY9NHlTC7T6P2UV7jyqi2gOcljwBF6+SxjF0JniUQNiFCYJCLbO1BBUbxlBotzSAwjGitHrFhPkrnvdFp3/WHaI0V+PW7NssD7S9xjeOJSQG8DRNNdKPeWF7X2bF/l1zx7eOxRw0rPkPsQbzTN2YMNgNpFHgzFEzPJ+/MHGpWzFFaVqhjssLaBauhCCtSq0QlqVuykkniGFQwEcZW3jvbnRdatMYzRh0AwZsbXgknV20mSDKDiRoEbC2YwBXIm25WMrGiiZLI1hY77qXXde778XVZuHl17BmwnTdoEo3txmUKFzdZ5H9YciSuKzzfelY7QV6ZMUjKFSlhFk+QiNRt2zy4I+kgEj5ikBZU9PvAOyBeXJgt8uj04bkcRaBE+BN46nWu3FTGrp5pRF9s4dSCwfDWvbsEsQ2xCo7iNZgNejf9u4rWXh4CH84ZKZ/NHxO7HLbHY5u8X8HC0tcLfzaChorWdUpUMkICdkpMWDtXrmnW0wyykQ3bWTA5Q0iNVNo+bMeFhxO8qeJdCIItU6ED39S6nZuOsn1ISIW2pravXcX60r+9dzz5oPrSSaSXILBj/25BhnYtYROBoP7xXNjFYtu+Qvnyy9szhki3Gq3k4IFD0qBUDSlXtKin7atXqrKZdAeVIxPb1WaRMKxonQzbh28K3uePd702k+3DxBd2/qv5P8vnC8ZmW9uH7wgTnjxpaTHbpxOtpyZ9bjxa21VsYI7BBNZZBswcJuWLlAxt+zQ2c7y2Lz0t3Wwlj7fogp2X7dPradiSZNo+bJNuVvZoQQCJfyFAa0FYJIRH8ivolyBuQKxR0VptH35HTo5rW5xhhLuWf8SDtkVr7FKBqILwXLbt97snvg+EZFi0aXUo0RrC+lszfhDsIIq3jF89x+QpgGhdulAxKV2ouNzQopex1VowQcfkGjvYEIYjKKZy0DPowp/XFvbFW9bEPAZxrRrFK5hwY35FvU2R8BjjZi0IqbR6+0ZBXoDLGp4iiP/rFqoG9/xp5SwpX6SUGXPguwsqWHTHVvSworV65/3npKvjFm80/AmeCePzuZtWyD87/cl1XAQxHTtNEhVE7EUer2Sq6KPQV2lB+L6SBYv4okPOmdNqtZGp6xbFRGvstGhWtpYJMdK4THXT19YpWdl1ezkWxOqVriqVM8qYMWaQaI3v47N5o413a1jRGm0I85IoizPw9oQXOeppzKqZJhkjkjJqQcLBQ4cPCcZFGCOiJCKI2E4PXuL/s79+aeYKWsIk0sYYYtmWdeZ70PAgKqIiTBrCeZxXv+UWUQkAACAASURBVBPypLruzvhiwVgzdsZO4SCvbjyXfh/PdbtJPp07OpSnNcYfWPjAHCje8uWCnwQ7xSAer9q+weRUuLDBySYmsm37YAvhIYviHMPHe08Nb+Yl/v+8apY8Oenz2GU7VGpkwtX5FZ3X4BtFThMUXawft3q2fLdkotQrUUVOqNRA4PnvLLE+Km8B15B/bqJ1vH0UFtHenTkslOOF8/mORR+luyW8Fqg1Ob0+a5g+SheXsJAKj3st0GtWbFsvH80ddaSP2rvDdZe73Udhvot5b1DB/LVEgSKmbYfxtFZhPdE+CvMo5INx9lFYUICe9dzkr3JkH9W0bE15bdp3gX0Uxr8NSleTykVKx93XB9Up/340AYrWSW4VEEUwIEYnjvK3jlfEJjh+t4Jh61GztRkY40NBXKK6JStLl6rNBAbMDr8Agzhq+TT5dP7oSMKNxsXC8yAeNERyFHgiYfCLbN/P//pVpsdtVa6O/LXj5ZFpIczIiBXTjJfGBQ1OFlwPA150CIs3r5VC+QoIBlsQbDBoRwkjvqJDBWMMgFW4wbkw8hgYacG79a7dPjZIweAbCbw0SULYZBYQx1chkWXbc41ojWzP+w8dNDGgMSm3V5dxj3m/rzTiX1TRGolUsHLdt2l3gXiBgtX/BmWqmYH8YxM+Fnhf2SUMN6+K1K32+DtCuVQrWtYMfrAtbdGW1SbDNbbkYmKO+JMoYcRXTF4rFytrBvAqWrvVE5LUPNTxikyDSbQRbDPGwBkTnDBZ652iNTzQ0fbQDnbu323EcTuWMVacX5v2vVQuWtqIcvEWfC+jVk43K/UYWKPDBitMYOqVqiLfGsF3XqbLOic48dxTw4zgHAgCjUpVNRP03Qf3yoQ186VYgcIyaOF4WbR5TWyiGSbLOLxWMfC9punpMdEa98Dgw9nOIGRXKlIq5kmGZGLjVs0xdgklbExE2/ZBkEFyRLSVVNg+e8HuT016GC9l2/btO3RAnpn0RaaqSHTrOcIUwAMMWeQvbNjF9AcQKjHJ2LZ3lxTOX9DcM4rtwxbe16Z/72v7zq7dUS5q9L8JmtP2hY2JqAt2SEIL0RrbEDHp69esp8zftErqW7stEL9+/qaVJjYw4hIiPmG8RW3fFY27mQknCu5Zr1RVqVKktBHgYBuTZfvUE9Vp+zC4n/zbAqldspJgwQ4TWxVvwtg+ePJAjD4sksn2oT3ATmhBf48kdPZEGouDj4z/yExukmP79kjZQsUz3QO27/Vp30uliLZPF+xs24d+EJOtVNg+W9Q7o1Y70z91NovvW+WXNXOM1893iyaYvlf7qDDi63eLJwjs37UtesVEa7V9uw/sk/2HDsTq6r0z75P0POmSV/IKJvobDm6W7xb9Ij/+IRaFjVmuC08LN60SJLjDdvyOVZuYRfTfd2/PtOsHu2W+WTheflo1K5JojXwFiM0M0Rr3gTcmFv0w7kQ9Ld+2PjYW1BdNdOs5woygfWEn1slVm8eEEvTPGJ9t37dLPps7JlZPYcRXFQQwDrjpD899fV6MKeGMoAUCKQRJ/abwvcGr7pWpg8whsF29QoS+UkHglOotjac1zoFAh8WneZtWZdpphsU0iJSw+1EEAbtvt8fn6L9rlKggxQpkCGyKXTC2CRM718sGqycq/o5wEjWLlxfs0IJIOn3dYqlWvLzJdWKP+8KIrzcMfVb61O4gk35bEBOtcQ/11tbngScwEiPbtk/DJ+AYtFf0dUGiNQQz5HjAs0G07lylsdk9h4X2ZdvWH7UjEG0TCxKwXWAdb4E4hHE/xpVwEkBBe4PgoWFUbAcP/D2R0FD2TjHcE0ngMcbE71PWLZIGparJc79+Idv27o59U2HEVwjTWKxvWb5uTLTGs8IjHnZVC/q+10+/M1M9oe9H0mpwQAkz/1DBTEXrFds2CBbPz6zT3ow1Dx46lGkHDXbWfTh7hPm2o4jWWNRGCBSI1ulpacYGwNYgdA3CcoxfM1ew28AuYXJb+LUXiN943hMrN5bm5WqbsJjw4J66fpGZ44Lbj8unx+opjHOE7gZz2j44eaVJHsEObC0IMQeHOYwrUaAjYB7i10d5idZwjjhe+yjkPsL8FmMWLLho/h7M42DLMcb8fN7YuPoo3VWGcQA87u3i7KOwgx1jJa8+KmxOIXUMg4gMuwT7gJ2bcFZyjs/xXvD0hzNhon2UrU1gnFW7ZEUplj9D/pFFfRScRGFPqhUrl+Q+6oi3drx9VLx9CI+PjwBF6/h4HXU0QjJAIDqjVluZv2m1fDp3lBnENilTw4ixN7fq7ZuYSC8IjwQYy4z8BWMr8uhsEC4ERvOU6i3kuua9zOEaJxD/P4q3IQYAGgvQTjrkfDnbuKKzxwQ9anGu/kMwQkcLsRkFg2FMbBZvXRsTIsIMfjDpg7fVS1MHxoQbcDu/wUnGK2/k8mky7/cVUi6jhNkSi5VPbAdE5z1qxXRzbwwWEAvqthDZqyFaw5sHW+4gWmvRrdHw+lZPYI0pjGOiitYQhyAWwhvrqYmfZ5o4672dAj22hYfx7nerS53Y6t8QhxKeAtrxQujFwAheARB5UMIszGDCU7NERfP8tmh9SpWW5lq/bphvPFYwmIOwjWvuObDXDJgx0UbBZAAD4zCxzjU5m3obYqEGBYk61+z83YhIiHeIdq3bjfH39pUaRhKtn/v1SzMYxOQHA1V0pLYIiWs76ylMVnev7w1izGWDHs30Z7yrxtGD1wtYY4EDHuAomGhjku5Xvlk4ToYtmyJXNz89k3ADThA70K4gNmDAAy+pKkXKmPYBgejFKQPNVnyI9diNcHPLxG0f3uPPHS4xgh0KJpgq/kexffj2NcYcRHXnwArvh4kFRGUM7FDwPv/ufFVU02fsudYBLuK0ffim6pWsbHa0qAgb1vYhzAQGnrpgp7avVvEKMnzZVJm7cYWUKlRMdh3YbWL9Y1EK3pT2BDtsBnb1xlLRWoHA8wQhp8Dprx0uM4NvTeyFY6KK1mr74H30zKQvTXsO+qbggaqTtHgrzOn5hD781tbnmGRWKNipg0UhLA7hWBQs5GIB1q8gnBIEDIgnEEa19KzV1gg6COODSdPuA3vMJOMvJ14uEK427tpqhHkU9FH4xsLYPkzIIWp52T7YwOta9jIxhtXjLRHbZy/YZYXt0yRHNnM326e7k3AcxG3sHoli+9AO1GP3p1UzTTgAtPV2FepLh4qNZP7GNfLBAoQn22L6KNinMHke8Cy6U2z+7ytjuwVMKJk8eY13/f0nXBzzQEUYJYhTYXdiON8VYjc8+2HHET8fYy/7e4KtRfvD/+qiDBaJbml1VryfUux4FfX0B4xjwA/hzMw3lV7AtG31DA2zMKPepq/0uEMgimpB/4oFOOzUGrtqlsBrD0JEvrS8ZoyIepm4Zp6xxbDv+K9NxfqBsc5xfTge4HgVrfWeGiLN3kUDj1B80yhRBAHYmEsHPmLOxzhIBWo/24dnQ0iMqAU7srRPwDUgsHWq2tTsaNJ6Kpq/oJQsWMwsRqK83P02150h9jMgFux59U+SX9fON0K+FoTraVimuoxeMV3m/r5cMvIVMnlS4D2PcfrQpb/Gdg6ifaBfxA7KQNF6ySRzHpJ8Q7RWEU9DpCGMyu1tzjWCpS2Kw/kkimj9wOg3DY++TXvIyGXTTBi2oD7KuVsynjqzxy84D20eXuW6607H57btC4rLj+tgEQfj4Jbl6wgEbC3YTYfwaCu3HRHFkd8IC8ZwPALDVds3mvEN7IXavjDx3rF4hPAOmI8hkSjmHfo+u/bvkwLp6XJlkx7GcQFFd35gThdFtNb2jXEs2gC+T6ftw7/3Hdpvxn8oWCw/t55/4nK/utPxix7zfLeb5L1ZI8zcQL8p2/bpwozfNXEu5v/49pAwUgu4nFm3g6zetsEsfsLBB4u5J1ZqLB2rNDbjM9QrFvz8+igv0RrzWrc+Cg5b59TrGOOUE/soLEJC1NXi7KOgTbStWC+uPkpz52A3hI4ftX07+yiMLxASFfoKHLTeN/Hll5r+BhpMmF3CuDZE67IZJYzwrrt58buGSEtVH+U3j7LnvMnuo5AfqEOVxgKHOM8+KkTCc+2jJqyZm2lhFQvSjcrW+KOPWmE0Iu2j0F4wP8TCNIrdR8Vjz3ls/AQoWsfPLNMZz0/+yoiftsiBAVKVYmVk1oalclWz0wPjieGC6IDOrHWC8TjGIADZ3eEZsHXvDjOxhAfqoydfYzpUfGTq9YitXxiUY5AStmDlHx5jKNji9/ef3jWDLbugA+9Zs518vehIyAm9f9h7OI/DNiid6ONvGBBs3L3VxLnWAm/lz+ePDS3cqEcKBKXnp3wdE24g9NsxwREeQkVLW4iHpxsGtRgsIIZ2mJjdr07/Ttbv2Cy3tDnbiNbg0uj/V2gxEcLA2k5EZb8zvGQKpOeLO7mHbsnEoAGemSq023wvbthFPp77Y+ynMINGr3ocs2qGEYi0QJg8q+6JZqCkBWIH2js8i1HCZJzHanb9klWNF78tWv+n4zVSrWh5ySiU33hC6DZ/27MXYlFG/gJmgjlmxUyTRCWouInW8DjBRF0XglDf2AKJ99CdBRjQ1She3nxPKpQG3Qt/h6cstodCtIZHJrzi1ctPz8fESEO44LcwCXK87o3vH4Niu7x35v2Zwkzgb3hHCBUoeDbEbfMr8LgC4yubds8kWtsDeOe94a0HT1AU2D54q2MB4k/NTotk+zBYgJcDBgiwfZi4YKKJot63+P94F9ipeGyfvWAHG/HXsQMCbR88YBNJxqhtQ7mD5YbdWzN9B1c1PU2whTWsaK3epggNg+1pKlo7bd9dI1+VpVuPLNjY9QQPKniPtilfT/YeOhAqLIQu2KHdou0hZmarCnVk9IoZsf5IbQ/aHEQyFGy7RBgPJMOLp6jtg32ZsHpuzN7Y10CIIYSC0AIP2CL5/OOsej0DFp2w+KQFgtd59TubyYAWTHqxAIr49ShhbB/intYtUVn2Hz6YSbRGPE/E2ERBKAt9D9uTW21f6wr1ZOzKWZFtHxa8kVdCbZ8mQ7TfOartsxfsYPuwcwue9nZJpu3Dlvsrv/tfOB3cJ8j2hRFfYftGL58hfZv1yGT77ER4mKxgkqulRIEMIxCgILwYdhtgsTpszG6ITdhxM2/jCtP3wStq7KoZZoEDtg85CJCLwLa5EJWxEARx2w5FEPRtjV01U56e9IURreE5h9AS9u40td/wuMcEDgUT4ESSMd7/4+uywAoldl+7Cw0fjW+Me+D6ursFoTreCBBfsaMH8Vw1wbC+t3OMikVd7YNt24dFG4RQQjgcCAZBIbNwfRUEulRtbuofIWkK5SsoizevNvWEbxZtEAUOIehnUBCSBknmzqzdPqh6Yn/Ht3P5t0cWpOGJijELFrWcBW0Dgh+Kff/QN7IOxHV0hxR+xmI3vmVbwDytZhtZtnVdTLTGswWFlYK36SWNTjH22xatP+r9YMyz0B4n2/UEWwUHBniqYscYFoKCROvvl0wUhDqB1zlE67x50uSqZqeZnSQQhrAgoMkQ7fBpsA8QWHrVbm++q7Cl/+g3jJMSROvd+/ZmYqjXcPZRj3fpJ3VL+ueA8bq/PXfDMeD18ElXxXIF4Dd836fXbBvbnYRnw/zDryAMC+xqs3K1MtU5vlcNA4eFJTgfabHnUhgrNy9Xy4xpEKYHdtGv2OETVLTGYj76wMLp+Y2ArnYX9gN2BAXjyx41sQu5SqadXUH1hbaN+6D/Prt+R8HOX3tHBs5H/4fngn1BQb3FO2axn8O2P/gd/b3T5tq2D3OthwOcI3QnrFO0thNVO/sopzbRuEw1EwffrY/yEq2P7qNmysFDB0096b01QS7eFeNyOLPkhD4KCS3hha4lGX2U5g3DQiJit2tx9lH2wpp7H5XXhFIKyseB68MBB8m9MaeFaI0donAMDOqj0P8hxEyYHUf6HnYfhYUnzEHgVOEs+H40TFuy+yjYbIy5NJwR7u3so7BQBJvhV7SPGrdqdqZxSdg+6vDhw8ZGah8VZIv498QIULROjJ8Ru1S8wwQzX9688kL3W8xg6dbh/zUDtjBbo5H4Blsr4KUG0RpGCjFJDxw8aBLJIf4gRGtdodbHhoCICU48XtB2pwYPJU0IYaPAu/Ss3dYIKSiJJnrR2Ht6Dwy4Z61fJohPqwWeUJ/OGx0TboLEVzWc6HwxmNIJmHNFzxat9V7wSEASMwgT78wcIjv27wnlYQvResPOLXJz67NiojXqBR5QH8/50YQc0ckLvOfh1YuCSQ5WT8N4UNr1YIvW8OC2s8rrcfbWRPwWxQNVr2V7SOI3rNbjvlj91QLPQkwotN2r+Ov3KR2Z6NWS7ft3ZxLrHut0rVQuUvYo0VqvhdXNzlWamPhyEFhenjpQ4EkeVLRN296G6IQgFiLePNqLPjfCHmCig4LvCVuXManH6mnYosKkbqe2s8rrNSBIYPu5hr+BBxs63ijF9g7X8+HVZa+w43cMwNRbE+IuxCq/Ao+UX1bPlcuanBpatMb1YC/S86bJC91ukfS0vHL78BflokZdE7J9SEh476hXzeALg3uNZarPj28KMRbjsX22aO1l+zDgxgBObV9U7x59TvCH159t+6avX2KEfS1YsENcehX/g2yfepsiodCzk31s38jXZPHW/w3IcT94jtzR9hxpVLq6vDtrqBHdwsTshoCBbY8qWsM7/LEu1xrR/6sFP5sFNX1uxAmFR7f9TWWF7cMkAfY/SnHaPrxfhyqNYmGZcE20RcQDVtE6zMJT/zFvGtb47m1Pay/RWp8dfdRJVZvKDS3ONF4+2E0UxvZp0i/b9qFeft+zzeyAgO1T0TqZtk8XxTB5skVJvE8ybR/EBo07Gtb2hRFfYfvwnV7epJun7XMKAke+pwImrBu8O3Xi7pVnwNku0Z/DW3/uhuVGtEafVKPEkZwV9458Xc6q28EIJxqnXM/HrrRqxcoHLkLa91PRCaIWwicgR4E94cOxsHUVi5aO2auoO4/0vkj4jQm8FpM4dubQ2C4W857tLpAn/thNFWZiq96mEMeu+v6J2LWdO2KcMZgh9mMnDbyu4Y2NXTuIWQ5RL6ggxnm5IiVFRWu0JywcoC0iHMOq7b/Hxn32GA3jCXiGQ2APW5yCALb9O8Og4Fp22KSo3vf6TFhoshfU8X5woNGk2TgOO0OWbPktJlqHEV+xuPmnpqcZhxUv0dq5qKt91EUNTzYiBMZMWEiHSB4kWpsQP0smGE9UCEIIBYEwCRifT1gzz3iTq2iNkC/I4WL3UfD0jicRt+Z30VASGsfYrmuIQvb4GU42aKtRCsYMiKOtBaLgTS37GDFUC0KvwBZrSC3YDwiwfgXz2D2H9ptFHHuhwk+01nqqU7Ki+aY0Z0GYsDHIiQJHLdTT+3NGGE9rhJvD97l972751/gP5Lx6nUwCXSQH13A+qBuEFDqrXsdAId5+X10U1h3DmMfZzjM4FrYOc0iEkEOJ6n2v91XvcP036t2uO6ftC+McAcel5yd/Lc+ecmMmT2t7Udatj8I8Cv+hj9IkmG59lJdo7eyjoAccOHxI/jLmbbNwip3HGpIR7wV7hBBDWdFHQTBEO41aNHeNnu/WRyHJoMYfD9NH6TwDjjFwtNHi7KNs0RrHOPso2Kh6JauE2gWCcVflomXMzgjMA7GYcH3LM2Xz7u3yzK9fyJodm1z7KMyj1u7cZMYEYYuzj8J5duxuvQ7yBMAZTdtElFwcei1nHwVnprxpeWNjcRzn7KNgU9DH+xXto8asnJFp3GrvWHfro/A9XdSgiwmvNmjxLzL2jz4qLEMeF40AReto3GJn2aI1xL07254bi/GKbSHn1O3kmvDAeVtsczyrTkfjjauiNTpsFHz0mlleO3s9Hx0dRCIIVmFLKNE6vYCcWfuEWCK3MLEG/e7vnMjCe+i7JRMyeWRBmMTgQr0Ng8RX9T6CFyQ8++IRreGtC/EGBQMYbMWGN3NQ0W10mLCopzVEaxRMCt+YPthVtIYAAo+BeLeva6emYUfcRGs77iGeI8yg0es9MeiHR6XdvioULmWSC2pBOy+ar1BMtA4T+gTeR20q1jMCmT1YDBKtMVhqWKqq2UZsizFB9eQlWmvcMDtJDybumMCj4Hsy3iyWh0nQvfB3hDDBwNtPtIYH8XeLJxpvH5QwsQa97u20AzgO20Bft+oOv9midZhEL5/M+1Em/7ZQLm7UNZNwgzaGQTyKm5c3FjLuPuH82DeFRTh492h8OD+GfrZPPfCOiNZHtpRqwTeFQUuybR+8DhDjXpNYwqMY3gRRCwQPeP5rge2DR5id1AoLdl/MHxsTc4JsnyauhWj8tJ/tcxGtbdtntozu2BQqX4HZZbJzi9ze5hzjaW17jWifoqK1hqmxvynbcyEMyzC2z46nZ2z5aXeY2OFRCurEnrAjj0SVomUyJbXCrhx4mKloHSbJFbzEENNy14G9mURre5u47Wmtzw6b37hsdbMglKjtsxdBwPX6Fr3MDoVk2D4d0ENggsDuJlofa9sXRnxFHWALvNP22btM3ASB7lVby59adI/ZPvTRYeP5a06OORuWxURreEoZ2/3j69KqfB0jWtuCAP4GD9c6/x/3Gn1v2BJWtEY+Ad0Vh74+zLjI6xkgTMG+aHHro7BbAQIyShjxVb1NIUbaHvdBojVCgj3V9bpYPRnPtKJlTL8ZVPRYiLlYgLc9G53jPnuMBs97eG/aO/+C7mX3r+h38kpaJoFKz7dzMuC3eBcF7eeA3YP904JwOBt2bs7kJY+FXHiTaXgQeIXCO9SvwGP8uhZnGNE5HtHa9uLGmPT7xRPlxR63BorWGMdhfIljYecggip75aqiNUK+YJyIgnrCt20vJAbVk36jaI9+orWzj0JILyxmRCm6g1DPxRymT90OmZLOwuu5W/WWMdE6TBJa2HA4ADQoUzWzaH3ChSZ8H4rT0xq/YdyChVUIeRrHF/GWg3YpIn42FmKcorUKTHbydHgFaxhJzEMxDkT4R/QpYUtY0RqxcdXrNmyeI69ncM7VgmxfGOcI7JZ5eeq38nTX6+MSrfHtXtqoa2Af5SVaI0yRWx+FeQ92kkC0ttsmxNeKGaVyRB+FuYq94yhoHhWmj9JxgnMHWJBo7dZHVS1W1tiXoIIwdFgkQJx2Fa1RL/rt2tqE3TYxj0K7x5wjbAnbRzltXzL7KCT+/m3XJjNf1+Lso8KE59I+atTy6XGJ1rYXt91HhWXI46IRoGgdjVvsLHsFxplIAZ0ykoqh8wsqWKFHnEEMstxE61kbl8ojJ/czEwA7lhUMKALQx7N9XVfE8Uxe3oZYRYJorVuWE030orGu7EGxHS4EvyPx34dzRph4nvBKCxLK1ePqqVOuN546OjkK42ltG09M3Fdu22AmmkEF8WMRtgBbnyBaI6P5vzsfWTDAoA6DfwgE5n2GPmcmLCgQwvYc3Ge2d6tYHnQv/F2FG03a5yZao0OzPaYSSfTy5owfjGeLllrFK0rBfPkybU81McDTCxrRWmMAByWegscVYqv9vnubp2jt3KKKZ7C9AezkikHsEL8SE2Gnp7WbaA2RXj0gNc5dGA9K+xnCiNZYhEI4HBUrE0n04hQx8CywMyq+67OpaK31FJTUA55IMzcskQsadskkWttbTN1Ea6e4AdESIlaitg9eoRq6BzFj7Rim+KYwoIvH9oVdsOtTp33M9kEEhRgatTg9ObD1evzqubHFC1wXCxifzRttFvFg+7CFHRNvr4LFH3gZPtn1enlyko/tcxGtbdsHT1vsPMB3FlQwccTgFgPhINHa3mWi31S8oTvCiNZXNz1NkFdCC0QeLDJEKbbXMc7HJBIetEjWpQXtHLtMIFpr3PigSTq2n7atWN94iNme1rYw4yZa2+JGPLYP3oPw0HF6WqNP1z5FRWvb9mmoi0Rtn5tonWrbh11qulsmqu2DN+TsjUvlooZdM8W6DxKte1RrKze2PpJvBEXjVGtuC7+2iGNRz7PWLz1KtNbdSdhJ5bT3aHsdKjWMK3QHQphhbOnnaQ0POnw/CHWFAnENzxelwJZhDISwA1rQJ9jeu/gdojgERLUTQQnJ5m1aKf1Hvykf9u5vxkdagkRr5+Ij7olwJBjLBRXEzUSCTyT8jEe0Rh+VNy0tNiYMug/+HlYQcIoriQgCtoCLZ0AdTF23OFMOFXxj6D8Rbkrj/gbd8+JB/5FbW51lEsfbonWQF5u9+AjR8qsFP5k+OMjTGrHShyydbBaZg0RrhHzRZ8I2+r0H9kkY73G7DnUXp59ojV1UGFdrsfPehGkP9jG2gIvfj4RHaypDl02JHYZ2jhxI8LTWcV9Q7gXMn/Kn5ZW6papkEq3t8FduorXteKFOBWHCxthx6d+bPSzmaW2L1u0qNTChkex3VhsRb+gODT3o52kND1W8g4pguggbbx3heOeuQPyGWMbOZI8x2/dH+wvKO4Pdpm9OH2y80u0Ef0Ge1s5ExF59lJdo7dVHYd6D8KQI3+dcUMkpfdQNQ57L5EDi1kfpwqq2v6BFcIRzQkjMD/v0j+UnQBsIEq3d+qgyhYsL5m1BBbt7a5aoYHYMQLRGiNlb/ljU9ltYRR8Fx0fdIR50n3j6KKc2EdRf+N3b2Uch1reGPtHztI/C7i7d0Rx0T+2jRi6bmsm5KLiPutMkqkWx+6gw/HhMdAIUraOzM2faorXTkCH5HD4cGLygLcuIU31+g5PNIAQxIrGlDFtqUdDhYtICcUZXs+3HxoALCdawuh5UvlgwNtNWNS/RGivnWMHX5CyJBNHHBEg9JvX5nEnp8DvCJWCghe2QdUtVNlv3/AyObpmFZzEmFRqKQ5OT6L2c4UHQmX561v9CTGCy+9m8MdK//cWB2/Y09hu23RwRrf+XpA0xXF+aOshMplCcK7j4zfbQ8asrbFG7a+QrsUN00OkmWsPbwfYQjJroBaLgnSNfzpSB2q2eK+Jw7gAAIABJREFU0M4L5c1vRGsk7MGA+cEOlwgSPbgVTF5vGfaCEQMQLy6zp/V1ZpKMmNZuwo29lRJJ/m4d9qJg9fbsOke8fr1KVNFar4dnerTL1aHi49pxltXTGqveaJ92wUAborXGo08k0YtuS7Wv78z0jnZ+Z5tzTXgQLK5s2b1TWpSv7ZuQDEI/ROKetdvFJVojHiDsnBZ8j/Asve+Ei0ysSL/iZ/uwk2XfoQNyT7sLjlqwwzVh+zAwQjsMKgj3oVtmcayX7cOi0tn1TozZPsSai8cLwX4OjSObuZ5KmMmRXbBg98ncUYL4aPVKVTFJw/xsnyaRQjIyJOrytH0O0dpp+7DI8dHcUeb7xdZgv4IFOywU3tL6rLhEa71mmPA0ONZp+/x2mWAwDw9wLfF6yul5qA/EydXEXfjdzfahnUPIhmiN/hYhRfxECNi+W4f913iGoe+OR7S2F+zU9iFGLjznwto+tROYPMFjGwWeJegzUB+2aG3bPoTcChPbFWE6NDao2j430TqZts8ZJxnPHcb2NStX0ywOeZVHJ3xi4nSe+f9OBprcB8fau0zcPK17VjtBrmv9P29d7AapXKS03N/+4sCkoJpIevaGZSYeLkJlIIYvCpK8NS1TQ7DF1ikI4O/I+wBP6zDiOGJO6u6AINEaXtwa+gvh0+LZyWKzhcODxrPU37EA6LR9mgwcITvKFy4pa3f+Lkhg5VWGLZ9iEiDBPtrjIdgve/HNGR4EsS3hHaUFu+ambVgsD7S/xCxQ+RUIAjVKVDBbr+MRrfWaWLQJE5cU4Wk0nBfO9fO01hwdeo94d/HpeXbILP3NzfZhzDV30woT7gV2EOP6F7rfbBJ9uRVN8grBa9DC8XGJ1ginouMG3TWHxbRWJetJenqaFCyQz/WeSLAH8QFhPpyite5OUk9rW7TWiyEcHkJuBRXNKaHHqWiN3bUQLO3i7KPi3cWn10LfhPE5xul2sePq43e08y7VmpmxDsbk8Iw/v35n6V2ng+drYY6EuUyFjFJxidYYt+jYC/Hjr/r+SbOwE5S8VfszLES8P2uE2ckJ5yM4yaBgZ2brCnXNLhPnDij8HW3jwQ6XxnJC+NUXxEONCR8kWqPN6k4COBfEs5PFfgbN82D/5mf78N5Y3EKoKb9FQoRIGL92rvyj45WZdh0iBCl2/6K49VH4djFv0oIxN+w8+igsbGjxEq0R/sWtj8IOZ8zX8W3qbjD7ndFHwckhTO4FxBkf8UfS+OzWR2F8jLxO6KNQj+t2bRaMvb0KQtpgcQE6g18f5QwPclQfNe1bmb5+samnoD4KuVPqlKgs7Ss3EsTatxcy/ERrfYewC0Hx9FGaS0XvEbWPcsbyx/Xcvifto1ZsW2/y9cCuRO2j7PmXW3gQ5N7AojeK3UdhNxZL6ghQtE6Q7dMTv4iFTsCAFuKKlmXb1gm87MLE1UGwfmxLxVYbeBfagpYtWusKtfOxw3rEOLOEewk3mLAiAZ/GYrMTDMaLzOnBpudj+7WdAOG21ufIgFlDzYDk6qY9zUql35ZyXBdCMeKY2p592uHpfZyiNYSuj3s/mOk10InDyAcl3sDkD0LEdS16hRCtnz1qgImbBq384Zh4RGskpIOgpCVebxE9z817V/+GQRViSaKgncNjGZPgAb3uk+uGPGu8afC7W4GnIhZwnjnlBpOEyU6++UTn66ViRmlP0dqZLASeYoiVG+RdO37NHJNQEoMGrX+7LdnhQdzi2+E9/IR4+z3dRGs34QYJMyHYa+KusIMEN6Zuixc4zq4nLIDd3vocMwnGtzVp7XyT5EZX372uC9uDCTrCWmgJ8rR2hh5R26cTRD+b4Wf7gkRrXNcpVnjdK6xojQU7iNZq++ChqrsnUmX7MMnDAiFCT/RrfkbMkxBhcdwKJi/IEo+4rr62zyFaJ2L7EE8ebRchMYI8rd0W7KLaPj/RGl6SGu8S1w/T3vxslNvfahSvEIvLiwU7tAfYPrDHe4axfRDTcU48ojV28GCxSQtsHwbjGE/4FU3WhH5GRWvb9kHM69e8pxGtvWxfmASTeIbsZPvgpacJ8GzbB+EBIY8K/LGN2YsdbCpsHxLQ2aK1bfvcBIEza7SXa1r+b/su+p7HJ3xq+kaMm7wKvFUvGviwEVqRtBsiry1oBYnWuC4EIwhHQSWsaI3wWNWKlo2JB2Aa1N687m3HDLaPgTe3JsbG79jhhv4S44fWFevJOzOGGHZ+18VuJXwfdj+ogpSe5xSt8R1jDKIFi8fX/fCMiQselMwX45daJSqaBYUoorXTkcLr3eIRBGCH4UShJd6dLHqeLgI4nwltF16UyJ+Bcm69TgIv98Wb18grp90R2+mD+nQrel0817OTvopLtEaCePSFWpAXoEyh4nJ9o94BovXPMnLZdLM44RStNQ6r9hFuYzTcL4ynsCaB1+dT0dqt33OOzzWfQNA36/w7djlhR65bsW0fxK3OVZsa0RoLTm/OGCzwStRwk87zdXEBtgc5NWwHmCBPa4wl4dGpBclskZsjaLyEGOPYfYvFifdmDTMLIPaCsx0ayU20xv3COK/gONhRFaL9RGuITRv3bI0J3AjThBwDUcptw186KsE3ruO0fRCo0dcg1MlhEbOrS8NNut0XuUIQzuHChl0yidZ2knW3PgoOcHbCWe2jnLlTnKJ1UB9lh+9zy42Fdzi9ZhvfxWJ9TzvUqp9ofSz6KF1YRR/VskJd02b9Qj6h70OeLDhd+fVRTtHarY/qN/hpublVn8A+CvHS65esYr519FHxitap6KMwNsG8IdE+yrnDRK/n1Uchd8tLPW5LqI8KEq2dCWe1j4pqM6LYmdx4DkXrBGtdwwLgMs5kP86Vfb9bwWPp0kanmkFiPKI14oru2r9XihYoZAxkUAkrWmMLNERriCMo2ELyUZ/MQm/QvfTvzpAT+B0G8p52FxrjqgWDOQjR+Fu/5r3MaqFfOA0cC+OERGzxiNbwpMR17WIPkvze6/nJX8meA/vl2hZnHCVaI9zJC1MHxgRxOykLVuRqlagkk36bHyquNcR8bCvX4udp7Zy8RE30MnX9YuO16SxYRR++dEosaSZiSeVPT4+J1jcNfd6I+F4rjOoRj+02784elkm4CRKtnQK8xh0NFK1Xz5HnJn9lWKtobW/38ROtMQCEuB5WuEFcTd0C7edtCE8riNZIhIKSSKIXN9Ea29qK58+IZbCH4AlBDaI1vi0MKpEg1i8ZI64LsR6xom3R2g5l4hYeBDEwkaxEi50ktUGpqr6mws/2wfti14F9ct8JF5qEVnayD3hF7dy3V4rkLxjKGzCs7YNofW79TjHbB0+UMAnw3F7Sy/bBcwLeRFqwqPD+7OFmoo7QDff9+Ib4iRBIZrZwy2pj8+MRrb1sHxIMBnkCQvjCQPymlr3jEq0TtX1+ojUmzWgjWsImwHPWldeCHb6VEcumxmyfc8EuEdtnhzJxtk08H8KBIeGeFhwzYc1cExLGr0D4UtsXr2itti+sN2BY0fpY277JaxcaZHe1O88THWwfbD4WZL1Ea9srVbfe96l5olzV4n/J/OwkTBhHeRX11kRsYIRkcorWWLRvULKawLveKQggtjoSoCK5cZBXI+6PcQsSpaKUzyhhvMTcEjFCEIDoBcERBd54EPGiFOd2XlwD1z+vfudYDGv8Bi8+7EzCt4WQAK9N+85X9IIgUKJAESM2xyNaw0niSceCD4Ttq5ufbnbA+RUIAvVKVJH2lY8IAmFjWoNf4fwFZN2OzaF262AMqQm/8Dx+ntZYjMFClpaoSWjdBAHsynigw8Xy3ylfm5BQKBA9Z/++3Iy5Xzv9drni28d9w2nA2/DTuT8apxKnV3OQIOBc8NHF6xsa9/EVrbEwPXblTMFuw3hEayxyof0hhE6Y3TrxiNbOeoJHLDxj4y3OnB56PmwrYvLqTgoIo1hcgWgNgf6tGYOlRbk6ckmjrq63VNEa3/msDcsyida24wYchOBZaxeEhUBCNC3O3aZe74gdl9jZFEa0RrhCO7wKxprT1i0yiyj4L6jYorU6d7kt1mL+grG5hgNz7h4Muo/9d+wIhTe5XbAjpnWFerH43Pgb5q7YxQHRGp7WyKngN7eBaH1KjZZyYqVGnqK1284JhFmx61+PcX5nTtE6qI/yE63j7qN+/Sq2wyeePipMLHCvugvbR9kLq20q1jde1H7hNML2UU7ROpE+yiT8LlXd9KHxiNbw7s5IUR+FsQnmDYn2UXB0e83aUYnroY/qf+LFpg/MTn2U7bgaj83gseEIULQOx8nzKFu0doZ+cK7s+90Kkz9sQ4Wo5Cda6wq1XkuTo83fvCrpojWu/c6sobHHDuMh7PaOSA7njOWFBGLobOBppAUrVNiuDNEaHnQQdfy8lbxEa2cMWhUtNckevMiRxMcutleTXz3p4Pma5j2PEq1tsQDXsEVrDCTDeI/rvZ0DDz/RGsIK2oyWsEmgnO85Zd1C+de4DzL9rNtaMbCaufFIuAt4JSEGlnpaY/s7MsR3reY+8bPjsTq3o7uJ1qg/TAogjkKgsT15MLGftHZeoHBjLyAEidavTPs2U5xNhIK4cchzJuGcJqHxaxO2R1eQaD1s2eRYBxsUv87vnk7RGt4X+KawPXbAzCPfLMRXCIwqWk9dtygWH9rr2hrrLi0tLZRorbslnAt2OqkLkwjDz/bpzob7T7joKNEa9iktT1qgd4q+a1jRGkJTKm2f7h6w6xDfMBYIIVpjUnv3yFeNJy+2/roV2D4sbEHwCiNaayLYRGwfxOGdB/YasQie1nZoJGciRoRI0DAAsPPXNu8VuHPGy/b5idZO2xcUu9Or3U9bvzhTHGMc52b7nAt2idg+N9EaHkZ7D+w3tg+TV/RZdvtFHwNRxa+MWz1bnp/8tVmwCxKtvWzfba3PjoWpCBq3aOLk7Gz7pq9bLHsPHTDhN/xsXzyitY4nzqnVWa5sfmrssrpLKiiZqm0jsQX4aNH6iOcUxoVO0Ro2YspvCyUjvYDvzhl9KNuLTfOTuInWWCSpXqy8QHBEQWIoJEuLUjCWwJjCLvBO27pvp/Gy1IKFJngyQzREEqnnp3xz1E44+xphBQHtl7WetI+0r6V9D0IB+BUsINQvWTVuLzbszIDIEeSZp/d2CoN+ojXGy7aIGJRXxOv9sJBuh1jCcdjSj/mMPYbFzjAkhIdo/WbPu4wojFAaWDx2KxDDP583WrCNOoxoXbN4BbPDEAWCEMYvdvvdc2i/3NT4LF/RGuEPf1o123jU4/kKpec3ojmKcz6GhSmMTVEgWr982u1mTG+HqfBiFo9o7eyjEJrpjFrt4v6k3JJva0hK7LSEowUK2jt+V9H6nVlDpHHpGpk8be2b+4nWdugrbZtwYEK4SIQku6vteSYciN1+X5wyMNDBKWYje94j78wc4utp7bRTsBcQDTtVbRILoekH0xatsTiP+ZGbaA3xHaK1hvVDcnGMJ6IUe0yG8zGnfb77zTJj/dJMC3YYvyGsA0Tr/On55JfVc0378yr/x957QFtVHu//L733IiC9SW9SVEQFFcTee9fYYq8xiaaYRKOxJ/YaY9fYRVGaKKAiSBFQOtKLVOnoL5+5d86d8953v/ucC67/d60/s1ZW5J599j67zcz7zDPP5Ataa34OYA1wrZYraJ0WoyxorZKMeoxMjCpXMbfCahZoXcs9MvCqYGHVj1Fp819i9y/XGGULq7xbD014R/SqkywpRvkd8Qpa74oYpRgG8SYf0PqXjFHX9DpeOp7VShqjwI/Akaz9fxGjbKeE36VAjkWMgvCx2365K7AbtN7Ja3vn5y+7sYuny14GNOsuzEa1DVs3u7Peu8P99YDzXIc68Snb57x/pzun46GulCvlHpjwpjurwyHC9sOenzbMTVpeoGmtFWo9huhblnLS0nT7gQUDAWP20owR7uXpozKbvH7srVLdpeJoDR3XY9v2FeazGtsCEuVrMGeGzP0y62u0bjBd2AI3VKiemPS+q1OphoBt1414VJLj2hXDmrhPTf7AIUPw5/3Pcb/+6EHRDMXqV67lHh10VeZ4MJYBeEhKGGQBKOW39jDYp0O9ZnLdY3bf+Nfdjp9+cud3OcydP+TuLGmCzxZ94+4f/0ZGL/vCIXdnWitJyC/oMlgSFN/ZhY43c/VCYVuq/X7fM0TjLcSwJXG858vXM9vmKmvhHxcWOLpd1i7scpg7otU+sqhUBgKLmdKlSkkLMeD/lcP+5U5r198NbLF38NIpIIRUB4Dqe2ZK/V37X+QaFmpa6yBGAjj6fQvXr3T39L9Ehkuo8ex+vnS6/D1mo76f4h79Gn3x38pzxLA5q6d1+jt/k5Y1AHib8LNPWlMZcgKLc/8EyRN7bN5x3nWMwauwzu2CSLelPW/o3K8yYN7A5j3dpd2TNVaTzu+nn39yJ7z556yPezRo427Z9wz35qzP3LNTCrojaJ26pPuR0qoOI2byijlu87YCnekkO/6NPwnbkI6PP48pkgc5r/NhjuGEGKxy2OUY1w+9NL9gh571Ge/cnjVIM+mYMd/3z4lvuw1bNspvQhaGpF0N31eqdCk3Zflc9/eDLow+D3zIs4P/U0vyffgHGDzW971yzC1yTfK1kO/TQan2XeYdhj1dq2I1kd+4djgspGukJTpkdoBitu/LHhp5faE8CKAMLLJE31e3mUgjxAz27tbt2+T5BuwhphHbMB2O9uzhN7rqFSpngR2AYCzUS+r71J+FfJ8P3OTaHeGfJ/IRfxmbXbAL+T6edyS8YKJSUL1q2EM5+77npn7s3jFDbh885HLXuFrB0EjV/2WRuWXHVvF9/zjoIpGqUGPuwmeLv3H3Dbg0ep9otcanIQmisQ8/CICDoWnNcLD+TbsFfd9lHz0ghYlctPnOfu9OGTCJHdail3QJ0K1D1441dJk/2iW+72d3wpt/ytp39z1au1v3O9O9NXNMpshOcYZzUN+H/MaGrZuydPf9i4hPBdSGaY10gNo5nQa6Y9vsJ/+0cVnfqRNaH+jO7FzEYiTWEHOeGHytq5OQu7AvBdF4h4iR3N8bep8swC32+9HPuNa1GrlzOw2U+R4shNXwEROXzhSgAwmoNLvvqzfcqEKmtRb1fQYj+6Bzr2WNBpl8Df+DHyqJ/fGz50SP0xrEBxjitM+rIfMBKAyDEuD6ni9fc68ec0viIclVAc24v8Srn6Wx3rmu9Vu6P/YtGhqpoLXmfZyb33qPHzuzw8HukJSZCJIf1m0mA1X5b5vrw2BHgkElEayfolW7V4O20mGGb0wz8hZyTDW0mcuVKpM1fF0/I1+GNKMW0+6MHffd2Z/L77d2y76nux4N2jpk8wA1MYAv7ufc1cvcU4df505752+Se3eu1yK4e3L+12eMlvfAZzRyfyE+YKoXyr1H2oiZGsUAgQlvuk3btrhfdzo2Clq/MmOUG7ekID8k/6hQprz8Vmzdlo2OXIN1UrvaTYXhqkQMAa0HXuXo+vKLhaGT07WdfnZe50GOIWAMivY1p/0YxftMF2u+Rky44uN/Zn1tcMve7qKuh4tElhaaKM6ga0sRnG4dOrjUj4SOqQzuewdc6qatmp/ItNbZRHRrdarXTHwS54aMhhrANkQDcu2YITFz/cjH3FOHXeeemlog82hzfeIW653T2veXAbs2FwPofWLKELdvw/bu5HZFQGzS8VhH4betj4C1aWUK+Ywc9octGzI+i+ea57skdunQB9zSH3/IfLXh/7SQHxp4lcwqYW6MGqQOhuZRIOcZ5Brff3ByZwv3H9kHyDRI0agNat5Tcn3MxiiIRPgn4i/AuFrm+g++TnJONZ9pnRajrKa1ypLpvjRGIUlHETzN8Hv4P+z/WozS4gIxigHIdp0fOq/kGNXK/bHvWZmvnPHOHQ4t+F0Ro3jOu9Zv4WC480wR035dKB0Wi1E8S7xrJY1R5LFlSpVyl330YLFL4fu+ksYo3wdwoFiMmrdmuWBH+cSo28Y+L0QANYt3aYyCtDJm8TcSo54/6mbRoFcDtyNGQbDabb/cFdgNWu/ktf375y9LooUd2nxvAVszAWDbFnfGu7e7v/Q713VMGXIFCETig8GSsprWL0wf7r5eNluSKYagXGMG9El7FKD1ivkOBl+asS8WR0Uv5h+EDeOD1iwKjm/b1z1hpl7H9KVjx3144rtu6LzxWZs8PPBKGfphE3xe9kcmvefqVqwulVmGjjw26GpXr3LN4O5JtBesW+H+tP/ZWaC1Mon0SzC2qSxrAA8NlcTJwxg5u2PRsIrQQVlQYYB4JLhWT3fMommy4ADgwuyQKrSGL+h6mPvdJ0+75474jUgaxAwNNiqnauqgQ8AN0gkszjPna4Y5pT0P9nM/oeIztE+PaNknC7QmaWKZOBxN68NvlIGRJ7TrJ4BtyGjl+9OY/8h1eXbKh1mg9T/6XewaeJrWFrS+7+DLXLPq9TO75dklaJBgx2zkgknu8cnvu+ePvDkjD2JBaxY0gG+AUAx10nZo9qlMa55Bm5AnHY93HIkeTBcRIdCad/rjeV+5JT+ulm0BjXJJ5vzjbvtphzv5rduy/kzSQWHDgtawdGG43lWoac2CZO3mH0X+I8lUHqRsqWzQmiLNUa0KQGuVPZJzaNJVWvqsfhp/V4ZGbFGrvyHm+/418W23bsuP7uZ9TnN+lwm+j+LJpOVzpU05zYoX7MK+j4LdCXvtn+X7eI4qlwvrS8eOG/J9Dx16hWtYtU6W7wMsw9fim5AKuWrYv4Rpgi8L2dNTPnBz16YX7G4Y/pibtXax3B86I5J8H4DOOZ3ivo9uju0/7RAAGrCnY91mwvTG1F8paG3BDmFadzu8xL7vd/uc7no2bBss2Pm+D4kaFhb5WrBgF/B9xBCkcz6eN0EKnzDic/V9sC2TQGuG8FG0Q5t0cyFofW//S0RbXu31b0enLmrZliISxRKSao19WZrW790hw0vxPyHf9+uhD7iLu6Hzmz5QJlSwC4HWu8r38fyd5Pm+Hnu0drd4oLXv+2asWiAsOpiDSQYYTkEP8MCC1nQRHVM4xMwOBNJ36qQ2B7rTOxWB1vPWLHXXjHgkWnTiN2jxDxAN4oCA1n1OltZvjEIxzB6O78dmYhN5W7ky5dzVuYDWWYBAQVE/BFqTA1E4Ue31UJEr13frD5/+Wwql1kKgNcAaUnDEWlibgDr/Pe4PiYfJFRBQ2S7N+2xniO78vCH/iBaddLubRj7hOtdvIQA0eZmNd+QadJABtKoGrH4PFhvfeWbqR+7fEZ1u3Z59URxUAxAoW6p0ELSmQGcBsFwYwqGLGgQE9jtDwA/rxym6T1g6S9Ygzxxxgzv5rb8IaxX2asiGzPnC/fe7z+Q98EHr1469VbpKsQxo3biTyB/xjvtrDZGm2rrJXd75uCho/fL0kSLBR4ceeZmA1oVMa4prFNkUtLZEDN554i3PQy4zYWzhnnPQon4ItIZ5Z4drIueRpC8de7dY65AXWIOxTTy2oDXvMAMYYVqzJiSukEOTw4Vs+cbV7uIP73fk2t+szJYH0djL93SoNDMdWPfgk6y/YhufuJN0PupHIYiQy4xeONXZeEfcgogBaG27B9kfkmiA1n0atHentE8HrTUG8t2u/3tWAQ2DoHXTrm7t1o0Z4CpU5MrV99lOM76TBFqr7+N5qFSuohs+f4LjnU+yJNBaC8Z8LytGNe0m5CI7TJhttLDqk8J80DotRrEehmiHhKTqZOtv1xhVvnC2Ttq1Y188B5gSz/6vxCgtLhCjKK7d9cWrDlAzySBA1KlYQ0hJ2YXVbNAaAgGFgV0Ro3jOuzdo7ciHbh6VDVrHYtS+e3ZwPfdos1MxKgm0BtMBI1MraYx6Y+YY92/T9c/+0BlPilGQO58+/Pq8YlRx0PoPsr60MQoix5jF0yRG+UMlNUYRl3fbL3cFdoPWO3ltSRoJ3pgNHPx70/atDkZnLsANzuvCLoOFNRIDrf0BfQxY4L2i7SgXtmGuoDXtTIBCj016P3OFFJDI95IBPLHItxYCrXnZH/76XVevYnVpT4RVqduFjmlB68s/etAtKmRaA4bzPTVNWhgYQgD3BzWyHSxAwFJYVTG7+4tXRXvsnE6DBJS21XgY93xOQo7RashgE4zFJwAwwYTFS7XIgCa2V+ai/pYYaA2gZ1lYvs5crvcLZ3yXAb/5noLWlpXC8KftP/+cAa1vGPmYsHBhZIcsC7SeOjRL0/rufpe4ParUzhrECFOEdwdmrWUjsu/XvqX9c4ok2DFjSN1TUz6QAkFIHsSC1gwz+nj+xMzukGW4bOj9IlGTC9uQfcEsxmKgNYnjsHkTMs8pLO7rIu3qSefnT65nuyLQukgeBIASdj+gNWy8Gau+dys2rxVGdpIpaA27i0KDGvs5slUf+acFrZVtaAfBsI3+RphvMOBiFvN9MEYVbPK7TPB9pUuXchOXzsppWNiL00c4mFhqrx+bXLA7ca9+Wb7v6cHXu5pmMFSu71TI94VAa5I7fC33jAUA/kwZ2aFjWdA66vsKQWs0NCnMJPm+1rX2FEZnzAAXfnI/S5xKA61tlwnDZS7uxnDJkvm+GGjt+z4A/ySZoti5xQp21vcBVpUqVSoDWiO/kavv+883H7m3Z43L/Ix/HnqF27NqHfm3gtbEIAo++D4YV01NwQ69VhYfsC9jZgt2aaC17/so2PE8/arL4e6gBLkne2xddInvK+wyQQt/wvJZWT9xV/m+bT9tl4WINQWtLfhmfR/PxMwfFrqlG1cLIzvJkkBr22ViAQF9p05t09+d0qkIPJm3dpkU3B8ddLUwxpJMmZ+wf79aNrMYaH3rp8+6FjX2EEDMZ7HRBfT10pmSi1zdM1mnW4+twCD/jgECDP6kcKLPKex8WPolMQsK6vcLQOvsjhlAQlhiAAIHNekqHQ8xKToLCHDPfvq5gGndbY/W7g/m/iporXmfP6iR79AtB/AFUzGXtW1QAAAgAElEQVRmvOfd9mjl9t6jTRS09mMzLLZeDdtmcpG06wgjDv1xtRhoTQHGkk18Dfy0Y2XuSQQQsPIgIlOz5DsBrZHvoDNB89LQsWKgNbHXBwS4/4DWFOXpyitXumxmt8RRCu5Xdjk+CloT42HLMTw0DbQm5/9m5Xw5BmzQRwdeJXGN9xHAMmb67uo2MdCa2E4Ops8pucUZHYrkhHK9T+pX7PYZ0NpI3FGc4TlV0JounkZVagu4HTILWk9bOS8r79EOT76noDWyLRSsiZl+ZxNrCHxNrFOCfX23eqGjEEThl3VcHLQu6h7ku3RmPDVliBSyT20X1um256ndRvwtBlrjJwCtkWLC6PBM6+hMune/+uBet3JTgRY81rBqbffQoVcW65hR3wdoXbV8ZffBnM+FkZ1kxOaDm+/t+u7ZXgoNarru4N82Rh3SrLusbbQTQLdPKqz6oHVajMoCrRdNyyrOFMWoMtE5OvqbYG3DuMfyiVGwXSnQl8RyjVFaXIBp269pJ+lI3hUxSvOnXRGjWOfyTlBEJNe2JEoLWheLUXt2kMKqrpfTrmM+MQqClO3eLmmMIvfFn1lT0DoUo1grgrPkE6PIK+i4VAvNXQAPoDhTEKOyu281RsVIYWnXdvfn6VdgN2idfo2iW9gJ6Ue07O0uNImBOgeYwAzMiRkJ1kVdj3C0/gNaw/g9rm1f+YplWjN1HeekpsDN18uQD0lnGyI1AvCnRvI4cfks0ZyzBrgBaP3o1+9l/hyT6oid24MT3hKA01oItCYJRw4A0BrghrZ3u7D3jwG7ZeH6FdISaoEbrWrr9qrrqcwon4nNdpbVFDsX2jFpawTc9kFrFpa2AmuHVBWA1gA3Two7mRb6mM34YYEEHrUYaH1r37OyBiiWdNDLp4u+EdDdWgi0ZuAfTpt7SmC4aeTj7rCWvaU9MmRoKSM1QSKLRrqyuNj27gMudXtUriWg9cszRrqXpo90e9VuLMxlFrcK8Ol+mUw+auEkd//BceBmxPyv3dNTPxT5EgWt7ULIgtZo9VLMUAO0hm14kciHpLMNKUwBsmOaPIYm05/TeaAbMX+idAdgJR30osUwe61DoDXv8LmdBmVAa5JZCju2Pc2/X6Jpvc/prmzp0lmgtUolsP2GbZscrdeYJluqZ6v7U3ApF331mO+DqfzD5nXCkPS7TPB9gDYkGv6ArdBzGCrYhXwfBTsWERTQ1GJSHfn6vhBozeIPX8vQwut6n+hoLwWcbFKtXnD3Vhop6vtGPC4DGyk0DZ03QZjbMMqs4fta1myY6fRJOh/tMqGAUQBaN5cuIsxnWtsukwLQmsG6JfN9MdAazUk7MBTJAAoo+VruBbu9BbhXpjUM0Vx933MeaG2LEqq3bkFrv2D35szPhC0fY2Jx3rZgp6C1ZYXAjlamdcj38Txxj3MB/7O6TCKg9a7yfaGCXQi05h0GSNKCHZ1WmiskPRswom7apzjT2naZ2FkT+k6dvtfB7qQORa3XC9YtF9mYWKcEvwEtcN4jyAYAJTCtYXrTfozBVFaGZDEWG6D1/+Jq6UKWW9rzHmKxEYfJoawBRvEMvjlzjPyZXCcNgEo6Nl1ldPdYC4HW+G6AJQCBAc26Styx8hH+/mFE1atYQ9rhLWitMjG6Pbr7aMNr3qd6tnZ/Fw65J9opodsqiy0DWjfv4S4vbL22gICvdVwAWu+VJR8Su1e8u+T/agJaly4jcmW++XlfSYfQ5goIqEzNvHVLpYNNC9ywekP2/pwv3BsJTGuY9DA0MTp46A7h/o9bUgAI+FKEWry+qssJUdDarpXwTRXLVJA2ccxnWiNJg6wiBmj92MCrC+VDLnBpw6P13dXzLgKt75ehiNaI7eTVnBeGNEhagTh0PdESv3bEI1kfhUBrWNC8CwWa1hc4YkvdwvcltF9+L1ITFElhWluiki1KqKa1Ba0tE5t9+2ugpGdd8wULWt8z4FIp0mGWaf3fmZ86pLXUCkDrDzLyIbH3ic80/+e/FbR+fNL7jufTGgAvzGIloZF7pRWIk45NMWx14cB1tkkCrekI4PehN129YmX39syxUuxMMtbEgJH7eaC1Pgd8z8YoLaxCNGCGjpoWQPxOZh+0TotRFrSGZW/ligS0XjZLpCNyKazyjrAGxRS0TopRFFbfmjVWtkW2T7ub054F//NcYxRd7uAI+KiDmnZ2t419oZiPsvvONUaphNWuiFFIkvVusJfrukdLwQ4skSgWoxjaypBQK3EVu47BGJXQDbSrYhSYFdiVtRBorTFqwfplQljLJ0bFQGuNUXRmMzOmIEYVFV75XZZgle9zuHv73K/AbtA692sV3NK2vcG4InlR01bBXIAbgC+YnTt+2iFJK63ax7YpDlr7A/rQqWJomrIL0k7nP9OGOdqM1UgeaU31Qev6lWu44zzQOsZ6jh2X88HRWdMFnZW7wAkBcNerVMNd3/tEqST7bDO7D/SvFxaCcLRNofmGNapaR1iKagpaawAPDW6wrKbYucBERkeSogLADMUIihIYyc7fx72caW3VRROf0XJ7UbfDM+wC2m5jNn3VAtGlUlMHHZIH0cnGum1JB73AdlBgyt/XHz59NjOgZHDLXtIGC4ACaM3vHNC0e6bI4p+XDniEgc7QFTQU1e454FJJUCxozaANmMuAu7Qx87kai6DhC9KBG/lthTqSRaB1UWXUgtYwm6geq5FIkxyS6OXCNkQ3i8UqpsljCLSG7TBs/oQMaO0vstPeXf0cQJ8FmTWSDoBdq+vKBO6zOw0U9jzDgOasWZyRlEg6Vga0LlMmq0XePlMWtFYmhz9UUtv4YTZynjGL+T6A3OWb1gg7fM7aJSLHoIbvY0H/xdJv3d39k4fX6PY+aJ3k+0KgdYz1HDu3kO8L6flz7wDoa1esKsAZTB27iPOPYbtMrO/TxVHG9xWC1oOa7y2al0m+DwmPpPZh3Zd2mRDjANusNJIPWp/3/l1uzZYf5avo+QMwKbMqX98XA6193+cvznJ9p/wFF9/TZ976vsNa9HQ7fv7ZMVCV4iPAR66+D41R2MBq+hzwbwWt6TJBHgTfZz9nG4BEjmtjW+j8KCaqHEEaaO37Pgp2V378T3dep0Guf7P4cDqOHeoyCTGtWUzgt7VgV1LfFyrYqZ7/O7PGuqcKZ3DAcAYox/fRZULBa9aaJZkiS+i64ftg7iMV8MfP/p3ZxHaZ2PxL36mz2g10x7cv0qhVJrF///xjrtm8oVCO4FciaQBoDSsTSQkMTWg0z3mmWShREFe7Yu9jHcMlKaCgG5lmlsWmhasQIMA7jf6tgtbst6QDuFk4U3y3xr4WbljhrvioSOaAoXlI3gEIHNqihyMX81tv7T6yAYE/C9ED0+KFbqv5l+Z9AM6/3y+7ywg/CzkkbTCesti6128tTGurF2oBgU07trjT3y6KzbReU5xWuZ60+0SxHW1MtRho7fu+kg6hZT3AusCaxu2LP7zXLd9YwBil0PX5kukyLBHQ+sQ3/yydYlpk8c/tvTmfu7dmjhWJP9h2PONq9plSQKCAxQbTenuxZ+6Rie9Kl9g1XU6MgtYAG9p1So5UqUwF0dTGfND65k+elO4zjOGCjx12jczqyGV4tA9aa2EL8DcNtLYAY9rzYD+fvXqJu35kUf7DZ0qUevTrdx2DLzGGvQHOkv8CWpMzV61QOVNk8Y+J9jJFcogg36yaJ8+qmq47+LeC1swLoGANQO3nd/4aKOn8lJTD+gEAWZjWAy51zQOgNcM1//NN0fPJ/UHjms6H09sPSL2EOtNGrk2hPEgItKYIuXbLxgxoHSrwpx6scANkZvDvapqX+TJk9x58qbtm2MMCWteuXM29Mv2TTJEldKwi0LqDQ4JEzRLmsgure8uAzou7HuEglqhpYdVfX/mgdVqMsqC1P0RWYxTd49fmEKMAvMnDsLQYBQlMQWu231UxikIa6wI/RiFrwdoDH0VexPru5aN/78qXKeoGsffrtjH/kXUrZA3YvpkYVTh7SLdV0HpXxCgkydB571K/RSFoXTQzKRajAK17N9yrxDEKYmEZVyooYbWrYhS5Ees3a7EYBdMa0DqfGOVLWIViFNrjny2isJoco2KdzLn6j93bJV+B3aD1Tj4d9kFnWI+Vl1DtWVoWaV2M2alv/1V0nPkOC0nApuMKh3XwsmoLvG39YX8AN2XKlHbjl+TGNqT6DrNCLQm4AfACtCZZVCOpaVo9zPyLnZsmpXabEGj9x/3PFtZFvUo13Y19ThLgxtf1tPtIAq1pucaRqiloTeWRAB6qoLNI5e8sUGOGPlOlchXc2R0OkQWnBa11WJI6O21PZX+A1rTI0wabi9QAbYu0L6rFQGudbKzbslg/tnX+g15gu3D9rYWAmyNb7SODEgtA65vcLaOfdvs37uxoewxZDLS+94DLRLM8m2ndRPZPYuUzXNG2Gjbvq6z7GzomTEgWYgDQ2h5o23kAWzg3QGmm/qLLrMZ3Lv/4QXd+59zYhry7MACxGGjNou9jAa2Xy7YW9MvHDfl6inw3BFo3qFpbtPELQOsT3Ly1S9x3PyzKDM8LHTMJtGbYDyxyzILWyjaEZa+a/GyjwyJj7cN6/JjvYwG1bONq0az1u0wKQOuyOQ3m5Fj5FOxOaAvT+p3MJbILqnzuVcj3hUBrAId/ffW2q1Opmru5z6nu/A/udv846GLXqlbD4OGSQOtiBbtC0BqwlUVtku9rXK2egGMxg7WKhu75nQYJI81KI1nmFKC07TIBtEbbr6S+LwZa+77P127M9V7lWrDj/SZGAx6z4Ialnqvv80FrWwRW0JouE4BZfIQvLwHg/cGcL6Ltw5wvEkTPFfo+jX12gSVM606HyeIr5Puu+Phf7txOh8qwuTSzBTvtMgmB1ud3HiRtyjvr+3QwlP1dIdA62/cdLwOsp6/8PjqsOgm0tl0mFhDQd+qc9oPcse2Kuox0YFpaoQsmHow8Bm5SeEO6yLbbC2hdtY50aPlFFQCByctny1DoXCSmcgUEutRr4VrWBLT+LHOJYwBy7PmgSIUMgLUQaP3AIZfJYEYAgYEtekreE5shkCsgoKC15n0szClKWAP4icn76LYwXNHQ7d6glRTf/NZrnZ9B3nL6Oz5o3T4zFDrtfSKnQhtTLQZa+76vpENocwUEyJconsDSRL/7lLf/4q7Y+7jEYdUlAa0Zorj9p5+K6cWSByDvc23Xk6Kg9XPTPs7M96H1vlLZCplBogpaKyhN8YG4hQFaP37YtQ7fyGBUhgzHTME83SYGWtMuftfnMK23y+a24JH2PNjP/bUfn4VA6x71W7tO/3uPAa3p4njruzHCJE+anxIDrS0oraAkA77pyKDA4Mu/KSibBiLSgaHzfR6f9J7MarDza7SzAVD6te9Gu+eLgdZDZehcLjIrgHnIYWAx0JoiJPIgOqOKAYWqh57PfWJbm//w7yTQWn3fKe0OlKHb/5k+3D0z+PrEwzEkeVCLXlIoygKtW/XJ5G9ZhdUWPd2Hc8fL0FrbgaaFVZ+I5oPWaTFKSU6A0iofoz8+E6N+zq2wyjqFjjcsBloTo1oAWhd2A7G9LyeU6/3yY1QSaK3FBWIU7y+FVTvc2j9eUozSjljdXkHrXRGjrh7+sOvbqKPMXqCrcWDzbNA6KUah0d2rYbsSx6gYaL2rYhSzCl6aMTLrModAa41R5JlgE/nEKIvl6XOgB9R1HDOcGIZO3qUysLqNxqiYBF2uz+Xu7ZKvwG7QeiefDivejpwGIJEaE0ap9NhqddLheLnQXoTBGgOtv1u9SOQY1GhjL1MKtuGMnNiGJDJU3tVILtBT9JnWDarUcse27ZsFWsdAlNhltK2pul0ItP5zv3PcPV++LqD1zfucklnQtarVKLh7quUqd2DZhrCTbAu1LtyVGdWs+h7uvoOzB/nZBWLsXNAwr1q+kkycB7S2E+vR+/vruBcyVV8NSOyPdqaLux8pbW8kQnZic+h4tOn9fvQzmY/UQYeY1rSFAp6olXTQi9/2w/4UtLaDBQEoAQ9YYFHNvPWzZ6JDUSYs/S7TTgVDwjKt7zvwMle3koLWo9xL00eInuDm7Vvc/HXLZbp4rUpF062prn8490vRh4vZ0LlfuRdnjJACgYLWtuUYFo7qtvrA4rNH3Ogu/wi24cCc2Ia8u7y3mC4iQkzrC7oc5j6aVwRat63VOCcdev88fZYPnytobXVd96xa153ecUAGtKZlauryeYnHhBFBizw6hshu2GFkDK3UQZsWONJk69jWfd05nYsG+em+/PbR0D2L+T5aVZf8+INolfpdJvg+dC9zGczJcVnQIi+T5vso2B3fpl8WaE17IG3z+VrI94VAawp2D4x/09WpVN39bt/TZNETGwiVLY30T7doQ0GXCff8n4cWDfK5acTj7rs1i4Rl88GcL12S76PQl6R5qed85+cvu4plK0hrsw9aW41KQGvbZcIQ2kt7HFVi36e6miHfR8xAc1rt1Pb9HQvAfC1WsLO+76jW+7jN27dlQOs/fPbvnH3fsx7T2spHWNCarg18n1+wY4gj7Fhf3sU/VwD156ePkMVvCLSWwaeFTGrf91GwQ9rirA4Hu4Ob90i9jLZglwGtxzwvQwKt7SrfFyrYFYHW46RtXN8D6/sWrl+eOrBVW0krli2f9Uwh20Z3ETZ7zWKJJ5i+U+d1OMwdvVfRPIfFG1ZJp44v7+JfTGSPLhhyj+RtMBR90BqZjIZVajsKhj6LjVxx0oo5btuObe6G3ien3icKTgyKxnTmR4hpDUsTQMCC1iz+YFfma3YAGt/VhSC+iviqhr/i3wACg1v1lgV3bO6HBQSsT9AYqPtVH6R5X59G7d1v+pySdRowY+kS0iHDSeeIRvl+jTpK67UPWsvg00nvCdDuF1VgscGcRzse8D/NKDghkVd0ba6QgYUheRA/74Nxn8vgaP83xAGB+9zyjWvkKxd3O1LmiSiLjQ6p2MDW92aPE210im8xpvX94//rRn4/We4/7wEFb7/dX3P967udHAWtWd/AngaYLg5ab8piUv9m1BPu2x8KiirKyCYvRPIKJnHMVm/eIJ2WatqNEWJa00XFoHQFrWkxp/MtX/OHs/P9DGg96T2J7xjvAaA714IcgnsQk2ggv7qsUI4MsgysbTXyEnwC9tnCqe4fX77mAK0hXAAw+vOadA1k5V9C56nrG94ZjueD1qohD2itsVH3c/sBF4jMYMd6zdxZHYrW27F3l0ILprr3IaY1sofk1gpa4/PwfSUxS1ji+0omQAbK6tAD1F897CHR1Ucm8ekpQ6MDW5NAa+bNKOHKxijOCdD61z2OcXRFqmlh1Zdf9EHrtBiFfrkyqT9ZONnd+2UR6Ulj1PYd2931OczuIb+kEIKlxSgGVFvQmiIaA0LztVxjFDIxzNjCRw1q2TN1qDhymA0q13Ksm2IxSjGCXRGjyNv4fR3rNZcYypwGOhyxWIwCtCY2/l+OUX6XLOdUBFoXj1F09JFD5BOjLGjNvAXkP9Q0RgFa4/eYT0ChxJrFo/J9Dndvn/sV2A1a536tglveZhZogCgAhmo82Gju2WEWSYc7+a3b3NW9TnBbtm8T0BrGNsxtzDKtSbJIttQ4Ji3yY5dMF1ZymrFwtgsSQGtlwtrvNqxaxx3TZt8s0JpJ1Glab6HjW60q/TwEWv+l33nu7i9ek2FhsBNU7xFwL2QW0MoJtC4M4IAotPtYkyBTuECMXUOS7xoVq7gz2g8oBK2LpgH7CZsdUgVofUm3I931Ix+T9q/aFatHb9XUlfOygOgYaM11s6xs/zlMeyb0c9rKkWexFgKtASjXb99UwOg74jfuT5/9W6YWJ7XqoTmMXhRB4JmpH7p3zDCy+w+8XIC6AqZ1AWjN9PNN2wpAa0AUKydAAs6AHztoM3R+H84b716ePkoKBApa24n1FrS2Q6rYF6A1zxMSMGiNpRmDwXRBoouIP3/2nJu4fHb2tewyWCQalG1Y0kEvPsuHg4RA6ybV6rvTOvR3JINoxKPpOmHprET9Z/VXsKPLlinnkEVQQ7qIxAqzC3NNttCXPrNj9nChND0x3XfM99luCp9ppKD1Z4umpg7m5Fh+l0mS76Ngd1yb/bNA61zYV7n6vhBoDfh6/5dvuNqVqkuRk0XP7Qee79rVbhp8/LK6TD76l7QzYkmgNaDbkDlfukTfV5hgx551CnZVyldy53Q8NBW0tos2jnlZ96NK7PtioLUP3ISew7T3l8/94TL8LeT7jmm9n3SB0LHDgpb3PFffB9P6rVkFWsHYo4OucchwYbowRxoJprUU7LzipgWBYuc0dO549xK+7/DrMqC1ZSJZ0Drk+1icndFhgLBJ0yzUZWJzIv3+r3aR7/MHoLH/EGhNR8FpHQaI76PLZMmPK2WIHBqiSaZdJhXLlc+Kvba12gIC+k5d2PFwd0Tbgi4UzIJASZr0bMegLu0mI3/zQWvAWYAMFr4+iw1AYPKKOW7L9q2ig51mlsWmgMD7sz93j3ua1ug+o0Fvc8Rciuyh41stWT5PAq0fPvRKaS1mwX1k633kmY11o+UKCGRA68K8DwD5Bg88YeByTJNezwtgiY4KWq8Bra1eqAUEbBcS3+WYsCIfnPCmtJOnGR1iDHRSExZbjqB1SYfQ+gOKOXYIEICt+cn3gNZLJe+z2vih84KcQK6HBIGd/eOz2BQQAMxVwNAH+LVIe323U6Kg9bNTh8ogOnLiNNAa8g8kIExA68OvFbkjH4gNndvqTeulG0pNQWuKC0s9TWvi+R3jXs7kiPvt2SGnQpN/XH/ODZ+HQGs6CtrXaepY6wFavzf7C5GdTOrIWLJhlbussMj2zar57pGJRR1maaC1nxdZgkrpUqUTH/cpK+Zm2KocD9DaSkFa0FqHFOvOAK25z+3rNpUcPc1goM73QevJQxz+zxpFSHJrfQaRicql0BQ6vl378XkSaM05AzYCWjesUtc9NuldKX4lmfor/MqvPrgnsxnFdDo5sVBh1fcNWlj1Z0b5oHVajLKgtV/41xi1dfs2d0Of9MIqXcx67dNiVLMae2SB1k8Nvt7VKsGg9FxjFF1TFKLxUcR9ujT8tam9Z7bgbEFr9P/toL4MaL0LYhR5G53DDGIFtD6sRS+RJ8FiMapv405un4btShyjuDa867kUVksao/xZbGkxqoBpfWNeMSqXwipzXij+M4z9RW9AtSUSpfmk3Z+X/ArsBq1Lfu3kmxacCrG8dCHEVNeYwcimGsmCFdD63M6D3DGFg+0saD3jh+/FIanlyzYk2Pt6hSHQGu1TQGs7jCyXZC50jnbBpJ+rlpZ16LAjaKOrX6WmADcE/hhYlARa+y3wmpwqMwrGJMxJazDm61eqmXHySfeKalztitXcae37FwOt/YTN6n0CWpP0o6+Gxl6dFNBakzr9HTHQmsEkaKuqAayc23lg3k+2v2BiByoLYdmGdBTQRgdoTYUblj6B0nYZ2IPHQOsHDrpcAHxAa01OSbjRtCbR9FlediEUO8Ehc790r88YLddaQWs73MeC1vd88bobvWhKZneA1iQAubINAV11yE4MtIaxB0scQArzOwJyvWH+gonvKWhtdV3RKT65/UEC3NC+x+IkVtyKgda2vXDj9s3ujHfukJ+rLfJo8gGQW9PBZmh6ltT32UTAZxqd1O4AV6F0ucyCJ+36hbpMQr4PaYHj2/R1D5nFWy5zCXL1faEhtCyyWQBQwGGhCEMgNlgrCbRuXLWee/DQoiGlN414wn23ZqE7vFUfWaQl+T4dbBa7hgAP1SpUEWkkmNZWGslnWtsuE/QHL+t+dIl9Xwy09n3fUa33dUhR5Guhgl3I9x3Xpq8UbQCtAW7+OjZ33+eD1o8NukYKtJi2QEuXyY6t4vv8RZEdbBY7vw/mfulenTFaiqPKtLbSSBa0Dvk+FtGntevvBrZIB61tl4lKIwVB666HO8D0nfV9oYKdtty+O3uce3JyAdOajoJTCn0fBbtlG1ZLW+d9A7I7rOx1TAStux0pfg6zEkX6Tl3U8Ug3uG3B55gdbNa0ev3EW7Vi4xp30Yf3iZYrgxYBrZGvAHTCrHZzMRZbz+McOQLFXXSw0yzEYguB1kgLNKu5R1Y3nq97mnYs/dy25fO3JND6kYFXu0uG3ieAALkLUhyxHCkJtPYBAW3R17wPzexre5+Q9fNVI1YJIknndtWwf7kDG3d1neo3LwSti1qvLSDgdwLAYkPX+v7xbxRjZoWORZeEjTsx0NonK9jCcq73iO1CgIBKGnJflv1YwLSGrYk26oJ1BXkZ15eOQ9rlQ5YEWvssNpUoQi8UpiVdXj5wp4OHb+x+ahS0ZmYK7yixk/VD5XIVRVMb03uj8iCWZVm5LAMbr3PIHeWyzlEGqp53FLTue6b7+7iXMt14fkdArvfKlwzkezpLBKY/RWkM1iTFzwLQ+lciC7Zx2+ZEPxEDrWnvR44BU4kiSCTIgwDeoJlNzFKzQ9chUyUZBTcGzQIKPzTh7cIcrkh+0oLWOqBd9wV5iljKcZn9lGYUnDTuZJjWAdCa+IUchrJ92W+azEnSse1wdrYJgdboId910EUCWp/a7iC3Z/V6jsHIMaA8GbQuynuyYlTL3jJw8ppex7sDGnfJ/FwtrPrdQD5onRajLGiNxCLvstqVhTFq87YtORVWIUXoEMwYaE2MalqjfhaO4Q+UTHsm9HM/Rqlv8ruBHh54lYCy+CjkMSGf+V3A9phJoLUvUaXkjl0RoyBaQbJqV6epYER0xlLwxqIxqnEnKayWNEbFQOtdFaN8whHnFItR369fLjNn8olRMdBaY9SApt3ED+LbwD6saYwifuy2X+4K7Aatd/La0kKPPhfyAGd0PFg0pq2pTqIuRJIOByMbxgxD1gCt0YdFhgGzoLWfuADclC9dTtr2aDVKM5I6f4BBCLiBsYfWnwWtc9GnDR3fBiP9PARa337ghRGsujMAACAASURBVO7OcS8LaP3HvmelJpBWQwiQEZ0urGm1+u7+Q4quhYLWJCUEcBI6jmWtAIyuLtqrMdOF5KntDyoOWi+b6ViwK6PX6n0CWgPcsCDz275Dx9OkTj9TBx1qkYd5wFAZNSrBAKT5GqCCvd98PwTcUCj5YcsGAa1ZXPxt3Auuda09EyeiWwY67W8Aq2oP9r/C1apQLQu07lC3qbwHtPQ9f9TNjgWFmtVJjJ2fBXjSQGu/E0Ba5Ic/7M5o3z8ntiEFJ6SAMF1EhJjWtNeiSasJtE7Izvc+KfvBfi8EWsNwPbHdARnQevmPqx3gB9r0IcvoUO93hitXpmxWi/xlPY52DAvBLGitbEMAa4Brawwggdmmg8WSzjPm+0gEuF4MO/WZRvi+iqXLu5Eky4eEz8keM5+C3bFt98sCD3KROcnV94VAaxbSdJnUrVxDFs2Agb5epN2/bUVT34dUCsk+OolqClqTaAPqJfu+alJUixk+ElkjgApAayuN5IPWFIV4h7GWNRu6y7sfU2Lfp3EnF98HuMh7lq/lWrCDyY02qoLWd3z+Ys6+799TPnJvGqY1GqoM/cQUtKbLBHkQfB+geNXyRS2vthAXOz86Uf773WcSZxS0ttJIFrQO+b5rhj3iTulwoLSXppkt2MVAa9jKgOk76/tUY9P+rhBojY76Se0OzPg+Ft8Abkl+wsoZKdOa94kOGgsGWkBA36lLOx/jBrYu6shBTgG90TQd/OUbV2eGTbMQArSGhQX4itmcxJfuurLHsW7qqvnux62bRAc7zWwO1rBKLdFFD4HWDCsEELAScmkyJ0nHtmAR2ySB1hRvLvrwXgEEjm27v7TL+3ru9hghQIB7xSBGey0UtNa8j/1f5cky6EJfh54nnQvbMXAVSQKY1kmt135RBdAaVuS94193vINp5udgMUCAOIG2qhoDcsnZ87VcAQE0aofP/1o6xWCxoccOQzTJT1g5I38NYMFABQRovaaozr1k/9aQlZuzZom7qcdpUdD66SkfZIZNA1ojGcCzhPmgtWVZkmM+dfj1js6RWNzV37Rq8zp34ZAipqvq3oeY1hS8KfiqhJzqKud7n3wiC98PgdYUSRjoC2h9V/+LHFJ5PJeW4WmPbeWMWMs+PPEduQf4Pls4V9C6poDWzQW8Yf+sbdS+Xj5bZOXSNIZ1O7oPkCWAaY1v1s4UC1r70gDkSgxmbFM7ec1hz4+Ckz8AmA4Tn2nNtfxh07os0Np2Z+Zzv2wHEt8LgdbojN954IWFoHV/16xGfcfA3JifYGAmMlyw9S3T2hKVQoXV63ud6GDUqhUVVrPnVPmgdVqMsqC1r8efb4yy3RhpMapJ9XpZoLXPGM/1XvkxKgm0xocQ04khXGvA7tg6HrlRldyzeSsEHhujFLTeFTFKC7DkkDHQ2o9RSErt26jD/+kY5a/duL8h0FpjFF3FrOPziVH2+cP/WfkPjVEHA1ovniYDOAHFQzEKn7nbfrkrsBu03slrCwN1xuqF0qYZGgKlgEwa21Bb6X/cutndL6B1UQJK+x5s1X/0v8j5WscK3IwSMCodtCb5Q/dWTVrkl89yDE+yRvLAoswOIyvpoBe/gsVxQqA1rIDbx73k9qhc09Euj+xCjOH46NfvOYIqQ9osaO3rtipoTVKCjiOgKAw9a/zGmhWrSht7zJTlA4uLRZFW7vnO18tmORZUymqziQsMx0sBrYc/LMwPhg/GbNLyOY7hkGox0PqOAy/MkowBXARkzNcARezkcL6voLXVaAawX7lpnQPoAbS+4/OXHKxehtGEzGp9PzUFeZCi5++f/a9wNYuB1s2Eac3wFH8IlAVkYudnW+mVUYM8CUkJxoIGdgztPnZIFZ8R7ABuOM9c2IZ2OrQuIkLDyAS0BrgpbFUs6aAXBUXs+ReB1kW6rjxzsOJpu0PvErCbe2aHlNp9qAY/rP6yZcpkgdZWE8+C1so2RBoEQM/aSW/dJrIk+zXqEH0UY77PLkKnr1rgfvtJUUcBvo+23uELJmZp2CcdDB1Eq4OX5Pso2MG8s23atDemnUfouCHfFwKteYd5DmFa011CIcQOQfL3bbtMLGiNBm5Wwa6QaQ0DmfcuyfchefTr7nGfgcRPnYo13JkdB7iz3wO0LpJGmrl6oQxaVHaw7TKBaf3rHseW2PdFQesDL3Q3G7ksmCYMNM7XYgU76/sozKzZ8qMbOm+8MC14t3L1fc9OGZoFWj8x+DpXp2KBXr+C1nSZbNqxVXyfP+jHSh7Fzs8W7Lgn3Bu7+Obe6aDFkO+7dvij7qR2/aS9NM14x7f/tEM20y4TOm+Yk2FtV/k+HyziGApaW41mgJQT9uon94cuk1Wb1okOOSBgyKyUW4Wy5UQeRIEb22ViAQF9p37d5Rh3SKsi0Nq2VKO9mWQ6AA2wBokj5KxscUyLROQkI+Z/7R6Y8GZmVwxV+2bVArd+y4/FhguGjhcEred84Sh++XEEdrgd1h0bhh17PmxOxnYKCChIpt+ltRt9YACBE/Y6QKS5VEIptP8QIBADrTXvY8F5+d7HZu1SW6qJkzG7/KMH3cHN93ad/ldQ553Kbr2e4h77+l0psPtax/sDWjfu5CgO+YObQsfjHbfDz3lemVkD49k3XxqJTre08wgdMw4I3C+dAxg6zOQPFJ4AlZG2Oa5tXxk+HTIr5ZYTaN20q8gDlC9bvtgwOmL3rNWL3G96nB4FrRlQDHkF4Bn5ksplK8laA9uwdXPWoEW6HgHCscrlKrinB98gxeJcuqp84kAGtP7oAbd0ww9Zl4POqdvHvpgZ1g1LGQZivuavCfi+5ptWoxkQimGq/546VEDlYfMmuuWb1rhb9j0jeEjmAvF8kxeyvkwDrWtVqCpM608XfePu6X+JQ+ZOTX9j2vBWu1b614Q33ajvp2TNAOAd67ZHS5Ec9EFrZNP+881w17pmQ+lITjPrh7rv0VryKjr4iBfWWO8CWuswQD5DAoAZB/maLebyXQBMrq+dH1W5bEUHaxxQ/dR2/V3LWg3c7WNfcuiBJ5lq8AMyWtD62Nb7uXMKu2tDhdUb+5wswKSariHs8Es+80HrtBh13/jX3Y7CQYu+Hr/GqA1bNuZUWLW5cga0TohRDA63ElZpBeKk65lrjCJXu3DI3Y7CGrO+YMfbmST+/u2MLAWtJUY1aJM1V0FB610Ro5SFzzBv5Et0xgi/jfcrMUY17iSF1ZLGKHTRS+UoD1LSGOXjVpxTEWhdPEYRA1iL5BOjLGgNKG3lvDKgdbPuMow4FqNK4tvz9S//f95+N2i9k3efIVCzVi92m3ZsEabpMYU61LpbHBbtm2lsQ7b7/X5nuA1bNzmGIzG4iCCKofM7YdksafXymdYsoiuVL++Gz/s6J7ahDxomg9b13VFt9pHWLTW/WpvrpQsBN8oys1VI9Cb/NvYFAXRpO+OzW/qe6WgHChkDPJZvXCtSIjb4ACIw7VcNUGPGDwslwSNRYYiIXw0jqWbwBuBczAAwqJoDWqOZ2GOPNnJ8jMFIFDGUReKD1pfvfYy76mNYREVapknH0n3p56otF2Ib8lzATFAr6aAX2gjtEBb2B9gAe9ECN+i2r9y4xg2dN0GSOlqP0UBPGuSmw0e4Lhp80IvbsmOb+1f/K12NClWFaa26rkiNbN621c1Zu6RYex6a0K9OH+lIImIGi+Lt2eMksVC2oWX3IF9wYdfB0pJ81xevSiBSQx7kmmEPu1Pa93cDcxhGZu9JBrQODCOjaDFk9udu3rqCoTBVy1Vyzx2Z/6AXnvmLP7w36/S17QwNSR1GBtvm+L36OZ5tGM8/bF4vQzBjg9w4F541dDQBbvQ+sdhn0Y/h605/+3b5b32nGMKI1rk1FoBX7X2cJEQxi/k+ZVjxvvqgdYHvq+A+ngsQXzR8MOlY+RTsjmnbV1o11QDf0VzN18IFu6td/co1swa0sLikhbhOpRoZ30c8gPkYskcnvSeLYxbY6vu4VzCt7ZBZZVorwJbk+6qWq1gM0PGPSxcJGsx0FPH+oH/L8THVG+fdYVATzwfPCQZoTatoSX2fxoCQ7/v7Qb/KGkzMPeJe5Wswp1msWwv5PgpZP2xaL0zrF46+2d017pWcfd+zwrQuGoJsdRhf/260sMcoKmzeti3o+z6aP8G9+M1wYQSm+76xDtmFJN93XpdBjlbHkO+7bvgjAh6qJEbau6ufU8BCuzoEWsNW/mD2Fzvt+yiW2sU6x1ZZCMsc9n0f7KK3ZxdckySTfGO/M1z5MgWgtfo+/LbGAWLSdcMflV3oO3Vl1+Nd/5ZFrdf42QuG3C1zM+h2STK0b2FmAkx+8v1kmenA0DYKkBiLqBrlq0gBeviCr92Dxh/BGJ6+cp5bvfnHRAalPW4Wi61qHcdCk+KGD1oTR5iFwPOoFhsIG3s2rjBa+7odMVjlCPRv+AxyKQAB5Kz0mpBnhUxysGp15VlTn8C9gkBgBy0q01pjFPeQe2kNn3RA087FCq7+cdH8Hdyip7Re807Rzk33AIbe+MMT33UvAFpv2eDOf79oQB9M635NOksMzkVqwM/B0PsGEAiB1r40UkmH0PrFNM5J8007WJDCN0PdYFpzz7hPrFG4viEjF6Ezjnzjjs9fdp8XDllj2xDTGn80dtF0V7lc+WL5HXIQSCP+du8zoqA1DNrF61dKXCJGVSlfMZPv6CwOlQfhPeZ9xiqVrSD3T/MfHT6Y9Hz7fkjnH/Cc8HxbQ2KDdQ35LhaS6Iq9R/rZ5BVzs+aM8PcMaG2Yw8TAFrUaOu4rPgh2/MJ1K+SehkzfR3zClJUwrd/O+D7LtCZHJl6gHcygR5jWdHXhL9R0Fk8aaM28F7oReQ50rgI5HIQBjHese/3WIjn3/DfDpKirRpfs8998LANjc5ECs35I12sh0JrOZu6rXQs8d+SNrmq5yrncnqxt/FwFuc1/Dbwia34U+f/tB53v+H2sqehW1WuSdEDex6Nb7eN6N2ovcRBwDQa/HYQeilE+4UyfX3JFSF5qxUHreIwSpvXPTmSXPp4/UVjzahqjKPIje5VmWaB1SoziOXljZlEu5TP+046ln+cao8i58OvEKMgyvOf+EEt7THAA5F78GEXRxMp56dyFXRGjeDYYKMxzxNwzzcf4XbEYhWxW3yYd/0/HKB+34pxiMUpB63xilOZI5BKYlenJAq0XTovGKOLLbvvlrsBu0Honry2LmzlrlkrL/IVdBhdL4GTIWM8TpJ0nyayW7Lqtm4RpDWtVJ5pbprUvG3FyuwNdpbLlHa05tHGmGUwEgCu1JNCaQAaDwjKtr+hxjBuQw2A6/zfA0IMpbk3bP21wv3fAJe7PY56X4UNU09MGucFIWbF5rTAIrvz4IYeOEcYgIfalplPCdZFJQuoncDCy0L/jHGMG+5kqLxIZLIpoSYXpjfksA1ttb1Orsbu8x9GpFVo9tjIR9N/K/sgFtKY98Mbe6YMv/PNkgfHEpCFZf0YTC20sK3cBq5YFtzCtj7rZ3fPla8LATJJW+XLptzI9PghaD7jS1SifDVoDrP24fbObu2apsA5oK1azQ8Zi94luAqQ4aINWprVdKFmmtR0Awj5p+7l2+CPuxBzZhvae6BTvENMa8IGiiTKtSzroRdkP9vwVuLG6rrSJ0comTOveJ7m1Wza4N78bI21tIYMxCXOSCnbZMmWTQevtW9zp7xSA1gyAYXHK4oH3yxpFG1ivMH9K6vuUYUX12h9OWuD7KkQZlPa4sLZhf6X5PhZhtFlbpjUs5CTtzthzGPJ9oSG0FOwANpCLgH0Dex92TFKHTrY0UoHv43mCaW0Ldr8Z+YT7dvVCBxMHaYok31epXAVHO2fMtC3/tPYHpTKtbcGuVc1GDtZNGjslyfcBJLLYzMX3URzORePXP086OGCvWwv5voKC3TphWtNlcs/43H2fgtYKhoZB62Yy6BHf57cm42//M22YMEhiZtvylWlt9fwt09r3fewbOaUYg9Iem04y8hcsxrQGLHx/zs77Pm1Xtr9Bu0wsaI3eKd0S2mWCpItKpoSuXUYaad/TXYWyFWSwsd4nK41kAQF9p67udoI7sEVRQUtnDvzjoItcq1pFrfP+cZXhKKD1wsnFmNb4g6rlK4kP9eVrGGg0Y9UCKUQCdKcZrG2Kx1jDqrXdQ4deGQSt8Td7VqubxbSOaevHjgt7k3NUU6a1D1qjjwzjDEDg1A79pQ3bZwDa41gWmw5B5l75gMB5798lXRGa94WkgxjS1rdRRwEiYqZt+e3rNBamdbZeaBGLze8EIPbxv7+PeznKoNRj+34IYKR0gGkNa+/WvmdmDQyFZZ00VyR2bn5cZFvNN63cBTN3PpjzpVtQqBeq7PPjPKKOHsvmYBa0LsZi++oNGYRLURw9YYb9qg617gsJk2kr57vf9TwzClrjw8mPYNPCtK5SrlIGtPaZ1nZAHzIi+D7yn1iHk/4ev9sNAsQRLfvIQFGfac37QyFPQWuGyMW09ZPulb8mYDvNN63cBe9Rkxp7CNMaH4T0xty1S0V2LGQL16+U7gb80FQPtP5rv/NkXg2moDUzffjbpwunZrGj2UZzNF/Wzz+unXPzwFf/jTKtffka8qMXpg2PdjjZ41k/pOu1EGhNroyMlGVa5zJ/KHRNbVzkc2VaWylOivu39TtPmNbMSGpbu3GhtMotrlyCHvjFH94vOTdrPJi/GqOYtUGnN2ZjFEA876EthrKN+imfKe+D1mkxyjKt/W61fGOUzZXTYhQkKcu0Zn0A+z9fKx6jSjtypcTCatOujnUH8QCZxabV6wUPqTgBmJCNUeSx5PVqClrvihhF3GTdUgBaP5nJxziWZVr7Mapf404iHbMzMSrEtN6VMcrHrdJilILWecWoQk31IGhdGKPoYqdYF4tR+Kfd9stdgd2g9U5eW0Br9CeZGo6OMBqv1mAbXrH3cY42wSSzbflrt/wooLUO9uA7FrT2W8QUuPl43leJbf/2uH6wTgKtAX4Pb9krS9f1ku5H5qRz6Z8nkhoM6LAWAq1pa//jp8+5BlVqOapVOpwyiaUOu2XV5rWOQV0wZkimSYgZRgbDQE1Ba5KSt2aNEeY27D1rDItEYwxwJWZoCMLkpvXYB63tcBEcn22dBrS+Yu9jhBUZa33VY+tAE/13DLQG8EKfT80fSJTrIw7YgYawtRBwQ3JEiy8LaVrYSVwY0HZ5grzAF0u+FdYYz9ozU4bKPeBaI6nz0ICrXPXyVbKY1oDWyIPQuumzk2jxfn76iGLto/45MmxU28HTQGu/dRXQmtbR49v2lRarNMsVtAZ8AFTGX6jlwr7yj++3V/N5CLRmYUHhC+CGBSfAzSvTP3FPHR5mqTNMkkILzxqDJoRtWHif7NRnQDUFrTUpDhXs0HSntT7GUE7zfegyfvfDQpHM8DUd8X0sNrU4kXafeLZ5xu21D0kjUbA7qlUf98+JRV0mKpOTdoxcfF8ItKbI9texL7q6lWpIwY5El3bspGKnlUZS31exTHnHEMmsgl0haM2iBmZKku8rX7acsOJjpmARXSYAn1YayZcHsQP6AK2v6nlciX1fDLT2fV9Jh1whJ/REDr4PUIjBZAJaH3Wzu3/8f3P2fbAFuQf6Tj19+A0OfVBMmdYsvBjGHPJ9FKYZJupr6fn3zIJFRaB1kTSSBa193wdwA8uNxc8RhZ1esWeCYavoQWPK+rMAqX6XDiau8c76Ph0gZX9TCLSGsX5Uq30zBbuNWze5l6aPSvR96od41niPfjf6afl/hmJaaSQLCOg7dW33k1y/5kX5nUpE0AEFqzLJFCwiHxj1/SQBrXXoKN+xhXR/QB/++NtV32eK9ml+KWfQulF7t2e1Ou6/336a2aW24aYdw/+cduUlhdISfJYEWiOzQxEZqS66ONAK9sEUu28LWquf4V4BWltAQEFrzftUc93uC23SfRu2FyAiZgoW7VV7zwLQumVvkU7DLCDgy0YAWB/QpHOmaJ92DX32exJoTX7Js/r70c9kdsk7i6xgvhYC8EKgNdf2/dlfiPyGzP0oHE55/F5haRVm5zB4mgKJFsfIzyEhZLHYFLRu1l0GklYrX7lYNxjFuinL57pbep0VBa0lLhZKYQBaw5JFjgsrBlqbAX3kEUieUCzOZXaPXzyLgdYAareN+U8GtFYAM9/7pIPe7fdCoDXg/57V6xeC1he7TxdNzeRQoWNm/BCg9ar50l2rvg82P74UU9AaSStyy9ELpwrQbTsitBOYd5prmmRWMpD1A++Q1SW28iD+AG1AIbqPIQ+Rd6YZWr/kzFgMtIatvHzTahkwqaZSbmnH8D/3C+wh0BqZlT/uf468R8igtK/bVHLuGEtd/RB5Id08mksc32Z/d1anQ+RnhAqrfsdyUWH1YteqVlE3kA9ap8UoC1r70kYao1YWrtHTriHzoiYUktuioHWj9q5R1dpZcxdykfQJHb94jAqD1jDuz3r3TulOo9uOAcr3DLjUtahRxFK3+2fIKIA2OI7GKO4VnZN0vaopaL0rYpRKYdDZGAOt/RgFaE03kBLL0u5TsRg18EpX2hXvBtqVMcrKH+nvi8aoDSsFI8gnRmkuzH3CXjrqt5lLwZw5Cqt0ayGLBGahcUU30hj194Oy56WlXc/dn+d3BXaD1vldr2Jbs7hZsHa5gNZW+1A3hHEGyJek+6bbaVsaoDUtN7SV0N4hL8/0EcKSYYHuy0ackgFuxkv7UZr5AyiSQGvaWg9r1StLHiQETKUdj8+ttIRuH5IHefDQX7s/jP63a1C1lmhOc+0AUqgqh4x2bmUaXT3sYTd/3TKpPNM6ZEFrlQdRZlQI2EDbE1CPVr6YkVTQlnbiXv2kpZUgRBs/piwD1UGziQsD0JBYuPyjfzpaPgGXYuaDaTF5kHsGXCLMYLUQmzKX+2SlJXR7bZFHGgCWAMaQ0EXrV4g8CAkWRZaKZco5kpSQhZjWmhQ/cvDVsrCw8iCA1gCjaLP5oK62SaeBvbBKVTYiqUX+gq6DRUfTB26Q7KBF/tg2+xcrQoXOLxu03kekfez10u9w/9+dOTbTIs/f084jdDx/sjXbqDyIZRtyHY9svY+cH8x7CgEAZ7T2JlmSPAjyDjB4MCsPou8UrdK0TFs79Z2/uTPaDxBmSMxivu+5qR+7aT/Mdwwb9ZnW+D6YiGmSJ3rsfAp2XDcrDxJikufyToV8X6hgR5stz0y9yjXE95329t+kM8MOz7HHs9JI6vvQ9ybZt77vt6OedNN/+N6xqPnvzE9FesBnZuL71m3ZKHMEYvaHT591TarXl6Sd1msLgPvyIMouYX8Ad4DWJfV9t/Y9y3Wv3yrItOZcVa6BY3Wp1yLVh4fO0XYoxHwfMjjLNqx2tPHj59EZztX3KWitvk/1vzkeGsIwymK+b+T3kwUkT/MZAlrPHS/tq1qwtd+B1YoWKAuwkO+jAHp0q30z+Ufau6ufK2gdkgfZVb4PFiNsRmsZeRAjd1HM9+3Y6v49ZWiq7+NZq1C6nPvd6KdELx9fZ6WRYCxqrNV36oYep7j9mrXP/KR1WzdKboB0DTIlSaZ+HMkShsmS52mBhu/c+fkrrmLZgriKNIyVaqOgBdNa5dHSfJG9J7DUkuRBIAiQP1l5EDscMu049nMrLaF/5zn07yHvEQVOwLazOh0qZADmt1DsChmt142rFwBW2tHBvereoHUWIIBONgUEjVHEofM9UJdnHf+UNrwVOa5j2vSVbcknLAAurdcT3hW5IF82gtZr5EcoGqS9t5yrDwg8PPAqAfth0VljYX3rvmfKc6pW0iG0j016zw2Z82XW/jXftHIXSAy8O2tcBrTmPSA3p+swZMxQGFLoh2KgNXF22IKvHfMI0LRGEsdfy7w4bYQb8f3X7p79L4uC1o9MfMetKuw+IEZVrVBJ8m1MZ3GoPIjtzlSpNpUIghEZM59prYSlkDwI8fzPY57LgNZIbCERmK+pzJ79nj7TNrcBWAHQpaWetcGYhd+4qSvnFhs+r/tRP8SzNmXlXPEz6vv0WrHt2EXT3J1fvCLdYO1rN3OjF00pNjAVGUbWW8gpAMommZUMRA5z1PeTs+QWmEPUpV5LKWJp3NR9Mf/jxWnDM/ILadfR3pOYPAhFyGUwrY1UIGtSSFD5mg9asw/2Zdd1XEfeM/IiulcZbskAPfwI1z9kyAQd3Xo/0afGvylozTwZ9oHZGKWFVX2fdZ8ao1jvkjOpFWdar5TflxSjwCoo+EoXhicvqTFqxca1mTVy7DraNVNajKKj0MqD+EzyXO9XrjEK6SCIOsSoMzoeItc+Jv+FbCwdFawFNUaR96FpHQKtd0WMQi4GWbdWNRtIYVXzMa5FLEZBKgK0LmmMUsk1X8JqV8Yo5BDp8rEWi1H4NDoZ84lR2g3EfaKwynuopjEK3/rZommuZoWqxSQp6f6AbIhUzW775a7AbtB6J68tSePCdSsdQcAycnS3VOSohsNITDKmNOvQQUBrgrgO9uA7L80Y4ahMA1r7LWJM72bYyAdzPhcphDSzFSud5q76Yva7LBhIgm2LfElF9Kk6wkK2psMIbXBnIfX70c8K0xpmJcO8Lup2pDuwSVhL1oLWyjYEtCZhY9GjVgRa9xVNUX+CL9vB0IDF9cdCjdak6wizhQEgx7XdXxZXOgSK7f3WONsi1rZWY9F11YEnVN5j5rMqYkxrdMkArtRCw9bSngs+f2PmGGFnWLu42xEydMjKXRCImcYN+4sFJ89IaVcqUUv28yUzMq1HyrTWpPiRAVe7quWzQevOdVvIAgNGjx2GwO9S1rYvG+Kf3xvffZYZ0BcErd+7Qxaw/Zt2kwozwLoajJvrR8A27JPKNoRlCNtQDWYz0j4h0BrwAV1Vhqyp+cPWcrlPXHsqyNYUtLbDyCheDG7Vu1DT+mRhtj819QP33BG/CR7G+iFlWut9Qp8OgB8Lgdahgh2sEDpPaNNPsjTfp23BJnJ5swAAIABJREFUsGv8LhN8HwUPii06bCl2/ezCLub7KNgd3qq3+6fR5zujw8FSqMrXQr4vNIQWPUe6TACtWSjCEju/c8Gg0JBZaST1fUilwEAhTqjdPPJJN2P19zKgC2A02fetkuFVMdMuk5PaHSjt/DrUiO8oaP304OtloK3tMmEo3tW9Tiix79N27ZA8CFIo6M+rIYlDgSNfgxX4zJQPU30fxYtF61c5WEW8uw/l4ft08a3vlOp/c1AftGbY2avH3JL1e5Sdxt95P5OMtlmVC7tp5BPuu9ULs2SWznn/Tnd2x0MFJPJ9Hyzum0YVMElhbqZZSM8/xLTeVb5PmV/2d2WY1ga0tr6PBTW6n7SYwgAMmUoj8ayRQ0BG4H2ieMpEegB+LAu0Lnynbtr7VLdP03aZ3WpMSAN70QZGMgd/MGL+JPfSjJFZLE+6v7QDwmexUcz/bvUiyVlgQqeZZbHBjIQhCVAJYGkNEJLPX/+2SEMWaalYp2DSscl9abdXK12qgMXmg9bEeNhoXONzOw+ULg78fbvaTYK7DrHYuFewKLnXamiQojENg5K8zw4r021gbTeoXMvRRRgzZbGFQGvkFwBL8Qc+mAmL7cAmXR2t73YQdNKx/I4PWPjMl/BBa3zI7/Y7XWRs1JDuS5O3Cx2X3JcB0dYyLDYjdwEwREGM51ZlhMh/kTYIme12U9Cad4vY++LRRSw2tNohIxwiTOvpDvkJhpNao0Pq7Zlj3b394qC1XRMQo5jVoOsi1bRWKQE7B6dq+YqSF+HP7DDUpPvkd3zENK2JR38a85zbvH2r7K5GxaqpnYKh42ruaz/TfNPmNoNa9JTZFgzYvLv/xe6LpTPc+CUzs9ZEdh/k2doByhpGQOtC32ffQwtao2nNc4/UHN1hauqfuX9NqiWDvXZNoKC1ZW0Tt7rUb+HIu/wB2sw7emnGKJFC026H2Ltr2bSAhshJPjn5A+l6tEaOxNBR2v/V/nFQNhM56iQKP9SuHbtt42p1RUrFgtYUL36/35ly7WFad92jpeO8icHVK4R1tPGpx7TZV0BrmNaaS5zYtp8A/FgItPYlnpJilA9ap8Uo7t2On3aI/KAvbaQxSuV60q6d7chOi1HcezssuKSD0v0Yha9Fls2PUZCzAJ9tYRVGLev6kGmuzFpQmdbcqx4N2zhmg6kp0zotRnG+rMVjdsGQe2SAdsuaDeU50i4MvhOLUYDWBzTpslMxKsS03pUxiq56uhtzjVH4NNYiSN3lGqOUwCEFo1JOZhyoaYwa2Hxv8Q+hGMUaAtIYpKTd9stdgd2g9U5e25s/eVKYVyTHtoVed4s0QZf6LaNac2id4RD/tP/ZwgwR0LpQI439WNDaamLx2antDnKVy1cUrdzYgDX9PWihDilMUGPADUADyY8FrZlwDFCUr8FOJhmyFgKtqfT/7pOnXcOqtWS6NkknrF6AxZA9NPEdt7qQVaFsQ6pkJAi22kWrzLeGbRjSfOYaf754hmMKccz4fW1r7+mObdNXQGvLXPRb4+yCHo1NpEdoVSN54TfGTAEK3SYGWiOrAnClVtJBLwqc2N+VAa0N05oEnTZvQGuCOQsFFv12wWj3QYLKsEYWbTr0h8nZANOPDrhG9KFgWjNshaErVP5/3LbFLd6wUhaC1riP3M+nDrvO1apULfES0t48auEk0R0DtGZYqp3KXQAKFoDWPsiCxuYNIx+TSrXqyicdSLVQ9fMYaA3wizSKBa1jCWrSMbn21wwvAurYLsS0hgk7sGXPAtC6z8lu247t7pGv35VCQ8gAdkiwAC8BxVgQ6+IF1gRDKzEWXzDjMGVyIH0CCGaNaj9yB+cUau2Fjpnm+2zL1dfLZ0vXhhq+j8XmW7PGFdPADB0r94JdQwHtLGhN+3jS4jz2Hod8Xwi0pmB366f/lgGNFOzwLRQJ/Wuqx7LSSOr7aMdlsWoLdsq0ZlHD+5Xk+8YtnpGqs8m5kBCfuNcB4putnr8PWtNmzbuB4Y94fkrq+2Kgte/7iFslYToA9CJFk+b7YHd+v26FgNa8R7xPufo+ugZgu6vvywKtZ37q+LyAab3VLVy/IquFnt+lEiw+UOA/f/jxkQsmCfCjoLVleVrQurjvu1EGWw5q2dsdEym0c0y/YKeLpCBo3fM4Abx21vfpItqes8ZgC8LCzB/UslemYLf95x0Sp5J8X0Yaab8zXXmRB3lK2tsBumxeN2/tUndNYVeTvlM39zzd9W5SMDxRjfhyTseBUR189ePkQgxLE9C6UL+d/dABgR/m3SFnI3dT42/IJqE5mlZo5zu5AgIMDqQLzILWobw25vP0M2Q+0M9Uy4DWhQMo9e88m+RKAALndxnsznj3dsn/kjRKLWitLDbuFXJFFhBQprUy4kOaz7S3b9mxPVUHn3M5oV0/h38hn1D9ds7BAgKAXrD31AAEIF3cNvaFYhr1oWvoS7QlgtZlK0jHjAWtSzqElveCwbLWNN+0LFWeTYDoBciDDL5efEvn+i3cmR0KwDLfIEEMK5QtpGsA6Y8Yiw290LFLpskwYl/zGfmIB796wz1z6E1RpjXrlXWFg98EtC5fSeRJMB+0RscZkBVjCDt5H88hQ+PIp2Lma95GQesDL5C8RUFrntWk4lnsmLDQAf+tab5pQViIAvUr1xLQGpkdWM1jlkxz9/YvmvNj96EkCNrd0bRmmJ76PoYe0iWKcf+4jzCEeTe5J34eTrcqRac0HXzOhaGOFLHCTOsi0NofoA1Y+NL0kTL7KA3I43dbNm0MtMafU4ywoHWseJZ0r5SIYT9X0NoSxPaoUkveYUBrwHkGT14/8lFhiDLsMmQKWu/XqKOwfTWXoNuBeRuYjVFKVrCMed1vKEb5oHVajLKgtT8TKd8YRQFx0vLZ8vNioDUximtnQWu7Pom+uN6HfozKgNZJMapZd3dOJwqrfxdySfs6BdI5vgFaIx2CXJPGKO5VjwatHQNt1XRYcFqMYm12Y59Toqd2/vt3u1PbH+ia12wgvll9A1+KxSjiE7GjpDEKv1EqIA/C2nFXxSgKaXSbWdMugVCMgkiKDGY+MUqZ1twn7PmjiggOyrQeBGi9+JtgjCLnZs1I0WO3/XJXYDdovZPXFgANNgkyFdf0Ot4d0Lhoijy7hmFBKwGgTpIpCMSgDPZDINAkiO9Y0FoHWOi+FLh5exYVnnSmtWVVqMagDwaxb4AGqkoWtEa77qwOBbpZ+RgLwGkrF2R9JSQPQsscIAvyICxaBLjpcLA7uHmP4OFCoDVVssbV6zr0JNUUtKaFirZXdAZt4GA7qsSvfjvaPTU4rPer+7p51FOufd2CAXc+aD1t1XwB3WFsAKb5oDUt8pcNfUDAhBgLgWP5oDVAYtf6LYMt8uyPxEcNzW07jC3Xe6W6qnb7S7of5XDUljlMK+3cNUtkoQNoTevOpm1bEhd+IdBak+JHD75GhuVY0BqWHAuMpRt/KMYK1iGEJOAE5yR77dvR7tOFU2SgUxpobVlo7I/Fy00jH3OHtaRDIs429FkVqisZapHHP7CQs8BNSQa92KRUz18ZtFYeBDCH4YEKWv/000/uga/edK8c8/vgZQuB1nqfrG+zoLUmxVY+RHcOeFW9QpUo+yvN9z0/bZibtHyuu/OgC6X1CvDF+r5qFSqLtl3ScEl7ogxp4j3HYr4PYAKpEwtaU6SKge9Jz2HI9+HnYNlY/0DBjkSXv+P7ChLQg9zAFnsHdx0CrWlxpkvFgrYKWrOoefXbTxJ93yvffiLMhJgBkDDkBT8qoHUha4nv+KC11TomllzT64QS+z7V1A0xrX3f17RafQeQna8BJgMap/q+rkc4WNAwEwFAH5v8fs6+T0FrfafwM4AlmB6fLhPYvWhwopltTXVU09hfAI4sUu4/+LJU0Lq477tRioKHNt872iHB79IB0vobY6A1i0okm3bW9yEBZruKOLbKg1jQGtmuQ1vsnfF9P//8s7t//BuJvi8EWvM+IftmfZv1vfpO/b7XmW7vxq2z7hUdVRREmX2RZFwLNJXxXcPmTRTQ2g6Bu/uLV12Z0qVlkLcvG8H15J2juJHWIcHxGaJKlx6m+qq02xK7rZEbAQhY0PrSbkcl+qHYe6agsd1G5EEigAB5L4t8cuHOpm3d7sOy2BQQ4F5126NVVl6nx9e8zwI7uj+GEM5cvVgAiPi53C2EDbpwBLRu1Sejp2sBAZ+BCxhwUNOuErfSOiQ4PoOC+U1qAAIMYkSexBo+BHDVgtYlHUILSPnx/IlZ+w8BAgDZAEXKYvvtJ085yBhJcTEEWodYbLb1GqZ1vco1hSFsTdcojw+4zlWtWNFVrFAueLuI2Ru2bnJImRCj0MeGwYv5oLXVOlbQmrh10z6nJA5A1oP6c0V05sWvhz7oFv9YNHyU7ZGzYDCbgtYMKEvKwWLPoILGdhuVB7GgNc8m15DOIfLkCctmuVELJ0s8CFkItFbfx2/fywOt6QaDaY2kh5W40n0TpyGwAC4mGcMOkZbgnciA1gOvFPY0ZpnW/iwSQOuXZ4xy9SrWSO2QYF90/BE7Me2MfWrKB9KhZw3/wH21oHXMDyWdmxIx7OcqD2JB60ZV6rib9z1NhmBS+OnRoK27dvjDLrYm0I4PlQfRXCIJtNbCqr2P+rtCMaoYaJ0SoyxojUwf3UxqRTFqZU6FVQtap8UoyB0WtC7poPRcYxTvK93wkEhgT9MFHivMhEBr7lWP+m3ctb1PyFwjBa3TYhRSmawLYnbukH+4M9r3F1mSGGjtxyhAa7qBdi5GFe8G2pUxSmOEPf9YjKIYCZaTT4xS0Fq1+G1hMQNat+gp8kHBGLVsluRZKg8bvVm7PyzxFdgNWpf40hV8Ec3IVZvWiZYdLA9fg/TBCW9J5T824R2tWZzgX/qdK/shENjBXxa09sFM2M9VK1R0b80cmxPbkLZyWGJYDLghUYH5YIeRlXTQi4LG9lKHQGsWb78ZCWhdW67F+UPudqe2O9ANbNEzeJcA1Ndu/tHRhkuL+Lx1y4QZ2qRaXdGTVNPjawCHMUpAtcbwjbu+eCVVd5B9dazXTDQ/fdB6+qoF4iQBIwCtrWwEra6A1gVThy9zTavXjz55qgOtG8VAa6QF0B1TIxnKRd/c/wGAWq/O+MTBFFBT2QcLbtBKO2d1EWhNa6Leh9BJWVbFs1M+klZdTYofPfhaYXWEQOsVm9ZKUmwNFuLp7/wtM90+6SJyHmMWfyPMeRaZs9csFqa3mmVaMySHxF6NosONox5zg1r0SmUbalu5fjcGWl/b6wTRYZtr5EFyGcrpnyMJjB28yecKWtv2YthCtAyLpnWfU4QZCRBir4Pdt2U9ly1VRlrkNSnmt/drXCDTY0FrTbYAJf2Bi/iONZvXy3CxJEvzfS9MH+6+XjZbilDFu0z6u+oVKrnXv/1UEv00s10maQU7pJHw3WoWpEg7jv085PseG3SNyIBYYJeCI9JIClqzOKFIOLhFtk647tu2Qavv451C09oW7BS0PnmvA90r344StnyS70uT3NEEkEIFgICVRvJBawswM4T22l7Hl9j3xUBr3/cRO1TDNJ/7pF0e9jsh3weza/7aAtCagl0+vg+pGxZa6vvQzue/MQWt6TLZuG2LW7ZxtcQRa+prLBs3dI62YJfGtPZ9H8dETotiF4WamPldJjHQGv8Am31nfZ9tfdbfpl0mFoQFyD64eYHvo8sE+Spl9oXOycoUIWHAs673yUojWdBa36lbe5/luu/ZKmu3FK8ZiMQCN8kYtsnA3ycHX+s+mjtBQGs79PCeL18TKQWuXXEW2wlu1uqFUkABWEmzXAEBfHj9KjUdz5CalapLO479XBfk9m+A1nbRjB9+5ZhbZOg2gAAFcR0G3K1+9jXV/SSB1jAVLSCggITmfae27++Yg2CNjqxhCyZmgM2k8ztvyD/cae36uxaiF/p4Yuu1z8AFEDioSVdZzAJ8AFjGjG4EmKUZP58AWvNs3rzvqUKSULNFxHzuk7Y+2+8w34ACmgVhAQle+/aTDGitnTd0Q4bMyhShhYy8BPk5z3SIxQZJBmCWbiEbw9j33LXLBNC7e/9LXKPqdRJBa2YMbN62RfIdYlT18pUzA+p90Pqyjx5wSzb8ID8dcLtgEOOf3A29T3ZJw9/1POlwAPRTi4HWFNzpDiB3VctF39y/poCpdF9YO6r1vg7JKgvskoPWrlQjA1pPXDHHDZ8/QTo8Q6bdK3Tq0hEL8K++z+ryK2hOjtK+ELS2hVfdNwX3E9v1i85x4ly0iKigtR16aEFrgFAAUTWuJ6B1nYrVZY5UmiGtg2wPFgOt8Q2L1q+UQWtquQzl9I9v82P9LANaG+IF7Oub+pyaAa17N2on5COdeRI6rwxovWcHh/yR3idi0WkdCmR6QoVViAyQMayFYpQPWqfFKAta+10iFFuJURRF6CJPMwo7SABiMdCaGFW3So2sYcElHZSeFKP8wmoGtG7eQ+aNUSzVNXnovKxvtIVVuhOJ52p6/LQYhZ5/0vtr9wXJr0mN+gJaW7wmq7C6YZWDnazGmgDpx52LUcVB610Zox4Y/4aj0MUaVS0WoxS0zidGqYSV5uTk52oKWrMuxHcFY9Sape7aEY+I4gGF/932y1yB3aD1Tl5XWmmRBmHYANO1qYBaY6E6ZQVMwSIQ1T+kJlO0ha/YCGj9uruo2xEZwOLl6SPdF0u/FfaBD2YCWgPc/DdHtqHVBoqD1k3coc26Z4HWACj8rnwNYJ82I+twQqA1rWY3jHxcgBeqmLRCoYebNMQSUGx9YSugAje0djSpXlfYDWpIuMxY9b0MjAGYRTsRnUprKu0RSsLsdkgedK3fwh3Val9Hm7WyvNhmxg/fyyANJB8ArWmRVwO0hq1K1R/2b7MU0NrXr4uB1kgL2CBU0kEvJIJvfPdp1n0KATdUtQGpYFqjR8kiCybDLQnamrBnAEtpm/FB68cOvs5VLldBQGtlerNY5Z1YuXGdtPj4xgKX+6dyFaHn8eXpo9znS6dLeyT3rAC0LmrbEemZToNc/2bdslho7AvQ+jejHneH5MA2VIae/oYYaE1R6/WZn2YBN8iXMGU6H5u1ZrFDdghwRd+pEGjNwguWF8DNTX1OcbRn3z7uxcTCjILWgCC0yQFaa1JMZwIsPMwm5fpOhZg1SHtMWjY7KteQ5vtenD7C0V2C5EXxLpP+rkbFyu7VGaMF+EmzXLtMKNixgLag9cDmPd2lKbqnoeOHfF8ItKZg99tPnhZ5EAp2tLQe2WofAUdCZrtM1PfBFvOTqd+OespN/2GBsLZpqY35vjSpGnxbh7rN3HFMqn/vjixpJH0mtbXVB62v731CiX1fDLT2fR+ty8SWfI24ALvUxqiQ74N1CnCqoDUa/bn6Ph+0hsmhrA6KWWhe02VCIYdFtl+w45yQ5WGBliSZxTa2YEfRBBkJK41kO5gsA5fvEv9++8mTbkDT7u64tnHQ2u8y0XbUkDwI/gNg3oLWJfF9WrCzvi8jjWQ0rfGH+HYt2JUrVcb9dVzyMDztMoFNqqA179P6rZukyKOxhsK4aqjrO/XHPue4ro2KhllxHdGjRtrDLlD9Z3L26sXu+pGPCSNoqIDWI7KKsTARf3I/C3u4OIvtBDdnzSIB83YlaM15UlCzoPXZnQa64yJzCZLeNfQ6eZ/sO+WD1uVKl3EvHv27AtC6eQ93efejpQOFQicAU8hCLDbuFaC1vd5ovtK5qDEKzVfAAWtov5O/pMk18M7AhqS7i9hrW69HL5wq2vYwrHwwU0Drpt1EHoJcqXyZOGjta+snMa0BY2EEW9CawXW5gEP+NY0CAh89KOxTjOcMP6mt1xRCGlet4y7senjwPtm5Igpak5+XKuWyrjcgKfeBjr4xi6cLYIUsg7XVm9a78z+42/2h99muXd0miaA1Q8G37tgmwDMyFTUqVM6APRQDC6RnzpWhdxBI6NzDFLTmOUSfd99GRYNVQyfna+vHQGsAw1tHP5MFWlOo4dnPxz5dOFUAZfs+hUBr1kw1K1YT0PqeAZfKEMb3Z3/heJZCRuHr6kJt/SkrCkBr9X0AxBSdMZUnIUdpjzzIgknSDVS5bPbQQLpHejfYKyqnpudC4fe+r96QfVmwh7jVqV5zeeeemPS+e6+wQ47fwW96ZcYnrlbFau6yHEBrq1scA60pai1ctzwLtIaxTyzJx+iUYmifjVEh0BriEs8pTGs6mPfZs71IqJHTMIgwZEJmaNvX7eOB1gDu/H7MxigtrDKQs0WN7M7UUIzyQeu0GMW9275juzDr/YIboHU+McrOf4mB1sSoOpWrZ4HWDJZOkzMLXc/cYlRZKbLBtKaYf0m3IyVexcgDOvuK32VBa54/Sxo57/273JotP6bGKKR+fBKDfz74u3M7HeqaVK8na17mqGlBMR6jusg6saQxive2VGBY8K6MURRHkG/dvKOo8JcBrQMxirkzrAnziVFR0LowRtGB+9nCb0S+Bm39UIyKaZ3n40d2bxu+ArtB6518MmBdMDyRRWYowNGC9N6ccTJ9N8kUuAFoRWrk7i9fE8YJVR2MRPHzxdNlwJY/QRodK1rC7/nydffckTfKYLKQbdi2UT7z9etYREz635BEJrJbQ6sJBw0LQw0mTEzmJOn8uEYkeQRztRBojcYnDNIGlWs7HNKlQ+8XpmjSdHKSKzTUaJO0bMM9qwFaFzkUZTsS2AFmYZBf1uPorJ+r7X6xhIEvcC5US0kWz3z3joyWMJ+p5qhqlfryIL/f7zR31rt3CoCYxOQgIYWJMnH5LFlwq2krUqhFnsq8HdTD1G6md+drL00fIe2p9j5xnbheVu4CjcsZqxYIaM3z8/jkIW726kVZhQJ7bORBOBe21WFkNSpUkffmiUOudxXLlhfQWjW1FbRGrzwEQHGuAHq0RibZyzNGui9leOlFcs8A2S27hcny6MaTABGsaT9VY/FJ1R8JF4arJhmt44C69p5oohCSB7mx98kCzAO8qIWSybT7xgAuimU6hIXttTXYtpHTnkkyAoiEb2KRhMxLUmFGgRueNUBryza0XSQWtNZ3KvRMo7P/zuyxO+X7YAd/sXiG+L6vls2U51AN39cIDecvX4v6PoAnFmEMy/rQaHcm+T5antGFJFFSC4G9afdJ/UUuvo/39TcjnxDQmusPw+2App3dKe0OCh4GP75my4Ys38c7RSywBTsFrblWTLeO+T5Yy3tWTdbah4HbqW4Ld2zbvsV8n4LWyb7vdMc7Fyrs6gny/GG+79Mp4SHfh6wKcUKNaxACe9PuFf7ire/GypBRtZDvo1iGL4HVCwj17Dcf5ez70OuH0a2+j4WQ6uchnYHev/o+ureeDEhVUcygeHxMBES0+YLGPuv7AODO7nSoFDB83wd495cx/5Hn4HKvsGuvITkLgHvI91EYo+hqjUUtBdGd9X36nKnWPsfIMK3njnePfv2uHHa/PTvKEFP1feXLlHN//uy5VN/Hs1a+dFnxfXqfbBfJgvXLM/Mj9J26bZ/zXaeG2dqWyG4sWb/Ksb8ks+/Mh3PHy/upzzrfuX/8fx1FUa6dHbDLZwDZyBAMnTPePRGRNNP79IdPn3WTV8yVn6IAygfmeulv7N+kqzCtyZPUQmBv2vvE57zvFDZsPsFzaIcVAuwAXPEcqW/iv0NSe3rMW0c/K4xnFuQKCHCveHcsIKCgtcYonnlmMFjTmJLGfAXcOKfzQOmQA7S2gAAAHEVEBjf5shFczyNa7yN57b0DLnHNPeBIfwvzPfAFb80cI4Pn1MjtKDb/6oN7sn4350veS1FUjZw9TeYkdN8ojpArWd+n+aZlWrPvF6eNcIs2rBTfRC5RpWzFLHa73T8+bfi8iSKHB0MYhlqQxaagdYueAoySv/810ArPc3Fd95Ncz4Ztk0Fr3pmff5KuV54/tIF1qKPmLapFa7WONW5wn49pu59DYzbJyPvIXW13o67XQvIg5C4w/ux7UJIW8k8WTnaPTHgv6z7pc2h1n+l+43yQwEAqa9qK+ZJ3wtQk1/ZNfRrPGkxr1nzq+yxDV/N4WIQdajd1I76fFCzEEFPIQ7gmSSbvzIR33AtH3+womrAvyzAmbnWu21yGC9pZJOyP3/TerHFu+aY17q/9kmV91Pdd9OG9QirDlGTk62TzGf584boVIq2lliZzEjo/Xc/bGMVagufQrrUBkdk/QDW+qe+enUQGCIIbkmoh41yOb9vP9WnUTpjWep9sF4mNUfyddR3PAdJp1kIxyget02IU927rTwWgNVgHz5xavjEKvz5lZW4xqk6l6pJLqTH/hQ7AfC2XGIUOP4Nj8T+QWSAz8N+2+9Q/LoQfmO02RgHiIluG3JiaMq13RYzSNS3+M/8Y1UeGFiIrirxoyGIxiu39YcG7OkaNXzpT5mCpxWLUkh9XCXaQT4xS0JrfjZwcaxk1LawCWtMxFItRqCogzbnbfpkrsBu03snrCiC2YdtmR1tg6GElACIiT2KOAUqSqKvBAN2jSk0BM2nFWv7j6ihorYmDfp9AK6yP9+923Rq0cvs0aud6N2iXSU5g/9LyxKIckAugY93WjZnjJwE3MOoAqS1onc+gFwLl2q0bXa8GbWUxtuzHNaIPqRYCrWnHuHb4IxnQmqSQBJkElt+DKVDIf+NISBAAzCzbsFHVbNCaBSjSHRrAGTBJtdSaJhpM+m5Xp0mx+0S7EMAX1eBeDdsKaAporQxX9hUDbnRBwSIaCRgmpfdq2E7kADDOk1ZFGHdMLq5Qtrw8U76DDgE3MDdJZtTyGfQCiAAoWL5sWbd521bHQtbepxBww8Jw2sr5GdBaE0B/0BHPGYE6Blo/eegN8j5Y0JoBggQnOhhCxR7eOfQuSVRCxjs1+vupDo1xEsA00JqCDcmkGguKkd9PFm1JEkQCEK3eGOdEOyULMIArAE6GQ6rlC1qHtOZC57Rq83r37OShrlqFSsJAIxh70RMjAAAgAElEQVQrC5rtQ6B1vz07C/CpwA0LFs4VXc67BxRpRrIAI1CHQGtNigHcGeKnPgywANNkKzS8yLJp9HvW9/G+NMjD94UKdnK93/+HABYk8r0b7SV+DhPft2GVe2nacAEEVm9ZL8xJtVjBDh9hQeuQDn7w4XNOno2ZPyxyXeq3yNn3kSDxnNavVFMKdld+/JD7fv3yLN086/uSQevaWQU7Ba1Z/AGaxnyf9bP23PDdZcuUcbePfVGS7qPbFC/YpYHWFBEBM5dvXCsdPD0934d/ffO7zwT0KV+2nPhAtRho7RfsWCjaqd9J94i/07X01ZLvXN0qNd227dtFNzjN9yEVwfuuoDWa6zCMAArO7Fg0kAz2TM0KVbJ8nw9aW+DCgtabt29xvO/4dd8AqdrXbubO6XyogCCcrzX8+fil32YKdmmgte/7AK1h5RT4vv0LfV9BW3HG9y2c6oYv+Nq1qtlI4qrv+0Kgdahgl6vvA0x767sxkmchgXDbZ//J8n0h0Jr3lYKk+j66eVgUAxoCHqrFfB8T4mHq2i6TEGj9130vcB0aNMm6D4C+4xZNS5wtQYGbAYCAWRQRYe77oHUaIAAD8pKh98lCuvserbMK4YBP89cuc3SqwAoiZilDUwGUIGjdtKsUzixoHdKCTnqvGEzKgg9JN86N4qd9p3zQWt9XCwjAaIONC8jGb9Fnj1wCSwKtyRssIKCgteZ9AAjEC2vqtwBhud9+fo4PblKtvgCgF3QdLAO0Y4AAeZwFMwGt+U38DQD1gKZdhIVKXMXmrF0ivg7m6JYdW2WoK/mhWhJoDTHhpn1OzQKt8xlCC+EAhi0g/DfL50mh0N6nECDA+4oPU9Ba33M7hJnrx/0n18gXtFZAAHCNGOgb9+C0vQZIsa1UWZe1juK3/7h1i3th2jD5GoWmdND6PlmXYApak8uiWcoQV9ZSFHgwQE+KROjmf/M/NnLdyjVEhkEtBlpDTIARb0FrO4Q36V3i78RLpD3IzRpVqyuFTXufQqA17yvMcQWtZ6xa6B6e+LZ0AVM09n2f+jTWZJNXzJE1n/q+NNA6VOwhb+I5YF0WMt45upWenvyhxOo00BpwlXirxm+iAIF/oQhFTGCAMcbf2f/k5XMkLjM42sYojRW5gtahWS1J94tuAp4j1nYAgDY/D4HWxE+KK5d+9IAUxJDfu3DI3bJmeuywazLP9+rNGzKDGZNAa3AAJXeFYlSIkODHKK7dT9sYsOxkPQY5hq6FXGOU5jB6fYibzECBVBCLUXQA0l3NgNcthRI6aTEKaRgLWlumeex94rN8YxRrBwgGPmjNWoZuMfAbTNe7/Deg9V61GksxwhZW/RhF4YF1bi4x6unDb5CcMilGnfHOHe7i7oc78A9i1LGt95PnCrOF1bQY1a9JF9enYfEY9dL0UW7bT9uCMYpj+KD1zsYo1uQU3GDV8z6T05CvqcViFPOwyJ/ziVEWtOYYlvyioDVd/6zvYjHq3M4DBTvzjeeDbh8Kerut5FdgN2hd8msn34RBsWnbVklobu17lmNqvTWtrNJKirYTCZEyrAD+bh/3ktvx009SPScYk8DCtFawkH0pcwqWF4PWhs4rmqKqwYpKOkAdg4q0Gsh3AVYBZDFeJNrwrCUBN0yHhuVsQWv+RpLLi+frotp9Wt1JQFmYIvwGCxiFQGsSmKuGPfT/2HsPaKuqq+1/0XvvHUSQXhUUQUAFxW40atTYX7vYNSYmpprE2HvvLZbYRUWaSlWqVEV6EaQLCILwz2+e+2zWWXftc88Fv//3jfEyx8iI3HvuOfvsvdaccz3zmc9MQGsJ4/sSHNw/tClJDkiMqVaTHAF287n8nEOazzghgHCvxYzC8TDwJzSCEoeMCmXL233WoZok8bejnjIQCeN9eA/urT/8RgcggFaAA/ROZYDugEI43pdmDbfBlCSGYtPBdlGFv1u9VpYQc2AOHXQMtOZehkyc8zsdaVrAZ3UcUKjC7n9vtSfxM1rTuYd+UUPr8NaxLxnIg5GMIHkjpjVgD+1LVKQfGHi5MfoBnQmiHNQA4FnXMaZ1DLQGGAOg4DpgvofGtazfutEO6miRH9q8izth3wyDymfTtq7RyApBuUBr21+zP7GDmAwwCeNzuB88fzEVeEY8Kwzt8OoVKmUNGc0FWrNO0YT02YYAXehpH9XigEJ6+P739nUn0b2FNSdAmddpHfpABDplaOwD3KD7DjsBkIp9+PuDz3QkUBgMWg5vlctWML1K1intXj7b0AetBW7zt2qRv7nXGQZo+sZaJ+HlNYs3fGfsy6ePvs4A5OL4Pirb6MFzYISRKJPvo9AzatE0830+k5hDqw54A5t3y/KbvEeugh0+1AetKTo1r1bPfN+lXY9LbfP2DwzF8X0U7DjoCLS+bfwrpu/JPeXeYr7vq1C6rPliigW+70MexO8yEWhNgQd5ily+j6Jk5XIV3Zgl090tvc8yxgV+++ZPnjIdWpJlDgexLhP5PhJF/ATsKBmFHa6JZ/6C+b6FWb5Pmpa8nu8LkMNBTZYbtL660JCyCzoNsj0FsBuyi9J8H3sKEMdPimO+D3bNzNWL7BDN+on5PjH68O8C4HmtQGuSeQ4qaaA12qcUl2m7DI0knHtDt89730xwhzfrZt/TfN+Ud5P9AVOLgl0u0BpAMc334TOQ9ErzfWiH1ypfxSGrJZPvi4LWPU8x+RXf97EmYbrCHJf0UKEvXFCcVt5CjCKnUvs6r4+B1qzlPk12FewAP2Ebm+/rdYYjxvq+j2HASzZ+Z0UiZD2QwskXtP57rwtcm3qZFnoZfhjG7CltDjFQEJkPpEcwDj33moxBprOAQgHrCNDaH+4EmLNlxzZ3zD493ZD5n9vBUyYgnS4ntP6Jr2ISqwCv1wLyUWSQ5QIEyBGR2PFBa2JIyZ0lLNad1zFdo9snVLDn569fbsBLWCj0mdYAO/g+HxAgp2adQAwgj8EkHcYzQdYOJj0g9K/evtVahomFaaC18j78ArMJfAMgJnc6qmVPA0xYZ2J8Qhqg42rtlk0254OcNxeLDSbl0PkTbXaATKA1LNn35o43IEi5IK9RbsJ/s2Z9lic/SwOtuQ/oNvtMa8AT9LM5Z9BFxmtiFmruAvgR92OAwBVDH7B9geFPGCYr0BpppLfmjrE8SDNUlPvj4yhIMEg0ZFrz/HKx2MjptVf86wf4r12+mknrvT1vrHWCHNa0i72EPOOrtUtsT4lckwu0xtc/P+Pj5Gwk0Jri6X2T3nRzDbDbbmQj1jD7ASIOhm/ld+QbslygNUUypL980Jp9NH75LPertoc6zlVpprMLv4/FqBhoTb5FjiXQeuWmde6OCa+5nSUYCnl+wqSE5YnBluf8GgOtITdAcsCymNa1mroRi6ZGpeYAhD9ZPM0d919pxwnLZ7umVeq4S7pmOlv9TgLtfYHWOhPyOjGtW9dq7N7+eqydm2QC0smRvlqz2Aq86vSDsEIehfH+3FuuW5YLtCYeUejz9yD3d/GGla5TvZYGAqaZukT5fSxGxUBr1tE1+5+UgNaA3eRyFEj8Tmv0dMcum+2qlCvv1m/ZbEAk8jU8P50BigKtmfNBzPbNYtSXH7rT2vVzk7+d6777YYO7vfdFBlpPWfN13jEKpjV5JRIu5KgyxSiKDnSy+jGKzm+IejL8JGx7WVExCv/ig9YQdLBq5SslMSP2rDhLUFzA9iRGKeeWPA/vR4x6ZfYoW3f4OIoQxGQ/RpHf+tKkKqzmE6PoLOb8kStGcc95zoDWFHT4fEygdb4xiphALoKFMQq5T3/uFTEKC0HrtBh1SONO1nlfnBhFzCQe++cC5UqxGCXQOhaj5CMoAOAnFaMkYaWCcgy0Jn/gXnI2inXRcS10qvH7T5d+afmSuuqJUXRpisCa6kz2/iLnHdgLWu/hAiHB3rp9uyV2fmun3hYw+q4J/0kAP34uZ/7O3LHuyS8/tEMCyXNRoDUsoRB0Dls31dIPSIWd+vZfLcFCKoC2FoBW39KAG4aw9GvWOQu09v/OHyIV3kJaWXHeVE/nrFmSCSYFchB6bQy05hA/eNgDCWjNawU8cSABaONwh8Y3sgdU0gXW6aDD54StGyFo7R+G/GsPNbl04ACshvmoQ2waaA3Ycu3wR9yFnY92j059L+u2+AcVfqHBW2IqCKBnLRBY/jT6+SwGby55kBhorQ/P1WZLEkGVn0RO7dw4cliCMgE3PhBxfY9f2sAMgda8Vokn/226lQXDHriHs9Yudqs3b7BBRJIH0efkAq03/bjF3TfgskI7FMd/86dPJYd+9N8EbsNE2P7TTwYKCSwDlJ29ZkkheRAG3XEYUXVfH+SDSRpqoknFQxdOss4JDFY+7WyADTIdImK6rkh0vDp7VBZwo78rqouBVtb6FWsYYKaEQeAX7xEDrQErYEdzLeoC4fB81+cZ2QsB1zAh0AdEmxAQSQUffImeUxporWQrVrDD99054XWTNJKFvs9n9MQKdiSCny2e7vat0dB9HBTcQt/HmuCgrKG3YjhwDwZ3O8H0gPPxfezVELT2/y6X7j3+icMtmnysuXx9HwW7q4c/nIDW/J1aB9N8n7o85PsoENWtiDzILmmkELRO833vfjPOPTFtV2snIA4DZ8TKUIxi2A/J8+lv/z1LGkmgNYctSTTonmkf6t+h7xPDget/YMAVhXxfLtB6T30f91CHWn8/ca0x30cbLAdogdYx36chPhSNvlqz1DFQFt8n0FprPgZaU/TevP1H9/3WzdFhuoB5v/vkyYQ1CytLABCs263bt5n/VsEuDbRGXqRI31eg36z77/s+fAT3Ieb7YqB1Lt/HgdMfoBc6fGJUvQrVTZtdQK+fT8RAa+JOr8btE6Y1z5nDBoQATEU2+T66k/BTxFmG5QEGFgVaqxB028EXuVZ1M8COjPhz65gXjfUnE9uN/QFgwLOjMJsGWgNWbNq+1V5Docc3v22de0LexH3gkMTBjiGEGD6SgzKHbFlRgEAIWuvvBDKFz0f/pkhPsajETmcgWMz3hUxrrV8ftPZBdxXZeO/Pl8+2YgP37vh9ezkYTWjHAgbiO7rUaRllWitGkZch+xQawD8kBRk+Di1YdfZQnAEYo2BFbkmOF8qDMF+Fgh75jW/KIfWzBya95WatXuxYC5g6BLVfw8FgxQGt/c/1B+iF33fSyrnWrUAHmWJz6PuUbzIYDkAbQ+YCpu+yjasSSRr5FyQjKLIBTrH/+d6AG9XKIc9xaSIPkgsQENMaxrgKtf61h12mbWo2dn8vmF3D+lGM0j1H6oPPC+VBYjEqlJXSZ0FAoRigvJXrQcrruS+HZoFsAhnVHepfN4QHBsz7oLV+7w/Qi+0rzm9otafFqBhozXqHQAJozb2nUwDik3y1AEzuGX6RAinntBho7cvX6Z7AFEQTnLNojGlNHseZS6QbQH8AIHX6UbgBGQUs4hyZBlq3+69E5WdLpyfSHro/rEN1PvIZrFG0r1k/sKrJWzFkDJHEk8/nZ8UFrfWZKgKn+T72EwVeYr9IP36MioHW5EVXdT8xAa0BxZVH8TkqsiGJB5ANaQJA/eKuxxpozfrWvi0KtI4NdyRG0T3HeUr2l17nuRZV67vn53xkflbfIVdhFdCa9yoqRqHd3bNhWxscynMDsMVgiDOEEqBVVlSMCkFr/V1RMQoyBWQuLN8YJd+QT4yiSEO85d4JNE5iVLnK1hXgS6yGoHVqjJr6vmEfMj3vMEblAq2JURTRKTwWJ0ZdNewhK9DlilG8Xz6g9Z7EKMXhZK32Occ6LGIxSqA1rw1jFEV+zhzEidFLZ9rZ149RnHkp3OQCremSgPwQmnT/9XPyFb2O9UOxHfxkr+3+HdgLWu/+vbO/5DBASx+Jnc+S8d+Ww93zM4YlIKSAGxKJTxd/adpHVBlJEJDySGNaw1j2AwyfEWo5UdWksu5vFF5HcnNKm767DVqTBPki+Lna23AIsJVa1mhoSS7GocKvkqHDiBPymcNohF7+8X1R0FqVPxKvySvmGsDP3xYHtNYhUwee8NFzfVSeVWlX8ss9p9pI1ZLklfehzT5kWotlghY5Qcu3ELQOtRTR25y88puEtSJHGzroGNOaJJo2I8zXUePfJG5oe8Zs2KIp7ompQ9ytfc9LhkvpoK7Xx4AbWA2w3XIBNwy+ZAAmOuv3fvGWtR1SYSRgAlrpc54eeIMrXbJ0ljyImNY/bNtqDOeY8T5DF040FpefqDBg8cTWve05CSzjXgI++xVOiiG9G7cv9Jz4rFBvkHsuUJbDLYdcjOT/06XT8wZuYMW+MntkFLSGzUarYMxICHm+MP/v+PzVJIn3g3gMtIa5QZLog9Y+cCMNfpKqi7ocbYOCAFR80FrPydes9pnW2lMC9cPrz+X7Ri6c6hh6mMv3wWDBR5YvXSYBgfUZoe8jIaVYwrPCtFeojnOoyRe0pmB3WPOuCdM63FNq04s9K3wfDNZ9azZK9X1pBburhj8UBa3z9X0MUKtTsXqWHihtycjkFNf3qYgiVsKvOxxue1dyVNxLXxopl+8LQevQ9yF1QyIp4CP0ffmC1rvj+xiaQtKLhUlxzPfRXk2XQ5rvI4ZxLwA9iZGAVBT48D0haC0WH5+t1lr5vrSCHa8ll/howReFfB+A1wmte9mwW9/3IWcSalpTyPFbrrWWY75PzOQ98X25QOtcibx8H4PZ7vz8tcT3+fmE1qHfZQJjGJ+Y5vvkz+T7OHhTjIyB1n7Bzu+k0J66vfclrmWdwjqQo5dMN9kH/gYTQxCQ5vttP9jz49lwz9/5ZlwhprXkz2asWpDFVua9/Gvi3+whwDUOvSqa8HM6yugSyRe0pljHvRXT2t9TyC6hQZtmFM8A2ABtKGhjYd4XgtYcEPGnaYCAOmcEPJ3dYaAxo0NAAN/HIEIfEOB1kEH0nAB7GPYXGs+HPYMPwtRqzvNjGC+5M7k6eTugNffSb72GvccAQIAkZMV8C0FrCB0UCNHix6SBrI6afEFrvu+1B/wyYVr7Q994X8ncxZ4V/mPKyrnWks7+iPm+GGgNY/iZ6UOtkCnpIvlqdQ2OWjzNMfCYIix+lViITqo0rWOgNdIVdI8KtG5do7F1hsXsrglvuLHLZ1jhXkCiuvpgoHLe0D03JmrZSkkOKYY5nxP6vhC0FqFDM278wgZr2CdpcJ0CrX0ARdfvg9bhOSqUlfK/s3JoujEF8IUxKgZas94pvAFaq1Dmg9ZcT/VylQ30JKeEHQthJ1/QGmZ929pNU0FrvgOxgqGidFVYzCoYOsx6aV2zsTGxpRubBlqjWx+LUeEcGIbQH7XPAdaZQdEETW0MUsbmH7fkDVqzfuavXZ6c/yhkqks5lNQL1yZs2gu7Hu1GLJiS6DL7vi8GWrer3dRd0fWEVNBanTOAuXSVdqq7j3UUkJcQ83h+ys/9XDgmD+Kz2P1rD2OUQOsnZrznNm3f4tZv3ZwzRknCihzHl62JxSieCxI3kCHCGMWayBe0JkZR7BTTmk5eEY+KilEUCQ9osJ91lcRiFPsGgoHfDcRzZMD4nsYonhXPMQZaFxWjAI2fJUatnGuPT6B1GKPIC+pUql6Iab0nMYrCPs8rV4wyH/jh3VnbIoxRYX6eT4z6ZZu+yWwv3k/a9HzQ7sYoOkSemDbEfBLM6NIls2OUOpT8mTKKUWJa54pR5G2fLvnSCBZhjEo7J0eD3d4fRu/AXtB6DxcGTvCnnTtNOkIDPmJv6Q9g0DR6gLU5axcbUEGymwZa0244fulsG2rjt6TxOcgLkPjIAG4AvtW6IOCGNpZfte1nzBTf0pjWtDj1a9bFhgFhfjsu/5YGYOy7kiye1qaftbYKtA4dDkGAYOCDsFwLTFmSIl2/mNaAWyRYOI9VP3xvoLwPWsN+genMIYiDxV+9QS6/+/RJk3DgXpGwM2QFECbNdE1oYvKsJHNAOyLsJwLMwBbdjQXuy4MIuOHvSN59C0FrAGqAaoEJuka1Wu4uaC32lj6bQYKAlzFDcoLgjYTIlR8/aC9B0gAdPVmsRR4AYsqKuQb46vpZJzqwcbCdumKeVTP5PTIbAq25/7BnlXw/NfB6V6Zktqa1gBv01NgTaaZhhz5oDbsW7UkACJJCBrXAtJ6/fkUh0BptcgJYaDHgRkxlsUT5G1g4MJd9tqEKIr6cit6fgxjt+Co8+QeYUG/QvyYOFXd/8YYlUzqI83sxi/jvGGhNckeC5gM3BFOGtmIcwns0aGPdGCT4JATIq/igtRJvH7RGJkKa1tpT7Le0Ntdcvq9ehRpFgtYjF00zVo6vIRnzfTCFF21Y4UgM/GvcU9A63FMquMXWJQeJU9v2s+E0ab4vBloDdg4edr+rW6FGoufJewEApfk+ChK/6XmqMf/wfawHWtP84UQCrVVwy9f3if2K38Q34QfYUzA3j27Zw5jW+nzug7pMKJCFeyoErUPfB0MemQl1TIS+T4lerGAHG0JtzsXxffhxGMnndBpoiWu4n/h3qu9b+U0WaO37PhJh4oUGz/L/HKTzBa1hZnBQzlWw49rSfB8gJUlzUaA1PtaXjNBaxndLE56fcc/xW0h0hb6P9keAeFkueZBcvs8vfoR7Su28xBHf9/n5hNahD1oDdsLekjQS1+8X7NC8PbBB28T3MfhSoDVFVGKGAAGYMQDrWAy0vqvPZa557Yz2bWj+NYn9SlysVLqcgX90Y+QCrTf++IOtH+lR6/39a+JnfE9iKsAsOSLsKCwGWucaxBiC1v6eKluqtA1ei5kAQeLI+KWzEkAgzPtC0FpgZxogoBwMsKZptXoGVrMOkANDFgc/REcPvo+c1R8eqvWiGJUrF/JBCrFfKeo/N32oSYoQ42G30z2Iv9Xncy+Iz/dOfNNY4Eg6+RaC1khcvfn1Z+6RAr16XWM6IHC1tZqH8m8hIODr55p/yBGP8ectqjVwnevuY7lZzPfFWq8BO5+c+oGtWw3IVhebcjDkH5CygXVNdyLXfrcHWpOfYxQqZAIE6O4Zu2SGgZrkmDHbuGmru+GzR9zyzWsSQECdBcrPkQzhv42JWr6KfT6mNRrK5fC7ELRGLo3OFTr92C8UH9XpxRr25dr4exVE/FZ1XT/vcdPIJw3UC2OUX/wIvy/+duiCSUaOUOzzcz5eHwOtifWlS5Qy0FrX74PWFM/KlSptz4f3xkch8xIDrf3hoWJaE6dhQZNLpvkDro0uYrqJMXWncV7u3aSDSX4gQUf8TgOt6VaLxShfsoT3ht0+oHk3G07ss/HxRcRRCiayXIMYQ9DaZ0ojM5ZGoNG5j0IUMUTDBH3fFwOtISNc2vVYB+jOZ4dMaw1XVJEO/4cfRGoFvXXWt9aDjwPEQOtc53U/Rv3pwLNdy+qN3P3T3sgrRvHstu7Y7iZ++1WRMQo2OvkpBR51LytGka9Q9JQVFaMoukiGyfd9uWIUnQ7gH0gPkVcItPafkwYD+/GAe8zeYA9qJozfDZQWo5LCakGMItYh60YcktERhf/KJ0bJJ/G3WhthjEoDrfckRuka02KUCpj+XC2uMYxRoe/LFaPolkCPntlV5NAYEm8qgvHvXDEKFr2uK4xRb84d7T6aP8m6s/HXnC2JEcjOcp/Io5BzA6MKYxS5wJgiYhR/o2K0QGvFqLDgFg1ye3+Y8w7sBa33cIHocMBBIddgIR+4YZgTrcNISDB8j1YX2IZsHLRfQ6a1QGsYBVS8fAtBax+4kZPm9QZat+tnSb5vaaA1g836Nu2cgNZhhT+tcst749xJOtFBFXADC0hDTyyhKSZorQFKtB5SAYdBHAOtAdkaVa6d6DHxWQKEBdwUNVhICaLYhmIGclDEsXFYQksU0NoHG3VY9FvOda9D0FrrQaAvzDxa9HYHtPaBmzCpTWMXcV0cdAmkR+/bMwGtYTuu8NZYjG0IgEuS4oPWPvMEhiFa0/+eNcIOJzwzsQ0FWus6Y0xrEkvAOjoYbu9/YeoOFXDjD57k2ek56Z6ngdYwF3wNNn1QDLQWcOMn/zHQWofZGGjNfUM2B9Ca5IgES3qfuYAb7vPrcz6xxMkHbvwgHgOtYRSRaKSB1hzsOOjznhwE5q5dbkUhH7TWvhcrm3sUA61zVc1z+T7en8QrzfeRYAybP8X95HZkDSblOkLfh5bivHXLbe/7vq+4oDX3pH+zLgnTOtxTAA4aoBouznx8Xwy0xg9wSPZBa7Hu0nxfHLSuEWVao//K/cnX92nwJOxDWJx0Adz++WtWsBvU8oBU0BpwL9xTIWhd2Pc9YWyeNNA6lzQSvobDWyapzS645fJ9JMIk0ce1PigBrcOkONX3rfg6lWlNXPv826/cCzM+NqY1sk8U+GKgNQd+fAAWMq23/bQ9a1hquM4kP6QhQYq7FKLIH1SwS5MH4cCMtnJoMd+nvR/6vs+WfmlFYFku0Nr3fbzeL4L7MyvC60nzfX4+oX3w4YKJVnTDYNTuX1Cwk++WJjy/5+BIjiPfh+xKCFpr3xfFtL77kMtds1q1o3HKBwSQMkDSgGJ1vco13fx139q6Z23AdAw1rfHF6ClrloT/ASFoTYwFEATQ4LsIACgu05pDOe8jpnXo+2JyAFyXtKEBdtBuFiAQ5n0Z0Hp9okPPwZbDpQ9aA0IrT1V+BYMVjfL+Tbukg9Z1W0aZ1sr7cnWd+dckHym2KAQF1jnroF7lGqmgNZIJYmvrWYWgtb+eeY18fBogIHA4BK3xVdcccHLCtA6fUy5GF2Bl/2adbaikQOs0QMBnDsPafWzK+1mgtfyLwB4Y67PXLDTZDp2NfNCa/Fz5v+5RFmi9dIZrW6tZags1oPWNox+11n5atMkPJUVHUQGAki4L2IxpoDVSiaHvC0FrCviAMJLXCOXvKHqSt8jYd8zNiIHW3DfkQQCtwyKOr4kbOhD0WOl0Iv7pTBI+J/lcabfamuow0OYI+aC1NOH5PUXtHW6HAaAUKV+Z+Ykjz/JBa97qtFMAACAASURBVK0nnl2z/+q3YgKExbQes2Rmzs4LH7RWZy6szaP26WnElRIFxYs00JpriMWoELRmjWquDa8XSA1ovWXbVjuzyXLJg5AjfbN2WcK09p+VQNSYkxepiXjOmUSgte/7BFrTpcVsBQyN8ou7HJMFWqv4z+9FMODZk39VK185FbQuimmdqzPaj1F/PPBst2/1Ru6OSf/OK0YJtI6do3IVVsMY1aZWE/OrslzyIMQoOigEWofdwXsSo3aB1rtiFHklOT/PgS5qQPd8YlQIWrOeAa2l7853FSCcX4xal7CZ1Q0UxijIRQyJhbXuE1QEWsdilIp8uvdhjBJ55v/PGEUh6vAW3VwDZvQUgNbIEvn4V4xprRjlg9ZhjOIcxPwDzqz4DnylD1rznHbs3JnMG+O+KEbhrz9b8qVrU7Np1lDb0C9IJkrDkRWjkD9k5tpe2/07sBe03v17Z39JAkh7AdVWBpVQWYmZ37Z0Rbfjbcghic/G7VsdQ7VGLprq7jr0EmPyMOjtsq7HucObd7O3EmhNq+xabzgfv6Pt/aT9djGtkbeYu265+2ufc9yGrZvd2e9nDvQkN6e26efOeHcXaI2Ex6vH/97anRVIde3oqPZp2ikBrRH3p2VOJq232HcVO2vZ96ttGBEW/r0qvye9+We3Y+cOe02GaX23beo/FrT4n/Xebe77HzebRuz9A64wfaK2tZo42kSZMn9A/dbu+p6n2CGNQEgAA7T2p49L0xqwmaS6qEnDv3jjT/8dm7TThkMBAsjhkwgDCJzdYYAlxlxbr4bt7PMxVbg5DPO8fYOF6rO/YR7f8tmzyaAXXb++502jnnSz1yxK3uLPvc+2qmOMbQiLAVkMjIRSWl38O00ji9/9eczzppN8ZMsDEtAa4AgHK4uxDX9/0Onu82+/dh/M/9y9fsIfzOnTHssaxtBPG7FwirGO7j7sUgs6YhuGoPULR/42mVbNQD26DwAxSPC379jhbut3QeoO3QXclHMvHHtTwqQBIOF3klW4ceTjxj7z5UG4XwSeGCDgt+3z4Se/+Wd3bY9fWvvvS7NGGPCMPTRwsA0/fXHWLk1r2B4cGmKgNd0BTMoWaM3wrzVbNth7da/fyt18UGGNLH733jfj3Ntzx9l99UFrP4gLtIbl9OiUjJ46eqC0a/9t3Ivudwee7vZv0NqNWvylu/uLDNP6ws5HuVYFbXmPHXm1m/TtXPfQlHfc3w45154pw8gEWiNtQsKP+fIgSrZyFexy+b6KZcrZWknzfYB5H8+fZM92dcG90oIIfR/DQNEQ5vp933dMy57u9HaHudM9Tetcvo/9y6Fe2t/hnoJRkzYBOh/fJ9D6l2/9xQoz2Osn3OIuHXqvve8fDz7LfiZAI833sWZIUuU7OGTVq1gju2BXIA8i0Loo3yd/zMEeEIA9zH0Y3P0E832/bne4O2KfwtJIOoSwd8M9hTyBPxg39H0a9AKL8cEBg13o+7gfsAKL8n34fX+gai7f99exL9hQr2Na9UxA6zBGxXwf+2jyyrmmL/jaCX+w9nff98knAOgyWR5WLXJW+BRASYBfAQL+4UoDqtCZhcXDHstVsJPvI3d48djfJoUkAFp8z66C3RMWF+nSkLGuyFN8rXn9LgStT3nrL+6q/U9yvRq1K+T7Plsyw70wMz/QGo1aZlHg+2jBrVK2YuL7OMj9vteZUT+f6vu8fEQFvw8XfOEenvyuvc+gfXrYYD58n0Brn2nNECCKKRzu8H3oXD4wOVseRKCF32XiM8TYC8/N/Njdd8gVrnGt+EHE98fqxKOI3rp6E4vvswtAa54/scWXmHto8jtWQKbIE1ooD0KMrVS2giO35EBGzMP4nu1qNnPXjCisae2D/Hp/Cp2A1sQpLPR9aYDAt5vWuEs+utf0g9+bO87x3pi/p2Kt12jwP3zEYEfOdUTz/d3FXY+x9a/ZK4qLrNnT2/Z33Ru0dhcMudOd0Opgy8OkF8qzQtOaPStTrFTepw7H2ELzmXXMuuDZwnQduXCa69O4g8X46wGtK1Z31418NPl83gugDBmRVtUbZg2M43cUP5mnIPto/hfu5Vmj3JNHXWs/Ig+hcJ18zyG3u/XeENo0TWvIBYDWN458rNB95gexGRO6hsuH3ucOb97dNapSKwGtQ98XBwSusAG7dHKyZzByBNYwZrIZ6LBv+8EGBCN3hd196CUWO9h/RbVeA4S2r9PM8u6YGWg95jHT1UY+4s7+F1sHFvMglPdJUoazjzGtD81mWvta3voMiEPI7MnINVhnvD+f4w9KN6b1pLfccG/GBuuW9RsDrQEq2I/ktOF+0uyI2HelhR3ZSeKfYl8I3Kizj3MWPgQ7t+ORrkQJ556chqb1ZQ4AkA4/5am39DrTfb9ti53tiGFIvrz59Wj3+KBr7CwIECnfpwHkvK9Aa+Jsm9pN3bilM63FPs0AhyjGYSIpAdKd1vZQ9+LMYa6kK2n7QPGTz69Vvqq9nnMeReVYfh6yFVlnvRt1cCfv18c6XDVAm3yb+RB3RJjWPsiv62ceAAM4JQ/p5xP+3Jzw+1KU/tOY5+0s/Zcxz9s9xPw9ha44BRDIOwx3xTrXbWk5+GUwrTsMdCe06mWgOf4FI29lUCdn9j/1PstycmNadznWHdgoo2mtXEJSIvydH6NO517PGu6eOeoGV7Vcxeij8mPU73v+2u1Xo4m79Yvn84pRrJWN27ZEn1MYoyisVilXyV3e9bhCMapNjabuupGFQeu0GFW1TMUEtA6JVnsSo8TU9uMB788e5hx4ZIsDTEoxnxj1i9a9jeShGJUBrVvZbDGZNK3ziVHkAsw2wn7Z5hDHsw1jFLlKrQpVTc5Un8/r9yRGEYv5vrliVAlXwop8voUxKvR9uWLUpR/d447cp4dJBgq0DvP7XDEKDEMDIsMYhX/gPAkZ48phD1rHBzFCElY8J0wFY/47C7RePD1njOL16LczbBK2+B39LzKCAjkYcbN2hWqpPnPvL4q+A3tB66LvUc5XkKSUK13aDoZhBdj/Qx+4AfwE9GSTcOgtVbKUG7FoirvnsEsdU63RbsSxH+aB1uOWznLf/bDObfxxS9b1FAZuhhp7hwOSP5AnBlozpOKVFNCaqlrvJh0T0Jpquy9NIq238OYAQAN8AGwu/n5VAlqHDkdJjEAS2ggBbkLQmsQTAAqt1kePuMoORke06G6HBiQKcKQcJnzQGgYJTBOZQGvARJI7f2hF7OEmoHWj9gZW0u5OMeB/uhxtCRAJRga0/qcd5vl8P1kApGEgiG8haK3qPGArA/CuHv6QW7B+hbFf7jv88kLATS62oQ9aw8r0ZRTO73Skab3FjOSpcZU6JnUieZDwOaml1gdhSXrHL5+TBVpzWGENY1w/FeAlG1c5wHYfuBForaQ4BloDjrLOqXb+ve95qftPwA0DXgBbkDrhcMu9IrlDm5jiRUzTmmfHlHolmP6HhKA1xZEr9z/Rhpk+P3OYe33Op/ZyWmA/WfxlFmhN4sn6iIHWBOmXZg5PQGsOVBz2sS719nXc15iR+H8wb4J7cOCVAWhdM/l7APUbep5qrbkCrY9teaDpfPqgNQk5BzDsnI5HuMaVazsAPBJuig4AN/gOAjnBXkmxgB/+zgetpSMpvdbY9efyfaVLlbbDX5rv4yBGiyzMe4pXvoW+77kZH9swGPRvfd/HffhVu0OzQOtcvg+wq2+zTgloHe4p6UTuru+TvIgPWmeY1vdkg9YFAEaa7wPs45nL98EIAQTS1G+uT/IgHMhgXhXl++SPVYyjA4iW8Iu6HmO+76z2A6xFkoOU1hyfI9Aa9lC4p0LQOvR91454xBjyFCs5HISgNQc21nEMtGaQEx0vGPuZ4rEsl+/jkNmwUk1jjUseJB/f94deZxrYC2itgp3v+wCqP5r/ucVxnsO/xr9iw0190Fq+Lw20ZkI8xQz0ttMs9H3sDw6x8n0q2HEv561fltXGjY+k3VmMMP8zQtCaGEu+QgE39H2fLpmeBVofv+9B5lNigxhhvb08c4T5Pg6GNctXTXwXh3cVqcPvS7Hug3njC/k+v7i6i2m9C7SmuwIQMwu0XjojATDO6jDQNa1SJ/F9gB3IqlDsRx6Ezicx91NB6/aHO3zO/X0Hu0Y1a0Yfle+P1Q7LfkW2acqKeQZcU1B486sxFkf4fNhQFl8mv+MWfr/SoW0bWggI3Db+3w5tzyu7n5g1jMyY1jWbZoHWTavWsYJKDBCg0Am4IdA69H1pgMDSjasdYCj79+2vxySgtb+nYqB1AwCBgdmgNetf5Ar2/R97/9pAbZ7DfjUau/M+uCMKWjPE1GexCbRW3qdZMrEHlQVaF4ANFJmIXUhoUZzB1yLlB7hyYuuDzRdiBghMfNM1rVrPfb02M3xXFoLWHy+YZPtIQ57OeOfvbvP2ramAADlviRIlC8mDAIhdvf9JCWgd5ueSM4t9V3Loo1r2sFgjpnXo+7RWfab1gwMHm151Nmi9i1zBWeIf415yNStUNdLN1RRKdu60grQPWsOwJQbKBAiQp3IviSEUGGLmg9bNAZP7X2ygObmKfB8SNwBD+DmY3Xw+JnkQ8sLQ94WgNeSg84bc4W7vd6HN5hGgATjznxNvKQRaX9LlGDewRRy0RoLj+pGPGWjdvGo9t2DDiuSribkZ+66PTn3ffCQxR7EvBH4kL+KD1hd0OtJBA/JB69fmfJr4agoKrPc3v8oA1fgwZoc8MegaN7UAtJbvE9Oc6/NBazStGToHGJpmWaD1kde6GhWqGIAHwA8Lu5QraZ+p+Ml/ExcwcnYkTGL5eQhaAwYh9cTMJggQ9056096D+8YgWx+0FtM6Bloz+PCrNUsS0NrPJ2BNQ9SK2cRvv7Y4gm+E/KVr9vdUDLRmKN/5HY8MQOvlCXg7sPn+7oRWBxkTmzUMcIiUmg9aK5cA9KTLE/NB6zPaHWbPXZrisevPAq17/NqKubeMeyqvGAVoTYEn9pzCGMU5sEKZclbE8wdmEqMAyn3QuqgYhSSImNbcW76zbE9iVEwehLyU4g+g9aAWB7gLuxzt8olRKn76oDW4Ch2AMoHW+cQoH7SmQMOzDWMUQCygtTGtC4qvRcUoCJQUu2VhjGJ+Db6TYh9x5ZygsEqMchHQOoxRYS6RK0Zd9OE97rh9e7raFasnoDXFNw0F5lpzxahs0Do7RpE7U3wmRlDwIh6xv+Tj2VPo7cdAa3A08t5OdZobmSPNBForRmm9P3v0DUbY2Gu7fwf2gta7f+/sL2kDgO3E1F+/lSp8W79FnrZ8WjIy8gyV3U87dlirGWAIFRkSPL2G94GdBWi9ZON3Bhj5Fg4jAxQ0Tc2+59vE8wsKJvSy2X7Vtn/ew8hwUAyHk6Y1zCx/CGQacMO1kWChSb1o/QpLTrDQ4eSSByHYozuFqTVFA3uo+p3faZANFzztnVtN/oA2JAE3HNYpBEgTm/cQaC22YXjPwmelBFFsQxu69fVoY9DeNuEVBwB0aLMuxgbyh0jxfABAmGwNiOObQAT9TENWXjj2N44Wbxj7BF61oUnSRK+npY+W7xhw47fIM+HXpnMXGNcM+zdmJED7VG/oDm/eNQGtATM0OIq/ibXIAwSj65QmD8LgHZJkjLa228a/YgMkXj72t8kwMrHRfdCaFkWY8AZab/vBmBg+ABd+BwHDYaJBxwOVZmQeWAfIgyxYv9K9dNxvk7dgXQF8UOAJLQStWWdXdD3O9oM/RZ5KLrp+fot8LnkQrgUNWDGtafVUEOag5hda/GsS25g9RzVbwyh84CYmDwILp0Od5uZnNEzNZxsir0HVV4OTzAdNfNNaezHuG/cQ3+UnGD5orWQrl1ZXTt+3c6cN9EnzfWgifjDvC0uMQ13XcB+TwE1d+Y1DO9b3fbR0ndHu0ESHW/c2TRoJNsQhTTomjJ1wT/kHuZjvKMr3pcuD3GOdD/JdYlqn+T7AdQYDyvdxGMeyukwKmNYCrfP1ff56em32KPO5+D586IAW3ax935dGUlsrB55wT0mqIs33oXPJQV7SSKHvy1Ww80Hr4vg+DpfNqtUzAJ4YjuXj+9ijHN4pyulw5LeOU7h+66sxNn8CpjqtyQZaH/tb99LMEXbQ4rnhD/3DFYUpDvkw1Tdt/wGsJ4udXrTvy7SzUjziwJKrYMe6ArBCjiq0ELTmOV/a7VgDrUPfhy8B8JDlkgchnrM/Y75P1xqLUSpahb7PB28EWjPMDQAMY8/jU31pJF8ehOIN/veRye9ZizuF6XsnvmGt82gcAlrL9/nSSPhrDe4UO+qh/le7+tXj7Bm/9VoxPNP62tV9vnyOzdpgHUh6Ra/hOzAUl84R9lZoISDAOitdoqRDqxt9eGI7RisznWmSauBnuVqvYX5WKVM+kQcJ91QaIKDcB2AHzWYNovbzPsVpSYlwLeR6PNu01mvaxn930K/cr9+9zdp5OQif+/6/sgYxAjhu27nduop8FptAa+V94T3z76l/TWrrltwUw7NY54B9tStWtTb2WOs1rcw+IMn7h63XrLOnvvzANH4xikLENUnkqF1c15YmD0Lsp0DBOsVoQ+YMIvPXbLh28BMntuptbeQaxBj6vhiLjRb5Bye9ZZ184SBGPoN9dMunz9q+YfYB9wltUHSR75zwukMDn9/5mtj83S4W24Fu9JIZJttzRfdd7HT/+gGtfzP6Mbd00yoDgMk1lV/I9wkItkF1Fara52MCrZkREfo+DVvTZ6kIqGI8gNu4ZbPs1+wBClzkLbJc8iB0ZuGTY6C1APaY76NoRR5D7qW8n/MBe02mfJO8mfxZe37Hjp9sYLjOab48COelRRtWWvH19v4XWf7K7zmTcS858ylGSROb952wfI4VJLmGdrWbuM+Xf5XFTg+/Q4xpLfk0fBvnNNa34qfOhLwPoDVs8VjBLsw1ubd0EdJJjO44+uMYeRSDGMlbZLnkQRgQyLoQ09pfJ5Ixij0n2OCcRVgXf/zs2aQzxvd9FJXAB1Sw533Y8+d1PMIGMfL/xCxfHoQz7qB9DnA3jHzcZBbpdGa4vT+IUecoaWLzvn6MklZyeKbxv4cfo8S0vvGzR/OKUTw79OXzKawSo8qVLO0G739ioRjFvc53WDAxqnLp8glojUwQMjqynztG6UxuMWqfA9xFnY/OkgdJi1EasgporRgFXkFMlgm0zidG+YXVk1v3MR8bxih8RfXylc3f+ENe1S2+OzEK0haDb/c0RoW5RK4YxTn3F637uFoVqiSF1RD0zhWjvt28Jiky+TNyiFG//+QZk2khB6RDByNGCLQmRvkxzo9R5LjkvbliFK9Xx00Yo9LWZsyv7P1Z/A7sBa33cGUguF6pbHk7jPkBPnxbn23I8IUBzbsbG5TWM9prqBDDUIUpZkzrAjY278OBhsEBPotM789AQRJoGWwdWl0B7nwnBwvqlLb9HMwOmdiGsA7+8GlGZ0uGgzq4cfsEuAF44IAlSwPolRjCsOV6capYyARRgkL1kgO+2nJgWjNIUaxTATewkWElMzTuiu4nut6N2htzEoAJcOC6EY9a4DLQumSpLOaWBn2RGACi+wE+9vhPevNPxvIV2xDQcPiCKe7Utn3NsZ3X6UjXr0lnY1oL2OZ9SMY5kIasFX5XCLQuYIeobQuWEmwlMa0ZROCztXMDNzfYoQ6D0c2hNW19+N+XzwBkOrRZZwPNsZAJIqa1z57j2aJZjTwIrBPYJ7AbWMMYBZM3vhrtKpetYOv4XxNecZNWzDU2NKAtU5+VFMdAa9q9SfBLlShlbXFpJrah1o7kWdiHBA0CC2AJQYsuAT5flmmtqxYFBMIEjz1DdZ2BG34i/sgRV7pRi+JM6xjbMAu0Ll3WJG9gmGaeW3Nj2cUMZjeJNGxkgdaw1mpXqOKWF+iPi/XKMwGExuhGaF+rmbENkR6hK4EqMf4Fo8WsToVq7oVZI9zTg64zxjNtrxl2O/IgjzvYawzOC6viOkQp2fLbSMPvkMv3wVjg8Jfm+96ZO869P39CljRR2tqmvR7WC7IKvu87bt8Drc0SxoAsl++jYId+qhjp4Z7yhxP53zVf3yemNdIL23b85CRVkmFa10x817lDbnfrtmy0ToyY7wOkyUgjZXwfrETM3zM3f/K0m7F6gYNF9Pi0IUX6PvljSS7g+4bOm+hOb3+o+T6YtLRfw4T0pZF02NqnWoNCe6oQaB34PrH5JIMS+r5cTGsYRJISwMdyKMzH99386dNu3xoNbYCTQOswRqX5PsCLDNP6Fhs05vs+uhQotJQvXS4jqTLhVffFiq/N9+QLWjO7Ap+aq2AX+j4dVGEEcT93FeyedPPXL8+SRgL0o8sjlk+Evs8vEoe+D2kkWKMyMa1p5wTY9y0s2BHj5fva4aMOOTfq+2AAwoL2fR8vhP20rEDGSmsV6YWHpmTkQSjUdqjVPKvLxNc7RVKNApFYr2Lowd4pU6q0MVgFCKSB1jBtn50x1D3a/xpXp3qGIRia748l8QWYyoESn06Mh7H/+pzPCpjWuwbaPjL1PTdtxbwsuS+9P8UqikYyiA4YbGK/BZ32c5jWxnotMLHY0J1GgsQ32K7E7ZdnjbAfh74vDfxg0PE1wx+y9lcK1h/O/8L+3t9TitPfbV5nHXUYwA6xAyZ1wmLbvjXJU2mvBbQ+f8id7vZ+F9khFr+o1ucz3vmHsWkZfJsBrXcBAoqVyvtyHZL9a1K3FPdmzZbvXZuaTWydAFojXwAj0G+9FiBQk3jsSejx/UIWG6A1sg+SVVC3jVhs8vl6JrDYSpYslZBP9HNyzCv3P8EALSzMz8P14T9j7uUpbQ+x7yLQOvR9YrFdOewBt2hDBiTl2d4/6W2Tj1Prte+ryen/POY516the8stKKb+BGjdvyjQ+h3TQD92X0Drma5b/X2NqR0zn2ndrGpdk58TAxgAmwKogCVjWleoYp+PKT6HHTn8LgSt6epC/o+uLZ6/CBLqCC0EWhcwrX1muq6fQg73wkDravXdyk1rjV0fWx/+d75/8ttu49bN1saufCtklUqODmm0NwvkQWAyQyyAaU1exZmCHFK+Gqbr4o3fuVmrFluuBxOXPfvkkde6qavm5wVaw7Se9O3XxtROM7pT3yqQB1FbvAhNtOiTw7K+xbTm83leGODsj9u3R/PzMP9iD3Spt4/JJfgSUZwhYVr7gxgFWjNridzGN+TEKLgTbzA/nwjXh/93Y5fNspyabkUftPb3lAY5ShqNvyduIeuBPAh5NIAYMZHOM4yzJaA1ucoLx9zkFn2/wrrQ2BsUajl/6hzlk5OyQOt2h9lzp5uH+x0zP0b97oAzTFP+qlH35xWjKPQuXL8yXliNxKiSroQVVsMYxTlU35trLCpGVSpTLimsAhr7oPmexCgVVv140LRqXUehxJjW+/QwSRf2r7CUtBhFjkE3qB+jMqD10cljgFRIYSqfGLVy81oHAxlT/AljFPJ11SsUgNYFn8/rc8UozQDQRYUxSt2XuWJUrBsojFFhLpErRtHlclqbfgbAc5bGQr+dK0bRoUInNBbGqD+Nftb1adzRZHXp0tgJaN3/YpvZM3rJdMudl28ixmUksDDuMzEKIhhn6K719zU1hDQT01oxijMDhc+9oHXqLcv7F3tB67xvVfyFtO5ULVvBKrS5RNb9Cquq8mKD0ooGy5E2MtgSHEBgGjDlGgO0HrVoWpZep67GbwviZ/+ePdIq4AA3iNYz+AKjIg/o6gM3ctD+tel9CagHNWqXgNahTjMVehjFoWkAGoyhb9YtTZjWocNBP47qo5Kx8qXKGhOWYWSNKtV2tBNjYlrz32x4Veq5PiqYVMwArakscu9INACBxNTm78S0FnAD65AEOc10TWIbwo77YvlXxu6hak87EwAmB3oftOYQTQISDq3kc0LQmiIHz98fUMLz2h2mtc82VBKj75ZLDgCWTofaLVzfph0T0DoEnVQ8YaDY+AKmCYynUUumZQ0j8wfTEEzQyOM+0ApF0oheMlXOBLSu18qGFkVB64ZtTQqCqjySGmkmYFhtx+xBvpMGFnIvWEeArwvXf5c1NIZ1RZuOr4Grz/EHpPEz5AfO7zzIhqcC/L33zXh7KUHt0yXTspjWYmnFQGsYsM9N/9gKXBVKlXNNq9VNWKnhsDr/O7P/KRKQrOsgzt6FRST9cfYqTDKfbQgwwmGWQXrcB+6Hz7SmtbR+lVoOJi33bCTg0Bf/sYGyGPdSoLWY2vzcZ1or2crVeZHT923daKB1mu/jXr/x1WeW2IUW+j5p/8N29X1fjGmdy/dRsOvTpIO7s0BGJdxT+FbYHbvr+6TnL5adrgXQGiaEfJfPuov5PhiAsKbk+0i2ML/LRKA17BBAsHx9n4BAwCviCe2I+D4kNw5r3tWY1n6XiUDrWMEuHEIb+j5N2hbrsjhMax+05kAAqzkf38ehGK1fBjgJtM7H9xHXRi+bkcW09n0fe5xBdOhxwoiCYQijDd/HvWTAHYVWfJ+fwAJ0U1DNdJlscWVKlMp6juFaC32f7ikMSHyEX7BDLsrX8wfMqVimfKHBpnxGeODjYIxGKqyv0PcxkMZnWqtVPeb7YKg/PyPj+1jvgDdi5MOyks8JvycFTtiXvu8D/ESPXLMbFKeHLpxkwxQxCvlo45rv63WG3XMK/2LdARA0rFLbvTprpEkVSAuVogMzSgwIKZhN4UsjiVFsuUnHgTZo+unDb3TVqlSIhinfH6vwTDw5t9MRbtjCSYWY1tK95s3QDybmxnyfL1nCaymwbd+5w/yBXySMMa3F+vOvTRePr6xctrwVWLDQ97147E2uQulyhb6r9j/A5SuzRyZMaz/vizGtdS0+i03gIh8CqI3euYbiVStX2XJCscjIwRjK9ZP7yUBrn8WmWKm8L1c7ss+0lk4w9xRCBaAE65y/B5iGQRxjsVUuU77QswoBATqzHpr0bpKLKNcsLouNPHGwgdYZTWvF4DMwiQAAIABJREFUaT2YXFIoFK3OaH+4aZcLtA5939/6nGu6+DD0JQvIswWk4kAvqQTfV+N72G/MgyAP4troIiUeSxM6zmITaH2QG7t0hutev7UNqIsZoPVNYx4z6TlJLrB36Zj4e7/z7HqRuCFHFzGBz8e0rsK5LfwOrW3iskznGA2Y1tBvfh9jWqsjMQZakydeO/xhA625z3SNIWWHcY5Ik0LhXm/Zvs26qbROQlKJmNZ+FwzF1h+3/2hMa8k4UvyTr6YbgXlDGvKoYipnsmkr59mZTzHKz+vEKGZPIvmFn1HxIvasfPY3+WX50mUsl6aT77bxLxtRiXWUMK0LzoS8F0STjT/+EM3PQ8IUr+V8BauYrljyHCzGtFZXjn9tunZ8x5zViywPNt9XEKf5b+I5Z7WYCRAkdvqgte/7Ykxrio5ntT+8gGmdOZNSSBbjmFzgmH0PNEIZa07nG7qwezZobUQlXaOY2lyfH6PorOO55wLL/Djwux5nuLY1m7mLh92VV4zi2dHZGztHxWIURSy6b8MYFTKti4pRFUuXTUBrdUTp2fzcMUqD0NmD8i35xCixobNiFKB1512gtZjWxY1ROmeGMYpzHmuVM4E+n/uiNfp/M0aFuQTrgO7lmBGjzuwwwLA1SViF3US5Y9Qu0DqMUX8a/ZyRVSj4UUykq5EYIQkr1pPP1Ob6BFrjb5lXE8q8hN9BcSCMUZwD9tqe3YG9oPWe3T8DhakGUenLNaDLB24A8phuz8Lu27STsTMMuBl4pSUSgHy00DB5HAO0GrpgYiIL4F9yCNyIlU1lUMxfXl9s0LphW9Ms1VCLcMCWPzDIv56N2zZnWjn7XuC+XrM4Aa3DFp4QtK5UpryxTwy0rsxBJTOUTkxrJYsEDoY64TQIBhwsAa01zIvkpWzJ0gnozd/BaOf+0/5FIkdCS/BJMyWIfoIzd91Sh04m1TKCDkxMPr9Po47umh4ZbSNNiEVviwTVtxC0lgas7gMtm0ywV+tuceRBfNAasMlnuSmpjX1XAhtJT5+mHRJd1zAwSKbGB60BGEYunpoKWgM0v/P1GJPf4F4TDCYu/zoLtBbAlA1ajzEQgPu+6ccfHFrVHBTTzAdHSMq0x547JsM817RjklraIUlmZBxoSJo5rIYWgta8FoCCIhJtjWp9JhEftXhq3qA1e4bDhUDrljUaJMxQBbfYd/ULUTqIA3pTURdoLQDRT0BP2a+v269W4yzQ2m+RZw/AWHz3m3HmewTc+KC1kmKB3ro+7RHtKUBnWrdjlsv3rdi41gE2pfk+ZBhemjWy0H7ic0LfZwDX4unWMuz7PgAqijeAxLJcoDWHBeQQBFqHewpgUlIcu+X7Bl1nzC6B1jxLkpl8QGvf96EFDEgl35cPaJ2v79vFSBrqZq1ZZEOC8H08b9iDFD/9gp1AK2mg+/clBK1D34fPX7FpXWrBLleXiQ9a4zdUWOPzBT7F1iRMWu4f8VegdT6+j7gG8OTLg/igNc/n/bnjXb3KNWwILocKQH8ftJbvSwOt6T4IY1j4HdJ8n+YbqGAHywTJMV8aiZhKp0HM94WgNa/l4Av4Fvq+T5ZMsyKcTLEmBlr7vo+9h9yYWPEq1MZ93yiT0aBQlBTsSpd1tcpVyQla/3K/QxwMrDTQGjYm7DeKqwAv2aB1KdtT8n0/F2gtv4HvZN++N2+CafCzDvBdFHTF7ORekKt8smha1PeFgADgwQ8//Wi6zxRJBEYWF7Rmz1QsWy4BrUPfBzBJq3xofiGKuQ2KkX7eFwOtAfE4MKaB1gxiYhAdeTakkKrlKlhsF2gMCFatXCW3vUAeJAZaK0aFMcz/Dj5oDXAPCETOU7l0Odeoah2L2+SkdCgAKsUAAYrnYd4XgtbSv1YRaXdBa/JEiC0CrcPnpDNGbE+pEFWlbIVknRQGBDJydD5oDWiHP0sDrXk+fxn7gjt6nx42RyUGWgOuE5tjLDbiNPkJGuLEqZj5oLX8BjkPg/3YX8xmIU8HBMJ3EY8g2GACmmIxKgSt9VoBIz4YyX5FggIpClku0Jo8EQa4QOsNP25KfK/ibOy7GiBVAPJpnYTFhRhoPbj7ie6HbVtSQWvuDQQbckdydRVTfdBaMSoXaD1t1XwjG6SZDwzjN5iTQpcJBUj8Mvk3eR968MMXTTGdd/YyRs7OkHJJ4fmfEYLWnJXQRIa1TC77xLQP7OUGWm/bYvKEslygNXtm9qqFCWgd5hNpwK9fiPLXie/7YqA1gN2ZbQ9NBa052x7Xqpf78+jnLEagl08xNQNa72cFAA0V/blA65sOON21r9XcnfnBrXnFKOLO9NULos8pFqO27Nhm5JowRrWp2TiRauBZ5QKtiVEUQCAAYOFgVcnv/VwxiudI/mGgdcuelgP7oHVajFKM4DlVNwmrba57vdZZvk0SVsWNUdr3YYyC8AIZCzCW89+v2vW32yDQek9ilHxVvhJWRcUoimfII6XFqPM6DXIw6gVah/IiklKLx6g4aG0xaszzFp+IE2AgdNWTg0jCihgFIcLXsA9Ba2aSkN+n2S7Quo7poStGaZZF6h/u/UWRd2AvaF3kLcr9AoAGWhaRzkhzlryDD9yQWKO7xt8yIZgBfIDWHJ6YXoz205X7/8KYnRhANEwspoyHFgI3VNQZDkdg99uEcHKnteuXN3ADe4n/CbQGnEWTTpbW2qFheGjBzVq1MAGtQ4cTgtYk0By4c4HWgI6wq0lGAGgIBrBrAI0F3AAm0d4r0JvrTUDrzkcZe0n3P+3JJqB1gzbWmkflfuXGtW5Ai+4Z0LrLMTZRPgSt0RxDn4zAgAaUb6FupyaeSypAFdddoPVTdqCViYEValpzEKRFT8PIANtg08rCQ5N/TRy+YOge1KhtAlqHzykGWvNsWa+m9f1fHTfMB264Z+/OHWcMJdrejG244isDjdE1ZT0r0YiB1qw7WBYUMnivNAuBGyVCHAgBBNXOlAZa875oF4YWgtZiJh3erGuiv8jfsN8/WTwti22Yi2kNA502TgOtS5ez1muuGcvVfgiYQVshWs0CbtBBhykltmEMtD6tbX/XqkbDVNCa79Okal330fyJpn24J6A1vguN2Jjl8n2LN6y0gJ7m+5BhYGhOuJ/4nEK+7+vP3MiF02xKu+/7OAwztARpIVnOLpOGbd3BjdoloDVsKLWM8vdp2qh5+74AtN5VsLvHhgOqu8BPDmO+r3PdfbIKdvhEDoZ+l0nCtO5yjIGO+fo+Mf8enfqeFVXRfjbQuvNRVrwJQWsxhGB5hHsqBK1D36fEfVeXSbbvyxe0BkQHFEp8X9MudsCLmXQw8ZcCrfPxfbf1o2CXDloTFz+c94XtK1jpBlrDtD52F9M6F2i9uwU7mNsAAfJ9KthxoJ+/dkVWl8l579/utu/8KZpPhKA1cenUtv3dwObdCvk+GCcAEzL/IOUXD/i9D1rTVYXWvnyfNNtjzwkW4JSVc7N8H74TkEnsrhjT+tQ2fV3rmtkFO59pjdYwmuZD5n9hbESAB4pUFCVKlSiRBVr7DF2x2PAfzAhhAFq+TGvlLcRw3pM5GQKtpTnL53OAx2C245tjvi8EBAB+GNRFvJT2LO/Bfgd81KBlfpYLEOAZVihbNgGtQ9+XNrtg9pol1tFEEQlGvUBrf0/FQGvAUvIJ7gmt8BwEfUCAuAgYidwXh8hKZctZruOD1gIEugYsNsVKfBZ5n+5/bJ3FQGvAIgqxdStVt3UO6E13YAhas67umfiGvW04dyHMv8Yum2kDfmnXx5TPCRBQHqhrTNO05hle1u24BLQ+pHHHRIuXv4V1yj2KGXnrhV2OslkqKm7kAwhABrhjAqB1HBAAjPz7uJdNliyjxfuYYzA7oLGY1hSClm78LgoIEKe5Pz0btDXfGbMYaA1Q+e434x3FJdY5jFU6ikLQmmdDXshZIzxLhaC1uskUe3SG4JrIeaXDrWvMF7SmOxX2tHwXhTXY3DGD7CE5Ba2TkPwTA61hbkP6oOglMoHPtEZScuWmdW71DxvMDwm0pigxecVcO/MpRompzfWJac3aw0dNX7XQ8sY080Fr8rsdO3bY+QjgiPvJ4FjeX2cHdZ3yfhRbl3z/XTRGhaA178V9OafjQKfZELwH+/2HbVstb5HlAq3pgJ61akECWoe+L5z3oPeEmf3E1CEO8pAPWvt7KgZas2eJIdwTDY32mdb4bfaS9LJVGIyD1ru6h/0YxZmf55Av0/qmA37l2tdqYaB1PjGKuMO6iGETYYxCUocust/0PLVQjArnLhQVo8qVLp2A1iE2kSbft7sxigI7cqtpoHVajBJonAVa19/PQG9ZAloXM0aJkAFrGOJRnUrV7Dmz5vFvdAP5oPX/CzEq3E+55usQo+i2KVe6TAJah/NyYqC1YhTyIBTEMJ8AyNog5p203yGGwfkxSqB1JkatSuRFeA+B1pzvP1s63QqrFP/STKC1zjSKUZIsSf3Dvb8o8g7sBa2LvEW5XwDwzERxdKH9QRLhX8WAG4Fhs1cvMhCQBPXrNUushZXEg02OAfKhSRYmxPwu1GdmGAftyWjwolcroXk2GyBWvsANAECPhvtZgo1REUPTRyaJE9rwcdocSBgkWKZEaQvCVK5mfAdonal6h5p7Aq0l8k+FnSoU97Nx5drGpsZ8pjXteyT10jIiGCAPgkaWD1pTwdff8x60V/F8dHhRgpn2ZMODBG16W3/absPZ0OvkuwNq4VhJPPh8DLYgoHvMQtBa+stq12ctrNu6yWNa5w9ac1+k68r1cGjd8tOPdhlq84flQSJOcg4bfuPWLcYkQgaBQ7+AGwAmHyyXTI0/iIZnO3TBpGzQ2htMQ2sqYCMthASmGHDDIY3rTAOtN/24xbQ1AYHSLAStxWKi+ME610EQ0JoEWDqSWldbt29L7pP/GWGCx5qDKc9ee3HGMJPywYoLWlN4QOePdjqAF6aHo6GFSeKE/4YFQyKCwa4Yt3S2m7lmoR1uxMiHzQ9AKNBarFe/RZ5BHRQO/jL6+eTA7gM3+BckSj5ZlClySTqEBI3qM/Ig6rAID/wJ07og2SpuwU6+D3+HX0nzff6QmHAdFPZ9Y9x7c8cV8n3FBa3ZD9xP6cSS3AiE4RrEYvN9Hy3UsGORi8rX94lprdZTZDIaVK6Z+C4fwIj5vhC0hplTskTJ7ILdJ08bEwbwCtA6X98n0NPAsO1bTR4C38f7UEw10LpxB2v1xHTYApCU79HzojiDz5aFvk/gfFrBLg20JuY8edS1phmI8cwmr/jGoQmd5vsA1DWciYJdr0btEt8XJsUx3wcAM2LRFJMISgp2nu8jFqCt3Kp6YyuqwEQat3x2Fmitgl0203qcxUrWHr6vYplyOQt2vm4076NDiXyfCnZIY8G09rtMWFcAnLF8IizYcaiiXfjsTgPdS4HvI3mnM0amgp0fK/S7XL6P1+hehL5vwrI5tn5D30fOoSG2Aq39IVx0VrSkYDf6+UQaSbqCfB5xskWN+jarAiaMfB9dJgxitKJG/dYGrPvSSOrgYO1RCOOZ5QKtfX+MD92vRmPbO+wH5o8ItBaoxOfTKo0hFwNZIWahPjPMT8gPaM7D5BS7MAZaaziQf23+M6xQppwVl7HQ9yHzwoBL/B3AAkbnBHIKgEd0FDw7/WPLDTA/7xNo7Q/JlTQM8UQMWYGL/D1x7i+HnGNMVQr85UuVsVzHZ7FJ0xpZCR8QUKxU3pfWHcjn+Nek67CZHzWauGoVKtk65/nhqwGtYfKzxjDtvdh+ojCMXINM+svXHHCSHXzV/ZMLtGY9UmjyjWd4WffjbZ1iFJUo/sok1cP3KleqlKtcpqJJZjE0/uIP73GXdzvOQEOB1qHvE0lCQ3J5X3wI6yobtN6Vp1LQ++e4f7tTCopc5F3bd2zPAq2JK0h7+Id3Bg5+uGCidYOOXjbdHdywveVaMcuA1o+bBIIG99Kl8Nni6UZeAbTWQNgMaF3NWJKYgGjWYfiskLJjffnGmoSRd3q7/u6vY19IZvpkQOuMpIksF2jNWefKjx8wYC8jqVgiGRwnSSwKNeu3bnb1KmUK/wCUFLVY7zCnlW8BoPE7f7/CMKbj5T9ff2Y/Jv8mzlGoEWitIef8nnPgqs3r3PcFAKKGwPqgtXyf30EnUghrrw0zjr5baHr0aRYO7oX1zHmU+3zDiEctBwb0lj64D1oTt75Zuywao8L5KQxVZqjjWR0HmuyWun/Yr9xXYqVMscK/Nv8ZzvpuoRuxeKr9KPR9dAfUrVjNzrl0RmLk8pwt8A9cPyAi0heY7/vkc/0huXRSn9auv7vow7uT7l/8qobm8qzRLqaYSpEL+Uv2O3kJ5zr8oM5R+D1YwJgfo3h/Ol+I62nmxwFA632rN3bnD/1XXjGKZ0fsjPm+MEZR6GH2Afrb6/cwRgFmvjxrpH2lEJuQn8+OUcusWMR8q+LHqCY2p6m4MYrCOXsNnEIxin3lg51hYTVXjPILq/JxyNzBjK9croKtQf4eEgwxSp/PPcoVo5hRg/+S+TGK858kZYtbWA1jVLifBLz7MYpZRPhnYtQV3Y93ZUuVSWJUiE3kilEU5R4YeIV9JcnD8t/EqL+PfdmGWFJQjhVWiVHLNq2xgppMMUqgNXMbKJKlGTPC8BNhjOKcvdf27A7sBa337P4ZiFSvYk0DRf2gG76tD1qTRM9ft9zayzj0M5SAwJELtNYhInzfELhhcJmAYn8i+O6A1gR4ATe0TPoHKAIqLAE+D7AB7a3hC6e4ZRtXWXLG5py2cn5yLeGQLIHWAm7EdMgFWpPgAK6qhRbZBoCaELQmoPmyEgKtAZsJnL5eeOzx+y2bXeq1NE1dhpz1aNjGEiAcPEPIQtDaH/4Wvm8IWktKhNdxMPtxxzZLqlVh9h0tr0ljWiMt8Nigq7NAayaASzOPVsjejTrYWkOrc2Dz/a3tjn8THKjEE5gEWofPKQbcIL/AoKUsprUH3PA3H8773HWpu6+1J6GTPGH5V+6FY3+TsDpygdawhr/futlVLV8pAcVizynU2YaZtuqH9TbZHtBarAoOT0u/X2VMCJlfDAnfOwStSSp5thitYCsKhh8WF7QGeIGZh5YricWBDdokADjvTYsfQx44lHAPWHtotHJQblK1jiWR7A8+nyJPpdLlc4LWMGrQY0sDrQHtmler5wCGONgJuIH5hhYloLWeUxpoLTBU+zn2nELft2Ddt+bv8H3Tvpv/s4HWSDbALsL8gUUchlmH+RbsuPdII8n3kVy95Q3tgR1IAgWrh0r6Ma0OdKMWTU2YQcX1fWKa5gKtY76vI0zrA05OCnb4Qg5vfsHulk+fddNWzbNCWz6+T/6YxI2iCvIJDPM8sFE7830A9n1hCL1za1bBzmcIFcf3wQrB73Ho2R3QmkKnkmpY0zNWLXBrt2y0S8D3ATowZArfx/BjBluy9vB9p7Tt63o1aGdFViyfgh1MDXxnGmjNDICPF0x0HevsY6AWoPV4inOe71Mrfy7QmkMIjP4084FhgM7Hp77vVmxea91KxC8dMNJAawbMxSwEreVvYr6vuKD1M9OHmu8DrOjVsG2W70OuA5BCvo9iNAfimO/jZ/i/ELSmxZwiCwbTtEVBwU6yEDqM8XtyG0Bt6WXHQGv5Pl9WIgStn5v5sXus/7WpmtY+IMC+HPLNBNNdx9/SQYJvZB3EQGt/8GX4rEJAgG4wAcV+3se+b1OrcRbTOhdoDRhctnSZBLQOfR/3DZ1JAFLYjQC85Efrtm60vA+mPjFO1+LnEwKt127dmICwYpr6gIA/M4G/YUgnw2bZ62VLlzY9/RhoHQICWrvyfb5eeHg//WviOzH8lsL7ca0OsoMzgACAPf4qBghIKz18XwAV2qBl6ojg3xxoVXQuLmiNTMQl3Y5NQOswPycuHdiwjcnO0AFFRydrjY5QCAyQAQCtyQ1ivi8GCMA0xe+kgdZIafB7CicUOTOg9U+21sW05hmxb33QWmtXgABDsiA7xAzQ+uaxT7iFBYAAOQ7dGBXLlHWXdjveJBfFPibH47tThMf8dRW+N5I35I2++V2NMOxZI9jugNaA/+Tk5A6sYQ21p8h7ePNu1om4fssm169pJ/N5SB9wLuAZUvTQtYTFBRUKNSuG60N6CAJMNmidkd7DAELX/JdlvW3nDssfYqC1fF8u0HrO6sU2oC7NfGCYvYPMHUU6YiHFBeIABcM00Nonz/ifEYLWPlDMuqeggQHgUZzNF7Tm3DJ95fwEtA59H0Dhkg3fuUkr5xqJZUCLbu7paR9Z1xJzlCCt+dfi+z75XAbvUgzD6PY5pW2/LNBaBX1+z98wS4Thp8h7SYItClp7kpchaP3vmSOz5MHC5+XHqGu7/9JmLUxZ9U1eMSocSOq/d64Y5Wuz72mMCn0f953ZMHwvi1H79nSvz/7Uirm7E6M0SLy4MSoGWnPW9rtIBFrnE6PCbiAKWu99M8GduN/Btv6KAq13J0bRaUQHOabzdL7dQGGMCvcTBTvOWWkxCqY+30uF1RCbyBWj0kBrYtQ/xr/skB6BfEN32LYddANlxyg0/wV6890VozIDtKcZpkKxMM1U7CXG+zGKTrq9tmd34H89aL1l61Z394OPuylTd7UV33TtZa5zx/bJnR0ydIR75oVX7d9dOrd3V116gStfLjOMBqeDgwR8ARQj0YhZCNyIOX3zQWcYc4uqPWw6EoEY0zpf0FrATawiXxymNS03MK0F3ABWDF8wySrLRRlgAcnIxwsmJ6A1oC3AviwErfkbQMAQtPZb5KXnRhLK9yMppSXeB635N6A1k95lAq0BmwEBfRZ77LsoQQS4AUwn+OGgYL+SAAFMcHgrDmgNO4nETaZBcXxvhv0IaFFy47cj8jepoPV/NReZzO0zrWuWr+pgVuRjVB4ZyiXQmutkLctioDXyC+/P+zwVtEbLetXm9TZBHkYSwA0t8uwPtSLmAq1hTG7Yutmq02Kxx76LD9wQ4Pg3wB3PHoBSrIo9Ba3R0+R5hXqCrNewRV5tyzFdV8AlgAiAG/zETQeeZlXgfEwJkA7i3BsKFrmY1hS0mHydBlpzDWVKlbKDHdcGUx09fUBrDFZHUaA1B3JYR8Up2AFy/LD9R5eP7ysO01pDeGDvMbRGpoOdfwjNJQ/C+vMLdnzHYf8HfZ8KdrlA63x8Xy7QmpZS2nCL8n0CrdFErlWhqvk+AMDGVeokBbs+jTrsEWid5vsEWoe+T22AoTQS6x+mtUBr2LO1K1YzADAfQ26napkKCWidT8GOAzOSDWmgNUn+2h++dye27m1MF0BUOkrwfQIHWFuwfnOB1tXKVzLGXJr5vo/DIXFJMYb7pA6bPQWtNSQz7vvyZ1qTrNNlItD65oNOz9v3idXqF+wAdnKB1sRr5D/wfcjtoFPog9byfbXKVzV/pw4Un2mdD2iNlu7D/a/JC7RGvoBWb/Y794P9OGftYmPB7SloTbGO3C8Etch5aL1GXkNWHNCa4j8dGjH983BtwiKlE8EH0P28LwZaSzooDRDgM/ALPGv2UOkSpWy/Fwe0Vt7ns9jDa/dBa6QtFm/4zgool3Y71q3ZsvFnAwQ0gIxnsHTj6kT6RftV7eJJnjzoOoi5hZjW3GtycjGtaQUH8MKvFGU8B/JzGM8CrfMBBFin5DXZrde7mNYCosjZ8MWAc4DW5OsatseeWrJhVRQQIE6PWTbDHdK4U8JiD7+LD1rXr1TDHdniACuSwDRH/5c8VvH+5wCt6dqsX7Gm3VtZDLSWjF5sECO5ET8HtObcgtQWYF8+ptlGin1hx2oMtCYXpihpoPXAKx336c25u0BrWOVbftpmnSTkA9LT5zoZxMiZT3rOvuxbyLSeu2ZpkivGvosPWitGwSRH5odzM4D9zwFaa0hmeObdU9AaQF5DEYt6Vuo680Fr3/fFQGsYrie3OSQVtGafVitX0W3e9qP5PhEDigtavzb7k6wu0/C7+KD1Nd1OdndOei3vGFUc0FqDnEMpIvwzObsvYfV/LkZl9KmLE6M0j6q4MSoGWuPnkcyUCbTOJ0b5oDWF1YXrV1iMAo9YtWWDxShAWTql9qSwmhajdJ4OY1SahNXPEaOYRSXQOsQmYqC1YlQaaK0YpSGQYANIWBGjVFjNFaPIO5DJBR+DrZ1mAq05DxzZfP8kRlGc2Gt7dgf+14PW69ZvcK+9+Z4787RfGBA99csZ7v5Hn3E3Xz/YNWva2P79zIuvuT/85mpXvVpV9/gzL9kdv+DsDCjKBuZAz0ZPm1rL63zQWo9MjADpowHkogONprUSP16rw27sUYdM6yHzPnfokMIWRHxfVlymNUnn/g1aJ7quJDdoZcMUCQ3w4IeftppGHq3ZgCfoqvqs73DCbwha03ZF+xUHUw4pYkoLtCZwcCD7/sfNCXNld0HrXJPV+W4hOEKiCMA4Y9UiAwdIGtCBhvHjT//2g0p4j/j+sFVlYmXj1KqUqZC0/IlpnS9ozT1/9MirskDr/Wo1sYQ1NL8tUs+KBNyfNs2zU3sbf69k3AdJYH0C2rDWwhZ5PuO8Tke64QsnGxCK+aC1JpXHQOu3vh5jzh3QkOcMoEDSnmY+05rXILFx72GXupoVqhpozXRuGEV7CloLuAk1c3OB1n77vq6f+/H0lx84tNUATZCRgMUdmi+xABuF1msN4NPQOoAPfidtRGla+wko0jONqtZOBa0BI+esXuJ+sV8f0yjUkEZAnJ07dxqDV/Ig4fBB7RExBJBegT0es5jvU2uY2mzTfJ8/WDJ879D3CeAONe7kZ/MGrRt3MBa8Cnb4PpiY0uD1r0N7qli+L9C0FssLaRE0rcWUFqMBeY02NZu6DVs3JW18+L5OtffJ0vNn78JMyOoy+eQZ9+Xq+baPAcmK8n0CrfUdQ99Hcl1c0DocQivfxwG2atlKie8rCrRmT8OWk7H+nzjqGvPDGM+9XZ1mBrLl8n3aU/guv+MlTIrTfB8K1lsXAAAgAElEQVR+LwZaZ3zfIDfiv0xuMSq45zCtOXS+MmeUsQJzMa3xWZu2/WCDe3IV7ELfx/cVK451rgMGen4L16/MOrSGg3T8exUyrQGB8DFx3xcHrWPX5vs+7j/dCEX5PvnB0PdRsMN/hqA1sk3cb4wW5CbVsgt2vjwILPiv1iwxbUN8Xwy0lu8T6M37Jiy20mXdGW0PtSLsg/2uygu01n32dXI5dMJOlqY1ReRWNTLyIL4mbLieQxYbw8fQTQx9H/65Xe38QWsKBMwEEUmC50bhRXHGvw49H+0n2PIMqfYBAT/vS0DrLRsdaxBTB1pa6zXfh8GQ+EgKwtK7ViHDb70OWWyKlQIEiGswXWMGaUDXpN+b3n23492Q+Z/vAWjdzbpcZHTBoXvLfUFWRYMbxWKLgtZ0YRXcL70PDMKLux6TBVpv3r7V1kCa71OsokgNGOmzvkPfp0KhLw+Cv0Tn+9vN65LWaXUEkscCxs74bkESf/A9237KgNZ026H9yzOi6y2LxVYw3Fqgdf+mXdypbfpFnxOg9e/GPpEFIvN9bu17vvth+xYrzvyiVW9jt4WgtS87E765SDP+z5UvhHsqF2gN8OYD3LaPj77BXTH0fpPsAFgF7GAN5BOj0H+GLLMLtM6W7xNo/fyMYeZDMHwDetWcAQCIibO+PAi68QwQh9xBx4p8D9c5deU3duZTjIqC1tXqW5ftvLXLbNZAmsUkOCSxwTqvVKaCxQFpWqNHi4wNFg6i9z8jZFoDapGbhTGquKA1Z40vV8xLmNbcD7p5Q4vl55J59EFr3/cJhIVhz3fDjmje3Z3Yuo9JSmpAti8PQpcY5yCKC/gigdZcZ4/6+2XJg/BMKbZhfow6rW0/9585n1oHVprFZKIk/8k5NFeM8mcZhe8fxig6wMEEwudUXKY1vr90qVLJ3AViFDMFNJTev46fI0b5ZACeCUxp35fgHyqXK29Derk2xajdAa1zxagYvhDGKIBcSHtoWhtJsU1fux2+LGT4nCj47UmMgmyJnCR72rcwRnEtm7bljlF6XnQ0043jD+yEeDC5QHqHz8kVo5BqDeVBYjEqBloTo5Cp8/X6NYRcoHU/pH3aZoZcxswfDsnv6XimS3Ov7fkd+F8PWoe3EBD7z/+4y519+snGtgakbtSwvhs0ILNAQxAbYIEFSQKYNqiBv/O1rPSZaJXRRifg5qmjrnczVy0w0BrNO9rkMCUVscfN4ez4Vr2SX6ENh/5OOJCPljASwXxb5EPQmusZuWhaTtCaCj76RDgXDno+aB06HE2KFkgCGwBWAKA17a2wkjAdsKXZ698Dfsehp7hMa9rnAPnSTDrb+j0yCrRqi6nFczuwURsDS2gxYWgmVhzQWq+FlVy5TPkEuCku05rD+8NHXJmA1lxPq5qN46B16bJu6/aM1rWeFQm4khx+zhACvzARY1oDjrwzb7wxuwRaw2An+eEA6+un8p4+cCOmtZgcvqY18jPoePKsGcQIa5JDY5qF4Ij/2ST5WjN7ClqLPRMeXtDm+3TJtKxhZGJax4AbDm9PThtSJGitIpD/nNSiroM4h/hyJcsmrZAxTWu00xpUqZUKWvtDv/gsJTY+aK3iQqi1FoLW6MRx3TGL+T6eK5pi0gpL832xhFqfEfo+vTYcSlVcpjV/z3Rogdb4vk8XT7eBM6HRYs2eKo7vK1ywy4AIIWgtACPN93Wo1SILtIYdXapkqcR3cq1/CEDronxfCFqHvg8g9+CG7faIaS3fR2IKY1YanUi60MWRxrQOr41CweNHXZ2A1jy3trXjoLV/0PR9nw9a5+P7ABGQDfBB68T3lSqXNfDQfN+kt9z4ZbOzQeuGbR2DCmNMa+ISQ7RqVqhiWqZpFupGCxDk9SFovWh9hqUqywVah9JIAmHCfCLj+xjEWFjTOub7ADeeysf3FRTpuFa15Ie+j+dHd5BAa61RH7SOFex8pnUoFZGLae1LIylW4uuQHHp1zih33yGDU0FrX2db9x82FAxjOsC+WrfUvXzsbz3QOtNFhsVAH71HCAggNYKEUej7isu05mCJDxFonWHJvpnEGX89Kk5pP2mQog9a+3lfDLRWMT+NxSZGtT5XYIE/5IoixradPxkgisSWLAStKRLTMRAzn2mt35MzI1OhYjqH5Aplyu4Ri00FXAqMc9cu223QmjXC3BoxrXlum7f/GNVAV0GVXJH7h28BEPBB69D3xVhs+AaGvSIPIr1P+WruK/fXNwDtbT9tLzZofVizbgb+xMxnWuv3ypm1N7VmigNax+RBVCT195Rmj4Sa1ipwhmCF7eOjb3SXD72vWKC19pRfiOS9wo7VGGhN0ZrCcDZovYtprbOX7p+6PLJA64IYFQOtedatazV2DFROGyKZ5r+U+8AwRd4OqcFdoPWuTuVcoDU5gjSl+RwRRMIYVVzQGnLC1BXfJKA1MVMD7mN+j5/pOWmQog9a+74vBlpT5INQ4YPWvjxIKGMpQJvz5gH1W2eB1v6AbT9GndKur3vrq9GO/DrNYjFK+7+oGFUc0JpcAcZ/+JyKy7TG15UsWTIBrY0l+8V/oqB1cWMUeSJSLH4RUyQ8YhRSJMQYX2ooLUaFoDUximJDLqZ1rhjlz11Ii1HsR+SHAK3JT4iTWG7QOlvCKi1GpTGtkcWhWzwErcMYxfVs/HFLzhilIbnCg3zQWjr7+u65YhSSJgKtc8eoXYVVMa3JIxg+f9+Ay5ItE4LWuWIUf+QXe/n3XtA61f0U+xd7Qevgli1ctMTd8+Dj7spLL3D16tUx6ZDOHdoloLX/e5jYHACpKLG5ck3ojbENr+x+ouvng9aDrnPTVy90d0x41V21/0mub5MMaP3q7E9saE/Mzu4w0J3ggdZpwE0u0PrL7+a7P3z2TNbb923a2XWvt2/CtAa4GbVomukxhgbDEu0w6f2SADO8CNYHDCBM06j1tyFoDZsAQKAQ0/r9O9zard+73v9l317b45dZH33ekDusJZpk48aRj7kFG1a4trWa2fASDnUyyYMAlAEihFONw+8TgtYEWRiKu0DrE2yIDpIc3KerCsAF9JT/54O7os+pc92W7o8H/zr5He17FDxC0JqW5rsPvcSeB88ldNC/fOsv1nIpq1K2onv4iMHJMDJAaxjpHBxD88FQPasQtA4DgxKnf41/xY1ZNtPe8sGBg927c8e5D+Z/7l4/4Rb72QOT33YfL5hkA8ReOOamrI/mnk9YPtuS91ygtSZ/02oHaF2vYvUsPcjw+4TATeWy5d1zR//GWm55hlozN4160oD5Z4++IXmLXJrWrx7/e2OsygTchIAAFWb2xLMzhiav/cV+vd2v2x2eJNL+NfugNcH59v4XmyZ+2n7i53pOYvvpIA67iNbVJd+vsj8XsMkz4FlgsDfqV6zu/jL2Ret8IPkas3Sm+9eEV+z3f+97njF4ZTxfnrMPWotxkwZao7fIEDDYgoASMYv5vsHdTnD9m3VxD09+13244Av3VIrvG7pgontw8jvR9w19n0Ar9gCsLhkHu1+1O9Sd8tZfkp8JQIn6viYdDQC5/fPX7PW5QGvtqeL4Ph3caHOHlVG/Uk330MDB7tKh9xqrCtkU7IIhd7rVWzYkz9a/Cfi+jrWbW8EO38eAmw51mlv7vAp+vF6gNQAoA2WL8n0hMBz6PnwowOrp79xq8Yk4hTHs75oRD0efU8c6LdyfPWkkHQhITPFfAq2RsrnnsEsL+b6/9jnHta/d3PY0e1vGfn/0yGzQul2d5lYICU3ATWZPVbehuSHTOoxRab6PYh3Adej7GHL24rG/zfpo9iIANb5PTOuYPIhipYHW27ZkCnY5WglD34cG7wvH3mSxgRjBgMnre5zifvfJU27R9yvML8rOK4ipsYfFwCeAGRmDswAnor5v8Zfu2em7QOsTWh3szu4wIMX3XeCenOZ3mcR9n/+c6L5auXl9Iu/hF+w4XAq0Zr7E9T1PsWHWars/v9Mg17BSjYzv63Wm61JvX5NO4L5h6CS3q9WskO/7Z78LTBceDWX5vlTQun1/9/qcz9w9fS5LB609f6wPSwCBz55xc9cutTWD7voLM4fZoCAxrYkrb3wVl/kKQWsB3KHvM0CgRhN35TBPHqRaPXfXoZeYzM1DU7L3yqlt+7pSJfIErQsKDNpPDAJjIBidfnQjYP6eSkDrH753531wh/2e58LzyQy96+l4bj6LDU1XBl7K9Dukx05ve6g7671/uurlqrjtO7a5A4LWa60X5X2wOjU8Mlz7SPromvQ7fcabX49xz0z/yGZKsM/wc9yn09pkiCx+TA3fN9S0FtMSQIvBamisYrvkQe6yuRyyJwZdY/95/pBsFhtr5KIuR9k6xWBUwmKLDe5Ufk6BkPsHI5B444PWoe9LAIERDztmUGDGtB7zvMmDPDhgsP1MgECL6vXdnf2zmWT8js/zmdZ8T3KWGIuNMwoSZQObdXfkUTGLMa0ZNn1H/4vMH0Aw0Jo5Z8jtrm4FNK0zHX+5mdbVTGbPt9PeudUK0nRTjirIJ8i56EZ5aPK77qMFXyQvx1cf1rybu3LYg46Wdt/IO+lYgWmNNMIZ7Q93DA8MLZafS95DJAGKPF+uWmAt7diJrQ92Z7Uf4J6fOcwhOYmRP3y7eY17fOoQe87kF8ymYKYABshEoUeWgNZH3eCmflfAtC4ArdH5BtDHBCABWsO0XrhhpSM2p9lzMz4uJNWlcx/nJOY23NX/YnffpLesM5P7RD6AEbdmrl4YfWtyBHIFGcNBxy6bWShGxUBrNHRv6Hmq3QvuiW+cx6d9N8+NWJQZxJgGWsdyCQ1CpBNBbFB/T8UGMSLxgM+75KN73QWdB7mj9+lpw3SvHv6Qff4V3Y53hzbrmlyifjeYQYwN29iZTzGKAtagFtlMa9YTczsgj8mPxG6of2bQ7zU3inNorhilZxd73zBGaVhorLDaukZjd9WwB5O3YdZOrhjFwHG61jD8y92f/yeRSvSvRV1A+caoBLT24gGzXZAz+8Ubf3LH7XugO7djNtM6LUadBkmwbT+LUTXKVXHbdmxzPRq2tS4wmeRB8olRnAU4E/gWxijOdGVKlHHXjXzE4hNxCvs5YtQu0Do7Rj0+6BrrzA2xjzBG5QNaM9+HjiGkCYkxPmitzjd9/1wxauWmte7+gkGKuWIUgzkpQPjyIOwpmNZIF8kEWlNM/WTJl+5wpH3265Pq+64a/pDJt8gUo1L/YO8v8r4De0Fr71ZJ31ogtf496PB+icZ1CFqf896/DLSetPJr99JRv0u98TPXLHR/GZcZeiK7vAustfbu8elD3LBFk9wjh1/lZqxe5O6d/B+n3/HaN+Z+5l75alT0vc9se7g7ukVmajA2csk098i0d+x9Ry/bJQ9yfMte7qRWfdxZH/wzeS2HiKePuMHNWL3Q/XV89rUd0qiTgVz3Tn7DXj+464mm5TN55dxC11GpTDlLmBtVqu2Wblrlutbd192w/6luyIIJ7tmZmUQpTIofOewqV7VcJXfOh7dZMoko/+2HXOSuHPmAa1K5rrtu/wxAfcnwe2x4Fm3Tg7tkM88uHX6v61Crubu083HuD2OeNtC6Tc0mrlypsu7a7rv0QP82/gU3ffUCd3GnY93D095x1+9/iutWt1Xqs+Ie+eBI74bt3WVdTrBhKXdMfNU+r3vdVu78oXdYOy7/xgCiLxueGeoVGgyJ3/Y4Pfnxuh83uks+vsc1qFjTVSxbPpkm3qxKXfePPv9jz4PnIvvjgWcZGP3rD/6RBVpzELm732XuvI/+ZS/leggWT07PDKTzrUKpsu6HnzJMaz0r1iy6yNeOygBO+9drbd9Txj3r27iTu3vSf9z4bzN6iff2v9y9O2+s+3jRZPfCoAxA/diX77vhiyebRMwTA7OnsD/y5XsWfB4bcLV7/etP3Wtff+J61mvjJq6c6544/Fq3878Aarkypd37C8Y7Blsd1KCdMZAaVKzhzu0wKPU53Tnpdff5t7OT35PwPnr41W7bjp/cWR/8w4ZlXtHlRHfL2Gfd8k2r7Xeyiz6+yw4RMXt+0E0GXMhu/Oxxt2jDCndwww423V720GFX2p54cfaugtJxLXu5X+3X390x8TX3xYpsZu7fDj7PPTPjI/fVuiWWnN968HnuihH3F7oE7Sd+oWFNv+15uutYq4UbPPJ+993m9QbolypZ2gafYgc2aOuu7PoLN2LxFPfol5mCxXntj3R1KlRz//zi3+63Pc4wkJNnyLPE/nTQ2Y5kUTbh29nurkmvO64T+93oJxN5kD8c+GvX1gO4f/X+3+w1F3U61vwN66hkCed2IsAZGIePP497Luunl3U+zvVp3Mk9MX2IG7pwont0wNW23u+Z9B93RVf8Ygd7Pd/nkWmF5R74HcWBo1scmLzvJ0unuQenvF2oRR7f98vWfd2ZQzIyEhi+75kjb3QzVi8o5JfpcOlWt7W7Z9Lr9trB3X7hRi+d7iZ6+0Lvoz2l59S1zr7uxh6nme/jWWPd67XO+tuHB1zlqpetbL4P0Jq/vbPfJe6qkQ8aaI3vxPAltPmyH67slunmkF067B4D3YgTvx+N7/vWBibSNnld910D/P427gWTB7m0y3F2b64/4BTXvW7rQs9IPzj7g39mTYJn4Aifwf69feIr7pJOx1nB7twPb3O9G3V0l3fJdELge3/z6WPR94URfvOBGSAeQ+bkwo8ZYFzd9gHgDQZ76l+HXGjPg+ciu4W1V6uZ+/WQf2SD1mUquvsPu8KdUxDTuJ62NZuYLwoNsIlkGNOzevnomw2A4b7HntMlnfF9nd3dE1934wp8332HXu7enz/BCi0vHpUBqB+d9p75Pg5ITx2RzWjidxO+neMeH3iNxfF/zxnpetbP+L7nB+0Ckj9Y8Ll7esaH7qAGbQ20rlOxhvufjkelPqc7J77m2K8ygKknBmYYL2e8f2uyZv449lkbEPq455Mv/vhuG5wXM+6Jbzd99ri1Jfdu2MF95vm+hw+/yvT8n581LHn5cS0Pcqe3Oczd8cWr7vPQ9/U+3z0z/UPzfTA+/9HnAnf58PsKXYLv+5gVAquTuMkg5MEj7jcGYaZgV8a+F3Zg/bbuqu4nuRFLprpHpmZAWHyfafV//rLDdyKlwzVxbRi+j3gqG4/vm/ia++vB5xpoy/fWIenmnmfa4C2M67l6JEPEyrpTWvdzb38z1t3Z+xJXoXzZrO9S0pVwO9xONxx/HPivP/c6x/zuX8e94L7ZsMw9NfB698bc0e7fc0a4vx58XiJh8dKc4VkDYP0PYI9TYJa9NHuEe+ub0YV830WdjjHm9nWjHkle26xqXffPPhe6YYsmu8cKYoV+eXKrvq50qZLu5dkZQODW3ue7B6e8ZfrHoXEPmE2g/TSoeQ93dvuBlnt8tHCivdz3ffK5FK0uGZaRxSJXvPGA09xp7/3VHdW8pwFwHCKJ3xhSD9xnmX6nn1849E5XrWwlY1rj14gJsitH3O9WbF7n2McPTX3H3dHvYst7YuZfU3IvWvdx3I/35o+zvIQ1Q2cNfu7kVoe4k1tn2MDjlhNTM7EitMOadsvax1+tW+z+MPqZQvIgPeq3cdd0Pznx+XqfBw+70v4Tf+8bOR5rnHWKEd82b9vi3ps/vtA1aE8Rc7bu2OaqkTP2v8xN+W6u+8eElws9J37wx15nuzY1mrgbP33MwfAsWaKEe/Go37m/T3jRCkl39bvE/k6+ukXV+u7vfbKHTPE7cnv2FLGH+Lx/PVhsq+1ZyJQDHN/yYDdu+UwDBI7d56Do/dy6dZu7efxTbrGnMd2yWgP3t97nGzGBPFZrgxyvToXq9vkY10J8ixlFwvv7X5H1K2Ic65u4gq/DypYs454ddKN7/Mv33ceLJiWvZ5/1b9LFXffJo26Jd228AL989aiHLO61qt7YAWaFZ0Fe5+fn2lP39L/M1atYw/YHBmgNCQA/j8nnvjxnRDLH5qYep1u+SzwhV8cPvjNvrHuhwFdzzqxWbhdojQ97cfYwi1HTVi1w9076j8UofOIDhw02mT5s8ndz3T8nvOxaVKtvhTCKD35cD+/rS7OHu7e+GZP1Y84ASICQ9yKLiH95eNq7btSSqe6xAdckM6H+NPY5N3vtouiz+lefC02SU8b1jv12VqH8nJyVcwSxUsY+u7rbSZazc098u6zzCW766nlu1JIM4eHxAde5C4ZmZIx8i+US57Y/0oot/5jwkpu6ap693D/zNq1az/2z9wVu1ppFSS58VIsebmCz/S3/OKf9ke6IZt2t8HLDp5lC1CWd/j/23jtsqupq/9+gFGlSLUgHaVLEBioiRbGXxJLEGo1i78aYvBprYmIvscZobKnG2AsWUGkiHQtSpUvvvf3yWWfu8+zZz54z80je3/W9rpf1Twwzz8yZc/Zea+173eteJ5i+u0yvXdz1BHfQ7u3tzKfzGr7gyOb721vnr13qrh38uMWoH7Y5zL03c5R7pM/l0XvJP/pnBr3pzkN+6lrX3cvd+dlLNgDymf7Xu1enEaMGuzsOOS+NUXp2sQ9nqCPXJyO+vTptWLnnNIAYtWtj9/Pc7+b9OgcTo57+Ij+fw/cCWv9j8mD7aM4rj457rQBoXT5GndPxSPfsl+96MWrvlIwH4e3Zo24wpvWlHyU+F6wAPOKMt3/rjm3Z3Z3d4QiLUee+l/iSH7QhRiXgMKbXuE4wF3LdurkYdeDubS1HkpHTLFq3IsUm7j38ooIxKoYv8Pl8D37/xa8/cLcffK6dC/9n6J/caW172fPHPiNGjU3OfaH1a9bNXdCpLNckR7tl2HOua8NWbtqKMgkr7R3yNgB02aN9rzTQ+vJB+fkcMeq8jke5Xw39k72VGLVm43o754emGAW4j9Qs/3v/4Rcb3nT3qIRoEILWtxx8jsWoG4c8ncaol475lfvd5391i9atdPf1Sjp/hKUQo/A3vt0+4kW3cetmx3p/dPzr5udZs8zd4Swie+bLd+2c+oM2zF34yvVt2s18byEjbvoyUWCEdx6SxKHq1eLkroIftuOFvDuwA7TO3Q4B1A3r10/1qkMQm7eGoPW5b93j9m3Yyi1Yt9z9z4FlB/NwnX2zbI77zecBaN31ZAs+ONBBc8e5x/tc7b5c+q37w/hX3aVdTrLDGPbGjOHun1PioPWZ7fq5o5onFVZs6Pwv3JMT33SH7rmPGzq/DLQ+oeXB7rS9D3fnDEwOAxiHiD/2u84C6V2j/pJ3yb0ad3adGrZyj01IBoZwPQB24xdPK7eFxOTQ1HqAm2u6neoGzhrlXpz0gb2fA8XohWVg6KN9rnS1q9RwF3xwrzmNprUaud8c8jN3/adPuCa1G7qr901A5ys//oMdsA/eo6MBJr5d/cmjrkO9Zu6izie4Oz57wc1ctcC1rdfUmNZX7lsG8vxu1F8dRYMBnY+35OhHbXu7NrsmLbgx0zXpNQ7sAzodb0nbA2NftuvYt1Ebd9GH97uee3ayz8UAogEVYwZwc8P+CRiFrdq01l026GG3Z80GrsZO1ezwijWr1cjdecjPnK5Z77+5+9lu7133ynt+vIYm7D2HXWTXgnE9revt5Z776r1yl6FDpn1P7d3MqT7f/0ZLcH8xNAGcDtitrRvlPacLOx3nDmvc2dbkyAUJSPLQ4Ze7N2eMcO/PGmV/jz3z1Ttu8JzxpmvMOvaN1wDCH+tzlXtl2qeW/By4eztjdTzRO2ES7bxzZffezM/dS998aM+a1nCqrUc2OyD+kADPx72Sd60cXh/pnRw8WOcH77GPJX53jHzBghBrTnb5YNo110Q/W79JL/56RAIKhnvq4cMvd8O++8r97Zsy0Fr77KFxr+Stdz7rzoPPd3/+aqCbumKOrf07Dj7PsYZDq7nzLm7N5oSBped0wwE/dp3qt7D9sXDdchsOROI2b00CJlAEIOn+ZN5E9/QXCWj9s32ONUYNYOMvDzjDQGf2INeG/br72Xn7YPTCKe6hcf+y60Kj7JYRf07Xw/8ceJZr5wHc8iPXdjvVvfXtZ+b7aNnbujU5TPkW832XdTnJdd+jg63TD+eMLej7Pp030f0x93vCzw1937D5X7knJr5eDmA7rkV396O2fUr2feyhfXdrY2sew/eN+O5LmxofmvaUntO+jVq7a7udlun7Hu59uYHW7FmKSHvVbODuOvRCd8OQp2yoL74TY22QqHKfuF++8Vq7us2S9Z3zfe3rN3dVKu/krvJ8392j/+6+WDLDXdT5eNuf2+v7Lu58vNt/t3buwg/vs/2A78XwJTcNT7QaQ+tYv7m78YCywbhoNl8y6CG3e436rtbO1VPfpxgQ+j6tvdAvs4fu63WJG/BhwtrketrWa+ae/ap8wU4xyt9T7PMFa5e5nw9JAL0wRhXyfSTd+KrQ97EWnuyb+DMZsf3zhd+Y73t9+jD38tRP3IG7tbM4+vQR16fvw5e+MOkD28eABPV2qeOOqoDv417IvyW+L4mX5BxzVi1xj/dNwC/syo8fccs3lOb7bh3xvJu+cl7U91EAw1/LtM9Cv8zr+JTnvnrffB/+7TeHnB/1fQDa0vllPcxevciFvg8Qh44CCuQYOdTlXU92vq84v+PRNtsA36e/H7NointwbAIuKp7q2vXard059FV2Nw9/NvV98p28FwYj+5RnfWGn4w1kG9DxBFe1SllnDu/baadKbsuWbXn+WN91e4+fuhZ19nC/H/VX9+2qBeb7lOPd1uOnjsMVRs7Hv8cMH0GeJfvX1E/da9OHlvN95+9zjGtXt0ka33k/vopYNHjuePfMl/l75dQ2vVylSpXSfJPreWriG27umiXlLiP0feSh+OQXvn7fvT87B1p7eV/VyjvbmvfzJCSNyPVYs/p7CAM/+yABi05qdag7JXfw1gXw3pNbH+p+2Powy6FgZ23cusXt32hv9+N2ZTqTipWsjfdnjXaXdD7RBozFLJa7cS9ObHVImpcQL58CaoUAACAASURBVAEt8XNcE9eGUQx5ZHxC7gitd5N9HWtRNn3FPHfrZ8+7Lg1bO/5ba528i5z1mk8eywMEyDGoA4d5ZZtdm7hzOx5p6xTjeih2vTszYbj7pnyCnArQuk6Vmu7ungPchCXTbX9goe+76aCzXNu6Tezzyasx/N29Y/7pFq5dZn+PcW7g/ACT9PYeyaFcxvpev3mTu6XHOe6piW+6IfO/sO/5bs0Si3ey574e6D6cPcaRO8EyB9gmP4zZps1b3a0jnzW/ICOX59koj/1h657u5NY93RWDHzGmNXsd45xBDIkZPveBXpfmvQRhhjzMz/u0hpW36A8u6HSc48z0P8P+lHdtvP5kv2vdzz990vJNcngKIeF5i/fRpbh2U1JYVT5xf69LXMPqu6a5S9eGrfPOYMe36GFFHd9XEGsBLrlG/f3bM0emearOXrp2Cux/nfyR+SEK3Jz5iFHErQd7XZbumQmLp9nz51lzJqCg/uN2faP3k3+M+S/iI37j2k8eM9IS/pZ8lbz1iT7X2D3AiFvkjTH73aEXuMZe8enxia+74fO/Khej8Nvrt2y0M5uM3wWR5e+TB1ne6hs51sTF0+1aMK7n4kHZnZB6Tud2PMr1a9LN9hP7CsMfjV6UdCbrXAcgeOfIBAc4tvlB7ojm+7trP3nc6e/nrFnsfjU0KUSRsx26Z0LewMj1bxz6tCMH67ZbW8sftW/P63iM69Okq73Pj1GcASBbhGdn/3f7Zwb9O3uZ51wsRunZxZ5TGKN09gvPUcSotnX3st8mKxajeB+5FEaMenzC6/a7Q6tojKJwxH7Ni1GN9nZXdzvF9uDRzQ90Z7TrZ+SJYjFKMcKPUQfstredRWTy9yXFqA2rDQ/xLYxRfv6i13j//3qMymE1/rWFMYrrId5lxSjiM3t216q13O8PvdB83X1jEqIBMcEnQ2TFKOIIfgLLilG8tnHzZotRT058wzAz9hQxDjxKphhFzOe1/XZva7l6Ibtp2J/cLC9G4fcVh2rXjM9+KvhhO17IuwM7QOv/DK6IAda6S8U0rc99+25jdxzRYr/MpfXl4m/dTZ/+Oe89tCnRrqQWeVp4AfLuHfnPvIFZWZrWGgChD6Z1AW2ePk27ptpcvIbu0ukdeue1yFffuarpcMda5NGbpYVRLfJMW6XlPjaMDLavWt8mL5vr0MFlyAe6n0wMxsLBkOin8XdqR29Rdw9rFaNVqlmdRvb3GG2RS9evdIc16eSuPbCMPc1rtKPQEk9b140fP22tVWia1tipqrULy24Z8ry1fUlDvJgPCAd+cS9o30HT9rfD/2rXQRX9zDfvMokDpA4wpoMjOxEz6XzrtdWb1rqz37zbGOYAKpNzCZrug65Z75eUAxIHMIlldavXco/1vyLVdUUjvS3yIJFhZD4goAnOoTxIOCRD9wxJCVqMsGeOvs40OBl89/LJv7Z/k8afJDr8e8BrsJGeO/YG9/dJg93fvh5s62H0d5PdM0f+3JjWNXep6l6bOtz9eeJ71uaXNYRMn333Z393w+cl7G+sfvU61ganFnlJtzDFnnYfWhNl5719T0HgJpT5YSAhEgbcW7UO2n049nrTefdb5E9pd5g7q2O/aIs86/vJCW+5SUtm29q/r+/F5XTA+FztJ/5bE9E1CBH5nAVrlrkmtRq5SpVc2iIvKZQPvx3j/pCTB2HNAlqjQ3lbz3OMrcj94r5hvzv8Z/lsw/mT7Lrv7X2R21Zpm+ll0uFA66WvAQvL59RXb7fPQNaDNZhlMd93/UGnmezFU+PeskFXhXwf9xtZi5iFvm/onC/MX/Vrtq9DKkRG2zGD13TN/HuW72NPH7D73jZbAMP3fTrnC5MHCk17Ss8JNgDyHFm+D31BgBYkNmBywXx8sN+l7jIGMdZqkA6ywr+RfEmiw/9uXmNAI9JI8n37NGrhqlTaKU8a6ZZPn3MTFs8o2feF8iCh7+P7aJ9D2gRpK3wvBtMaHbeYhUNoGdZLayvSSLCt5PskjRT6Ptry+a2hX961ei33xJFX2rVgSCN0aNjCMdg4NGnl+XuKfY723SXvJ90xYYwq5Pv+PWWoyYOEvi8mjURs50CN79NAZfk+JHVkb0wbYfIZsWcdu6eh72MPshdpGz/l1dtTH0r7Iwwtvl+mAZ/6/8iBqLMo9H2//Php0+CP+T4GM+OvZWpVD6VLeJ32/T9OeNt8H8/i/r6XRH2f/5wYmgcL/7ae55oMmHwfMRNgWW34kkKhxZx2ZezSbidY0RPfJ2kkX9M6lEbSa7SJUgy8ftCTqe/zpZFgF17xwR8sZjN8dtPmLW7tuo0F5UF8f6z7xL2gXfTWoc+76cu/s7Z4Wvtp8b+39wDXul4yLBBdadZMzNCt9ZnWf5/0sUlvhb6PGACjnGuWKceISS8hxUFcYbAbdm+fAe6hUa/mMVv1OSoEyfed2OZg0+tES5f9Ee4pWMrody9bv8ohb4RJFoPW6xPadLfWa8l78bran/Wdiu2S52BQGnIX/A15J5JRMq0XtbpHb2TuH/1r0vuI48RzyZYhHVO10s7umkFPuJ906ONOzw258mVnwu9gOOHF+yakBmza8nkm6YGE3tTlc93KDUm3l2QLBrz3oFu0dnn6fnItLJQu6dCgmUkKoF2K0Xq9duOGKDNf+QRyO+u3bDKfS+s0Rdg7hiYAWuj70EZFAgIpFKSfJItxx7AXLf9Q67Vk7FrX3dPd2ydf05r1vW7TRsd9Yxj3oNnjbUDs3FW0XpcBxMoBwjb72POKaVpzL8hPtDfVFn/eO/e6PWrUczx/zNehDT9bwyn9f2dtca4hzg3OSUZI4ubJcW+ZPJ5MMzqQOEA2wzdkmy4b+LDlmwx9RR6ElvXQ/Pxce0qDCyUPQn4B+1ASgdJdR1oIiSEMKS58PvvwyaOucrvVqOckccProaa1XkPCikGMzPLQemB2AbrN2Kj5k91vRvzFOovxC8WM7oRXvhmS9zbNfWIIL0Mg8bdIOiHt5A/z1oDP2HcgLUMMkGnIZxijmB2wetN6d9eIv6bvlZRUTHoJ+clx301Jc8eXTrjR/fSte/O6u/igWC4hTWn2k8gNku7gbyR3Qdch0icYzw75IPzUgK7HumNaHWQxDYkZDBkQhpLKJH9DzoU8yBlv3OWYDTRy3iR38b7Huf4tE4JPGKOKPadYjOKsQpwoFqP07GLfEcYoyaOFz4m9Ays3T8IqhwcUilHb3LZ07gJr8YHPX4kOC65ojEJShfk8fjzQmmEPntTmYPfTzkeVFKMUI/wYhf9jToJM/r6UGAUOEspEhTEKaUe6vK4b9KTJZxE/scwYxRrslpBPsEIxSvchjFGcuTnDh9IlYYziDAbTmtkboWlPIeOydtNGt2u1Gu6RIy43Bvydw16yt4da6Fkxio48/h7LilG8tmHzJotRD456xWSgeEZoWiMnJlOMIubzXIsZEj/gUTLFqGJ/t+P14nfg/zxoHWNT+7ctHLwIiI1dcG4Cqp7z1t2m48jhPstiw8ik+aQECC1gEpJCoLWGfmkKON9XCLjp22xf95EH3FQUtAaE37dRqzLQ+qDTTL83NoxMSTHDhb5aPDM9iPjADTrFgEoygdbSdVXSWwi0jgGZJD5onRLcOVyj62qg9c5VTc9TRuAdv3C6ASwkoMUsBG6ObLG/HYKVtJHcwBAKQWsSXE2bDp9VCFoLuAF8rFm1uvtm6Wy7rIqC1hzYHu1/eQpa89zbNmga1XX1k2IOJNOWzXdomPqDGMPAIOCGNYneIAY48vI3nziGfqL/jAm0JviEk6oBbgCtSZZ1uI6B1joc+lq5Wc/K19nmfQ13SXQJBaqS8LE2skBrfy/puwoBNyEgUGHQuu8l7snxbxpwQ8LOIS8cXsE1+KB1x4bNHDqYAk50EE8G0WwrD1p7uq78dr6nEGhNoPblQVSUAVQhKeRwLdBaCQLXJ2CM/w4PQLHnFfN9Ktg9Nf5t9870kaaDHvN9FMo4lMSeU+j7NGzkiObdHMNlZBUFrfHl++3epgy0Pug09+nsiZmgtZ6TQJgs3yfQ+sw37jLJCu15QGsOY9KkFmgdK9jh+/B16OnL9wFawwRDt1omALhU3yd/rL8PfR/FJIbJZIHW8n36jBC01nR1WqBrV6uR+r6Kgta0EFKwE2hNobZDo+aOwYihxfZUCFqHMaqQ70MDNAZaC8j0v5tkl3ZC9olAa4o1oxZMMQBP9ua0z9yfJrwTLc7G9lTo+1Swo0PilFdvMx1WCgxZoLX2lL+3Qt+H7/x6yaxyYCi+ryKg9fcp2BGj8JWh7yNmVq5cqRxoPWjmOPfwmKQ7wi/Y3XroOa7rbq3SmRS8Hh4SR87/xsANO/RVqmRgIAMe8Sk+aD139RIbqpbOTygGWnv+WM8RwL7lrru7W4e+YHrhrI0YaI1mJwd9AEMAN99CQEBrK/R9FQWtIWBQsCwDrS8ywNFvddV1CBCQ7zupzSHup53754HW/p4qA61X2ywYTAfhBLRGLzQfEAgPiYo9cdC6veXiMnJJ5H/C4mxsP/mDt/Q6UiUUYl6fOsI9O/FdA9goCpYCWjMTA2DxqBYHuIu7lYHWSO1c+9ETRnqgIAPRAasoaE0R7/wuR6egNYDA2o3rbdBZId/H3IUEtK5uB3oftA59n+I94Mf05fPTIi+gdRwQKA9ksr7x9dx/Cs8UoMkn5q5a7B7yQetcDhAWKGLPyUDrEc9YO7iMMwDaytqbAmuyQOvQ98VA6/PfvtcxoJM8clDuLPV9QGuA2ksGPmSgNQWks/bpVxS01p7649HXuoa71DHNd4z8AiAnBK2ZecTsI4wiL/cnAa2vNnmQLNBaebcRBzh/eqA1c1vUnTD6uynuzuEvmTQEfrKY+Trbei964Pizi957yAr35KBZoHUs7wtB60dGv2pn3TA/ryhozZlxzHeTU9CagfKQkELfG8slAP2OarG/FYGyQGtiKTEVo0iDFI6B1jlN6nzQ+gdWLJYJjDbQeq/2duYrA62Pd/1bJvIgYYwq9pz8WRB6LyQKyBTFYpSeXQybCGPUy5M/dS99+WG0sFoR0JoYtcVt9UDri0zTeo7HbP2+MaoMtC6LUSIEFQKtC8Uo+SEwAfYQnR499uqQJ2FFHo8/LSlGReYuhDEKwhFF51JAa4rzxNNSY1RFQeswRp25Tz+3ZsO6zBi1R636RuTZteou7qF+l+WB1qEWelaMQkJTmtRloHUsRj1v3UDcfxW/iFFIWDEkVqZzqj/LImtfkSNoFgTvQ16OPHKHbf8d+D8PWiP3cec9D7tVq/I1Ho/oc1gKTL/z/iD33EsJ627frvu4qy+9wFWvlrQxMV34vC5HOcDCLPODld4np65p6yQ3YxdMdXeP/If7+UGnWbUbE9NaoCPDAmihwAoBN2EA14RbJT/8rRy0hsP4108FGHaTmNZcD6zSGGhN2yHJHeDE+EXTLZDe2P1HjoFVf8wxrUOHI9CawIuGEcwCDgWw3hiWw99jF7xzn2Nqbgy0Jth3rN/MXXmAB9w0bGHtZzA5ZbcOed6u65oDf5inEVboeYWgtdgyGgpwQ/fT3b67t7akgfvM5HDMB611oFPSBch986FnpV8p4KZp7UauRpUy0FpT2HXN+oPfHX6Ba1e/ScpM17+T0HIAEXDD9bSp3yTKtM5Ptpq7acvm2QA9WMgAZlg4yEnDyHzQ+oXjb3B/+/pjY5MK5EiZ1lV2sQEmvrG+h8350vHMVW0XcPPMEdenTGsGhjwz8d2SmdYwYYflgHS+j0PZE/2TNnjWuViiTCKH3eMzrTWIUUNVstiGAm5CQADgZsjsie4Zj22ofRZjG8IuYqhgMdAaoFmHWe2pELihdQ9wXsPINIiR5J0kHgNg5Jkz0Vx/77MN2W/sO5nW9/19L7bPhmktxs1dh19gLCGZ/Ij2cUV9H50UMOM0tKuQ76PyTQVczymrYKff1r/Ffm7gt2V6k6e0PcwOiqX6viOb7+e67d7G/DCG7/sEprXH6tfv1Z7CV05YNKMk36dBjDBl1m3ekDKXLhv4iGtSp2HaZaIhLejUX3tQMvBQhu9Dv5lJ8gKtSYzQ+sU/yW759Hk3YXHpvk/+WH8f+j78KgxPfCQgMb4X02R7/lu+T3sqBK3FeAtBaw0rCn2fWP6hX+YgwPDeioLW3Cd0QUPQOoxRhXzfPyZ9agPPSvF9rO+hOd8nYJHC4Oj5U4zRI1OsLLXLJPR9DMtiaJZ8n54NjLU5KxeZ75WJaa18wh8AFoLWgN4UneK+7wvz1zLts5jvA6QiRlSky0TPKfR9tA4jYSHgCh9l+UmuwMX1ANjjR33fp6Icryuehr7PB63l+8T0570cZi4FtM7FuWJMa98f67s4TBH3uTZAa4pYGoZ2X9+LHDkApqHFGibl+74QENDfh76P3KRj/aZ2zTLlGBpc6/uVczsf6bZu3eYYooZxPQ+PejUPJNT7tX7k+05uc6jj78n5WM+Yv6eUb/p5EmApnSz4ZjG1tYb53x+1P9z9OGA28V6Yxae3O9xIAgYIbNlsDKmzO5Wx2FTg/X3vC20AXpb516T3AaBzTRqSSpF558qV3dUfPm6dOwxlwsRiiwFsR7c8wMHClAH+M9g5BK21hjU8Uu8nVmAAqL6xNwCtAcCxBLTekOoa++9Vfo6/5dyAf2YN+qB16Pvkc+k4mLZ8vsVfmKew3hhi+8iRyZAqDTlX/u5/L0PpiG/kDmJa8zvnrVqcBwjo/MPz5LlmGaD1zSOeNbk2GfNi6ERT1wxMRgrVFEZgGQNIYD7TWmtXYBsMvyf658va6ezhE4BS0Hr8W+7d3LBRPluxgm4juo58A6hl4HZFQGvlfSForSG++nz5XBW4+Hd8G8URui3198Qr5alhzqb1DdOZ8ydMa5FXlKvwuRrcGXvWsWcGQAlQ6ZviC3uzbrVa9mwEfBIP8RGYmNbpc9qpSjprIwStGQQOSSGMUb857HwHOeg3w8ukL7XPKMpxrvaNYj85MCAuxvWc99a9eTM++Hf/HCXfd0m3Ex2+F4II9wlgvtvue6c5o3wuXUvkaxi+jUGLAJdiagO8XvF+IhlIDKP4LNP6ZjD4AXu2tfOn1gMD0fn9WBijMjfUf3x0LEbpHheLUXp2MWyiXIyaMsQxjLFcYXX/k+1swbBSWbEYtWnLlhS0JkY9MDIOWv83YpRyMuKOYhzXqfNEoRilGOHHKLrCAG9l8velxCgwljAOhDHqgb4X23mauMCZB/+A/a/HqG0uLUTrt4UxiutZvYHCavnh0tpTkHaIGcy6gensDwsO1QOyYhSFgBS0/vQ5N3HxjBRj8vcD63t9LkYJtLYYBWjdt2zugmIUA49/1L5sxkahvQXpAS14GX6CjsEdtv134P88aL29t/CsN3/nLuh6rIF9WRYDrX996NkmwaENAYA45rspBpbccNDpxvTBQtDaP2SGoLWAmzAwkGDjREsFbgAr2Ghqked6Bs8e72AkhYYEAUwVwAyCvqbM+qB16HBC0BoGAgkMhysmQwu0hom6eN3KgqB1J4aR7X+yu/HjP9kBENYFbdrXeVIiAkEI9gxZK2YhOHJsq4PchV2PTR0oyU3X3VsloHVOOoTPRK+JIgaWAgI7VzMnTDvozYeUaZ5rknkIWotxXipoDVjxcL/L8kDrtg2aRVvkBYaSUDFIhbZ81pySHK47bN0CFGNt+6A1DISXvvqoQqA1jDVA4xS0btLJjZk/xT19ZDKIEXkQgdZ8H99bzELghirt47mp9qxz9gDJHKA17T5MTZcJtI4BAiFwo+nDgJnvzywDQ/k9n8yeUDJozUEP4IYiEQfJu/sMiDKtdcjkWjXMhQQc9o0O4iR1tEQLtBaw6SeggAG1qtVwrKVSQGslCIDWMK0JvAJuQpBHfgRWPez6ivq+mw45036bAI5Cvk9yR7HDS+j7BEpRcBv4baKpin2fgh1DaAVa4/s+njMxClprT30v35cDrQFUSFoLgdbFCnbyfZ0btTTQGgBPdtunL7hxi6e5Un1fCFqHvo97wTR1fKRfsPNB6/BZhaA118b6CbtMGPDE2isVtKZgR5s614IBLrRv2CzKtPb3FNczaels832+PEhYsIv5PoAbCnalgtasbzqMjE07+VNjsLJX0fjHj8pgbsOM+76gdViw414ApHD4h9noF+zKgda5GMW1hL7vliHPWTEmBEMT30fBrjTQmgPEE+MS35fVZaJcgmshZuKTYMzRxSXf12LXPWzwj0BrFex80Jr1bpqpnu/LAq3l+zgAV3KV7NAnqSz5Xq5J62V7QGsKLcgAcWDiNxCXBDqz/tkHmLqSSgGtYdg+N3GgtZv7vo81QHGrdNC6v80lEGjN9Tw06t+ZoLV83w/2PtSd0ykftPbzvhho7QMC3we0Jo6zt5FMI+/kYCyDAMHzCouzsVgVA60v6HKMO65195R8wb2AhQ9oXQwQUMEuBK0FSiHzQP6l4nRFQWuAWsgyAq0TFlscENCewt+u37LBAGiKSD5oHfo+FakFWquDriKgNQAeOtsGTI5+1RisMdBacjLfF7QmViMBlILWnY6wYYyA1nvWqu/Yv1gMtNZZKgZaAzQzdNInAEEY+uuJv0rPbFpLWaA1PpVr4YxEmzjnsJg8CMxjzRpQ3iems/KtUMYlBlqz3ik0FAKtIZXgv9LYkyMXAdKO/W6qnfmIUQwZzwOtc3Iy/y3QmmITwJOAT0mHcF0VAa2fGPuGdX2GMYrPZv2VClrT+fz5/G9S0Jrrwb9wVvPNj1HyfZfud6LjfCDQmmII61JEhxhoTYGmd9Ou3wu0xn9QrBdozRmYdRqLUVm5Oa/FQGvOUZynisWoELT2sYkQtH5tyjD35y+IUfmkEvYOhKzSQev+bsvWLWk3EH4ZSVSdhfzfq1y05Bi1czXLy/x4oPNoRUFrxQg/RgFas/9lAq1LiVEx0DqMUQC9dNsRF1S847sqAloXilHKs6KF1QhoHcaoLNBae4oOYmJUzZ2rW2HTB61D9YCsGFUR0Bpmt3UD5SSs8LHEEnJBmWKUiuXF9lQIWoed9sX+fsfrhe/ADtB6O1cHbLmL9j0uryIa+0gYRr/8JJmiKru15znGThZoTUUend9ioLU/VEpOS58ptmQYGJQQlgpaH93qQNe5YYuSQGuSDwaGKYACtgNu+KA14K4q2FxrCFpzKOVwyuGKtiS1uAu0jgGZvBcWUQpar1zg9mnQ3Byez0ysMGj9xm/dhs0Jkx07vnUP97MuR6cOlOSG50bS4IPWJEgUMTAFS/1vCFrzHp4FThqQXfIgFQWt0SmkjSZlWjfvZprWMV1XAWwkVBxkvwa4OeFXeaB1WOyIATckc7T+oTfGmsWUOOow769zH7gRaC3g5ukj/nugNVVaGAK6t+wBGBClgNZZbEOtnxAQYA1/PGt8yaA11/bY2NcT0Lp6LXdPn4uskyA0wDgKNZj2lKrKAm5o0eSgLuAmBlrDuIXFz/WLLegzrWEV8jkyHWKpMG/NgdYCbgqB1uEBqFTfp4KdQOtCvm/InC+M+RNjhRb2fdsHWtPm2TUArQHPSfxC055KfV/jjsZ0Lsn35UBrFewArZvWaZRqUuvQHAMy8X3t6zUxprNAazTLKUj5XSa3DXnRjVs09XuD1qHvwy/DQi8FtNaeEqjg37sYaF2oy6QQ05qCHV0mAq05tLVv2NzBvApNSTH3p1PDlg6d9RC0LtX3/eXrQcayQ1qpmO9jpgNr2AeteZ6ff7d9oLVfROQaYFE+2j8ZQpvfZVIctPbziRC05tA6buG0cgfNxPdRsCsNtPZ9H3sGPf+Y7/MBAWmChr6PGLll69aU0RgDrdkDtf5TTPNBa+VG3KPwkCjflwda5yTNfD3/ioLWMU3+x/tf5faoWc8AAdrBAaZioLWY+QKt/Rilop/WuQq+2wtaw9xCesAHrTnMhexRP8eRjIr0dX2mtZ/3xUBrdQQkgMAh7tzOiSa18tTYIdFnWgsQ2Lx1q+vRuH0eiw0fSUG+FEAgBloP6HqcO6bVgakv5xBdCQZkCaC1WNfk0Rd1PS51RyIIbC9oDaEEbVWB1gAC6IWit1/I99GhsGHrRmOzGiDgaVqHvi8EBNiz+DBAax8QUFErBmTyXjSFfdCavQqLDaBJpvUSYyyGvwWm9a8/e9aYxDIAXvaD9iZsfxiRJYHWuYKdX/TT5wqc8UFrrWGd2fTeUkFriAdndOhnsk3lnlOuY5V/lyybQGPtBxjQAKsCUmOgNR0BzGDJB62TLkasHGidK5jGQGtf/k3r5b8FWjNzgDNfKaC17/tU9NP907PYXtCa7r+R8ydVCLSW75OmuUBrfDaSVMoZY6A1exYSFUzrS7qdYAVHX6oxJBrQ4cCa5N9D0Frrj3sSxqhyCy34h1iMkqxMsRgVgtZ+LlE4Rm0faC0JKUlYlQJa0/1NAaFojIqA1iJnsAdVmC0lRuWB1tVru81btjhAa7+bpCKgNQUtZjH5FsYoipHkRtsDWmsNhjGqoqB1GKMA0VdvXJcZo+i2ZDg9+4dzqA9ah7lNVoxCHkQSVFkxyi+sCrTmdyIr5s9oUIwqFbRWsTeMUcX24o7Xi9+BHaB18XuU+Q6YaRfvd1xR2Qm/LUgfKPajgi4HRumyAnyQuGA60IRAKK9d2OUYd2zr7uk16mAG8EL1WRYFrXMOOiYPQrJOe0fKtO5+ug0jiTGtBVoL4JJzE3uMawgTihS0zgE30vypCGhNZdbainJM61krFhoblcDpD/IT6Aj7mqSvmIVsQzGA5EDRnKWKCFAsNi+f+X1Aa6RQalatZkAmJtBaYIGutZA8CMn2g30vKQm0FtuQgGCg9ZLZ1gLnM63DwCDQ+v6R/zLmBQbAyCCTD74dY8APRoLMYEbafPxWdF4jWTb9U0/XVcBNDLT2ZQeynlUI3FAA0IAfEgx+C8kgoPV3q5cZOCAT80WyE1nATTZoQc3M1AAAIABJREFUnQ/cqKMh1iL/2JFXuD+Mfc2eNXuGoChtT/93+qC1tCal34U24ndrllmrE8yhELT22YYUVxg4yPWLLZgFWiOhw3up1iMPQrVYezo8+OsQVRJo7bVE6neqYKdkoJDvKwdae6zQQr4P3/WO17obZVpn+D6Ahi4NW5Yxrbufbus3BlprT+k+iTFXiu+jK4PuDBXs8GdNAK1z0khKaGOgNe+FoZ2C1isX2DUXAq1L9n05f6znFPo+1hQgtIHWXpdJjGmtPVUItKbLpHa1XVLfp4Nd6PukPxx2wKDVCYM3Ba2bdzOdb1h9oTFMCpkpCnZ053yxZKYV7NhL7KlYjCrk+xh69d6MUeV8X6xg9+zE92y4Swhaj1kwNU9GSeul1C6T0PeFBTtYX7C/YKzRjo8EhSxkWvvtzoVAazqv+M0yfDw67xq0zL9nyYP4oDWMQnSdY75PuQSfpz0l0Nj3fZu2bC4HWktKiL/1C3bKs7JAa/k+H7QW2zAGWivOFZMH8f2x7p0PCMxhYNrR16Y5Hgc1mORYOdDa8310bVEIlwm0Dn0fYAYSaho26ucYMXkQulfo4BFozfXAtM4CrXWf5GdZE0iHhXsqBlrLhxRisRUCrdV6baB1DhAoBFqHxdlYThEDrdWyrwIkh2AY/oDWURbbzlWN7ADLGkY2wGIh0BppLIBF2Lda6xRaVJTWNapDIhzwjU+F1S7QOgsQUD7BukIepHrlKgZaj104zSHhEfN9AgQ0hJp9Sf4UgtbKjWJAJhrxKzaszQOtyb/nrVqSz2LLycl8X9AaFiWszjLQur8VQBLQuoEBo1iMaS3flwlae4QbrWF/2CifTRwmb43Jg/hMa2L9mR36WU4aml+wU94XgtbkAuRwIWgtKSE+kz3LebNU0Jq8nff6oLXkYnwpEYHWnLlYH8UsNkjWlwdptMuu1gFYEmjt+T7yaJ5r6k9zUi1hjMJvMzNEg9z8fRaTB2ENkeOJXFWIae3HKPk+gcZ8F5rj5AKdGrUoB1p/s3SODc7G2L+H7tXJpGMkL5IFWkNkgcRFLsea5/yp4kYMtI6dxWLPLBajkBqDFEAulhWjQtDan5tUKEaFz4lrb1+/aSpRWUqM2rh1U8q0Zr3fX4RprVyiaIyKgNbKpbYHtG5QvY75n0ObdMyTu1KO/9+KUXTzIp1ioHWu44T7mTKtvRil4dthjNIaLDVGmYRVhGldkRil/Bz8Y83mDa7GTtUsRviFVbqW8FWyrBjFXtEgxawYRRfGqo3r8pjWxCgwkRho7cuCZfm/ELTmXlIU22Hbfwd2gNbbeQ8JHBfve4JjeFyWxeRBdJhSAvTyyb92n82b5O5B07r76TakBhNorQmr/iGzEHATbnBAa0TkT3n19vQya+xczTHZGtbZTcE06+NaHWRgikBrGHaA1iRMoRHcqGwp0ZFOoQ/chIFKsgIaRgZL8Lae57hL33/YUW1jUBumYWSHN+tqQ8d8Y8oyyTJVbljs3y5f4Do2am6DZq4+oEwDlmESTMW+9sBTbdBVMQuHkZ289yE2lZ4hHXcM/4v7nx5n2Pdw7QysvKzbifaRaHMDeGPhsxIbxP9ugqCB1lWqO6ZK+8Fa16z3a1DDj16/M28wyB4161uSKqY1AXbvBk2iLfIKDCQWbevvZfqiPH8ftA7XjYAb2K4AiNg/TrrZPf/FQGtDLmNav+ne+3aUtX77rei8n5YwAAUGOOogzlohuXuqXzJ52ORBpo1wz0x41wbfMESwmIXAjQa5IW3BYKejWx5oXRBM656/BnkQD7TODdmJFYJC4EZBL7w3JPTsCYApmYYJ3f3Z393wgJlbKmit/cRnomnHvVOAVsszBwfamjSpXsP6/GFkBMmqlXdytw170QYVIZ2TBVpPXDTDJi0DKG1zCWitpNwHrXV/ub7vKw/CXmfPC+Ao5PsY/slz1n7yk+JCvg9JC3xP+kza9TJ2A2tCluX7mOLeuVELd/dniaY1vg/Qevi8r8otSe0p7tOQuV8YkwLwIcv36SBIVwaFLhXsrvjgDzaIEWAY05AWDdULfV/reo3dlfudnPo+DkkUKXxppNuGvODGLSrd98kf67tC31cKaB0+q1hrnLpMeK98X8u6e7j7+1xsw3/w17JCTGuAhof6XVoSaC3ghiIVhU1i3l8C0DqMUYV834tffuDenfF5Od+HDt/znna07Y8v37cBZPg+yYPg+0LQ+q3pn7mnx7/jYnEu5gdD39esTiPruMH8gh1xnUMI3y+TVquek6+hH/o+QC3ALQ42voarMa2RRppQxrT+YbueNmQo5vuQcXksV7Cj0APTuljBTvmEihbyfRRrGGqk6ewalOQzxtiz1XeqYr7v9p7nOqRzfHmQu3tf4Bj+JJPvYwgtgOM1Hz2R+j5/aKNipeJcMdCaAW4PB0WUp4662jWqUdfdPuxFx3At/v8r3wxxL3z1gWNgJYNZMQ2uUvEnCxCQLm3o+xgmSuu1Zlbwua3q7un4nR9+O8b9YWz+0FJ0kg20/iLRtAbcNNDaY7bqnikPlbSECrY+aO3vKQF+SGIIhFX+RF56YpselmfB9D7ttTvsa37cvo/lrb6RA1EgYQAWzDNAa64Z1iPDr2TkksiClQII+Nekv79kX4abHeDemjbCPT3hXfM1W6z1+nF3Vsd+7pR2+XqhmjUDyxoDWCSWDOh6bHpNWj90EUxeOtct27DKXitjsT3kFqxZlr5fkmbhXtl39zbu3H2OsHWKAVrDtH5lypBy7kL5ROu6jU3jl8Id64wOCkApLPR9ZSy2p9y05fMcoMvTx1xrg/gWrV2e+hoNOWcvsad8ww/ADjQJiJw8SAwQeHr82+6t6SPdj9v3dj/qkK0XakzrEc+6GZ6mtQABcrxLBz5sDPST2hzszn/7Pte4dn3rMpOp2K69pDVM5wMdEL4BKC1dt9r1atbF9grGvBziRjnQer+TXZ/m+7prPno89Uv6rH+dfIu74N37rECRBVorl+DvtKfEdNZ18+8M9tVwQNYga/GvXw9y/5j0cbJn+17ivl46yzEEmMHkDCjXsEVeD3M2OiaZtcJZYNyCRB4kClovmGLyF+oMK7fQgn/wh0PyUpXKO9nZAbt04EOuIT6w57nmg7i/vjyIZinE8r4QtNZclDBGQfSA2fmbEWWa1tpn+Fp8rm+c6z6b/3U6xBtCzrnIg3hdt7zfJ5XoOWlos0Brrpu8TmcA5TbIkv3y46Tj+pxO/d2he3VMmNY5X4PExZUfSNP6lDxcYen6le5n79xvhCwNw8bnjZw3yc6grD8sjFHFnpN/ZtB7tW6KxSjpicewiRC0VowKnxP3jnM8+a+sWIzauMUDrftd4h4Y+a9yw4IpHrJfKUhqPReLUdLu9+NB/xYHuEu6HW95FYN5GX5YSowCc2F/+jHq0Cb7WEyTqUhZSoyKDQsOYxSdhxT0rx0UlwfxYxRDGOnWPablgTYIVCbQOoxRyrPCwirnas6ErE3fwhhFkWb1hnXRGKU9xTqAyAOxjhzFB63DgnxWjFq8doVjmCiWFaN+N+Jvtj6IURoWTIyiAOoPm1WM0nDNYnsqBK25lzrXFfvbHa9n34EdoPV2rhBYXjCacIpZNmnpLPfLj/Or6zqMa0OQ3FARA7QGtGWiOBaC1r72WQjcAAQSOMMNDovh9Pa93SmvlgbcHN+6u+mv5YHWsydEdV2RqED7TQFcUgU+cBNeTwpav3mXW7tpg8PB3XLIWQVB697NujqmJvvGhFYS8cu7nWgTmRPQuplVuRliIRMIUjrb8LcGCMp0GBfT+qaDz3QdGjYz0PrIFvu7S7udYG/VcEX+W0Fcz6oQaA1AX7NqdRt2hfF77u0zwA7bJJCyQqA1mn0APQKtYbTvXb9ptEVegYFEvU29xo6qP8NXfNA6PPSmbMPPX3af5kBr1umzE9917+cxrd8yICcGWsPaGjRzvHvm2OtS0BogjmnkT/a7pjxo3XxfA+OKWQjcKNHh70gwdGAEtIZR+adjrk0/UpPhw8MLbyjENgzXcAJaT7B7IcsErftf6f4w+jUD6epXr+Pu7Tug3GANPkf7if+WxrgGdQi4YW+u3bS+PGjtgSSs050qVSoIWt/be4AD+JSxBjkscOghCaFaL9DaT6p80JqJ87WqVq+w7xOI/qcJ77g3p33mCvk+dZ6UUrCT70OHVEw/Liym51+8YEeXSQJa44s/nTPRumBC055iPQNsk5TiZ7J8n0Drs9/6nVv9n5Zu2khvPfQcS9qb1G6USiNd9N5DbuHaZVa48P0Z14Dvg5l8xX4nme+bsfw7A+aq71zFinMygdal+r4QtA59H10mFBuMad1iP/O9mM+0Dp9VIdCadnWY1vJ92r+h7ysEWlOwg02RMq1b7Oc6NmiWDiL1n5WAG/Z7+wZNbQ++dPwv85jW4f4u5Pue+2JgHmj95LjE99WpVsM9d2zZwEO+H1b2h9+OM9+nOE6cHPXdlDymtUDrWJyLba77Rv7TDfGG0LbYdXfbt/J9mggPaA2zke+XhaC1r/cd+r47hr5oB4cwLrCGWe/sX5nWyj2f/cOAFd/8gh2MQgOtg+FyvN8v2CmfUJeRfB+gyYYtG8uB1hQQHxr9b/ta1mmVSknBLmVaz5+cAhhh54h8H7G0UuVKxpgsA83LhtD+N0Br4hD+/w4DrZe4J4+6KgWtKRi23HV3+w1aLwKtfbJCCAjg7wCLQ98HAxQZoTxN6wzQ+mddjnEbN28yAB3jeh4Z/e88OQY9V12PtCbVzeeD1v6eioHWWqcJaH2wO7fTkdblc2qOXPGTDn0MnPbtjDd+636wd09HrGUN1a1ey0CEHnt1iILWYZyL7acYaI1vw8dpb9LVgQwJoDXFGdY7JhZbCgj8p7vJbdsWBa3FBjZAwJjWCWgtQOCSgQ9ba7KsEGi93+5tDKhOQetOOdB6cnnQWvlECAj4oHUhQIBhzFOXz3N0tdAhkIDWKwzAx5Rbt63XxP0+AK3xUUvXr3a/6VUmAcGemmsstgHpbywDrcsXKMJnBWh9y2fPuuleEYVzEjGa+8b9O6/z0VYASUDrBlawl4WgtfLzOGj9kD2fXk27WFchprxB16zPJV8tBFob0/rt+6xAAXHgzI59LWaH5oOh2lPKFXTd/DvF8RC0/tukQe7vXyegNeuUQcOA1hQaKDi8PnVEmqeGoPVHM8e6R8a8ZmA8Zw7kKUWW8N+r8w+sWAp5xSwErTXEkr+joMSaIu8RaA1IrIJPCFr7vi8ErVVACGMU10ghhzUrywKtyZeHz/86LVBwPT996x7rTvDNj1F6TsoVBFpzDiIXCUFrZCCRc8NYp3SHJKD1Ca5/y/2tiCnwFnDaxxWWr1/tznvnXsvvKNSQ9wBaIxfDGRSyD1Zh0DpSWAWIpBhYLEaFoLWPTRSKUeUKqwf8wOE/LveHBReJUcR/yYOQAz7w+Svl5i7QdYhPBpRULlEsRsVAa50jfdC6lBh1atteFiOIUSqssv78wpwA4FJilJ6/vxbDGAU5gPgNaA24DsheKEYxu4Jib1hYRb6JIne5GNWkk51tyseo6xKm9bv5UpfEqLM6HmHXgnE9ANLkNaFpT1Fg53nxHIgRPmgd5jYCrWMxypjWuXw4K0aRq1JYJUY9MvpV03dnz1EAJUeUbS9oDQEVIuoO2/47sAO03s57COuDSiHOKMti8iACohR0rUV+3lfG8KMqg9PAQtCa1qheTTrZoB4GBBIEZFmgNVPY8zStM1rkT2jTw3Wo3yxtked6qMjGmNZKiqX9pnZ2H7gJHU4oDyLNZw6mDCJCExsb8N4DliTHJCOuH/SU47AO0zoFrRs2M8DYH+SndnMYkMWeE98ZyoMI9JIDvfnQs6zlFqBYusn8XQy05p4PnjXOGJRofPnGswC0rlG1uvsqB1qjMQxAGLbIixkWtsijZXp/v4tT4IbraVM/zrRWUgxoAOBF1T8ErWOHXu69z7RmnXIwjcmDxEBr2gR5L21EYlrHQGsdvDVErNjWDEFrv0WVe6shcrRiLli9zD2dwbQGnF2zaZ0FyYqA1qGuq9YKezhk5nLoA1ThWfMsGMQYA2580Fpak3r+Am72adjcAE/Jg1AdJqEYNHu8DZTA0I1Gg5O1JOAPeR/adjHan2jHkslH+bpoAm5IICioyORHGExHglFR3ye5EwEchXxfCFrDriUBzfJ9pYDWVPIZuBKTRuLvYckg8YLh+2CVZoHWKi7oOWT5PrGnxLQWqIvkB5rW0vNX62AMtMb3of1Pa6VA6y67tbQk3ZdGkqZ1yb4vkAcJfR8ttIDj+CG1TXKPkA8A6MMEWnNA+GTuRNe4Rn2Hzwx9H6B1LZMHye8yKSgPEswaIA6SmBKDMa6HQYwkn6EpKebwC+gJaI3v8+VBSvV9dFbE5EFi7bh//WqQaf/j+3zQmjgNICBDzgbGWMnSSJ+/bAMeZZJW4f+zNzUAjsM/bFNfGknyIHpOrC9aJAElKgJah/Igar0F9Aj3CizGR8a8as/apJH6XlQUtFY+EYLWMOXXbgK0TnRtBUT48iAcmCtXqmy+T4McfXmQkNkk34c+ZiWY1h5o7ev5a72UyrSOtV4j1cLhnoLA3DVL3BP9rzL2EexmfC/7AgtBa3KDtg2amsYy+2m/3dqkzz8LtO5Qr2nJ8iBoZALSPP/F+/bZXM+Dn7+SCVprQLHkHXzQ2t9TGmLnS3EAlvKdhVqvY+24Z77xO3dy20OsGOmD1nS5kG/JpGkdxrlYrGL9n/NWMkRbJvakfDkSN4DjyIPAGkPfFAtBa37nKe0Pc69NHuZ6Ne1sObrMB62RB2EWjL+GS5UHgQRxVqcjUp9rLLaNcUAAcBAdarqzVm5Y53apUtVivw9alwcEfmYt+wIEBOoCyvl6oepCA2xgn/iGpNzi9Svyhu2RZ81fsySPxVYRvdBE0/rPbsaK+elXSZJLe1OzLmCnk3dTtMJi8iBIK05ZOset2rQuHeKtD+ZZAFof3qRLOoBbeUNBeZCPnijXlYBPlc8lr2BNFwOttadC0Jp8EPKI5EHkc315EEDd8YtmmOSHBjmK5cpvI+5RCJPJR8F0HhuA1i8cf4OrVaWGvVVyMiUzrb/6yPJ9mYpW/H/y2N13qeuQiRPwSdcmQCOmQYyKUUgNEF+ZLaIhgfrcTNB60/qS5UHIl4fP+TJ91lzPuW/dnQla6zlBKiCOCrTmjNW+PqB1UrzVkGlfHgTC2YF7trczrgY5+vIgIdFAPooB6wd4oDWxVt/Pd4UxKm9TRv5PLEZp3RWLUZIH0XOiC4rzZ1aMioHW7erldwNJJjMmYUW8WLd5QyphRYy677OXyzGtfdBauUSxGKX97ccofATPihglTWxuo85AhWLUKe162vt90Lpn006OvNj3MXTWlBKjYhJWYYxibxC/KWZK279QjAJQf33KcMc1+XMXfNDaj1E628RiFDOQwrNsGKO4nlUwrTNAawglK9evtTlf5Gg+aA0mhQyaTB1wsRi1ZN1K6xLDsmLUvZ+/7JauW2kxSqA1Meq7tfmgtWIUA4/xucWM8xkdSjKpDxT7ux2vF78DO0Dr4vco8x2nv3aHu/KAHxpTIsv8tiC9T2wfH7iBoUT1Jw+0zh1oVG0WsEm7+8+6HOWOa90j/WqB1jhaAofsxx16G2Mlr0W+SjVjm4ll5F8/rJe29ZtYaz7G9cBkium6AiTheBXABbLoIM7f83m0qMlUwRdwI106KnwA0T9PQesHrR0xJhlxw+CnXfNdd7PWKAOtVyxwgHm0afvyEmLulQrchGxD2lNp6SGho13q14ec5dozBdxA60Q3GSORFOtPz4rg/9CoV+wgTCXfN4IeyQzD8mhXx/Rs+R6+TwaLhWp0CFo3qd3Q3dN7gMe03t+eG8lEaAJDAUyR0qA9lXZ2HaR4/0ltDnGvTR2W/qkYBExnJmGkdRpWLG3hyINI0xpWxzsFmNawQAbOGGPyHAKtAflgWj/e9+qUaQ3jFuaer5WbtadCtqHP9uHechDjAANwg6Y1rBOZNK31nAj+tM7Sol8ItA4PdqzhwbPH57XIi2kdYxsCWtOCxH6jZZOgHA7W4Pq0n/hvadMLZNFBHE31lZvWupkrFthPSuVBZo2378BuOfRs+18Dbnqd5zo2aG6a9Clo3fsi17peGWg9Zdkcx56irYrWMZjWYtygLwYwJktB6+N/aQlGlsV8nzoHWEfIwnDPY75PgICek8A5vv+CLkdHfV+Y3MT0/LnmQr7vhNY9DPzkGcr3wSod5jFb9XvTgl3zbiYDcViTfUyaKMv36UAASMJBZL899nY3H3ymMWzQeZY0kpLDmGQEzwlJiLRgt2KBSZqQdPus7NuGvujGLZxqkiWlFOzOzHW+6PeFvg8fhgyJgdZel8msVQvdVR88Zn+mZwU4x4EUVgo+M/R9SCMxLE++TweV0Pfddfj5dgAMZZv2qtXAGLvyuVwPHQha//737V6zrmOQEYfJNnX3cnQ+sX813Ij3hjGqkO/788T3TFuvFN9HyzbvxfcJhJTv87X/BYzB1iuly8QvIvpxg/82aSQDA491N8O0NtC6zPdpuHHq+/4zzJOCKz78lR/c4ipZqSsxMa1jvu+T2eNNNkGmVvWY7wOYBbTG98Eyxp/EfJ8ANj5T8xWUJ8n3Afys3rzefbs8Aa3FUvVBa9YbMRffp66OUR7TOgSt5fuQTXA5prXYWb6UiCQIYPciuVJcHqTMH+s+qWh1x/CX3PxVi91jgNaTh9ghHN9LMQpjqB7gsbqBAOfO3qefMZ1uPvgMt98ebdN7L9A69H2sYQBFZBNkKSAwc2y5PIE1Q5eZNK25Hoqg0z2QkM8BEMDXwFCWbBaAMaDAnya86wDJwj2VAgIb1rpz377bXleMhll94t4HGxuL2CMZu1g7Ln97fKseKdO6/i6JPMghjfNZbOSSHMBpM6aLI8tWetek99HZR+dDGWh9hbVeIwHhs9gkuQUot2nbZle18s4mtYA/pyslClo37uCmLAW0TgYuCxBANmG+Jw8iWR8Ylr6RL5/Zoa913GBcD1JTSBCFpnyCYs+K9WvsubH+peMePif+f6gX2rhWA8cAPDRAycfLWq8TKacYkEmBnvcizyFwi3yCZ5LHYstpoJfSep0wrf+ctx6V+3AGIWYqLzj/nfsc+TESFDLlLfJ9FM+Hzv3Cjf5usu1D3/gs2I0wrSk8Ysob/MIM/855gzMKz0N+iX/Hl+JTuRYAcAq+/E7kDEPzyQqSa9HMEF03PhE/l2pa5+RB/v71YPe3SYPtIx/rf6U9EzqA1NUh6T1eD7vjyOvJ733QWkV4H+DW+YcYC8hTzEKmNR15fDfG3tytZj3rrn107OtGavFBa+IWbHE9J+SAyDvw5+EgRoHWMSbm2o1rTdJRpljBIPl/fZO/V7iWofO+Sln1XA9Ma2QffVMuwb/J94kVzf6gOMoZi/OIOo7URTZ52Rz3i8GJpjW+ln084L0HjSlN/uIzrUM5S81MAsw+MAdak9MxPPKy/U6yXB0LY1Sx5xQbxMi5kHN0sRj12JjXDeTXc8KPIVfD3ikUo8LnRIwC7PYlrIrFKLqzeYYYvujBz/9Vbu4CrH3k8ohRyiWKxSgxrf14QNcGrHjyqh+0O9S6bEqJUZylBVorRvXcq7PFLZlYy6XEqFg3UBij2PsbNm00P0TX0sm5wmpFYlQKWgcxSn42jFHWDbRtWzmmdRijuB6IVrEYpbwP+aQV61e7GlV2Mbkpf+4Cw3VfnVo2aDgrRi1etyLtPBTTOhajHhz1Lwcrmxgl0Jp9RNeOX4SVv/dlwbL2VQhax+YSFduXO16P34EdoPV2rgySCVjBtOlkmV9h1fsEBPmgtUCaGNNagUGMUr47ZFqrhSs8vKjC6DOt5aClt62J51wfg0wAP2FNYT5o7b+P12BhUN1VoqVhUj7bEFaKP9lcyZiGkUnz57KBj5im488POs2+lyEVSI/E2Lckfs1qN7IhFrBpZyxfYAzJOlV3seGMMjH3SnlO/M0ZAdtQlVQl+bADqAwnTOsy0NpncuhZwVR48PN/G+uLlmXfeBaAcCTCJGiYnq2mUOv9OrgD0CDPoPZAQC4OIAJuuB7YWGgIol3o67Ep2SJAABjRqgZw4oPWP9y7Z57mlCr4Aq3RCfvHSTe5Zya+l4DWJ/zKLlHDRGNMa4Bq9FBhfUjXFUYhBRYftNbAo1JBa384JNdAlZZDCMa9PQFdw85HGWtj4ZplNvBKFoLWJE7rN22w31EqaM0a/mTWBEcVViaAFFkdQE7/GfD9D4z6V8q0prqOticAgJ6n7ada9e2ZYGIliOks4KZro1aWjGlAloKiD9wQiDdv22KVZjGbfV1XWIUUTWTTls93aHElbdDJMA8BN+F75UcY3sNhvaK+T7+HdfTG1OF2z2O+T8mW9pOS2Szfh+961Su8VNT3AV5yMPOZ1rBK0dcutKeUFJfi+1J5kNwgRqZ04xuueP9RY1ozRA4TaB1j3+L7YJEBWsv3Ma0bDT+/y+T2IS+4sYumlRSj+E75Yz3P0PfBRtqnQXNjN/tdJjHQmt+JHA6gNczX0PfRZQJoXcz3KTmlA2aL25LulSa1Ghn4KaY119O+YXMD2QrtKQ6THCCJeSFoHSbFhXyfMa1L9H34u7enjTTfJ2CSWIbv87X/NQxLk+ozNxSyDd5gXN7rMx2tyyTHDuLwT7uw32USgtb8ToBKmHnlmNbDXjIGNr6UfSoz3zd7omm7ysT6S33fTlVScIXBTg+OfsV8H9qtFBvwfcQTDQTic/yCnSQLwoId65zDj4BUyZEh4cNAJuy2nudanPSH0PqT6ENmk3yfhvfApi0DrS+0uIypyEHxg8NaMdDa98e6T+pOgZUHC/7R/lfYYey5ie/bIGEGCmP4sOcmDkwBAQAKGLW0k4dMa8XO0PfxbCn40LUhkwQZrbAq7gCnAAAgAElEQVQc1Px8juGD67dssGvBuB40rbk/vu/zAQGBEBqa6AN6ft4n0JoWYfwMphhtLLa9e9rwKEzxJcZsothxfJsepmtNHIe5v3HLFtez6T55LDZyyXlrlrgwdsX2ln9Neh1GIwwp7U26BRgARnHOZ7H5gAAAFyxWwD78eZfdWxlLT6Zcq0fjDm7qsrl2YMa0hhXf9X4VtmB8+vcfeQB8M+sU43rWbFhvOujhnlI+QW68HNC6SlUDjX3QOvR96i7QIEZ8LUO+fjv8r8ba1j5Rbh0DBMhB569dZp0OAq3ZU8iDREHrjn2NPZ9lgNa3fvZnN80roogkw3WxNzRAE3YzYLuY1v66SkHrwy9ww+Z+YXJNMJR9E2jN55PrYhq2G4LWKnAyBwS/5O+pkGnNmkbXODxH+WCo8j6BxtoPgKSAjCHT+h/ffOzo6sGePOoa89n4c3wUvkr+gdfDnI08FZ9NEXbMd1PszCfZCx+01nqh+MFg72Lms795r9+JxN5kXZIXPD72dTfw2zF5sScErYktnXZraf68HNM6N8gzjFGs4TWb11vhVSbG40tffmh7xX8GnOuGzfnCrgXjuXEWBKDU/ebf/Rgl33ftgae4w5p0TpnWFCDaAFrniA7KW2GusqcwyE50GBOPAZ1h0ftSjSHRQJ28nI3336OtnfkS0Pobd8X+J9n3Y2GMKvacYjGKLkT8dbEYpWen/cQ5hPWdFaPC50SM4jydPyw4kcksFKOQRlRhlRhFPsRZyH+efoxSLlEsRml/+/GAmHpu5/4WkzRs2vclhWLUSW0PcfhVP0Yd3qyzfYZMOX4pMSrGtA5jFMQoWOjEBa6Za8cqEqO0BsMYpTNmLEaR48O09u9/+RjV363ZsC7ZdwE2oRgFGQvt7lpVq1nh1GdaUwDwWdpZMWqRgdYX22/PilEQXBasXZ7EqNzcBWIUoLU/bFb+3h/AnLWvFDf1nlI7KIvt1R2vO7cDtN7OVQAj5LqDTk2HJhb6OF/LSu+RfiHs0renf+7+dfKvo2xDtY4qMFCVRFqE7z4fpnWr7unXloHW+YdMVRh90FrJtUBrAKwZuZZbDhtt6u2V6rpai/ysCdbuJO0+fSlt2jg6AgNt04c37WrMA59tGDoctZ1J11WaP1RbuQ4CNqZhZDEGGgzaxrUaWpUa4Obb5QttyFadajVN61Um5h7sbVpIi1nINlR1Db03WNvosAHow7SWJqM+M2RycLh/EKa1q2QTzn3jvSQzMK0ZBIWVgdYv2rAumS8PgkbdgrXLDAxqVmc3OwAItOZ6GMSIAybpIIDJlGxRZEA7lwQK4MQHrQmofiVUwA0VyY9nT7SgRHILQ5YKO+wM7Knxb7t3po90u1av5f7sDf3iNRgNrG9YHxouBTgzasEU91ifq1KmtQYe+Vq5Wc8qZBuiFyj9Qu4t4ON5nY8ypjWJHMNFZCFoze8kEeJ3FBpGFjIxWcODZ+XrutLNgA6nWuT9PQVwBagCsxSmNUkZwE2h/cS1qvikApcSBiQllm1Yneq6KqHwdV0BrQGEfHkQH7QOq/swhKjQo1dJok6LGcEWyRESgBYewF0mD/JL03nMspjv03ejB/7mtJEFfV8IWqsTAW1+hobFfF8poHXo+wBQVQCwgl2DpjZQDsP3CbQutKc4TH4wc6wx5mA/ZPm+Mqb13W7VxrUmA8V3wMxDGkDaZ2JhxHSOWdN71GpgmtLyfca0rlItT/v/9iEvurGLplrnSim+T50vep6h74ON1KFhc/M3fsEuG7Te4m6OMK1ZT7SVyvcJTENH0fd9agP8yeu/NYCKhJR1DdP8nt4+aL2/MeQBrcM9paSYgh17EvY/vs9nWocxqpDvg2kNaF3O90WG0P578lDTbMf3KY7j+wCtYaLL8J34nr7Nu+XFrkL76n5vxgDv8dlv7A1AD/SJE9B6aV6XSQhaX3NgAlo/MbYwaB3zfcQDOlNkp7Y7zJ3ZsZ8BIBzWfd9HwY44iO8jfuHP8H2FDi985vGtexhjVwCzX7CjywQdd0wsVa6HOIXBriQ+Jkzr86wDi84e6ZuGGpLyfeRklSs5O/SJbeizsqWbW69abdMJLwZa+/5Y9wkWLj6Ta4EdyvAkFTTwvcR07LUpw2yIsZjW/E6Y1mjdh3qhWaA1BQ18iSwErX3fBwFgzcZ1NkAU43o42AFa+76PPIACGXqQWhsqcPlMa39PCbTG553zVsK01qBXmNYn7X2I6TRv3bYtnb0SY98y8Ilck/WWAAJ1zB8A4Pj612ikApCiU84gtCzzr0nvE2ikvfl4/yvd+s2bjGmdxWJjrgCMUgaqUWC5wJcHWbPMXTLwIXdw446Wf8EIw1IWW254pK4BH0XHAKC1v5+IGT/q0Mf0tTGuB/3eGCCg/JxC95L1K03Oi849H7QuDAg87ehCgP0Po9GY1utWpHqh6mKM6Rwz3A/WHjmZJCDIJygk+Cw2zbX4vkxrnQ2Y/8DeYKgYw8VKYVpzHYDWn8O0PvLKvCXCc1q2YY3Jgwz8dpS9prxB16w/UJs+hX7OUMRxYiKWgNb3G6vemNYd+xpoXSiX4G8E7Ak8VL7Fuv9o5rgy0Drnc9GzpqMRI8+F7QvT+pmjr3P1dqmdxKAcuSKUB0F3mVzHQOsFU0yeUnIK+n4+V+cfOvbo3Ctm/nBI3qvuFP6bvUlMpnNLTGvIMBRcsBC0pphBfs9QtXKa1jnQOoxRBlpvWmfDI2WKFQKt/T1FcYNCrFj1XM+5b91jer0+29onleg7BR6KaU0BAj87LDcHRUxrdfRwPXQIM88EpjX/zVBa/JW0nUN5EJGirjvoNHegQOsmnWwQ4+X7n5TqX4cxqthzisUoDcUsFqNCpnUeaH3ImQbKyxSjwudEngWm4c9dCGOU/5yIUas3rE3nLhCjHhj1isny+HkfucUuO1WxGKVcoliM0v7244EkQWBaI6lBTlxKjGIuGJrSfoyisEDckom1XEqMijGtwxgFaL124/oc07q/xVcsZFpnxSiB1mGMKgOtkwHHMusGqlTJOuf8XKJ8jOpvuQUxKvR92lOKUeQ85P0+0xof4MsNlYHW5WPU4vUrbdgwlhWjKKZCuCRGCbROYhRM6zLdfvl7f5ZF1r6SZIneU2peX2yv7nh9B2i93WuAAyKAAFWpLPPbgvQ+HVAAAJFW+OdJN6eg9S97/MSGLWA67GrIAdp0VIEArX/W5eg8TWuB1qHMQxZoPWnJbGtXI1BIhwdHzZA2tchzPUghoJ+lwUD6Hegqk4gSGGBXA7IAGsOuhbmKhQ4nBK3VtkXAJkARmDGB1rFN/+shz7k9a9a3ijVsWqQSOLzD9oWBKEtB6+6nFy0u8DchcKNWUGkAciAG0Ae0Prrlge4ib/Kukks9K1hVAJWFQevGxrQuA62TKewhcJOC1m/81jXMgdawYZH5+P3hF6SgNdezd/29jEGlw67ugxjxMDRhoExePtcAZl/XFaYwrA1ZCNxoeroGMTK8BRNo7Sem+oxXpwx1b079zIATMa0F3DwaAa1J3kjiilkI3HAgUCsoCQbtxj/t1N9Aa9j6Tx11dfqRIWhNex8B9Y/j37F2Tt9uH/qCBc8QDKUgwSBGfxiZQGsBN/6egvXCNcMsbVSjroHWHEYL7SeuQd8p0FjsMfTClmxYlbaixkBrZBU4ZAPcSGIhj2kdHOZnrVzorvrwMfdQv8vcVrfV9DJT0LrfJZaQyFKm9Qm/MvCior5PBTtYq/iMQr5P16v9pKIOfhdQztfzl+8LuzqQRvpR+955ev5KTuX76HgQc5O/pyglpjW+jxZaNIQL7Smug8NOzyadrWCX5ftC0FoFO0AOmNaSRhJoHZNGwvdRhGKf4PsYQgtoTQHMl0ZKQesSfZ+KiHqeoe9DcgYfm4DWyVR1zAet8b8k2Pj4h0e95ra4rSZ/4pukkWBay/epIFEItIZpTZvlonXLjW0NuMceOv21RNOa62FALnJM4Z4ScENy3Lz2bm7Ssjnm+8TOi8WoQr4PIHHgjFE2uMr3fbGC3WtTh7s3pgw33ye5BzpJYLShcy0TMFZql4k6X/T3fsGOvOD41gdZSyuHf/y7X7ATaK09BUts7eYNmaB1zPfB0MoCrX3fR8GOa8b3UbADtMb3AaAhyyTTc/J9nwp28n1oOS/fuMZNX57o2sZAa79gJ2mkfNA6XxpJvo9hlpUrVzI2rdiGvp5/CghUr22SL8VA6xiLTQPHADgArelsKQOtL7NiDAaznU6UfBZbXwPmkD/ptnuZprUAgdD3UZCgTT0GWqst3Pd9aKsSB5+TpnW/y3Kg9bw83+eD1urOOmuffsYie2biu6n2JAxJDqlYDLQWIHDaa3dYvE5ar8tAa4og/iGfzwHkQTYLORrYtBpy1XOvTnmt1wKtObzSvZdlMU1rDUMnN0c6h4GZaKmbPEin/u4HISCwczW3eetmV33naia7ZqD1bq1MokymXIvOTORBKgJa+/uJ8wYxjWvBuJ51m9bboT7cU8rP2TcAzsQIDuQ+aF0MEOD+cR9Zs37rdRkg0MxyDN8ATeesWmRMZ4FbFIIARXwWmwCB2LMOn5kxrUc+l6cXKpKDfPnF3Y43MgmgNZ2It/U8J/0Y5S2KUeTVQ+YkTGtkJ3wDtIaZDtP6vRxoLYmLQqC1mNaA/DNXLjQQFvDzgnfut4IBcjE/MdD66YK5ROL7klZ4saJ13TB7P5w51uScMBUKfdAaoHrkgm/Mn2ugng9aI4vmS7pJMg6/hAQIeU8KWnuddAKtKQDiX4uZPxyS91JckkwVBXoGKUPkKQOtb3ZVKu9kHyvQWs+JbrkODZonoHX/K+3cJ5PebBijIHatRh4kAlozZ4e94u8p1inkBLHq/3HSzSYPgiQizNtYjJLvg/2MfJNAa/KM1rvuad15WAy05oyMf7jw3QeMfMA6zgOtDzotT3ZUw/8AKunOo8MM5jigNbNNKHxhYYwq9pxiMUpSLcVilPa1nhMsVdY35/ZCMSp8TsSovevGQWvFKP85EaNWAVp/mQwL5rxCsZpikZ/3AWADzgJa6zuLxagYaK09xpmDeIWfKiVGHdvqQJPnIEZZN9DWzVZYIG7JBFqXEqNiElZhjCLPW71hnYHWP+18lDupzcH2VSloHYtRQWE1Ba2DGHV4084mfcgQ1UKgtZ9LhDGK6yG3YN+F5yjlfYpRNQ20Pj9v7gLnuL99nUggYSFo7ccofC2FACwrRj2eK6yy99UNZDEKpnWua5vPSEHrfY6wNVDMQqa1L6VY7G93vJ59B3YwrbdzhZBM+FIehT7ObwvSexjsAoDIweS9GZ+bppda5AnmaAJhOtDUq1bL2JVqxeO71QqnzywEWqstxmdaqxVGTGvaqwFXYZFx2AC0FnDD9RBAYFD5k5z5XloH56xelDJudPBWWyXvCR1OKA8i0I2Dact6ezoq15iGkcUO84BxMOcEWs9akTCtd61a0wZbyCS1wYCzYsUF/iZskYetS3VYST6tJNwbgBu0Q/0hBmFSTNL5wEg0rZ0D/PItYVo3NtbVxMUJ01oseg300PvF9uI7+c0/bHeYgTOwFQGt1SLP9QDsAVorkdBnKDCQyO9Zq74xfQBSfaY1xQ3a+mRlwM0rpqWnoM6a/WDGGEuqMSWOapv2fyfDE16fOszkOQRao38+asFk94feV6ZMa8nJ+LIDWdszbJFnWIt0nLm3HOBppwbUW7x2ubVNygRa6x7Bali9aX20RV7tRSEgAGOFe+K3yEuKQqA1cgo8J0A8mJXocAPcwMS4u3cCWmuIia5N+4n/L+Y77bhIugi4oaC1eO3KFGjV/pE+IX/LgWztfw43tFQqwPvDyBhU4QPRGgLjD5wSaK3v1zVqnfsT3yvi+wBqWIeA1u9m+D5dr56T9keW7ysFtA59H/6FAxM+i4NI2wZN3O9G/M1+Er6P58zhttCeomAHG+uwvTqZNFGW7xNozbOn5U8tqwlovVsqjSRmaUwaKfF9u+akkZKCXadGLV2tnavlSSNJHuS/5ftI7gDB8DfIQV28b2HQmv0BS3PL1q3RIbQkuPgT+T4VJELfp7ULaN2wRh13avvDbFo8a5c17LdOM2sARm+4pwTcEG8pDMD+x/f5oDUxUi3WPPdCvg/pBEAMWGh5vq9arTwgmtfQGqZoh++TBARrDXDAH46YyoM075ZXcC20p0LQmrbK2w9LtFv9LhMO/3TlIM8hE2itfALft27LRgOWCsmDhPIBPFsGgtGCLgvlQZCwgPWO7wOgv3+kCnZ0mSSgdficeD74Id/3qXVWvo+8CH1Y2L+YpBXYn3TfYKwZBhLh+zSE1m81Ddtx5fsY6oQBWgu48fX8xcznEMrzKwZa+5Iluk+6x0gtAFrznVobygl5L3ETANgHrc/udKS1k9PKDitJlgVaIw8CiCDTPlPrNYXqb1d+Z23mFPsZSocsCcb1MIhx6vJ5eb4P0Brgi1ZeAZ5qnZXkE38fA62lzcrrGvRaqPU61o5LSzVdHhweBQhs2rrFHda0U17rtdZLGLtie8q/Jr0u4oj2JnuYAgtrQzkh7/UBATrbJINw5QePOYbj5oHWq5daGzwAF6xLhhpifv4LAUTmy4NwoO/QqLmDJQoL7scde6dzBJBBA3iPAQLyfewb1lsMtA59n3zujR8/7ZA2FPORNYtOtYZcKbeO6RyTF1EMImZIRoA9NWc1TOsyFltFWq8TeZDn3LQVZUOu1PGD1Ap7Q0PtWBvkGOwVWdgJSV4NUInePTI9vrHOGApGSz9rAFPe4K9x/l2xQqA1gOkvBv8x7UyUz2XPAupxXwvlEnyechgxXnXdnEPenzEmZf5q/2hWDH/Lmhkxb5Ldc/wuft6XatRn6rdqDhLnT86PBlo372bguP/eMnmQ5tZOX8xCeRCGISsOIZ2zV+0GdnbOkgdRjOL8SGGWePZE/6stf5aVgdb5mrc8A/YjMUCmWCGmNbIcEAwga/GbyPMEWuOnITDtVKmy5WkyP0bJ90l6kv0B0YL3MJtJoLXkQfCjsDC1ZvhNrA1yRvaGfxaLyVmyDvh35EHIwSjYfj7/GyMq4FOwMEYVe07bE6P07PScOC+csU+/zBgV5hKA1u3q5UtYhTGKcylySpwHkhi1NpWwIkZxFoR04mMTyBZWr1LFYpTOUcVilPa3Hw98eUHtN9uj/77Vbm2hGMVZHLAcP9RglzpGtGAwrw96KscvJUbFJKzCGEVOAkucTrHzOx9tnboVjVECrSsSoyQPQgdwx0YtCsSoo+3a8FWh7wtjVO1qu5gEkV9YhSVPsUmWFaMYxEjehmXFKEiVc1YmhVWB1uzD+WuX5kkgKUb5smBZ+yoErSmyX5ybfVZsP+54PfsO7ACtt3OF4LjQI6XymWUx0BqNPNivpg+cG+wUA611oFFgUIIYBW4WTjUNr7DdrxTQmkSpTvWadmDBOVMdjoHWug79XoFsCkYAkiSOPnATOpwQtJYWLAcNEuRrDzrFPj4LtOZ3NjTg5gRj085csdDxuaHJaZVSXLAglNOa1efAZgeUkgPlEMy9yQKtxWIj6TOmdQHQmuAMU3VCTh5ELPos0Hr3GvXcz3ucZpqJAD+00figNaASYBHaoUty0+n5LUq2AD9Zd6xJgpzPtA6fk5JxgFemTAMyoAVroPW3Y8oDNzmtT/8Z+MCNugak0b123cYIaF2mE561p0LghkMdQIkSCrG4AK2XrFthyW76TN+5zy1dvyoNnhRJVhUArbV+vg9ozf3lgMLhlMMEnQshaA0AwrWE+4n/L+Y7wAYtpzqI03rFZ4odrEOvn4DCEASILwRah4mS1gFJIEkIh3MlbOFz2F7QWuCM6QNn+D4dqMIukyzf5wMlXHcpvo/kEhYv65oEl24FH7T+ZNZE9+nciQX3FJ0tgO8cIkiqs3xfCFrr2QFawx6WNJIS2pjOceL76hhoneX77hz6khu9cEpJhdVSfB8MK3wW/gZJFIqmmM+09rtMHh79mtu8ZXMUtOYgB2gt31cKaM3B94Yep7vL3/+DdeQAPsZA60J7Cr1gDsuTl84x3+eD1qX6voKgdcT3cSCmUJeA1olGsZJtf09pvZRasAt9H2CIwBnuB7GYBLsU0Jr1BtM6BlorDoX5RAy0lp4/w5s5rPObf/XJn8xP+QU7nqFAa62VmO8TIKDiml+w41CSBVr7BTtpomeB1vJ9+FnGUAI46vf4z0nrBW10ft/2gtYCAGOgtYYr6iBOjnTmPkfEAYHpI614Gvo+WPSQHLJAa/KnGcvnm8+CsQdA44PWaFqTK/j5hA8IiJBAgZgYWRHQ2gcEVPRQ/DZ/FGE2sQ76tehmOe4FsNh2qZOnkaznRX4EmUKxMyuXiIHWIo5ob6ILj9wAcRGQGAkHLJ/FtsXAfGQ9AA4YHueD1gKUkDIBtKYDDCsFtCbm87sBxgAUGJKr4bdcDzrvdMmF+bmkKvh7GHI1q1a3Qk4pgACM4ElL56SydXx3DBCI6RxTcEHCJwGt3zAwULHPfxZaL6XohcZAa8UhgdbEX0DXUkBrciQkIWKgNfGXQYwwDCsKWgN44oeRKGDuSwy0DvNzATe2/nMzgEQKUIwjT3lvxugUtJaP8kFrOpyGzU1Aa93vLNBaHaSA1mMXTrW8R3m//5y0XtBG93XCC+0rX2eb9wA0Kwc30LpOQ3dj9x+VBFqTwyFLEgOtBSiFMYozBnEtC7Tmd7w86RPbC+wJpDJ80JqzYJWddjLgMxaj5PtEChBoTbGEXC4LtMY3wx5nbeB3ISeUClrTqcGaEAifFaOy/B6vFQOts2JUCFrzGyjKRAuruRgVPifuQ9t6TfPmLoSgNXjC1KVz7dkkMWpNFLT2fR+dPTCt/cJqsRgVA63984OfE2SB1sSoI1vtb6B1VoxSjl9KjIqB1mGMoki1csOaTNCaDu2sGKU1GMYoH6MJC6vbtm0zubfsGHW0W71xncWo0PcJQ1KMqmWg9Xl5MYr4IHY961Z5dCxGIcVEjonp/B6LUX5hVRJWWTHK1wnP2lchaI2s04CuxxXbijteL+EO7ACtS7hJWW/Bcfms6ELvjYHW6A/BmgW4GThjtPvrib+KMq1T0Lp6LXPATFhlQ1cEtJaWU4xpjb4nGmsEk9rVatiBBeeMDqBA65sOOdMNmjnOgjAHNg2Q4fcCgs5cuSCtZor54AM3tOW8+GUy7RcLQWuxCQEjAGLLQOuHjB0SY1rznbTfIXXx60+fs/ag/w3QGmeD0wFsJGkCJAYwyQKtYRzzrEg6kYTAYkxrgjNMa5ImrBhoja4rgPN13U810Brg57e98kFrDqmAzP40cj5bgYH726hmXTd16Rwb0OXruoaBIQStNWiRNft+BLQWA83fBwDni9eusGFhAm7EHP9vgtYwiaQbzjrXIbgU0Jr2vtWbNlgCXYhtWBHQWsANSQSMm/KgdT07aMM2DPcTwNrsnB6imO8a0CXgho6BhWuWZ4LWSIqs3LjO3TLkuTTA+8PIQtAaJgAyRqxJJBhYX5IVCv2a/Ig/8b0ivk8FOwBAwN5Cvk/Xq/2U2WWSK9iFrc5ZoLV8H8/WugQmvmfrpo0HWuP7Pp45wUDrQnuKv+dgSIumsXdmjEpZqKHvC0FrDemoCGhdqu/bXtA69H2wH9rUa5wJWutZ0YXx0KhX3ZatWwrq+XNIkO8rClq/cZfbvUZdd3330wy09odysvZgtqCtCtO6/J5q5GavWmTsbDpOJi+dbb7PB63D5xT6PgBWwNeKgNYUo9j7+D7JPcAAo2PAt+0FrdGO1LBLv8skE7TOxSiYW6s3r88ErcNZB6WA1oUKduQ8+H98X6HDC/dGgEC5gl3jDtY5kwVaA0at2bTBfF8poHXM98UKdv9N0PquEbBWV1jhJQZaiz0tVlImiy0HCIS+Lwu0ZlYBTHgAgenL5pnPQpt3hQECCdMayQT2E/mrv6cArRnox/pWsUcHOoGQsLFPaN2jnDyIDxD7eWmpoDXXUrdaLUfxY8B7D9h/+4P9tK+2F7SmSwrmGIPZjLV6zPXG8MsCrZkFQT5H3Ae0RrIM0oPMB62nLp9ruRdWCmhNzO/bfF8DrU2/Ow+0LgMEQt8n0Jq/F2gdAgKh7wsBAcVd1iwdXiGLLQYIUAhav3mDdQPSkcH6gvAA8cE3rRcBSlnnrRhoraGzAq0FAGaB1opR/I5PZ6Fp/Y11FfiWgtbNuhgbFyvGtGaQNXGGvAg/zD4hDgq0phuQnAoiA+tXTHs+W6QShggf36qHyUIqv1K+RZ7x7vRRmaA1koRD5nxVMmgNGPYtnVoNW9h9YH39b4DWxF0NuyTX2at2QwfYm8m0zsUo/ARkLeKZzs16VgKtwxiVBVpLHoR98I9JH1sOghzAoFnjyoHW+Dn/OQFI84wx+T4RogRacyZuUrthJmhN3N27fpMKgdYMMm5Sp5Exiv//AK2LxagUtM49J87prO8s0Dp8TlmgtWIUhSiIBoDWSYxanYLWxCjO2OQDPlkB0BpCGDFKuUSxGBUDrVVM436XClpTkKxXvY7FzKwYtb2gdRijKJYu37A6E7QOY1RYWPVBaz9GZYHW7AXyuVJjVKFzlGIUMkwQZPzCKiQMDYjm+7JiFIXVUkBrfisdecQoFVazYtT3Ba2RdfKL11kxbsdr2XdgB2i9nSvEQOseZ7gD9kykPApZDLRGYxdtWwBAWKsM6NFQDP8zpYWpREuaYmh5ntflKBs6IhObKGTc6HCA1u8247a6lDUreRC0ltASev6LgcbiaF5nj3QYGdczeM4E03X1p1zzOQKtOTDRCt2nWTfTOvWBGxLS53M6ifyNQGsG8tAyIh1jtM4AhK9N5UES0LqYzjEarwxiwOGEdsfwl0xDtFSm9Tlv/d5aLWUa7DJ+4XTTVAO0Bvz4yRu/NU3dC71BO0ouKwRaV6nuxi+cZl+nw4G00XQNAnn5TvTSrtn/FAKmMeMAACAASURBVHfVh486dGB/0+v8lGnN9ZAIAVpLw1qfoWSLv6FdiSCPBpbPtA4DA61bvZp0cQ+O/rf7eNZ4049EJ8/W7MwxDn087Onxb7u3po9MXy+0D1gf6GVmMa3D4ZaFPkvDIfU6khkqDKDrekq7no7hPjd9+mfTYXyi/1XpR3GgIZlRZZ4EknX45Pi3bSigb7Ba2VfhnuJwgKa1Lw/y4/a93Y869HYpaH3M9e4XxrRe7p479gZ37+f/NA1f9Ijv7XOhO/vNuwvuJ66BydS0Mj5y5GVWdACso5UdphUBN2Ra+8PI0GelNZ81SzsuawtG0W9G/MV+Hq/Twhgzabzq94TvkR/5vqA1z4J7gD7w+zNGF/R9GsSh/aQuk9Nfu8Od1+XoqO8LddkFWrMmSNhivo+CHeAQ6/q09r2s2yNlWvc4w9goSK8U2lMk4gyN69W0iw2GzfJ9SopgJvB8pNfPfgZgkJ6/tOOKDfHA981YMd+Gf5XzfUNfcmMqwLSWPy7k+9AHblM3YVoTd/CNGEUW2KmYnhVdJg+N/reD2REbQosfqll1l9T37V0v0fMPfR9Dw+geOfONu9xuteq56w441YZWAloDSLIWMK6HQYywkMMYJeCGgh3PcPKyueb7YDpe9N4D9vdhjCrk+55D0/rb0d/D9w1z/K1+j/+sKNygAesPtyzk9/h3gERamWV+wc70gdscbCxV1gbxk4O+LJUHEWjd/XQb4oa2aFiwE9M6BEPxffgatH5l7Bv8ber7jr7O/cKY1suNeYp0B74P0Pq+vgPM9/HfAMEyv2An36eCnXwf0gj8DT6KAXximyFXogIxeoYwhpN4fb5DIsMv2GVpSMr3aT6B/xw07A1dbtZPMaa1L9fE5yC/ppkJxlpdv9IxlJaBnQw/ZCgjYAemYa4CrRMWG4DAAyaDBQAmE5My9H2ZoPXMce7hMa+aLj764Gg302a+fMNaywExroeurXKgtQcInN3pCPfCFx/Y/AiGKaag9c5V3Ymte6TDk9BaZt3ACEY7H5OOMXuYv+X/Y1ksNv95cC8oJpEfhYaPmLNqsQ2T1HDLQnsqxrTWPUYKSPrAFIGv/jAuD8LvYz0CfDCk8+qPHnddGra0gcEy5Vp05ExeOtexnjDpheqa9X5yBvJ1YgWzDw5v1tUBJFEcPaVdL7sWDLkSBkn/fdLH5faU8nNyhrmrFrlaVWvY4Ck6XCjqYKHvU2Htxo//ZFJKGr7Hml28fkWqF6r5A8V0jrl/3Ed+T51qNfIeA/NRXp86wml+QqFnxL8DWt828nkHmCKjMMI9JsdjPVy538mO4YwMP0QK6tZDz07fm+bnOalFCkafzJ5gsgOsdd+QcUE7l5jOzAGsdtUapldOnvD61OHp21N5kEFPurmrFlsHIvkGjEZyZK6L6+u6W2t3Zsc+7obBTxfMJWBnH9fqIJOFDEFr8oy3p40sLw8y6RP3l6+T1nlmLXw6e4J7fNybjiFpzJl5a/pn6fwBXi80h0RdAwyTZjaRb2Jk+7Njsp6Vr7PN+/Brusf+/A4GdjIPhLy7cqXK9pHStFYuQSygIJ0wrZPcUSbQOoxRnDHY10ipyVQc4l79c9InBozBUuf8RZwYNBN5kEQKhuthECOdCcRQmT9kU74vBK0BwQDlOS9jktfx5UEYuE3xmrWBvjV5nqQZ+BteZ8/HjJyKOK8Brv57whiV9Yx4LYxRPAOdgYrFqBC0PgLQumMf03AvFKNihVXyO+R4ZCIwQJQjRiWgNUxrCqsnm9a8hgWzpsiHkHjxi+B08VE45ZynXKJYjBJo7ccogdb+mZLrrEiMYh3HCquXvf+IDastJUbF5i6EMYo8a+n61TagF5+Ib8S0r2MxqnPDFjYfSCbQulyMatbVXb3/Dyz3Jq7K+E40vpHczIpRXA+a1sSo8ueohKilGFWnWk2bT+WD1jw7zouyrBiVz7ROBrsXi1FpN1BGjDq3U9lwy6x99YvBTxsBTEY+TozeYdt/B3aA1tt5D3Fc4ST32Ef6wUqvw/TCySag9VhL6CUPAruPYWtYClrnEi21ZwEcMGyJ9jhZMdA6i2lNMKlRtbqxbKiWMkxETGt+40ezxlsQ9qcn871KiqlmkmgxOAytU38YWehwNMFaALE0f8SgYzAeRiAjYZDkSKHHlcW01sHbH26Z9dhDeRBa8GnbRnuV78FZcm9gWhcErXPPiqRTB2kSG994FiHTuiho/fpvjVl+9YE/tEE/Cu56rj5o7bcb8r0CrUmUaKklyKMx54PWtJly6JTxHEj0JA+itmjWLJp3PEdMiWOMae3/5iymtdaLr5Wb9ZzCFvnujTtYuyHmV8WRT4CFEwOtBQjA+OBAGmVaFwCtOZh8PGtCOmyU7xUzWcANrFrYNzA1uFcAoTD2Cdr35EDrQvuJz1MRQXIaYlqjg/zd6iUp25BhQRyc/FY/gG7Y/qxZDfKU3AafndWSBpOE9VWMaR2CXKX6PlrrWUv4GphshXyfDkoqLqjLhIIdSVDM94XATSldJhwGWQu0NMOwbFl3zxS0xvfxnEnuC+0pvvO1acPd4U06m1xRlu/TEFppWpPow87mfjNYFY1hTM+62HC+zC6T3Nr9b/k+CnYcHtlfvp6/Lw+iZ0WXCYeJTNCagl2uywQ2MuyJELTW2j3jjbtsANN1B53qSPZD30c3DJrW+IVwT+mgCVC+m0kjzTHf5zOtwxhVyPexZt+fOabCvg+QA7+p3+PvlTKmdWnSSCFoTVul4ovfZcIhn98YBa1zMQrfx+EeTb9SQWvzfbMn5mlaS+9Rvg9W+g2DnzLfx5r//YgyaSSY0EnBrl5BQEBAmvTvtR842CxYszT1fQIiyE3uzXU10UUCaM3eECNHvoT7Hur5+89Cvi+LaS191mKgta+zre/QPQZ8XLJulQ0TFdMa1hjxHZMPUYzCD9B6TbtxOU3rHNM69H34EnIK2F6yFBDIMa3RU0UvlO+jULNs3er0cAgz8oFRrxgTc9dqNdIOO5/Fpn0jnWcNYoRlenyb7ilorXkY6EKf+UYCWgP6MEOANRvTCy3Gvs1isanIofWTlUugfYt/8Q3pAHJtClQcaDmc05ZOca6QXuiWbVsMtKbLgEHGnXdrae+V+aA1PkhMa8VvXbPez77Zui1hsbHueR/rhjWPtr8KhbC5ab0GEAj3FASLb1cuMOkq9DsZfstvywIE5KPUeq0Df7Jmy1hsyq0Vlwvd4yfGvWkyYIp9/vu0XkrRCwW0vn3k826KB1ojzfXTzv1tbVKQu+qAHzpYgewTZkRozonyQv5XMQo/QBdVjGldBlp3tgISJr3yELRWrCDXQ7MbSRDWtNa8CoUw9yk8AVoXyiUAlohlyErJVyi/Z48wVJH1isU0rYm7FDRZs+rq8vORrDkkGsqo3+M/J60Xf35C1p5iLfrzcShIUoDE/K6yUjStAQ7JO+iaLMS0DsFQClnENV8eJAWtc4MYYVf/fdJgG/jGue6jb8fYTCeMe89ZENYn+1bmg9byfcqvlLtQHG9cu4HNQcE0ZJoz1/U5TWviNWA2a+PKA35gQ8/9s1ixOSSsCf0e/zkop/E1xLOeUxijdq60s/vnyTfZnxSLURrEqP3EOR3QGlJQoRgVPidiFIPPYxJWYlrDrp60ZJb5YmIUQLRYt8So+z7/lxWx61TdJZXE9EFr5RLFYpRAaz9GCejmfvs5gfbk9sQo5TSlxKhYYTWMURBiAGzp8oHZC8MX8yWswhjFLBy/G8gHrf0YpY7QMEbhYyQPkhWjuB6IYfiF0PdpT0FAALymOMiMFj9nC7GJrBi1dN2qtJBdaowSaJ0Vo/xZFll7SrMg9B7J9WX9zY7XSrsD/0+A1stXrHS3/y5Jqn994zWu7q51Srv6/wfetT2gNe2GVOCoHn00c6yxhAVa33zwGW6/3CBGgdaqInZp1NLd1vNcA01J1o72mNZiJhYCbpiAS1UMkz6xmNYwi2zy+RcD3U869DF2SgpaM4gxN4zMHxTH58CMRpoDcOjlbz5x/Zp1Mwaepq7zHtgJO1Xeydhyyf9P2gTPfftux1RcsfbEoGNKLcbUe6YhF5u+esuQ5+0a+J7QxLQuFbgJ2Yaa7AxLDOYaFVPuDfcfRsQFEaa1nhWJjxibMdAaoIZ7LqY1jDAq/llMa9oICeIwM6lQ39nrpw4QDyNIcSgF1PBZa7ym4kL7Bk0taYdpTQKoadO8R8kqcjFIJ6Qt8qP/bXpvMOP4m0KgdYPqddzTx1xbcGf+e8owW19Z8iCs54tyDM6sLR4CN7TMSg8YFgLMaFjPADccaB7vf2X6cSnTOsc25NmsWL/GPTX+LfdyyLQe9pKx9MI9Rdvn4Jnj3VPj304/N2Rawyy63oCb5QZysZ9YR3vWrOfuNuDm96lsiz5E+4n/r0AtMENVbjGzYIvAGtGh12dN/OHIK0yWBbZhClp/N8XdOfwl+6oH+11qxZeYzVq5yNbXj9v3sa6L0MS0/sdJN5lET5bFCnZMkWeaPKz7D2eOKej7dFDSflLBLgGtj4r6vnCYqEDrU1+93bS6Y74PligJK+uaZ8gkau1bfDEAHfe20J7iO+kiOLxJF3dxt+MzfZ/YZmJa929xgHWmGNO6jgda51gYTJXHBxWyxPfNj3eZ5JjWpfo++WN9V+j7YOyj58/99wt2PtNaLZoU7P4/9t4D2qrq2v9f0nuXLgjSpIuKiqKAiGI3RmNiSTTGlsTEaPJeXnpMNLHGEjV5RpNYY4k1VgQrKB2UpqCANBXp7VL/+cxzvvuss+5uV3jv8fsP5hiO4eWee87Ze68151zf+Z3fSTcEQ9LimNZWsMvRZeIzrWkxxiexD2BmX3Pk+cY4wvg++DZmCIQxCuYTnTj4W1iyMEfxYz5oLXbZT16/1838fEGM72vq/nTs94wtTZeJmO2lgl0jx7pOsqfmjnN/TQStxbQurIUsU+eLXndY2/0dk+Qxns2p3QYZ65l4xTX6BTsBKNpT+D4Arz9OfjpiAet9FYc4rHHYkOH7rGAXw7Rm2Oybi2cYyPdDk0ZaZWvz+vGPeF0mBd/nD7XivfWcfN+ngp18n9hl/5zzprtv5qjo4O4fvm85moLd2qgzCsCD4Ze/Hnu/XcJNwy51nRK7TAq+D7+H//NNLDY65OiUywKtffY370PrP/sCw79w+CafUAdSGWhdlBjyAYGv9BwSy2ITKzv0fcxqABC4KGYQo1hsMFPZD+Rr5F3cN9Y4xvehYL1g7WcGCKhNHmCtbo2aBhBwGGUPCMgVoAfYwx5B1/gHY+6KADz/8H1e7xHutK6DrFvi1G6H25rFIkCg1zHutG6HJ24Hrgumdaw8SMS0/rbr8G/GbZpt2FLhzn62HLSGjcygNKT77pxaAK3pjPneK3fEstgASWBaN6pV31j4V4y5y/Vtsa8RS2SSBwFsmmOgtZjWhaJzGtMa0Hlw+z4GJBHv6Q7iu9he6XucMa0fnvVqpT2lfIK/QVbKAAFYbMXOQVuLxU6sC5670a2sWBt1gygP7Lt3Z/erI84z6Qh1B/B3yq25T9yvJMNP0E1Cfs7n+yam9dd7H+NO7Zr8rPkbA60n3GdFRxnrA5Y23wuGp3JW/r9D45bu54MKc078daUYReF+zIJpbuKyOZWY1rTuF5jWfUz6C5M8Hn4cfy7zmdaAPnSSwszUGUtM6wNadbGzFZqnSbkEecixnQ9yj895wz16ys9cjWrV7b3oEpNPum3yU3ZmVHeL8kC+zyOn/MyNWTDFmNasWb6zr2mdB7SOkwcRgKS1kLqh+B6zX3MPeUPd6eqjuw9j3ZJ70lErsIgOFDpRMDGt9ZwABiHb0DVJDG5Zr8S0/sv0F6zLLYxRFANhp6YxrSnCs2c4f5EjvzJ/qnUEYHwfikXID0kOhH/3Y5R8nyRCJQ8ikHrs4pkW98S0nrdyiZ0HMLqX923Sqqw7YOn6Fe6yl2613xPPietxRh5LPhsPWq90F794i3VxE6OyrHKMqun+cfJP7M+yYpQKDnpOkM++0mOIu+CFGysxrRWjwudEjGKGDN9ZFjKtC6D1x8a0LsSoNXZ2wIhREBU+XrfcNaxZJyqsso9qV69hMUrnqKwYpf3qxyj898ldDrU9eEaPwVFOULUYBdP6wkqPosS0zo5RPvtbbxTGKPIsiopXjL7T2NMnBqB1XIzq03zf2G6gMEZBRoTlHse0BrQ+//kbrDCaFKMupLBajFGh79OeUozCZ/3y8PPKQGt1Z+vcpHNBXIwir2L/Y3lj1J1TnrX1lRajvtHnWHdKcZZF2r5Sh5Je86XuR7hzew7P2op7fp/jDuwWoDXfc9q7M9y1N/6x7Cu3bdNqtwexcVwkRSQjaRYH3CihALRGSwswIw60FgtHh0wNXQI0RR4EOQWZQOswMNAeA4hXDloXWt1mr1jofvzaPQbW1KpRy0BFDg+01vlM61eLuq4CP/WZVJWRKaAaTqJCm9NF/Y4vA24A7Gg7+toz19ifhS3yAn9D0Pqyl25xS9evzGybBriZv2aZ3cPQAOkmLfsg18BM/jYErdVuKND6hiEXma6YgdaBVpECWV7QGg3rOjXruKmfzLWvnQRa85n7NW1r9699w73ddwacagdrDuNUJH3Quluzdu7mCf8sS654bzFuYMU0qVXfzTXQ+ntloDXSBEe062XrgXWh5PXWSU/aGm1dv5mBvyTtryycEgE3f5n+vDFA8oLWuh5f05oWTABgX3YgbU+FoLXfKgeQRUWfQgwJMIMY7/DkQWDhkMyo/RDghgEWfD4HBd80yEG6aPpdPGhdAHkF3LDOrzSm9SqTwCAJNNC6QTN3/ZCLbDp50n7ic77Vd6RjOjpsAgA7JQy0bgKyPTbnDffAzFci0NpPQO8Ycbl9LntDoPXkZe+7q8cV5EHSWtIEWnPA4h6GJj/CAalmtepV9n0q2JF4jl44JdH3qYU5BK3pMuGgHuf78oHW5b6PayShA3DhmmE8R6D1oLNtWBPsJf/A4u8pgPEn3n/THbVPPyu4+AW70PdFoPXzN7jVm9ZF690/yPHe33n5Nrd43ecuH2gdX7D7zVsPukmfvp/b94Wgdej7WEfcg8qgdYGZj+kAQ8GOwaOA1gwr9k1dJsiDyPcldZlo7QIqqWDHPuD1JO0CrYkhMK2RoQj3lIAbQO0WdRq591cuMd/ng9Yq2NGZMWN5CbSW76PQhA9hzY5aMKnKvq8EWn/LCou+SYIgtzRSUa5J7+EX7Hg2ADms4zjQGnYq4KP2FAWNdZs3uNtTQOs435cFWicV7IghHCjwfT5rzfZTsbjg+74QtFaBjq4uBvPo4A5Qjt/FaBmGcYTvEyDHOvtVEbROl0ZSwa4g9eSb1ouKt1UFrevUqOWQzcHwL3TCcPiKA61h/N015ZmIFUq3F98H2QMOdP1ado6+mgABWJwPzRwT/Xs8aF2Q4SGes7YBBD5Ysch8FiASh16B1sQdJH6IBw1r1YkGB+IrkRigGHxxvxOs20gDqwVaIwPBGpi/apkBuBHT2gOIxVzyCy18eeVRWUBmAbSOBwTwR4BNeVhscaA1g9mQoxJoTa7M8wpBa7FTQ0AAoB5Wqt8W7IPWSBRBGMCQ/YhrveYz4Zjgl1nndFgBWhP/0TcWaA1AAdACszXcU8rPh3bo5z5a84lrVLOeAdA+aC1A4ILnb7SiRQkQKOSByFogs1GJaV3MrbOG85VA68qa1lovKmCkJRNxoDWyhuf0PDoCreXH84DWMH/HLJxmsmmsE98EWkMQQPoOSwatTzeJF5jWsGV5boBc2gMCrQcAWvcc5n445s+JuQRs7hGdDrTcDgJF9b2qRaC18jG6Yuh0FGitPJDviLQDnbsqtPCdlVvz+3ygdeF6fNN6we/gf7IsBK0pdiOFhLFuKRoCQMaB1nTI0NmqXAIWftcm7W3odMi0Fmgdxqg40FpkD8mDsM4fnDnGQGuINKM+gmldAK3JXwCtkUSk2CPzSSXyfSFoDZmI9x67ZKblQCXQeqm76tU/2VtBhujYpLUVWgADAQV9AlEa01qgta4nLUZlPacQtJYOe54YpWcXgdadDrLiAX4kKUaFzyketC6PUZxDZy6HaT2xGKNWR6C1uoGQrKhfs3YZaM0gRuvAKJ6jsmKUQGs/HgC2nrDfoVYkoLtFheyqxCgKz6yH0JTj54lRcaB1GKM4a5DbAVrre/OZaTGqdwpo7ceoPKB1WowqgNYVFqMqnaOKeZ9iVONagNbnloHWNwy52O3XtI37RvHclBajypjWOWNUCbROjlH5mdYFWS2Z/HTWXtzz++w7sNuA1uFXFft6ydJSsNgdQWwcV6jdFHfb/Qqrfi/glgMCiRMgdgRaDzrbMVwJC0FrtAz5TPSNYVr7wI2q4SFww6AVWuDLdV3LgRsSolrVa9qBhSQQYFbADcA8jASGkSkJ1nUQkGl7QqT+4ZljHO3usI994AbAjiq6QGsYODBxVDWjkklFswBatzWwFNuVoHUe7XE+MwRuxMATaE3ihV4ZoDWVTF8PKg60BvinEhnPtN7HdO9ggWHS7FXFXvfYB62pUn7nwIKcAK+HdS9dV74PVWtAaz2XMNniINWwdl334aplBkD7idIPB57pBrXr6YHWheRVwE27Bs0dDF5A69ELp0bsToHW0vpMcj1iWqeC1p0HWtEjy0K2ocAM/o77cUb3oyypN9B60xp3xzElprVAayVbgGowrTl8h6C12otCQADwgfY1X9dVzGSB1iQRPxh9l4FjvP7atx920z/70FrAOSgC3CTtJ67j4v4nWgu+BhcKtEazEUAxAq2Lh14/AS0UJFYWQesCULarQWsxgdKeVZzvU8EOXbrRC6Ym+j5J8sR1mYQFO/m+8DlRgGMdAG4iVYFJm9Iv2NU10PoFK9gBWnNAx/B9ANb8l7SnaHN/fPYbBj6EBbvQ96mSr+RLhS8OchSWJI2khDZLzz+ty0SgdV7fJ3+s5xn6Pg52MKQAmfwuE0kq8Hd+wQ6W0ZZt8aA1zClAa/k+CnAwn0Lf54PWMKhppeXeUOCjy4TDBMZ95D0ArSvvqTbWWUKbO4fQuSuXmO/zQWvaVGGKlEDreN/ndwfwuXkLdnlA67xdJgCJdL7I/IIdBR0kFwA4Aa05xPhdJiFozYEbRuHtU55yj5/6i7KtLKZ1nO97bdF00/qVSQPaL9gB4nCP2QO/f/sf5vsA/68ferH5Ph8A4H385ybfl1SwE2itg7sPWvsFOx1udi1oXWDdZ4HWYeu1NG65VnIrmLuseYHWulZ+L1kKMa19FlsICKj9X4PB9EzoPKK7ANBMJu14gdbkWnMArT8cb3r6gNbEd4z7CNN68drPXb2atSLQGhabAAHk02DcAQwwFE8gpAC+NNBaB2u/0MLnVgUQyAKtfZ3wpDi1YWtF1AWo16jYgd4uurvkrBRC8NM+iy0EBPg+AGsUqwFzfdBa/obDPWxhCBmYitAC2vUdfNCa/Obw9r3MPxL/aTmGuID5gEC4pxSzyMvnrV5qTHAAAR+0Vj4m0LrUel0ArQe07up+dtjZZXIBfK4IIbsCtM6jFwpoffWE+8r0QgUI8Gwo6MiPAwZ2bNzS/SyFaY2EGueaCUvnVAKtad1n8Caa1v+a947d5wi0fu8l99QHY6PlBPgq0Jpn/NfjAa1/Fb2e4goEAu4j5yxA66RcAiIFMR/2NP642l57Rec25TICreVzfdAasFWFFhXIdy1oXShgZJnP/ua1Yh/z/2ix79ukjRVqBHz60lQCrZVLINHAuYYuqBC0lrxMGKMYxEYHEZ2GshC0Jgd/cNYYK5wDitFBRUcAJtAamQ0N/eXfmaWhn+X7JBGq3EW5TBpo/YtB57h9GrcsgtanOQC7XQtaF2JUloUxSsXFPDFKz07PCck4OlLRN06KUZUKqwPPsLNJuTxIOWhNTjzzswVWUCBGkdNo7gIxCqY1Q2YVk/juANBoWlthtXiOyopROhf4oDX5/MjOAy3PhAilQnZVYlQWaJ0nRsXJg4Qxijzr0/WrCqB1v5HuhM4FeZD0GNWxrBtIEjVhjNKZM4xR+Bi6QGBap8aofiNtngWgdej7lPcpRjWu3cCxP3x5EOaUdGrSOgKt02IUxWV1X+WNUflA6wLrPsvE/tbr4rr2st5jz+/j78BuC1r7X/f5l8e4vz3wqPv/G2jNgA4OMRyCAb/+OvKqCLT22dsCrTUVHF00psYCABPMR3ia1trk4eElD2hNQlSzeg0DrWllaNeoRQRa40AA1mmRJ8DQTiojGYFJTgsOCQCOh6Rew6V4HdV9gFuAdiwErRnCw7UYaN20nSUzmIaRqYU+aSOTmKC7CBgWmpxWXuAmBK3F3ECLGAAU54leWRxozeGLFlE9KxKf6wCtnbNJ2b4R9GALUh1mUACWB7SGRXjZgJMNtGZADtphAq0ZvNDFQOvHrZ2OSqlMgQGmPrqGH65aYsxBWlQ1BEPV/f96/R6HbIyScYZh0E6MLjZV4RC0vmf6C+6ZeW9b6z2tsUn25AeFYWSqmsYxrUOd8KT3CkFrVYJ5Pc+BhP7L3QengtZKtgBuYL0CWsMe9k2gdbin8oDWJBFoW3KQYQ+Q1ALcAP5fN/Rbpu2ZtJ9s/Q842aEbd9eI79twOYHWYt/SQno/TOsiaO0noDwHhnwAakqOxR9GRgt9Utu0QEgdksJnIKa1mEBpATatYAdT8pWFUxN9n/ac9pPfZYK/yeP78oDWHCSR6QG0ZhgY8j8CrfF9ANavfjw9cU9RsHt09mtuyD79bDBrmu8TaE2St2rTOkuCKNiFoLWedRZoje9DGim2y6TItM7r+0LQOvR9gBu0XBto7XWZ+KC17/vQN8YfakCq1knB97U39qV8Xx7QGhYhGryA1vhKNP0EWlOw4z3QNQ73lJJkCnZN6tBlssSKWAAJkk5QwY4W5BnL5yf6vgJojZxXoasnr++TIn8pIAAAIABJREFUprX2or9nxLTO22USgtZ+wY64hHQA/g/QevmGVWVdJgKt9ZwMtDamdTJoHef7skBrv2DH8C9AWgOtGxSY1vg+5Q66Fz4gIN935zGXm0a59oMGk2p4oYCItxbPsCGQmF+wi0DrT+dFreJp0kiRnn+MNJJAR3SDkVypKmgtJhffkWI2A6WQA4tA6xGXm247hm46vj+OxQZTljZ9mUBr8rz7Z7wS/Xse0Jo9Tus1wBav55Av0JpiB6D1EgMEAK0LQzN90Jr9ePukJ91F/U4wLV5JJzSt3dAGEn60+hMbDCW5EB8gFiAQgtaSn8pi3wJ0ABLHsdh0uM4DCMSB1mIfMySdIaWsZwB9/HQci417gq/jwM36o2ADmEtLsUzrh/3KoCaAFiwPaM1rIBSQQ7AH0HKOQOt+BaY1LPtwT+lnhrzi9wBmAB3Zi+QGmAABQF/AXwECygM16NXXuOXvVNTKGs5HYR8Si/J+3/epyJGn9ToOtJYk28qNa02WQN2CBlo3aWVgux93+H/5Pro4IF9MXDrHkQ/5Bmi9bstGkwehixDLA1p/tnG1u3fkDwugNfKPI6+yGEOsObAIWqNrnJSf890AiAB9JZkhaTPOZbSa3z7laffK/Mnm48ldlAcCcAN0VwKtP5oQkSvSmNZoe7O+YjWti3IyYt2n5Xz8LgStxT7mdwwppbhCUTwNtNZzovBDTGc9InmB9IVMoHUYo/KA1uQz988abaA1ZKSX51cGrfH1/nnXB9zk+ziPcy5nfwAQanDpuCWz7PwnwJ6BtxSzMEDd9o1alIHW/llMwx3j7jMgIQQ0P+6HPkYxKus5haB1VWKUnp2eE/4f0JrcNilGxRVWs0BrClHvfTbfQGtiFAO0BVoTo5CE497VrlEzkrCiYwE5LuKZcomsGBWB1l4RE7k/iIEF0PqoSC6xKjEKogQAc2gipuSJUXGgdRijyLO4D0mgdVyMgsjhS1gJtA5jVB7QOi1GcS7CnxKjQt+nvE8xCj8LBlY2h2TYpQ6JIZ2b0mKUD1rnjVEaFpwWo/zhlmn7KgStk87RWXtzz+8r34HdErS++28PuVFj3oi+bf9+vdz3L7vQ1alde7d7hhy+JYaf9uWQz7hydCFYyZQ8/P29l92rH09ztMxLMN8fYhCC1jCwqex+7elr3Tf6HmtDAmXSgE0Crf1BjBoqAssG4XgOPLWq1bBBfLRj0YpNAmMB9ojz3Oj5Uwy0RtJi9oqSppwAAqqY988Y7YZ3GmAAtoZL8feAtxXbthjQi2kQ4/nPXe9WVaw3Zhhsxe++/EfXpWkbG6aC0aLHROWs4XwM2zDgJkbTWtXvPAMz+UwNSNM9/eHAM2wIDu1JP3njHseQpzb1mzsYbSd1OcyuVcb1cZ0+cHP9+EetEhkHWtOujj4kYCLWs0UH99vBF0TJj973xmEXGwuNYUE47m8PONkxEEEDcvRc+T5dm7a1IA6oA/AsU7LF+qG198PVy0x2wmcbwjg+uHX3iG34g4NPN40qDqWAiwDmXD/DyEYtmGLafRhr5pm541zW8A9ew2t1PT5orfUCW4u1lGW3TnzCij0yDbTjZ54DFXFaaCk00C70xxHfjV4rTWs9J9YG6/C2SU8mDiPTBGq9CaA1QCZMaJn0k28a/7h1JbDHOVjSFsweYJ2yR9lb1w/7lu1hChd+KxFgHnsSo3X71klPROwS9seidZ/ZnoflIb17Bg+xZ8YunuFYb/ZMRl7lFq9bbtcfgdafznVXv1XQdYVlBHM1zvg71peuJ3yN1lueQYxxvg9pFdoQAViQB0nyfcg0wHzVc1KXya72fTzb2tVq2iBG/BDgKMkOhu97bcE0W2tJewof8Mjs192RHfra2g19H++je8aeIXmEjUJydWqXQdalwvAUWMxiWofPOmk/pPk+FVzy+r4QtA59303DLrHDJtfig9asSb4vlhe0Jo7Uq1k38n2SB9HBT9ertYsGMpJV3x1wisUFDf8q+b5DDbRm/Yd7SjGKogcJMUxr/IGGd/FZKthJTzPJ9xGvOdyGvk9DapOe0zNz37b1FQdaM4wUtqo/3DLN/4W+b1iH/u67B55qf4Lv+3KPI00ODMbacusyKfm+ELRmbTCEFnAy3M+KnSEYiu97fdF79p1lGlIk38cep2CH78MPXjvuIfN9yBzdOOyiou8r+Trexwfc5PuiLpOi79NQZuVFkgcZt2Smu+6dR+zrMOgV1hrPUgc7f/BcWjuufB+MMA7gvmm95AWtfX/M+yjn4v8BrRnsR7zXgGIVJ/k98fWPk5+K9hNrA4CK/CTMOeVvkGijEChj/3Zrto8N+5Kx76496kIrxCGxBQhAcRDgmz0Ai411ivF9bp74uEPLGwBAgwPxX3Vr1iq0Ih/8Jevsgs3GYFyBkNoP0rvXkKtNWzdH5AWG1nJQZc2e2nWQDf71fWVWO+4lL/3B5FO4ntAEWvvs9aQ95X8nvUY5CnkP+Q9rfvmm1ebnOIBTXMcE9AkQgCnLmoVNi4+KY1oTr+esXGy5LaYhVyGLjTx5h9th+u/s8cPa9bS4RK6DBjgxGkOmYO2Wje7BmaOtGKj8gd/J9/FsAN9ovf7Z4efYM2d/YOR05HbSu9eeYfDdzOULnAa9+hq3/J38QybTetq/bH0p7/efg9aLP9wy6TkZaD3+Pvf+qtL5Q9KHKyvWuQueuyHy41wL18RQe5lihWIUa4NOL85doTyIQOujOvR1+G5MoDVD4PA/MrG70aoGNOIcwmexFshtWKfsHcB//ApnQXJ/ikUy+T6kh2DdMkMgHMSoYZUagCefq64T3ou/UcFLuYafj6Cpz16Os4nL3rf1pevxX6P1ohws6Rnp3xkk6RfQRMjh98QFgCpA3zygNWuja7P2jsGgGuKtz9HZI4xR7F8Ys1rjvF55MmxP7i+vue+9UQaOsQe4T6xT3UfyIeSs/PzcL4jL9+m8rtxF+0HneWk0M1fjitF32fv/dvD5FgvJAyXD6J/FsuaQsL50Pf6zCGNU1nMKY1STWg3cvSdcZX+WFaNC0JqzG2syLUaFzylPjOI1dDrzfAoxapWdIzFi1I0THnXLN642/XfNXSDWCsRWLvFFYtR3BpziGILM/fZzAvmSnYlRyvHzxKiN2yosZ/ItjFHkWZ9sWOm+N+qOKB7z+qrEKElYhTHq6A79bb+GMQofw5w0nnlqjOp/opEjiFFJ56goRtVuYBiXn7PpvKou6V0eo6Y+a+srLUaJqZ+1p0JNa5FGs/5uz++z78BuAVqHUiC7M0gd3lIcF0NNYBqk2byVJS0rvU5DzGiRf23huzbESUHOlxzRgUaJllgPDDWkpQ79M5kqUyHAxmEG9pU/jEx6awzcozJEFb9atWrGhIXh0rZBsxLT+vBzjWkLaA2wCoArU5JM4syBCWYgjtxnG8LIpDU/BK3VjihdOhwi2s1U4DENKsjS+kxjWqvS5g+3THtWIXCjgRiw72DhwdJqXb+pXYtYknq/eND6EWOZa1CWXsvawXnXhWm9rAhaN+/ofnvk+ZVAazGTeeboQVH95V6x7qhIStf15C6HuS5F0BpAG9BPpmSL9QNr6qNVS03qw6/ui5Ep4EaMC7UjMqDu5qGXFIeHIg9SYBtqmE5epjWsBjTuypjWRTZIqBOe9KxCtiGHXw7BGAUFpDrQdoVtuGLjGrtWWTiMjEPcqo1r3V1TYVoXBmXJBPzFATcUm/xhZNIcRKIABgNJBM+JZBQG92/HPWBtue0btjAwhSJE0n7i80lmARb+fOwVVhAQ21AyAmLoiamldkR7JiOvMk1Prl/tv/4wsjTgJptpXRgMpPbVqvo+FewYpIZWfpLvU6FIvm9Ayy524C50mcC0jvd9D84YbYd9DOY0jHu6EdBXxkLfx2uQRmIdM9QJBowKdvji1xdON9A6aU+RzDw0e4wxrcMuE3wf90q685KFku/TIClrmS3qPPId9ayzhtCm+r6xD7qJn7xv+oka7Lszvo+9367R3nYv6eqAeYAlgdbsgy3btiZKI9WvVSfyfdLzD0FrJafSf4c1A0OFgyFsHhhHGN+ne/N9jG0b7ikxOyjYoc1Ley/sFp9prUMi+4UDknwfLEvYlrQmwkgkXsO0FrM9r+8T01p70X8OL3000QZn5e0ykVyT3sPXPScG0cZKTIVJyWGOYUWyi1+82ZhK2lOwxGD8F5jWPy9bHoqdIRhqoPXH0+07y9QCKd8H64c1je8DKLnm7QfN9yGNBNMa3xceXnxAQL4v7DJR15V8n9hmyp34PvgTJC0Kg5MvtKGdPmsnTc9fvi9Oz1/rRfrmmUxrT2eb7yX2Mf8PA49iAbrsks2CvQ0gjgksFdOatcFzhWkU5pxiWjOwjKKKrAAIlMuDiPFI5xwFUZipAJMwrQEEeF4AiRjf5+aJ/7SZENWrVYtAa9h4FL5ZRwBcPHMBAmJaaxDYwjWfGjtZTGufvHDZASfZkG3iNX5QeqHq5MmSjIBpncRio1iMFrc/3DLJ923cujmSrtNrNKwTRivMVtY818v7poHWzeo2tC4O2LS9997XOghlAqUAqRnESCcUpi4xfWe9nljh3A6bswK7+tC2PSwucc9O6nJoNEeA7wMTLw4QUH4OoDTn849d49r1TDLDZ1qr6wp2MlJq8rnyhRr0CmgN25zCG5aXxSamdRwgoPWigWdp8anAtL7fvb+yBPaKfYwWNzFV+TqSOMRTfwhwCFrTxcFsFtix+ATfAK3Xb91kWuJ0EWJiTnNGomtQpljBM6dIeM9xVxrTmmHT+CLWKc+e3JvCDCz8pFyCswVA+T9mlUBrndvERhdYKJ8r0FqDXiVpo64u/yyWBloL3ELbHskp37RemN/kD7dMel4h09of1gkTFBINgCBt+XxfWOWyX7z5N8c8E8UoBh5yLuScSgch5wyZmNZhjALQQx5E3QS8XrGCAZFobls8nznKmNbMOSAO0xGAlCXfh7Ngu4bNy867PktUvi8ErTWsUjFJTGu6gbl22ztHnm/nSLobJMOmQb/8PhfTuthh6T+DMEal7Sd+58tq8XNVYhQzF5i9oOd0ItrP3QfbfUuKUXGFVeK+Pyw4jFF0wU3/9ENjWhOjYANr7gIx6qYJj9lQYzoN8NG2V2vXt0GM/BwWVpNilM4FfoyCJIHv9eck8f5ViVHEcGTAQlOOnydGxc1dCGMUe5thnuRd6mLiM0PQ2o9RBaZ1iXgnpnUYo9ThVjlGIQ+yw555Woy6qP8Jth+JUUm+TzGKbsifHnZ2Wc4mNnqeGLXC5EEKhey8MUpM67QY5XdYpe0rzQTTazhTpg2Uztqje35fugO7JWg9fOhgd+HXywc37a4PLTfT2msL0rWotR6gl0FfBOM00BrQiipiBFo/e637eq9y0FqVqRBgU2Ln67qKNSDQmo0FaI1DJzkioErTGuAGDU3YOYAFVN1lYl5fcsBJ1rIDE4q/V8szryMB2LxtayXQWgNK1OYGwNelaTsbTIEJtM7S+vzlW/c5qthx8iARaO3phKetpxC0VvIg1icJPlINBdD6sDKHf9Yz17iKrZsNYORZwXoARAG0igOtAVfq1qhtgyIxMae576wFmUBeQOtOTdq4S/qfaKAWyREVSR+0JgHgENl3706W+MkECMCaIbmFmU4g8BMlMTJD0BpNRxJLDRTxh4fy/gJusiZWS9c1DrRWYh3qhCc9qxC48ddIgWk91J3WdZABFxxouFaZQOsy4GbjWgNhQtA6Am56DzdWhgzgFdDa13VVG5CAG5KI7xpovdKG6lw99v4SaD20wLRO2k98Dsks4LxaIlXlFrgVgtY+cAOoxgCZAmhdGGLhg9ZpLWkMNWF9JbU16RDlT3xPek5+S6Reo4Id0iYMdEvyfXQK0BKq/aQuk7iCne/7SIxIpDD0+QHwJN3Dv4W+D/9Ys0YNk3qgYNe+YfNy0Prj6SaPlLSnKNgx3AeGFIfv0PdRsAtBa/k+knxA8wJo3TrS81dC6xdj4u5xmu+7ZuxDbsInc8xHaEZCqu8rDjnRa0Lfx8EOPf800Nr3fRwm8Ptxev4wzZAHke8TEyv0fWImA1pzfwC6iAsU7GhzF2hNARGGNUzrcE8JuCF28pnMYGD9A+hK71cFuxC0ltadfJ+vw14V3/f03LfNT8aD1pNscJavE572nCTXpNf4awQJrjO6HWlt5GmgtZ4TsV2gNT7KNzEpQzAU38e+5TvLQtC6ULADtF5ZVrBDGun6ItM6fE4+ICDfh9RCy3pNI4aPJFRC0FoHM3smXsFOAFw5aJ0sjSTfFwdaa70gcQIwmQVa+5IlfC9/UDEDumDHcriPA62RLaDzRxJWHOjO7H5kPCDw0UTr+KFjgy4o2Y8Gnum6NW9vLegydTQItAYQoCD/3IfjbZ9SxBZozb0HtKZTaa+9XARaw2JDPxRAgM+4bvwjjvwP3W1yA/R+xUYPQWsKh5IzEyDg67DzPQUIZElGXPziLcZmjWu9Bijns/Ow2OKY1ipsUKCioGMstvWrMkHr5nUbGVAO07pXJdB6taNoRJx4f8UiG7SLqfVa31nPilblHW67gdYUpg5t3cP99u0HHYWbE7scEoHWABTriqB1Uj4ByD1r+ULXuAgIaEYLn5UECFAQpdDEcG6KGyHTWrmRQLokn8WAa4oisYBAcb3kab0GtP7NhPvdHA+01rBOupZgrSpm5QKtR3zPOr3eWTK7EmgNi319UR4E3401qdPAfAsSUfgfmUBeQGv2yl+O/4FDPkAkDh+0FtM6KZdoW7+5SZI8Mue1aMaAzm26RyFoLf9BIYliYQm0LgwV80Fr5V5xz4qBlKyvONBa64Vhkr5OeNIz93W2eY0vIcNgVoDcb5sefjJorRgFKQDQGgZjZdC60OUZxii6wgDJiOcyyehFoPWwS919M162vJj9TvEP0FoyK3QCM/jeP+/6nQzyfcwV4nkqd5GESghaa8A53wcQs2W9xgZal5jWKx0+DUtjWpPb4iN1Pf4zCGNUWh7B73YmRgm01nPCxzA7Kxa0Lsao8DlxD9Er9+cuhDGKszOgNeuY/Y2skkBrYhSdxex/CnwCrZvUrm/nXH5m2COycVkxSqC1H6NgaeOv2YN0XqGhX9UY1awO3UDJoHWeGBUnYRXGKIhRFEINtO5/gg15x0LQuixGtehYJmElpnUYo2CbU2QKYxSFMYHWqTHKA61D36e8TzEKP0ux0Z+7oHsUgtZxMUoDrrn2vDFKw4LTYpSvE562rySrpddk5TFZe3TP70t3YLcArcMHMu3dGe7aGwutxtjuzLwGtIYpQxU5zeKAG7V+AVozQA1gKg20JsDhgAe26W4BjUM8CRusC5mAm7CaKdDaZxsKuKH1iWQAsIZgDWhN5Y22KOm6or/16sKpJodAizWfI1Ob27cHnGKHcg7QMGR84CZJHkRabxpgF4LW0nzKBVqv+cT040LbWdBaYIZAaxJ8gnQcaA0ISRuPnpVAa5jWPzzkzLKvxtqhfbRejdqOtjxMbIRE0PrZaw04RpsLUItJ3iSQ0nU9xeRB2lmARmNtyqfzos9UsnVY256uRrVqpgEO29YHrdHv7Q+TImAbCrjRECcOphQxVCRQiyetjQxKSTKB1tJQLJcHmWCs5S8KWvssRZ4NU9q5H3lAa5gSKzascXdNe9ZYgb5p/dCaSVuorADcTCtjGwrkBaxjT5NEcPjhHsNK/rWB1vNMGxwwBYApaT/xOQJulKgLtBYbXYcVMa01cIO/Jfjid3zQ2h9Glge0Fks5fJ47C1qrYAdoTcEuyfepoKb95HeZMIQ2yfc9YKD1dvva8n0AIwCoWCXf1+sYV6N6dQOt8V3tG7SwwxuG74NVCohEayzgl0x7imT4gRmjjDGH7wx9n58Ei2kt36eCnT+ciPfXs87W808u2O0saB36PpJkWlqJI36Xic+0zgtaA1IDIMv3SQcyCbQ+918M7isU7ACt8X0/HwRo/St7HBQQkQcBQAv3lORCKNhZl8nqpaZh6oPWYqMD9MIqE3tOyazYP5VB6xcdLOqsgl0JtC4UkHyTBukXBa39+IhP4XAFs4NrgSXrd5mIaa09he8DtAYgTQKtQzAU38eeoJgpC0Frv2DHwNbfjINpPc+6TK4fclG87/Okx0qg9fcdcSUs2Mn3iT0nwIXv4xfsVPTwD0Bpev5pBbudBa39NQJoDdBIt4CuRQA910BnBzIwuVhsRUAA3yPAmff40SFnmlwEwEjJZ+1jIC/xm4IogMB7n31koDXyYEvXAVoX5EGI5XT6UPSlBAigjRVA64LGNSACexa5KmSrBFqLjS6gRlqp23Zsj/IVAQIF0HpwpBeqgeFZhz0AniRAYGdBa8VHgdaAfdwbmGZpLDb8H3+LVAQkBOKJjPyd/UcbNZrWrDVMoDUxYMGaT6PXF0BrmNa/t1g3sHV3i0t0Hp7Y5VDLATEACpjWD8x4JTGfQIYK8E2AgA9ai+mnQqoKPRRE2bOS4CmA1iUWm4paeUFrzfHxfZ/WyxcFrbVGBFoL7EsDrRWj6OJ4ZeFkN37JbOug9I28bcOWTW7wPn3Mv2NioRID0NSXCeSlUMH9uXvkFQFofYvlgEjvAVoznDspP0ey7Yj2vdwjcxjEWCgiCrQW00/5uHyu8moN0fOHh9Lh4Ocj5KQ1q1Uvu1b9IB8aJw+ys6C1r4UNaN2tSTvrjORaRi2YVDYEWExrPSfOO52btE4FrcMYdfOwS9zaBND64dljjMnOMwf8BLTmLPQ8oPWH4121varZvUduhvkm/nnXlx6T75Nck3IXsdGVj0seRLGF+80ea163YRG0LgzyzCsPItBaeb//MHcWtN67bhP35+MKZ7isGBWC1uRggNbMharEtE4qrB5ypp1Z40BrxSju89RP5hloTYxixoLmLhCjbp7wmMk7cl80dwHZKGZ08TNxEOmwrBgl0NqPUcoDK4PWhW7TfDEKpvUFlfaciClfFLQOYxT5G2ssC7T2Y1TP5h1iQeswRqmbL4xRPmidFqMuBrQuxqjQ94n4yJwGCuh0T/Gc/ZwN7XIwqTwxirWgQnbeGKU8Py1GfVHQOk9si3XIe/6x0h3YLUHr8FsKxN5dBzFec+QF1uaaZrBaSVR880FrpARwvgKtfz34646hUZjkQRTApS9noDXATceSprXYRCFoTXUTfd80TWt0WTmYcOihHYsDlkBrvg+a1nGgtVp80Tu6d3oBtObzXpo/yfTKMK4VwIjDCfbgST82hrG03qSdy8GUACZ9Tlr0lqz/PFPrE11XWKX3xgxiFOjoS66kPauQaY0cAbIEYn2S4MOg4FpCpjUtzxu3VpQzrSc8VmBaD8wGraXTGgI30pLl/dGs5pBCUi19OT1XDibIgwBaA/AJEOJ6BbChz11jr2o2IOnW4ZeVJUpad2JaK3mFxYXek/QwYXMB4klDPC9orRZ5EkpYk3Ga1lRb0bDLMkAWvoOM1rRvFuUKAK0BXHkvroUDDUN3ZCHTGuCG16DRGoLWkgeJA27oPNAa5721jsW0Zt2LZeNrWvugNQxYaZrzHtpPsAQoBDFU8y8jr7SBXAJupKUu3yBNTGkS8j60MzN4yYaHFrWIfbZhWkuadF2TtLiqommd5vs4ZCM5lOT7BFpX6jJ55nfuG33z+T5JI/mgdajnTws3enh3T3/e1h5MSmlasydeXTAtFbRGsuK+9152wzoc4ADTQ9/H89A9UyVfvk86eeg80s4sPf8SaF2SvYnbE/i++RTs4nxfUR4kr+/jkIY2qCz0fewh9Ni5Ft/3JQ1iZO3SahnHtA5B6zxMa3QwL+1/krv05VsNnGHf6r76oHW4p3TQpGBHy+iHq5a5W4ZfVqZprRZfdKDfXf5RpOv552n/ssMsxdlrj/ymSWABZFW1YCdNa+kQ+s9SGqR5pZFC3+cX7L769DXurP2HOIYbc/j/fOPaMt8nTWvtKVhiqyrWmZ8JNa1LBbtyBq+B1ovetUGBMtre0bPM8n2sH+RBANeTgJva1Wva8CS+kzRMtR/k5+X7BFpToP31W/fZ13ngJAp2y8z38VkUenmmPFtM6zhuP6Xp+UsvFDYkmuhZTOtxi2daEUXmD8fi3zds3mRrGGYy4J1koHi9QGvJgxDLGAQFgFlJ0/rDCTZEuBJoPfBMk8xhhoOMPOB3nqY1exMWG6A17CZYbNK05vugab2mYoPbumNbBFoXWq9hWq+yv2Gd8LzIRckNeDY8Z+6zfIM0rX1fKN14Gx7a/YhIQ1x7OkvnOFUeZNQdbuHaT01fmq7BNPPbwfU6DQAV4529oeKcpFB4rYApaVoD+qC/aaB1846Wo8sESgEIoDvNWsOkSY8WKd9ZRqzAyPVhsR/Uprvda/TNKe5Hmtb9T7QhV8TTSoBAUTuZuTHsAQZXAgj4mtaS4FFepELP1WMfsNxE2rnkpRQwfj/kW/a9JOUkX5x0j1mbsFg1y8J/ndYLZw78X5rFMa31d6sr1hvDk/VI7su1IEHnDwEO5UHIO16ZP8W9vWSWxQPfOHuQy5eD1g3cPcdfZRI8zBORKU8GtMaX4rP4LJE4lANCOMJPchZMys+Zp3H4Pr1sYFmoaa11J6Y1fv4rPYa4Z+e97f4y/QVjVVMUV6EFP8jMnLh8JO4+K39E5/7wdr3KXqL1cmCrrmU64UnPy9fZ5jWSduP/uX5kiyhAC/j0Y49isAp2dLJR6P3Rq3Ga1i+Y5niYn5PzUsjxNa0VK6RpzT69d9qLbvKnc81XMXDT17QmH2KGB78v+c/SDBr5vhC0FrkiBK3RsGceB0YeADjHZ8gP0p1LfMa0jpPuL+tLeb//mjBGpW4o51ylGFWvqbvr2O/Zn2XFqFDTGtDxyz2OcOc+GzN3oRij4rqB0Cv35y6EMQp/RUfeix9NtPsCm1jFWWLUTRMedWs3b7JBuHGgtYoLWTHKnzkhX6G5Lvws/XzuTVXqigJFAAAgAElEQVRiFHIc5I6h4b+JAXliVFw3UFyM0gyJLxqjJA8SxqiIaR0TowD50bROi1EUqNZs3mAxKsn3gVHhZ8h5eGZ+zqbcKE+MWl2xLppzkTdG3TX1WVtfaTEKP0TszbKQaa0BoFl/t+f32XdgtwWtQ7Y1l7I7Mq5xXAyBAcxLszTghmEVby1+zxyX2jj8Q4kOZ0hS0LpxSNv93X8e8hUbzsIgRgTyZWJahy04GuAhzWVeX2IbFgYxAvjBCGbAARp5JFwCbvg+gNYcpEIWm/RDAVv+Mu15G5oI2KXhUnxWJdC6OIhNgxYFqnMwpVUEABzToIKsAVUANyT7DD0JTU7LH26Z9qxC0Fp/JwCN54RTBQQ7tcvhNrRSxuGCRIlntWLjOpOaYDDVNrfdEfx8Y+3Qygl4z3PHNMCDARgk0jIftOb+fKv/8XZgkVxCCbQ+3HVt1tZa5EmQSZpkYsQPbtfHWn1h9DB8xB9G9pvB5xs7KASt/3v68+65ee9EgyJhHI/5eGol4Ibr5gCUZBrEqME/Pmit9RIOt0x6Lw2H1O9JmAAMMYCbc3sd7WipJgHmIOEP2lHgE3DD+karkSQMQMY3VWpDQABw+7VF08uAG4G8GkbGuhc4yf//6q37jKnLweT3Qy404CYM4BQu0BitU72Wu2zASdb6xkEJ5oCAGw3vC0FrH7jhOhi85IPW/mCLtOo+SSFsVgG+4TPYVaA1Mh5vLHo30fdpSKx8n7pMdrXvo2BXfa9qjnVOK2rrBs0cB3aMtfHqgqmmMRsyrbWn8Fd/f/clA63xB6Hv431C0Fq+T4kwoDUHpMsPKuj561kznIQENMnSQGut3by+T8Mh9Vmh71OhIwStfaa1nhXrHdBx8/atsUNoiRv1a9SNfJ8KdqHvE8jLMwe05qALaA04gx6zX7DjIMxBq/KeKsxh4CDOsGHi8c2B71PBLgStAQMABTQkl3g9asHkKvu+f817x4oi8uX+86wqaB36Pr/QR7fPV3sOsSHBrA1Aaw7nMjGt9ZxY3zCtAZtD0FqxE/BQQCbvg+97Y/F7NqBOpuJLlu+DSXj90EKXSficVLBjSOulA04033f3yCtNIiOpYCdAzfdtHDyYI4Lv0/rxQbo00Fq+L65gt7OgNV0KGopJjN64ZZOtYcVFf8iYBiUKuKEoQ2sy+4DhjaxHmQatkcOxXmXofwJaA4zI1Hqt9wcQmApoPe8dkxFatm6F+UGM73PzxMfc2oqNto/FtCZ3RB6EfJTvT7EAH0guqiF1PGfWnXxDHGgtcIy8FAknNLt9X5kFWhNbm9RuGCsPwmBbiAz+cMskHxoHWuvvVDxgb6ig4QMCfuv1tu3bXYt6jY0MwNC4/Zt3NAKHTOuH+zRnxWK7N5iGXBEDKEDKWMfbt+8w0Jo4cGDrbpaTk9ec2HlgBIABCDDkCt8U7inphzKYlQ4SgDIAAX8/JAECKloJVP/dO/9wqzetrTIg8N/TnrOiCIV0GPq+ab34OuFJzwnQ+rcT73fk4pE/KwIJACIAJ5LCAvwjnsaB1uoyYX2Pmj/J5EGIB75x9li/daM7qn1fK8Jg5P0QCLjPDBqUCdiiUAFg8qdjr7C4pCLVJS/dYnsHwhEDwgFt+X9fAlCFVb4zAzfRhJZUnWKcBpcKLJTPpahKcVWgm/TwBcDE5SNx93jSJx84SBq6Hv81OwtaC8jlPRlE2a1ZO8trRIjxY4+Y1opRvI7Yz/3ljIckkMwf5OnHKM4Y6zdXuJ+8cU/0WoG8Aq2JA/dMf9EKM/jlZz8cb34Q4/uQD3Vp0i7KUfh3fw6DfJ/8MfvjnSWzjFGPX5VvENNa0gu8D+sNP4pvVtHDP4v9X4HWbeo3d3cUh9ZnxSgVHPScOA9/ucdg81dJMSrMJSxGNdvH7rUsjFHci0nL3jfiFPubeRV61uxhJDjpiti8fUskYcUa0fBgFReyYlQcaK0B3exBPyfIC1oTo5Dj4H6EppwmT4yKA63jYpTirVjlfGZajOrRjMJqKUapsBrGKLqoeM8wRlFYFWidHqNOdms3rzffGWIT2lOw9N8lRtVtZBiXH6OUB4agdVyMIp8V0zovaC0/lBaj/LifFKP4d3yOP/dNsjRpf7Pnd/nuwG4DWt/9t4fcqDGlJICvvzuC1OFtLYDWFziGSKXZ/FXLHC1RsprVakQJCS3yTPBFI1FMa1pGabnDxMJRYIAtRrsLOnfn9Rpugw9lOrjhhNDfla6rhODjdF0lD8IAMRjBJAEkkAB6GkZGq8+YhVPd2MUzLWj7LfLS0GPYwd3TnncjAK17Hm1DLdAI1nAQn2mtFgzJf0iXjtbLLk3bO7QOMbXPjOw80Foyk4w2xoWrP3X3HH9lpZcIuMnLNmTQEU5PpmchpjVtKgxYMdC666Cy9k8OlDBeeFarNq03ABSpCJw62pG+VQm0HnqJDQI7+9lrXbdm+7hv9jnO7s2A1l3dTw79aqTremrXw42JTbJB4ksVXabiAqB1tWp72YEOjVq/JU2gteRB1Pb4l+nPGwtBoDotdWM+nh7JsWiwBdqjtDgnWcS0/vcwR4Y6+qC1WhhD9nrSe902+Sk3esGU6NdcO+sIAxAhwTih8yEmj8FBgpZwmQKfDi8AN8s3rHZUW0PQWkERYFMTq3kfgBva13xd11AepABa3+I+Xb/KdN3VbkvLIe2BHNYPbbt/WYFC+8k6EQ440YA/JeoagqHhfQwD4llokJMv/0Eb6OzPF9r1S47FZ1ojGYC+bJypjVF60OFr1K4aglxx7xX6PsBhyRCgA02XSZLv+2DlImPXRAW7Nj3swI1UBHr+Sb7vgRmjbfArJuA9vmBXkEZChxppJNY5Lbit6jWL5EHwfQA8fE+Ycz7rRnsKoBnG2LCO/W2QY+j7+C7Snaflm5Zd+T7Jl3x/9J2uc+M2kZ6/nnX2ENr7CkzrmIKd5EHy+r4LnrvRraxYm+j7AK0pZnItSO/QGokJzOH/+T0+hbWBtACAEIl/6PsAU2CBqWAnPf8QtJYGNM+c2HBR35EG1qCt+dNBZ1sbNgazGHkQ/j7cUwJuDLSuXtN9tGaZDZT15UHUziqNPPk+6fVLk9OY1gunVtn3McwL+RntRf9+qJ3bH26Z6ERhCk9+yth0Mv9ZoPeOnj/yLVwLxThfz1+sP+0pfD5DjG6b9ITJGfmmhD8EQ/F9yIMwpFJ2Vo8hBshIGgk5pMtevtXAGusyKUoN0GUCk5P9SAGeQ75M+8n3fQwyI95qPyjmyvdJ19NvJcWHoxnsSyP5g+e+qDSS1gsSJ7xHFtPaH4zLNerv+H8O2jA5kffStWh2Ab+HyY7vV2GVQiVsZPK+SkzrYus1BTcBzryHAQJN27sLXigxrdkj6Guq9RoJoKmfznX/+nB8ARBY97mtUwxZKjStYYRv2r7FAG0MvdDaNWrZsxVwQ3cc4KaG1HVs1NLa78W0blirXjS4WZrV5ESD2vW0tcCBVXqhkp/KGs5HbEWyIa71Wm3M/nDLpD0VB1rrWTCAHA154jdxEaCBVmckeTCxU2G5IgPVql4Tu27iCrmychJeKybl8I4HGNOae4OJxUYMWLC6BFoDCJDDw64nB4atijwIjGQ+X/Ig5AnrN2+yLpBwTymfoCDAHgHMMRbbZx9Fer+SH1PrtZjWyp3VGg7T2m+9jgCBlvvZfIEkE2iN3jK6y75pveRpvQa0vmbiA27WitIgeD0LMa0FWnMtSErEg9aFGGWg9YJJ7m3kQYaVg9aQQjZtrXBH7NPHzmAYgP89I6+0+wyTWOYzrRmuSg5Mfi+JHB+0PqvnUAN+kvJzwNlD2uzvHnv/9ajrT7KOGlyqoWHyuUhaoBsu+RIGB+Obdc5SPsL3RaqJrrI4i+RBBp5hOua+ab344HPiA2eO0Zw3HYO2ZSIc8POVY/5ksZpzJtdCEdiXpqLYyllWuQRgPWA+oPXdI39gswFkAq3DGAUojKa1z7SWnIbkQciB75n+vJv8ydwCaD3vHSuucH+4T3SowAL2Y5Q/RE6+T93W6pBVN3QJtG5vg+F8KUZ8RKOadc03K9fwB0NLmi3uHiMZRN6jvN9/TRij0p4Rv6sUoxq0cLcVu1KzYpTYqXpOdHOc1u0Iy8+TYlRcYRVNa3/uQhijGMoHaI3eOPsbPyymNb6LgvumLZvdxm2bo8Iqhe4a1WvYz+SJFGOyYpSIfNwXxShp5LMHz+wxxAZNYlWJUaxXBm+GVgKtSwOYk55XHGgdxijyLM2QuLT/iYbFYOkxap9AwmqVdQeHMYqzFhr0YYyis8NkUp67PjVG0SEJNoLvTPJ9ilHI5piO+WcfRoNUGW7btG7DSB4kLUatrtgQ5QR5Y5SGBafFKF8nPG1f/fSNex1ysjKufUSnkoxv1p7c8/vkO7BbgNarVq9xv/5doSXm5/95hWvSuBSQdveHR2JCqyXtLGkGQAjzQ0bC//BJ/2U/0i4BGEy7aR6mNfIOVMJhFZzXZ0Qs0zpswUljWsPGJBmghQFwhQomFSUYPmJac7B9ZcFk9/bi2a578/axoDWJG7pAIzsfbDIJqu7DGH3o5P8qlwcpMq3ltMWo4R4hb4HgPyamNcwSDmRJBoOVe7wrmNYh2/C3g8837enZKxYZe4aWQlosbeJ918PLmDRxoDUHT0BrWEW+CbSuV7N2xIhOYlpLToP3h00IsAZwowRSVV++D/cP0PqI9r0NaJOJwUuL3F7OObQmYaH51X11DYRsQyWGagOlPZK2WbXIq8XTb3+Oe1ZqkU9jWucFrUO2IYdegGoMtuF5fY4xdhLXwoHGb/8MmdYF4GaN++PkpxOZ1nHATRLTmmcO6CDQWsCNmNYdG7UypjWHdYA0hqHIdMiEmcaBjIQMGRZYANovsKZg6IqhJwaJ307FZ1Ptpeqr++2zEdVaFvec1Ma4K5jWoe9TEYvPpQWWNZrk++SbqtJl8kV8n3wLgA9+kM8T05q1YQW7RTPd/i06lEm5aE9RsIOxM7zjgLIuE/k+rjVkWutZIk0C4BoyrdUqnsW0TvN9O8u0Dn2f2hi5Fr/LxAet/S6TWyb+021KAK1Z577vy8O0xvfxrGBaq03Z7zIhNgFaJ+0pCna1qlc3aaTQ9+ngqQOzgAj5Nvk+mCIM71Ksyev7YHCxvuKY1qMWTHF/nPyUsaMpjmVZCFpzWDy39/CC73vmWndOz2HGxuRaAKT9LhN1fmhPwQCiUMEBNYlpHYKh+ZnWBYah32WyT8OWxrTG94WHFwECvu8Lu0y+xKG41/DI94lprZkT3APf98UxrdO6TOT74pjWn29a6y58/kYnFnEWaE23FOtRRoeN4hD3m4MoB+o4pjUdKDDNS6B1NosNEAiAUJbGtNb7AwJM+mSuMQzprFi85rMI+IbdRBFCgAD3Biuw2GBar3TIy8CMlD61mLOATKx1+YY4prUAgSSmNeuOdZxkgIEccONYbGJak68BqqSZT6jQ6yTJhSQefsxnWvssNgECXB9Ma/YVgBmgNXqhcUxrZFRgC4egdRrTmvtwYKsuFpeQyDm+88Ee0/pkt27zBgMEQt+HzCB5AdI96FM3qdPQihk+i017TNJBAgTEHKXtG7YYa3mVx7QWSCeZuqR7rE69nWWxFZjWD7jZHmiNhBoAi5jW6g7iWjo3aWuMPZlihXwf65tzzbhFM2OZ1pu2Vbgj2vVxT84tSIHkYVrDeCdOGmhd7KyIQOu2+7uv7j/EzoKHt+/t3vLyc/k+WLmHtO1hTGsRKPS9BbqJFSimteQ/OLMBxIdMa3XyyDcmPScYx6wvpAzxzb7Jv4pFnBWjQnkQka34u6sArZt3MBnKOKa1YrCeE/uNAgTyK0lM6zBGpTGtGXJJ7slzwl9y3bBWn543zvygSGWA1nSq+OQff9CpfB/SD3Tdab9w77iH8g1iWvtnLVje9WrWSWRaZw3PZk2oQ8N/FmGMynpOlWNUK3fL8EIBJytG6dnpOXEGO737EZaDJDGtYwurCUxrxSiKA+OXzjbpFva3EdSKcxfYwzeMf8Rt3rrVrd+6KQKt2QvVq1UvK6xmxag4prUY78Qo5s+Qf2DakzsTo3QGyBOj4gqrcTFKTGtJofBd02LU/s06xDKtwxiVxrRWYTUtRvF91lYUYlQSNoHcEcSrZnUbG8blxyidgfPEKKQ+xbTOG6MkYbWzMYr7/ZM37rVuaZn8dtZe3PP77DuwW4DW2V9z930FjktDS9K+ZQjcwDBDbwyjRX7c4lnWSpkHtCYpBQBlM1K9QSJCVmJal2tQAuTA1IljGwoYAqjesm2rBQMSVCqVAq0JQKMXTHbvLJ1joKjPtFZSzHeiWgUDhGRKiRKsKTSs/YOBHIOAGTn+nQGtqTDixENTpc3XCU97ViFoDSuJyq9Aa5JCglscaE0hgeSZIL560wYD6x+d87qxZTg0+Mba4d7Vq1UnquTzM9+ToRHjlpRY0gIdAa1JjgA2AK2VQPqgtSVI4x9xgNMwRGVKipkKjHg5cio3DC0HrdEqRH5EoLXaBAXMqCUf0PrVj6d5wM3LltjnBa05uHOAj5MHkfRF1q4PgRuqtBRLsBC05plwD2UCrX3gBs3OJ99/05hjvgn4C5MtDrECm/R6AR1ZoPW+jVq53xVBa4YcAXDLtJ9YY4DWFCAUsLVfdK0CO5S8+kF+V4DWku0Jn0VV5EFC3+cDuRwcKNgl+T40uTmohF0mPJPjOh+U6PsenjnGGL5Y5PueucZVbN1s/yZGhV+w27Fju4E1+EEY+AKtzfctnGItxICmvv649hQAJ9IPJHoUE0Lfx2fqnqllV89SBTsAC1hWkkYS6JIljZRasBv7kBv/yRzzKZqRkLavOKQBcspC36fkOgu0VpcJB9eKrVssHoS+j8Nf/Vp1I9+ngl3o+3x5EHwfXSaA1nG+j+cDsBLuKR008Yno+cNMx/dxrdL71bXqwCzfJ/1SaXJWBq3z+T6B1gBa7H/fBDLkLtgFTGsVsXjPs5/5nTu71zCHznUe0BqwnqLqY7NftwOhb4qdIRiKb9F31usFoGT5Pr9gFx5e9Jx830dhlP2q/ZJUsFOBju/j+z4VCXzfmAe0jivYadgbbHEKAVUFrQXk8h2ZO7F56xZrI48DrSnmUbAUaE1hAiby1eMeMIaiv4YkD6J2ez0TQGFarc9/7vrosar12gcEONTGgdYARDdMeNTyQoYo+aA1mtboX8Kog82IPBwFBO0XfBl7LA601nwBHxDg2gA9fF+5M4CAAGBfJzzJ98WB1lp3VQWtWzdoamA9cg3M7WDGi0ygFQAA8iDERkxM6ytG3+Xmr14Wvd6XBwGoPqDVfhaXKG6N7HRQBFr7gACFuTcWV84n2J+TlwEINDRAjUM1h2tM1ypAQD5XvlgxCN9aBggU5RDygtaAsKwb37Re8rRex4HWAgQYugcjvSqgNet76mfz3IzP5kdEGX03CDOA1oPb94n0qwUKp8mDsE/wL8RI6boLtKYDCGCG2J4UoyBAHdymu3ts9ht2fsC0X+jogqAQgtbKN6ShLd+sc9auAK3lX33GdFougeY3z1amcys/XzXmzyZvRO6TB7SmMEEBCPb4fx5ylml3y0SoCWMUZ4x1FZti5UEEWgNUs0/J6chtGGiJH2SNslbJDSim++QfH7SW7xPZR11iutYQtPbzDUgjtWvWMtBauYYPan9R0DqMUWnPiN+FoHWnRq3cTcWzUlaMCkFrYvOXexxpA+eTYlT4nIhRDLmOkwdRjGJP8z3jQOtCjHrEbdm2zc7ekrBir8KYr0qM8pnW2nOa67JzoDXyIMlM6zwxKg60jotReUDrtBilzuswRhHH6HgIYxTdQDD/wSbyxqgQm9Ce4vyOdjnPDjzJz9lKA+xvto6ltBi1ZvP6qJCtQlJWjBJonRajJM+UtadC0Fq5Udbf7fl99h3YA1pn36PUV+QFrWF2/WB0iWmtgRm8OS3ytB8hX6DBDX5rjeRBGCaDA+agB0gSZ9M/+8hYL7D3kB1Ri7zkN8pA6zoNrMWZKeb/8erdBpCRvJME0FpCSy6tiNhvBn/D0SY5Ydn7BqygnSuTxjWJMBsfTeuv7j/UvfTRJJNOoBWelniGJCBPgj1w0o9dvRq13RWj73TzV39iCQKJAhPfacf6zgEn2+tUiTyh80B3YYo8yK/G3m9tlbTuhaaDty+5kvZQwxZ5KnYc9KRpTTsSwY1rkUyD3k+gNc+KFhXA+iRj7fTdu5NpWkvbTi3oTG2mbUtGKztyGmiFFVpOR1hrKAnkfxxylrUyYVSBKSpw2ACcHrNwWvQeCgwAnNuNaV0AbvyWNBVgfvHm3601R2xDTUuXvtffiqD1vUVJArV4Mt0X+ZQke3ru2452e2RJGDpXBloX5WRCyZWk9wpBa7VK8npa5FnztEdxLciD+NPhQ9BaTIm4zxJoDQOXBFdmoHWxDVP/xvBH2scAbmBP0/LIgWXFxjXWes86pZLMtf/+qG/ZYYSDPgfjcD+xxljzNwJaH/8jx2Rr9gfFmXBq/NCO/d3lA061ycs/feOvJptBK5eC/k3DLnWdGrcqm8acBtzQIo58RRLTmla5bTt2RNPt0/ZT6Ptg19K2ij00a4x7e8nMRN83b9VSY+XI96nLJO7zfN+HT8WXYfJ9SMbAbMQaB74P6SGuB3kQ/CDDtH4zrqBpje97beF026NdmrYrA621p0iwAK1hfLEGQt/nTyPXIMbQ9/FzpyZt7Dliam8f2elgG7yaZOb7Vn0SK4107biH3fhls11u3/f8jTZoSxb6Pg526PPRGunL8ZQzrZtaC7k6ieK+t7pM6tesE/k+gdah77thyMU2hAlAwrQPkwp23Q6331PMDfcUfpb1wYG/WrVqFnMY0Pf5pjVRW6quVTIW8n20ONPqLCkDfh4zf1p0v/P6PlqPWV/y5f59kR/xZT7S9tTtU552r8yfHL0EwA9pIowYcXbPYdaqybXwPG85ujRkTPIg2lMC6+M+TywVBtAQ233fp2Ff+rezegw1v4Tve3Pxew55EHwfskv4Qfk+ZCOuG3KR+b6kw4vv+4gxTeo0iHyfrhWAAVkqtXxLvmtYxwNMXky+78ahF9tANl8OIU0aSb4vThpJ66VDo73NZ2WB1uOWzHLXeUxrAbncMwDpzdu2mHyBrsVvfSd+wHRT67XfSRQ+qxfnT7KBZnGgdQgIIGWHnIY0rX8x6BxjYiEP8svDzzP2L+sUQ5rl5gn/tNwN2QOB1jBOa9WoaXIhFD0YPPT9g75kz5Pc4MkP3nJdmrQ1GRhJTfnyIOShEDck5xbKg0gOAck6Bg4m2aUv3Wrs17jWa7Ux+5IrSe+TBlqTQ5FrPH7qz6Nr8dt9BUxRaOE+wa5lzcVZOWi9yOaKYJLfQEIQOS0ZcRLCA+32yP30adHZcnL8xDGdDrIYjSEbAVgKSBjuKeXnAAIF0LqB+TIfECiB1n+wfFCSTKw/1qEkjQpMa4ZcFYaKRSy2Vl0c6yjJ7p72nK2vWBZbcb3kab0uyIM86GatKLHYLj/wVJNJYFjo15+7Lop1F734Bzur+NJUJaZ1UwO3GNyO1E2cRaD1Pn3cE+8XmNa0+bNHOVs9PqckZ3llUU6DjlW0dfEvfJbkgFiny9avcIcBWvccagW4pPycGHZw626mmU2rOiZZx+8deJr5OzpaX/hogpPPJRYQE5Sv6WedsyQ/xXuxjqvtVS32mgGMyHsU6/wXab3kBa1DpvXg9r1NBgMDtKbgz5wYroVYIv1ufl9iWheek7SI4770X999yT01d6wLYxSgNVr8tOrLJKfxj1mvuodnv2oyLnw+8iDkNk9/MNbWqboBOSf0bN6xjFTig9byfeq2Fmita5XcStemBXkQYvEFAOHNO5rP0s8lTevVJn+AIYlxYOsSIS28dtaXYp3/uzBGJW7K4i/CGNW5URt349EF/5UVoyQPAlmJ5+QTh8LPjWJUkEsYaN2kXSBhFcQomNZLZps8CDEKv8k5EiNG8T3pcqGjFowEM9C6eg2LUXRLsg6yYpQPWocxij3IGROJrsKevNrkoPLEKLqB+A6hSfIsT4xKA62JUXdOedrOmHRQ876SEuIzqxKjPt2w2jH3pABal2JUBFoHMQpsB3kQfG9ajOI8unbLRotRSb4Pws+kpYDWDR0+1c/ZSqB1doxiHbA3sbwxCnklZJbSYpQvuZK2rziDcxaXad1l7cU9v8++A7sFaC15kCVLS1pucV+9bZtWu518CIFDrXRpt5tDMqCEzHeOACw4ZEA1gdYAJb1a7Gsvlw6wDpkwKX4w8PTYjxNwQzJw/4xR5lSx83qPcKd1DZjWReBGurFsyE0GWr9gDg99tBJofb4bs2CKBfdwmrKGk5EcEsQAWdC2FHAD2AboFgda/2DMXe6jVcsi0BqgBtAaB4dFoPV+h1grWZJxIKZliAAWmpzWFwVuBORK+5vP4ABGEFOrsj4TRhOADc9qTcXGiE0f971ZOxwo6tasHWkao2PO90wCrTm8kPDwPDmwoJ32H4d+JdJ1JaByWAS0hvUJw0Im4IZ/3+q2u49Xf2pr1wetBRCFoLWAG4HWgNivLpheCbiRhl/ScxJozVoHvCgHrQtFjtygdQDcSE+az0b7m8LNMfseWACtN68v0ywUo0gM3jTgRqB1CAikgdZ/mPi4MYhJIjiwID1CSz0MhCmA1k1au98feaEBN7CsfH1a7SdasEmIODgqYAu0pihEq5rADoHWMz9f4H7y+r0RaC0QW0UCX/f1jhGXuzb1m8U+KgE30sIPX8TaB4jlAJRloe/zC3ZoC769eFai79MAW/k+n60Tfq7v++heEdNavi8OtJbvA6jetn2bu3v6C1awI+G9epwKdue71xZOs8QP8IthReGeYsbAf0993g3vdICBh6HviwOtQ98HYIGmtfT8I9A6Q88/rWD3u3EPu3eqAFp/8/mbbK3KQt9HwQ5dT0Brv97mBkgAACAASURBVGAXgtarN62PWGJJvg/md/1adSLfl1SwK4HW17n9m+9jOtqXvXSr+T4OPAIi8MUwrfH34Z4ScGNDi6tVcwtXf2IdUj5orWsNQesHZr7iHpvzRnSQB7AYvWBqVCAVaJ3l+wRaq4Dk3xeBDHlBaxhnAN0yv2BHjPhaz6MtDnMttPP7BTvJg5RA6+RB0hFoXRyYpc8zpvWCKQbmyeST/IIdvu/zjavND8r3dWzcyl1XLNjxPGAFhvvJ930R07pYsNO1hqC1iso6yMv3CXDzD0AaKBq3NqOCXc/h0QFVr2NvsEfygtYhi01t4rwfshuApaxhXYv0u/k9Lel0TAm09tn04fcWIAATiCFtsjgWWwm0ftcRp9C7N9B63jsOXXeK2fhBDB3JmyYW5M3Y00vWF+RB6MKrVaOWgdgANgzyvuLg0409KtAasBwJLIHWygP5+689c42rU712lD/gmwHlpRcqQAAZtBP2OzQxxLC+kgABFQXzAAJ+bqoPU8xF+5v9hsatriUNEGjboLmRAeKsBFof6OasXBTpV6vIHAdaw2KjEIVv6LN3ZwMVyZHIbRiWjPmAQLinlE8AaPKceXYAAvEstnJAADAIlqn2EAWYlZvWR3qh8g8HtOrifp4DtI5lsc142UDhvKD1tRMfcDM9eRABAshyoPeu2QSA1l0Y3hcrD1IA2eRb4p4VoHXF9s3GtJZ+dYu6jU3nPRm0vttt3LrJ9O6JS/ITl710i1u6fqUb1Lan+0rPIQZaJ+XnMJAPbNnNPf7BG1FxX6C19lgIWjPbhRkvEWhd9M3SZy0HrX9h8zviLAKtDznTvqtv8qd5QWueKecEGcUUnhVG91yvvfe1HJ1roZON/FgWgtZp7fURaB3EKIahcgaLB61fc+Se+Ia7YFov+8CeK7MF8INiWgNak5f45B91QvJd5fsApAGmBVrrWgVayxdS8GFmUgm0XmcMYxU9/BkbPzvsa25A626Jvs/kQToeUKlDIIxRiW9Q/EUYo7o0bueuH/Yt+21WjCoxrQv76czuR1XqqtPnpxZWE0HrQoziTIzuPKAi+5tOOc1dIEbdMPFRt2OHcysr1kVzF+hQqlGthsUoSEk/fv0vmTHKx2XCGMVZ7SuA1kV5kKrFqEZGfglN57k8MSoOtPZjFGdn9pBAa2KCZv6EoHVajCqB1uUxasS+B7lLDzjRZrP5hVUbxLi9AFqnxSiIiGuKoHWS70Pijj3D+YsCl5+zSZ8fv+4XVuNiFIRBFbLzxiiB1mkxKi9oTecZ8VWmolTWXtzz++w7sFuB1mvXrXc//eHlrmOHdH3o7Mv633sFgUOH6rRPDYEbmENiqRpovXSOgWqpoHWDZuaQORiQvMSZgBvYaGgHCbSGmUui6zOt9R0E3JCIb9y6xUBrHEzj2g0i0BoHwEEdlijtvf4wMiQjYF5zQGLw4sh9Aa2PckqUxGqMA62puM9btSQRtFYlErYNAF6S5QGtlcxmrQ4q4T7bUM9XoDVBskHtugXQuvsRjkFqMlq9CJytGzRz6yo2uvtO/I/UpCMRtB7/iIGeMgEdABK9mu/rzu19jIHWMDd+eMiZEWh9evfBBlqTPKFDSKIgE3BDxXTrju3u4zWfGnDjJ0piAYagNWsUjb0y0HrhdA+4KbCrsoCbfKB1aaBi2rMK2YY+Mw7Q+vzex1rQ5lpoFwK4lZVA60KylaZLnwZaC2zS++o7kGjBYCCJ4GDNeiIYCrhhqCYHQfwHFW3032XaTxwuL+g70l0//hHrVKBjQUCmGN0haC3gRofgELT2B1vAiIcZH2d5QGuq6/7wnKRnlVawM9C6OAQpzvfRKk07GvsJ35enywTf90AMaE0SurHItA59H8kI/gmwBj/IvRdoje8DtOZAR7u3D1prT7EvSHqO+Tc7AfAu9H1xoHXo+0gG92vcJjqEiCmYNYQ2D2id1/eFoHXo+/KA1lXpMkHTkUMTFoHWge8TUxZAghZh5F4ArWm15r5HoHX3I6zN1GSzgj0l4AYmvNtrL7dgNb7vQgPouWZM1xqC1nQDPDL7tRTQuuj7GjSzgaJJlgu07jrIDvJZFoLWfsGOGHFOr+GOAZ6poHVxT0kSKu4zlfAjFwaTVwZoLaBE/+aD1khbJRbsGrcyX8xzCw8v2k++71OXiXyfrjUErZXH6CAf+b5il1JeeZB8oHVLY69nMa1DQEDSHNwzAAHyM9ZwLGi9ZKYVn1VYzcNiQ/sVxpXM5EGatjegREanFiyk1z4uAQL4XsAaOvwWrF5WAq1N0/pxa/9duXFdLGhNDgHD9AcHn24An7qyBI7HgdaAsLWq1SwDrQHlyV8wgXRZw/nygNYaMpi2p+JAax2SAa3vKLLYskBrOhsBBCADxJlAa3Kz2R5oDQBN3FEhU38LU3bHjgJoTf7eu0UnA60pGDI/QaA1+frarRsdeuLhnlI+gdQXgADyIByitT/4rCRAgDyGdeKD1pAyxGITSMdQXAaKJpmY1mmAgD/cMul9YFqHoLWG2Am0VpdqGmitgp1k1+I+D9B68/bN7ogY0FqFTP0dnVYU1BkaXbGtwrow8G8aRhqB1gwd3X+Iu3zUHYn5OQxkJB8BygGEMEkVCNwMQWtA1VsnPVEJtBZr0O8IpANmZ0BrFYuzYlQIWvtDAwGte++9r3WMpoHWek6SRYn7TIHWYYwCtEYyBhKHTOSOf8wqgNb4Bs6sgNYw6PnOIWjdr+V+ZaQSkX94T/k+Fbwp6pD361pD0FrdACForfXjF9FzyYOkgtaFGJVllQqrTdq764ZeaH+WFaMEWus5sbYBduNMoHX4nAqF1XbGQE+KUeSv3FdAa/Y3ZJYItEbTesJjNqcJPW8NC0bir3oRtFZxIStG+aB1GKMqg9a/sTNDvhiVDlrniVFxoLUfoyAM4l8FWhMT6ODBfNA6K0YJtA5jlEDrMEb5oHVqjBpwilu7ZYPFqCRsgtlrE5YUQGswLh+0li8LQWvFKGEX7EFkYsRszxuj8oHW+QYqhqB1XOdK1r7c8/v4O7BbgNb6as+/PMb97YFHXf9+vdz3L7vQ1alde7d/biQmcYOVwi+OfjDVdRmHMgYIYA/PGuMmLH3fNHqkaa2hUPxeeoe0HVI11OChuJujgxlaYSRWYhsC5KCDd5an6wqbCT0o6brSgsWUeDStqWzTNiddVyqVTHh+97MPXfuGLcta5Emw0ARDn5BhUojxc8CSjpqGl/B9BTDIAXHY4fMB92jJQuute7N2jsMXlpdpzfeEIYTedGjSNAqnGSctrlDXVfrLuk9KdLmWkP2kv+VZ2dCBDNAaMKVOjVoRcKNhX2rL1Hf0Na1J9s7rNdz0DCWXoPvK99mvaQG0ZiDm8/8eXCETcIM+IRqVgNYAFr6Omq4ViRkKINJaY43+Y/ZrVpggaaXFh/ZiaYhLl1CDZ5LurXRd0QNFF9RnWmu9hMMtk96LtYamtEzaxfyMvtb5fY91w/4thYI+N21JDLOUCbRWspUG3EheJmSxGXCzcKq7bdKT0fuK6QLbEDkJkgha5Nds2uDQp2SdslfUJs5z43mg1SbTfoIpQMcEwIV0kKVzTEUajVMNtpSmtYAbDc2QDqGeqw/coOcHIBJnJH7oBvv31H+dil/h4La49wp9n+8P0BZ8Z/HsRN8nPWz5vrSCXZbvYzjMxq0V9hVD34cmKHuCoTz4QX5/9Vv322vxfQxinPrpXMcQOR+01p6ixZ8EnhkDJO1pvk/PMvR9V47+k6OYoSG00mTNGkLLmgLcj9XzL2pa5/V9DJkj8ZeFvk8Du1i3vlyBz7SmwMB618yGuDUR12UiPf/Q9ym+sqfxfd/ofayDLazBTr7v69a8vSvoncfvqYK+7A6T2EGHUvqPfEcNu9WwVPk+/B7+DzY9n8ngZPZ9lX3fh+Ntfeme+vdFGqT+cMskv8e/A0z6hS75A/k+htACXsFYo1USHW2ZmNbaU2kzORQ7QzCUfS+gRO+L/ABxP/R9sMvwg/J9FH641+b7Oh3k0GOOfF/LLlYQ932f5HQi39druLGd5Ps0hJbiN4UggdbhEFpf8zptCG3J9x1jw0Z903qhcE9MzgKtiQEA/zING7X1NuFxKx6zzpTjaX/xe4EJilHMxDhr/3JteL2vhl7jx+6YXAKt0csGKEe2rPQdOpjeo/RC8Q18FmANeSeAgIY5Ip9w0/jHqPO45RvWRKA1h0pAZ5jXsIqRcIqkxN572TSAda3yDf6QK/Yy+Z72EDMovtxjcMRiU3xB/xRt9iQjB8JXx+mFyn+SE/J9s0x+RK9TTsp90oBmXYsvV1DOYttmkhDsqThTrsW6n/35x8YYxBSvuY9IYsnIk3fstcNmdJAX4f/YR/heCnDEaIx8nYM6s0dCQED5BLF8wtI5rkWdAiDg7wfl47SFA1pIL/TWiU+4MR9Pi3wjeaWvF1oCBLo6QLYkQzqL9aV76r9OuaM/3DLpfQy0nvSgo6NMJr+8fssmA/d1diLHg/3K/pLpGcv3iakY93mcPTZv32KDGJHqwPBL6M/SycWsmug7FAcXEtPpnsA38FnozuN7Waec3QC2z+o5xAbME9fJh2XMTMD3EQcHtOniHp/9ZnR+0H7QtUp/VT6XmSj4E0AffJbyUhUJ/PkDaTkbn0/eI3KKf1+0Xg5pu3/ZcMukZ/Xk3LG2HmWsV7SpMe4T10ncIm8ilmjoJL8X01rPKa29XoNfwxjFnBQ0rWHYypQnS9Oa8y/nCHI6fC+SLwZa16hl8masoQNadnEMupSpsMrP8n3qttZ+UAySb+jRrL3lG1qj8o0aHqrBl34+Ii3lpPubxLQOY1Tipiz+IoxR+zft4K4ZUpBWyIpRAq31nDTXIu4zFaPC50SMYp/6cxfoNvBjlP3/4nftnGQxatXSaFgwMQpiD7NKPtu4JpKw4mxT3VW3GKXiQlaM8kHrMEaxB9m7ygmqEqOMBBPDtFZOkydGxUlY+THqzsnP2jlRmtZ+d8KuiFEaCB/GKD4TpjX3K2+MSsImOO+yHhWj/POqrjUpRgkjKcSoDVFOkDdGaVhwWozyh1um7asQtBZukrUX9/w++w7sVqA1X3dTRYX7wx13u6nTZrivn32GG3lMfJKefWn/O68gcMRpVIafjgYTTCHZ3vWaWGsSRsXXQOuhF0dMa9h9VGMxyYMoMOiQFneFTAkHpPtm3+OMaS1dV1qqad3wW+SR/0BTUEAXYMn6LRXGtEZXtVHt+pGuK4ECZtW7y+fbcBF/GNlBrbtZJe+ng862duHjOw20gUFiG0oHDlYRLTWY2taYsA6DuQRa32GHLABCTO0zJ+13qLug73GJDxUGK/IgVMtDE1ssL3ATsg2pVndo1DK6T7QUossLGwhmEOxamUAfntX6zRttgF5a0gELBk1r6VdT1f/l4eeaJARagjLJO8Ci69uis/tar6ONaS25hAi46T7Y7VdkWjMU4dl5b0fvoaSYQyDFDFhD6Lj6TGsYIrQ0/vKtv5v+sZgdYiZEoPWMl91rC9+N5FjErmqTwTZ8Zt7bViHXPS0DredPcndMeaaS5ErS/QvZhlrjvJ77dEHv4xzMCmNab9lg+1QWgtZpwI1A6xAQiGuRh3UP+57qL0NLOQzCBltTsd503K8ee79J7CAzwX7nuYWHF+0nki6kLZCKkTah2IbSaZZvUEu8BheKuSU2le63X7m+a8T3bHBmnC1Z97mxuPQ54WtgHcAAg02ZZaHvkz/g71hXaC4n+T4B3nlAa9/3wbSWfrXWBTrnGwRaB76PVrqKbZuNYYgfNNB6bEHTGt8H244htxRa8HUy7SkKdndOedaGbvldJrpWWOmnP/lr+zOxI0LfZ0zrJm0jPX+1t7NfAW+SDN8HczhOGun34/7h3l42yxJmtBiz7MLnbzLJDFno+5gZQFxAHsTvMglB67xdJmhay/dJGqkSaD30EgPzYVr3abGvO6f3cGNaD2rX09jP8n34YpjW7NdwTx3YqqsdTEm80S6nYIckkM+0lo+NmNZFnVI6TOg0oaOFlmlaw19dMC2KNfJ9MCyRnUiyf81729aXPsd/naQ2fJ3wtGeFnyS+yvx9yn2iqEm3BdeCnr/fZRKC1mnyZoqdgA0c7mUGWi+Y6m6dXCrYiQGN76N7AhAC37eqYp35Qfk+pJHwxeb7Og90z/1bS1kmVqjv+8IuExUG5fvEavtw1VJ35Zg/RaB1JA9S1PP3maVp0kjyfbGDGDeuNe1NJE7ojKsqaC3ddq6X+7R1+3YbOCSmNfsL+R1MYIL0QtNYbIAqyIIApt7uFVEBBNgT3/AGMYrlJ6a1D1qTdwJa3z2toGkNqANwUb1aNRt+xD7HAIFrV69lPwPKARCLLaj9oGuNY1rzfdDV1QwS8tIzuh0ZybGIWZoJWr90i2tWt3Fs67XamH2d8KQ95eemeg0auzWr1TCmMUUi1rOuJY3F1r7h3iaLEmdloPXKRVGbtfRCWb+sYxl5MrEDMJZCDc8OpjW+DgAOMBQjZlGYByQM95TyCYgrBgjUbeS+f9DpZUxrgZvSu1fXCfubfe6z2PzWazFLB7Tu6n52WDZoHce05pwCqzhP6zWg9e8mPehmeKC1ANZ1mzdZ3lcCrf/gujZtazFCplihzi1IJQ1qlob6+c8sAq3b94n0q3VuU+ehXi8mHUxrgG58g4HWRV932cu3uqXrVli+jnQi752UnwOKcg6wQYbF84P2g66Vgffo+6q75Q0kXCY85iTnpngSgdZFzWu+7z9P+4Xby3iplW3ysvetwwxJFbo4fZuxfIFJbajDKWkv6d/pvEQqSKY1zs/cpz4t97UuVZjWkALiQGs9pysO/pI7sn3f2I/UkPgwRgFao2mN3r5MebLOM3TN3j71aWNa44tYh3REQSQiZnFOIHfwC6s+aC3fB3gNEUX7QZ2OIdN6w5YKky6ETQ8TVACz1o+fjyC3g+xOkhlove+AKF/U61YGMSrrOVUqrBb1tvm7rBgVMa2LXVsqosR9pmJU+JyIUV2QB/G6gcIYxb3iPAzTmhj14apl0dwFYtSNEx41X/3JhlVloHWNvWpYjKIIBykkK0apK5zvH8Yo9iD7jRwNq0qMal63cQJofYfpc+eJUXGgtR+j/jz1WTsnRkzrAadYLoSFTOu0GEWcZ91bYdWLUcd1Otjm/cSB1lu3bbP8PC1GIXuIPAj7NfR9yvvArSigt6jXxH3/wNPKmNacNWtWq+7yxCjmb0iOJW+MolBPLpoWo3zJlbR99fM3/2bfXcYaZ3D8Htv5O7Dbgda6pAULF7nfXF9gEezOkiEEjjjmVPhoGG5DoiLjIAJohDGtldY2AAs5F19jN2Rawx6lihZnqkyh/0wyGDKtYWxs3FbONhTQxYTTDZs3WgWTyjbasxHT+qgL3ZgFk917ny1wAJM+21CAAJVhDkw4JJwXLFgOurTp/OnYK+zrhkxrquAwTgRac/hBl1SgtSqRsMRJupMsD9Oaai0V3CzTkD697vZjvmNAPSxNWDACf+KY1vpbQDYGsgBwJxl/b6A1wE0RoE5iWmuNUc3s17KzAeWwbCSXoPuKpljnpm2M3UVF+Mm5hQEymAC2E/Y7xAC9Emi9xvG9MWl9iukgtiGsEtglAq2Znv7ax9MiZrvYMm3rN3d/HJEM3IhpTULZvkE80zpt4JR/L0O2IWuea8NYUyS8dAtwLbQJkrjIBFoLDE0DbgRaczD0NVzTmNa3TPyngdYM4uRgKdZ9HNP6lC6DbJCMTIdMGHa0T1IpViAVe4xOipO6HFqJaS0NaDG3NJxM99uvXDN4Br3UOMvDtObv/ING0joPfZ/vD2B1rd28PtH3fbz2U2ulrUqXCevggRmjIz+nLpM4prV8H/6UPUHiQisqjIuIaW2+b4p777P5rl3DFtYNE+4pfN+dk5+2wZ+wTdN8n5jWoe8jqebgQ3EEqwrTOqnLRKD1Tvu+bRVu3spk3+eD1lXpMkEeRL4vi2kNWxQJkXN7HWNM68Pb93ZXHfzlKKbQZSKmddKeguEBK4Q1CbiBlBOSTpj8fMi01kApAQYwrV/9Ir4vhWktZlzeLhMASp/9JX8g39eqQVPXtHYDx7XAtIatLgtBax244/avmNZxvo/hsfg5mc+0pgjPOsf3wbTGD8r3oduOLyZmndzlMCvKR/up2LXl+z7tF+0H5FNO6TqoEtMa1iqvEctNvk+x02eW5usyiWFaF9eLGJRZoLU653R9tJb/6oiv248wotDhpBAm1rivsSswQcBNHhbb5QeeZjIBsjSmNVrF6EGyDwAEYBjSRg1jXUxriu43vPOosaI/Wb/KvjMG47TmXjWMxUZsgTkqtuB9741y//zgTRsyzbXCMGUd+ExrWHWA1j7T+oz9jzSmFiYWG3MkODwnGe+bxGLDn364eqkB7xQhsyxkWouRyv6hkIGsiq4ljcUGwQEyQJxFoHXng937ny+y74cJ0EtjWuPf9t+7o8UlYgzngDimNbkyZwZZCbQ+zr29dJZrWbexI9fX/uB1ulb5BjGtNexaLLbrxz9qRSgx28Vi4wwAaSXJ0pjW5JIwmfOw2Aqg9UNuxuclvVAKxlwjRn7TuUlrG/LJtQCGAVTJQqa1ujjivncBtN7qBrfr7R4LmNYPzRzjYOvKtPZ//NrdbvO2bZF/U0ddHNP61C6DHGzk0PdxJujbaj/3xJw3I9KL9oOuNWRaS/8+ZFrrXFVVpnUcM1DrJTdoHTCt6X5iWCLGOYpiAcVJroUi8EMnF4ZOYiHTWrIOcc9JTOswRhnTenOF45nIxLTWeQb/RjcB51n+Hxkw/GDd6rUtfnFOGNimh/2bTN11/Czfp24wuiKRxqLbARkMyF3EPTGtyTEp0IVMa+UWPtP6l0ecZzOPkkzyWsoX9TrlNIpRiW9Q/IVk+fQ65WH8nBWjQqY1g/TwU3EmpnX4nPLEKFjqdLxwfrQYtXJxxLTmuUHsQYecwpDmLoCxVHfV7Gf8F1hCVozymdZhjCowrYc69i22K2KU8I2djVFINhGbiFHKxXd1jMrDtE6LUcQcYgegdRijhE1QpCYXaVW3iZ3DVCjjflclRkESE7M9b4xKY1orRqUNhPXXPMRRSFSyrK6JrD265/elO7DbgtbT3p3hrr2xAPL++Mpvu359eu2Wzy0vaK2WDV1EErhXAq1Lw5EEWvM3OOC44Qt6X4FS3+o70v29DLQugFwCrXHwsIVxlgJuAKphB7N5qWw3qFUvAm4IFKMXTHazPv/YgC6B1jiGpz8YZ0AOA32QSjihyyEmXaBEyQfolTQKhPvJG/e6mcsXRA5pZ0BrAC5a90KT0/IlV9IWUwhaJ7UScy2hzqTAUJ7Vhq2bbDp5WtJB62bdGrUiVjUJEfcxZBv6oHX/Vvu5s/cfZgcWySXEgdaAv2prBNTYtG2zAc8EjIqtFW7RuuXWguXLg9w54ns2RFJJo4K8gJsk0FoH1Z0BrQX0pQ2c8u9lCFpf1O8Ek0QJjWtZt2Vj2XCkELTWIS3uWUWgdcBiywKtJyx73zQJfdD6N2MfsL2jgVw8Nw7qsGow5F6QmOA7cy9p86cA4Rd1AGcE0EfyIEVtOwE3OgTvDqB16Pt8f+Df7zjfp7+V70vrMvF93/0zR0dSIAL00kBrEqSNWyoMrMEPonnNM8Dwfa8unGoJFBrgAq193/fzw891d0x+ymQp2Hdpvk+t2KHvA2Tp0rRNJI2EljeyHxRi0obQphXsBFr/T/g+f58KzOF+5e0ywdfBtFZHSViwAyiDXaIDIaB1XyvYDTdAIs73dW3Wzv123INlewqQc8uObSbrwb1EBqbg+84vA61VsBNoLd9njLf3Xo5apkPQOrfvK4LWaG0iM+ObQOtwsG9S7AhBa79g5/8N14KOpl+wQ64IHX/tqTR5M4HWHIB8GSR8nw9ak0/A/pQ8CL5PBTsG+CEVI9/nSyP5wA1gCPsn9H3aL1kFOxW4kkBrH6TLB1qPiA6ouqcCBBhGzX2rKmit+B4+V/lxX2NXgLdA63QW22RjA3Mw9AsJgFyQACQPwnPar2kbi/sCrSFI8P8AM8hkwfQFjMD4PsiD1K5R0y1Zu8JADADrKw8+w90+6Sn7mWLPd16+PZLP0QFP1xoHWiOjhvmg9Zk9j6zUer1LQOvjr7ICTpYlgdb+38WB1gKmADzwVx0btzRJqTjzQesPViyKpEBC0Fq+z5cHYW/1aNHBcnKkYoZ2OMD8IMZzX1ux3t3z7otlgIC0q2GKAggAbu5dt7EBAmmgtXyC/EwSaC2QLi9oHSdNsbOgNWA5nx9aHtBaBbG4ZyXQmjgjKRBAVnxHGmgNa59CIOsJItIN/x52/u2XbrOz2+B2fdxXeh5l+4UzEsUdjM4g/CI+lmvp3bKTe/L9tyLSiwAyXWsIWktKSHJuiifKG30ZuzzyIGmg9WHtehr4l2WhPEhSxxjX8tqC6QYSyxSDRVZIG2Qm0DqMUfiltZs3RaA1vu+Idr2sGyUOtEYqhn/nvE33K/GLNQRojX/GAJ8vPuAkK45iAq0lLUZRhyK8APoQtBZbNhG09oroeUBrkVP8ZxHGqKznFBZW+7Xo7H45+LxKfxYXo7QO9ZziupP0RgKtw+eUJ0aRgyOBA2hNjJoLaD3tuShGAVqDZyxas9z2GTHqqoFnutsmPmkxipwL8ovkdZJilGQDeeMwRu0MaI3cxa8HF4rVvimn8WXB0p5Xnhgl0NrXgd8VMUprWoVV9hOkSPbt9u2FuQtfJEZRkJrx2Xybv8UZnv3Tql4T26c+0SAErdNilA9a541RAq3TYlTaQFj/uYWgNZgO+dAe2/k7sNuB1qtWr3G//t3NbsnST9zwoYPdhV//6s5f5f/gO+BExGJM+5gQuIFlyt+FlgZaw/bFIfnaYOHf+8DNhm2bbYAErMkQuEGzq36N2nZoEGiN84ARyubl/+vDtC7qugq0nrNiSx2PAAAAIABJREFUsbUXArzBYgWU1aA6gixV65O6HmqHDwE3vs5xCFpL+0eOAifeo/k+jsMKpkokjCz0jpIM4OZ/CrROOuByLeG0ZLWuAAjAaKcokGT8PaA1z5NBKejJ6aB30/jHTcNLgcEHrRl6Q5sSoLWmVPugNZrWAK0EECXbOPg5KxbZYRSgAEA9DrTWtYagNYxtkkO1uYRMayUBeUFrsRp9eRCtly8KWsNsgOEQWh7QOg24EWgN8PPK/ClRO3sI3NSpXssOJKx9gIOJyz4wTUJAa0nFxIHWXK+YPOf0OtqGWbGO8BHn9D7aQGt/fwBMC6APQWvJaYSgte63z7RO01ET01os5fCeksBheZjWoe9L0j2P831KwKKCXYf+lszEme/7Nm3bYrrSvu+jS4HiBXsKsNT3fVaw27LJEmH0PgEgQtBaBTuS/DjfR1fJsZ0OKgOt43yfQLjQ94WgtZiC/5egdZrv8wt2IWidp8sEdgVttPJ9Aq3l+9hPFNoEmAC84R+/1vPoTNDa31Ps2/dXLDbfR8Fuy7YtxrS29lzvkKiCXQha6/DtM61fWzQ9KpDK9yXFdK1VWg9ZX3H5gkCF/F0m5UxrGGwcKkJLA62VT+jAHbenBFrjH8klxDjDHzHT4A9FpjX5xJe7DzaWVej71GUSB1oD0lMQxQBliWeh7wu7TCjIA/KEev7yM3lA6y/aZaL1IrZ4VUFr4n2c9m8cICB/KNCa2MD6iDMBAhzKF6z+xP1r3njzdQAC5FP4PoznBDhGwUagNbkdLDaeLTJZsCBD0LpOzdpu8ZrlBgDwfoCysKv5maI+uYj2h/aDrjUOtIYYsH3Hjv9nQWsY7UM79LN7GgICnZq0sqJAnAm0BsBDYgbfx6wUxWvNOZDvY+1vd9uNbAJQ3a35PpaTo20+ZJ9+qaA17fIM+AL8xIfhIygQQjrh8J0HtGa414sfTYx8cMi0FkhH6zO5YZKJaZ0GCMDAVDt70vvEMa2TAAEDrZu2t24cWci0ViyO+zxAa4qdtIS//NEkA80EWmvGi4oLWvuwepGfYh/xWSInxIHWfn4OKNuwdj3LObiXffbe14YCAmZhAq0pjsPEDkFrdWX8b4DWmqOT+LCLv5B8k14HaYpzaGh5QGt1fMZ9pkBrQEHAL2ZQYOS8SMb8Z5Fpje8z0HrAKRFoTX7+hwn/tPMs///I7Mqg9WFtekaMePY8e1/rSAU7v6gD6KY5JCFozffib/83QGvFqKznFILW/ffu4n5xROWhqrlA6+KsndQYNfBMx6waP0aVFVZjYhT7iSI5oDX/j88MQWvwio9Xf2qgdRij9JyyYpQPWocxij14ds9hlkP6ezJPYfX/ArSmkMn8s10VowRaK0bRjQDG4YPWeWIU0o10pFIcIkb96bjvm6/jZ+7lW4veqxJoHRejfNA6b4z6nwSt8U10MOyxnb8DuxVoffffHnKjxrzx/9wgRg2VS3sc0hnSa2ghjJvsqwASJw+iQ2ZcdVXvO/2zD03DVxNtrx73gOl1nd/nOHcyTOviMDLa5+rUqFkG3ADW0AqJ5jATuevXrB3Jg6DRB2A3d+USmz7OgUo6dgKtYR6SAJzQ5VB3WtdBlpCjO9yuQXN3+zHfdUytPaOoaa1kke/Kd5Y2Ezqu3Zvu4y45QKB1QfMJPW60aZMMvcyP1y6PdML911WdaX2z6TzL0B5Hy843aSCi3Y2Wp0ztlTyrTVsromGbcd8bjVtY02gBoqP2l+nPu/6turhfDDrH2nY5VOrwInYeulGA1mf2OMo0h4/q0M+0nyLQusdRxu4AaKWdGEYIxmEBtg2HUZi9AHSL131uuk++prUO89J1lQbYEx+MdX9/76VIHuS+maPc6wvftUMRJl1ChhDdNvw7ic9J1xk3iFHrJbynSW8Wsg0v7R8/2Rd97nWby5nWGuYgMBRtOtrp4kygNffQB+eYwg54RaEGg53Bd+f+/mHSE24KLYfH/8gxOX7D1s3GmkGPctKycqY1WqUPz3rV3oMDWNsGLRzfDzbm2b2GGWgtPa/vj77TQImL+h3vRnYe6J6e+7Zp0AuokZ/RIZiBRUxP1/32Na3j1rWuX9eJPAkToUOrCmgd+r6kNRLn+6QvK9+X1mVSyfcV9cPl+2ACsO5JturWrFUJtAbkQcsVvc/Gteq6X40tDGLE96HrCfDZvG4jY1qjNYjmoO/7bp30pDtu34NMlzX0fQA0pz/5K3s/6ZOHvg89U/buZUU9f2mynrjfIe6bfUem+j7usfai/0JpEudnWmf7Pulz+/tUz4nP5lkBWuvAHffFmW2A1MfPBp3j/vXhO3bfpecv30eMorimvYnGIKA1+wWtZPk+7iv3F58ISADT2t9T7FtNrkc2BHYIxRAm0kv/ke9454jLjUnPc5/6ydxI/1B6w9L5RM90zAKkkarm+3Sdmhvg3xfmRdw2+alKMxKSfd+z7qX5pQGGaA2iORgafhzpMTTjSzGqwLTWntKBO+6ztH64h/zN/8fee4DbWZVp/wsIEJIQElII6QkJEEgIvUnvTQUdkZFRR2REHRWw4Pg59s9xZKRZAiKCiGUEpCM9tNDTE1qAhHQgJCSQXj9+z973e569znrX3vskzjX/6591XV6ecPZ+9z5veZ61fut+7geVNoPYB+gUtOZanbHbBwxa899YrKNcI/YtXbPKvFkV+6Q+JGexyBFkoIQS8B/HPkFrxT7NbRT76FtADw75DcvnU7Hv8mO/GAZ07llTavrrE88PPTuk/fwV++gnwDzGj3dWvhfOueeSoidBPWgdl15jYwBIjocAj7cHAaQA+htSsc0YG66ceJcBcWCxPHS/ffAnwu7d+4ZP3lVpxMh1GmhQ9TNBPrjEt8dnT7E5CDZZKICvlortlIvMK9eAwLtv2WaPFJOC1swZ2GiQOlNzgf16DQ3/fsjZNs+g/4Yvvf7cfZebTY98+Ok38A+7HRHO2DW2B0nf1zp//J3dt9vBnuV4fPXhq8KMxW80ZA+ybsN68+nX2GqLLcPNp3+31TF1j3G/cd8xdJ34+5jj0mhUfprxATTXOnXwgeHckafYXJs+HycO3N/mvN94+GoTkSj2ce/z3Tg/Z+1+lHk04zl81u5HhyP7j7A4yACkLV29PAAE2Djlftq5Y9cw6oTzrRzboPXep5mKjbks/qKp0uvz7rsivLX8HYsX9N2Qd/KlVV94Gp7haa2/D4UjPQnK7mv9/cxtub80j/HnhbnkLS+PMW9ent3caAZac08CwwDCGponK/al/Ev12vMf+lVgnj/q+K8UGxPEDGKHoLXm54Jh9KkgP7ZA677h4qPOtfuf5wDV9pnDKkprPz9n4+etFUsCDdBpdD6s+4Bw+7QnrecQQ9CatQFrBJ5P/H3VR0BxRr0N1G+gsAeZOaGwtssqrat2FimlteKp+uhkL1QI4bZXngzXT21pxFi2huMeYwOUeZGGNo51nVT1lPpMPoPPGnX8ly1W6hqzDmG+J2jNM3VIn2EVaF3tU0GOumLcLTYnp3fCTS8/YnNqRA1USZoNWZ/hdnyu67l7nRRO3eXgms/48oO/DMoxeh40Z+O45D36NGEZpDizZ/eB9gyx3mZeo7mFn4/UU2eaPcjA/Yr5os5NnKPqXac4R5VVTaRylDZPdJ1kT5P6zPujHMX6lXkjOQpbN1UDpXKUQetZk0wwRI6iD5b6LrDGojKZTR9s8ojREnoUG6snnB++cP8VdXMUFZbXVYVmcY4ypbV5Wsf2IPVzVI/tuoQfHNZava45TSP2IHHfhbIcJTvGr+x3eqDfR7M5asHyxYG/Pc5RrDdZd8Y5CpbDd/vU3T9tKEf9+YVHwvGD9q3JUVQIAa1p0jlmzpTQs2NXywcSImEl9tdqPm4kR2EHqjlBoznqmkl/C3dPfzabo3zezz1XWtvpNXwX1jubx8afgf8V0Frq6veWLvtf7V+dOt0kDqkYc5fDe37aJGTY0bZgi4fUNahfdtuxr/1ayaIFWu9XeD7H79dDLiWm1E2x0ho/MXVvl9IaRQLeSKgigJXbAa2rSmsmXg++PsFUOOxG8j2V3AT1UK7RuIGdSJTRagaCZyPQjBErraXo9UrS3br1C5+vKq1VPrMplNZ+IyB3rWQdwWvYHfvWoWcZ6IqHFt1cSw2VXnOtaOyGmrVs8H6dQ6nwUFGgphC4AYTipS1ojWJq/15Dw8d3P8rUTbJL0HnlnhpchdYo17ADYXhojboNiMuEgY2GRSvfK0qhrjn5a+YRGSutZVHzrYP/MRy4824GqYEWsmPRQpW/m+ehbMjTOqm0rk6sY8uVsmN5aI1P8jcPPiugLogHfwuTVyY7GkUjxmoDkUbBzRvL3rHJj87pw7MnFdCaiS4l8gatx94SJrz5qpVXc51W0uAUaJ2wB/GLFyaqnEO+34DOO5n6kOcrVlrj+Q6YptHmbye3QGvFmTKlNVY82FIwuHaU0aWG/k6qG3j24mHQeostrMN6vRHHvrg6Qe9PxT4BpGaqTOLYR3MPfPYFrblOqK3jKpNlq1eagolFbieg9RM32Fcj9o2eNSm8YtB6e2uWi0oYyOZjH16yqBG4/rnYpw27OPZRdgfQk5//V0dfZU3R+O78DWUjV2Vy8VN/CU+98aI1Hdx9x371LpXddzRiYdSLff459dC6kSoTmthWoPXZ1hGe8y6ltWIfOYqNBEFrFjVWZbLHMQbJUrFv6I597RmLN+zUBIgqiJXrV5tqFPWDV1rrefjhEzeECW+9Vvgf6hkTmCCm4mndbOy7Z/pz4epJdxcbSP5iKI40WmUidQnHoPLp3w7+R1PQxoN7GGhNubqGz1E8m7meHFJaE3/ovcF5V+zzSmuu1Yd3PbQVtCb2LV+90uKgYt+QLr0tFpOz/HWqQGs27C6viX2xNZKUTbou6vGh6hBVoklJqg07ryzNKq2rMV6qRX9OBRlkcVIPWium6Rhe/eSPm1KxSaVXQOsGVGxSYkrZWVFat0BrrlP/HXrWKK0BAuRyvgP3CdCa55Fxw2kXhUue/atB61lL3qyB1ihRWSAzx0GV5ucGqOeZJ/DfFMM9tAYGrVm3rkVpfedPDOa1xS+0TMWmMma/EZALgL70GhuHrx740VYvV5zzpdcxtMY6Rn6a8QEWrnwv0KxbSsxrp9xr5x3QzJxXQECxD6hKw2N8cHlWhnTtY3Ny5gVUZGkuQqUQNkCIFAQEUOgDQwWtyStjZk8NPTt2MXDXiNJazakUgy9+9karxtTfx7+xHKkPre+1uUoKmGK3RKVZI36hQOuLx/13mLKw4hfKBsG3Dj4r2ZtjY6E1dgJrNwCtvxwmvvWazQdipbU2F1qg9TV2vbAw4H5iDcdaTs8j0JpGjAA7Pz/nOi1YuSRQVn5Q72Fhz24DAo0MZZ8jaC3FHnmEfCLLIMUZxSzlE53vRu1ByHvkPz3L/v59adHs8K1Hf1s0f683mfBKa1TOXKeUR7MprWdNNjsODUFriUpk65D6TCmtVSnlVdBeac0zdVDv3WuU1thWXfYcVZEVO6s/v/iwPY8t0PoK22hQxaoaw/IZqERZN3AtlWP0PGi9qhguaM33TymttUng5yON2YO0ZgFxjqp3neIc9cWRHw7HD6408KuXowStdZ1SOVPHUDVQKkd5pXUqR2GxM3rmRIPW5CigtZTW5KiLn74pdG7f0RrbMqcRtFaOomKQnFMvR2EjJbFFnKN4BnnetB5qxtO6ntJ6U+YorbfICVSuMZrJUUU10C4HBaralKOw3mRtFeco1jNsxrC+aiRHIdA6buA+xrWUo/QZNOl8bNZksyjFq13rVZ41hI0MCQNVHa0cpTU8zyCN4GXH0miOyimtlaN83s89V1rb8RqYBGwCRrF5bPwZ+F8FrbEEyY3eO+8UvvtvF4YuO3Te+L98Ex2BBCQvzNwhY3CT8rXk/UogTHp27drHDilgKHCjCW7q8wStVS6M6oxjyvPy7Dv/09RrNMVpt+VWNeCGEiwaQQCt2dneduttaqA1SmsgSudtOyahNSWRl4292YI64FrgBvhGQFHC5v+lcBAgqLEH6d6/aNghaM1ihoRYNlgQYw+iho/+dQpabQE3nxp+fNEcKP7sFLRmkc7imWtFF/GUx7aOw/s12Re0FgxTibwWL5oUAa0P2HlXsyXhs7Rg10QNgE4jGhSgnxx+XMBvleGhNbCJ8pl5SxdZYPfQWju+cYm8AEEZtFZJcF1oXS2RT0FrTazbAq1pjlm2UExBaymtBQSy4Obp/w6UX3IOY2jtfV1pXHrGrocV0HrSW68ZqOY6rVq72hRfKWhN2Tfnj+GhNQuyT+xxtF3LGFqT3IEzlHTzvEqBLEAQQ2vFKA+ts/YgVXBTBq3/8Y7/sO/rm+eUPZtx7CtTtadin0CUYt/xA/YtGhXGnxfHPp1rxT7Zg5Rt2LE7zyScDTsWLTG0nv7OPPO6BlrHG3bEPhQ7J+9yoIGXXOwTtI5jXwytZQ9SVlarv5+/E1uYVKy5+Okbw1PzX2gTtK4X+/zmQ6y0ZqNNC+7UfUHndaA4Hp2C1rE1Ejnq3dXLa6A16k1iHEAijn1s2Ala+2eKZ0fQGh/R5etWhXnvvW1N4vwiURt2QCGsmqTu0kabFpZAa4At4JOh2Oc3Z1N/s/7OlD3IxkBrlRqnPrMCrakyadmwi6F1rlJMVUoVaL3EVNDKJ4/NmWwLfgbX6oNDDymgtd+wwyveqkyqG3YeWtO4iQUBA2jdr1MP2zjJxT7UOFSbKfbpPqBRIAsaxYgYWtOcl+anjEY27NTw0Z9X7kc2T9oKrcuUnYLWKP/IIwzuQe5FAYHc84gV0qjxd1j+4DkSJOP5ApzJHoTr1Ldzjxpozb3B/cx3MBuxhbNbQWvex9wPSB0DAZ4bQKysw7SBDXz7t4M+bvMhcqCH1sBWVMna1KcCsAZa3/kfljO1OVuWW/g7qX5J+YV+/eGrralkW4CAIGT8uYpzfvMhBgIsUlPfh2NprqVzKIWZ5vQqvVbs89AaYIL1G/cEz81hfYa3gtZ/eekRmwt4ICCoBwQYM3tK2KlDBQjo+agFApUqDAEBNsSZ+2l+FENrlV5rg6LsOglKpKA18RQo2IhfaAytc5VX5AiqNv3mQ6y01oZY6nufD7Rev84ai7dA667hqhPOD5xn4Ivm5x5ab/G+DQ+N4yrQuqKwTUFrPz8HuC5Ysdig9SG997CGane8+mTxfAiQIQzas/sAA3asGdT4TnC0DFo/PGtS0aA1p7TW35mG1nPMH7pRpbWH1ju23750PsCci6pNALJGrLQuex55vZrAx9CaOe/SNSvDNx/5TZGjDth5txpojbUBay3mnszLqKKKoTUWC6oG8tAa4QPPCdBaOV1rTTbHUR0rhsfQWusV5RPNLRCN0QCQwfyEZrZlg/tL8/xcjio9QPUXMbS+7oSLQpeOHVq9LZWjYqV12XqBg8U5imoD1gbkqF279jWlruYScY7y1oycc2KXh9b/9cxNocu2nUxUl4LW5HvmFfVylIfWcY6q2IMca73BGGc1kaO6d+hcNGD2J1bClE2ZoxqB1rkcJWgd5yhVWMU5ykPrXI6ySv6Vy8JNLz9qCnCfo66bcp/9m43Lx2ZNsopHcr/WqzxrsqLU/DWXozy0bjRH5SyslKPaAq1zzgj1ns3Nv299Bv5XQOv/L18YEkdZoz7/d7WG1v9qXePjoQSCum9o14rSWslC4EZdXFPnrR60ltoQT1Z1b2dizwSf3exFK94zCMYkoX27bQpwgzKKkne8qJio8T0FXKU2xOfw0iq0Rh0ocMMCFN9MRqy01kK2gHKjr6p4Wle7TAta11u8VKD1ggIk+HPzs+duNp8kr17P3XNebZjbOeZvoQwd1bOGuoRzrdasX5OE6Hqth9ZS4QlaX/bcX81DT4sXgQUS+4G9drNSWhaCmrR7aG2elU/9KbDo/l21PM9Da2DTktWVbsNMjDy0ViOoGFoLqmsyC6gBWgiUaSeS0kYmYGVDxxFE9Z7WAsDAJ69eLzvWVRPutLJ/hu94Hb8eaL187Sor2dSQ97ieqRy4qS2Rr4ARRuzryqL8w0MPNWiNr+ukBdMNVHOdVq9dY5N2bSJJgcN1Y3LLwpKBugJIwT3IdeQ88J4YWkuVFENrQXVNZgVqYmjNfXXVieebpUlq6Diq0Ihfw+YX5ZJtgdZlGwSp2Kfv0UyVSdmGnaC137BT7GPDDqUak3BgZYdt2hee1sQ+YhlNEXlvClqzIUaVycmDDrR7IBf7BK3j2BdDaykFy7zadU1y0PpnT98Unpj/fMOxT5s5HDtX6hlv2MXQul6VSQ20rtoWCVor9pGjWMR5pfUBvXYNZw47yqB1KvYN6drb4Kh/pjy0Rsm8bO3KMO+9hfaseWitDbsYWgs2l0Frxb564EbHSVVmKfY1umHnlda5DTviOFU1vsokhta5nhweWqPAJy4p9pGfuFYMrhW2YLIHqdmwW7Pa1EuKfb4JrQc3fsMuF/viDTtBa0F1QWvFPsV2KQV5hq888StmwZCLfakFOBsA5GCB92aV1mWQTHM8VGOdtq4AAwGkRlRsOSBAhQXzPl2n3tt3N2jNnIi5EUCA0mu+A88a502e1pTIU3pNdR3WcClozcYsoAVVN3NCQWvgG3PKFLQG4rGpXwat2RTFz56NaO7vspGD1lpc++aWpQdyc1NeUw9a51Rs3LvMq1IjhtZarGtOr++s2OehNRtxg7rsbNCahmeH9R1eVD6kgID6iwjqoa7GBga1MBs/gtY5ICCorpwNAPB+oWoYXq8SMget1dSwLdA6t4lNjuDe59xoxNA6B3A9tGYuxzxSTaSBmFiEaH7uPa2pQGMtxGcBn7HmEqBD+ShrPz8/99AaKMwa6PZXWkNrNsf36N6/FbRWrCiF1tWKwHp9F3LQeto7cw0Ac995y5WyZ0piK35P9SabW6nBnIv7klijEUPrlF2JXpuD1svWrAgXPXJNEfv267VrDbRmLkZlF3NPnjXgFPCMNS4e1+TKYwbsXdgsam7JtcUa5tJjzrOeNcrpgtZsjpPbmoXWUknzhQXhy85vGbSOc1Qu5vG7GFr/4aT/Ezput02rt6VyVAyty3rgcLBcjtptxz6FhRWxL85R8IMHXh9vGzWWo96eVWysct9gAYFtKRZ+sBYJPaS0Zu1FY8V6OcpD6zhHAanPHoandQVaK0fV8yvmOFS0Mt+MhzZW25Kjyp4JsaYLD/hIOKJvWmmdy1ExtFaOiqE154r5s4fWjeSoW6Y9Ho7ot5c9Z8pR+gyg8KMzgdZdA+seQWsq3dWoNYbWqRxFNZA2jpWj6gkfc9BaOcrn/dxz5ZXWqY2les/k5t+Xn4HN0Hoj7w6D1iecbw9ZbsTQusxSpAXc/Iv5czKULJhw0PhGZRqpzyug9d6nBSbC8lxV8yKBGyYRW2yxhS0api+ZH1D1EQQXLl9ijRj5GWitZmQGbl4fb4sWVIiAGzVfoYQY3+zrT/1GuOChUQHfUMofpZyVhyXfN4bW+n6aPPI98LcqoPXoq6wr+v859BNJ6wedA0AF54YyoHhItdwWaJ1LwipvBgJraHLKhgSLstT30Wt5v0CH/KbVvEjgRolBYAGVF2D4I7sdbiob7eLpvLLTSXkqgABVgHajK+BmfLhywh1WIoXf8vyliyrgZuXScM49P7OvpUVzAa0POtOUH/p+2qkG1NAoUn8f/8ab8Zy9TrLd/7IhaC3/OQ+tVW7eKLRmYc33YshaIPW5KWitEiM9UzmLn0ZL5FnYf2jooaa0xed6ytsz7PliUkvzN37W/U4XcqlxsH5A0cTgegBoKbfmPKIM8dBa6lspvaQCVUm8wE0BrRdV1DE63+rGXG/hIdViGbQmjlAS5ks6y655HPvKIFkq9smSgOeJ2NPQhl2d2Md1wg/Oxz4WnQBS7il+xhrJxz6USjOXvBE6bdMhPDPvxWLDTvcG5+HC0VeZDxxVJrnYJ2gdxz4gNTFfTWj59+KVS8O3Dz3bnumykasyueSZm8KYeY1Daz0XfFZONRNDa+/1zjO1av3qbJUJqpW9egw25Ytii6yRFPvIUZTTC5jg/WgbdrsfYbBGwEKxz5cm+meK2KcFE3lt8oIZYf57b5sNk5RO/L1aOGC3gnJNJcnyw9YigQnso3MmtYp99Fzg/iwb+jtTsUaxr8w6Jz6mj32oscogGXEcayS/YadJfyOxz0NrLWb4LpxTLCUurUJrrhVVBjQKZMOOc8xCkdiHYpafdb97aE18AWi1jn37hgN23j0Z+9QET7Hv2GpzVn0/5cSXqrFP51v/LrN+0DluiX0nFk2X9Dvsaoh9+huahdZlkKwFCHzTgAlDoEzQuhEgoJJyeXliv4PKT9Ca60R1ETAYf2MgJBCA0msgE88aOcJDa67xju07hVfemWeiBdkV0SR75bpV9hzwDMpPW5s4H+g73JrgpaA134/3emj9j8OOKs43jQd32K5j+OmR5xoYLBsAgTIV28ZA65TSlO+gOOcXr1K5AlvWrl9vm80pQMH7NdciR3A9fzfl/nD7q0+arRRzXn1nxT42Odgcxh4EpT0CECp02JQ7tPeeBbRWE/WbX348HNlvZKBxdgytqXa8bvJ9BRDQ85ACAmrOKmsRxWAAAJu7HghMemu6qaSZy5YNgYXU/S9/6DLrHH/MWGlN423gRmqQy1Bap6C1Yl8OWnN/47vOfEXPIus81ns3vvyogUzNz5Ub8LTeasstbVPI20DoeUS1K2s/KsAAJQyeIZTWNGfm2m6zRTu7L1Q5yvNA0zPmjMwdVcqu5qzEW/ywBa21Caq/r9FNUf2dmuf780rzO+7PevFT71FM499Au7KqU8AntjVAYg2tP3SdUt9HrxW0luWT5gPMeVFa850ZPFPm97/vh8Jfpz1uFVI8X9zT9Cnh5z++8FANtCZ/MbdmI44hayrmL+QAmnQiStH8WoACJzGZAAAgAElEQVRMm8+NQmv9fS2VPL1rqqNS9zd/Z+r+j3NU6UNZ/UXz0LolRwla6zrJii/1mZqDpXIU9iCqBkrlKOLPfTPGWSPGVI4CWnOPvbxojq0TFF8rOWp1+Pmx/xoQStTLUb4RY6scdcdPzP5C0Fo56j+P+KxVEeVyVBm03pgcVfZMaL1FTsBCitFMjtI8Ks5RsrTSd8aWjtd6aJ3LUWx0seGJddjhffeqyVGC1lzbayfdG3butKM9a9pYlV0Pf4vmr7kchVBDOZhnkn5HzBvZVC8bOWitHNUWaJ1bs9Z7Njf/vvUZ2AytN/KuaBRaeyUaH1lmKaIEAiRGzcNQ8he40Y5X6qvH0FoqaEFrKa0JonivsWigpAZAYtB6xbsGOpm043mtEnlKSFFa0+Sgw9bbGrSW0holKjv07FRTSoiKFJW4wI0WeHxfTSikOPIqVn5PuQwqA7yT9G/gxj9nrEF4XU5pLY9Ur17PXXapcHlNGbTT3xJ7k9dC67VWSlg2aqB11ddVtgMxuJFaDGh9cO/dwxm7ClpXPM1S0JpziPcdw6sNmVCvWLfaFHgoP7zSml1rWSNwTaUgEbjRTjULU5R2KpHn39wTJJ3cyCmtBW7K/N7j43q1oVSaqc9uRGmdhdbOHiTn60oSR20YQ2sW1ms2rLVJu9SGHlrzbLIIYXhojWL7uIH7hsdmTy6U5yon0y66lNYCeJpwqNxY6kJNqjUJyFmD8D3qKa2JIzS/awRax7Gv3oadj30bA611rlXSqQ07rhPDxz6D1iuXmnoj3rCTn96sd9+yZwOrGB/7Jrz1qi14uBZ4jhL/crFPFgFx7CMG8375+fPvPboPNLiRG9nYV4XWbYt9raGdvkelyqSlL0OstK5XZcICgrhOPCk27Ko+4Yp95CjUvR5aH7TzbuGju1Wgdbxh56G1f6Y8tAbWrV63xryyUaF4ZZOsGaS0VuzTZp9XWlNl4jfsnp73ksGN3MgprZvesJt0t9mqMHIbdjlorflEzt4sB6290pprRcwBWuPnP3XBDFPWebWSnkdsz+T56q8TSuu+2/ewDTti6AmD9jPbClXdKPYJbsVVJspjhdK66sHaAq0rnqyAoJy/YM7Pf+ma5aYIaxRayzpC90U9aK38y+s3BlprHoLlym5d+xbQmuuEPQTPwRNznzdgA8ykMoR5JrZ1zztoTcn+Jc/cbGD4pYVzzIZIKjaUqAyeTxZ1zCUA4oLWglspaI1f8Iq1K2ugNVVr8gtFxfbPe51oUCY3cio2La69ej13LM2heE0ZEFCcA4TidcvQNQZgrl6/1u4N7uXU0D2qcygoHENrxT4PrYGZAzv3sjk5cPLQ3nvUQGtg8q0GBEZY40VBayzibnlljJ3r599+3XIY+UtzAyoOZM1QAIFqY2oBwRy0Xr1urZ2v3MgprQUEGim9Blr/1/i/hMlvT7ePy1klkiNQOgMafN7iZ1Vu1VNaszFP/CigddUnXEprbS54aN1uyy0DNh7cT6qC0fPoobWfnzOPZq4DtGY+z+bEtEWzbYOIIVWnbCNjexCt+7TRHHtax/8uu1ZSWmue71/3yjtzTLXMfe83AsqO5aE18TZl3ch7c9Ba16kt0JoK6PfWLC+U1jxTe/fYxaA1HurEKa6/8hI/C55h0cR8ACB94qD9ikpIKa2Zv+zTc0j40n4fCne9+kw4bchBViEjaK3N5xS0pp8Hc0RisCC1Nsk0H6lnDcJ5M2hd9cL31yDOUdkH08Uvva6e0trnqFhpLSu+1GfG0FoqaHLUrl17F0rrVI4iLwGtyfmWoxbMLJTWxC5s8KggeXHh7Cq0PtjW7uSoLbfYwjZmiTNH9RtpPsplOcrb2MQ5imfw7D2PqXkmNzZHyR+6LTkq9Yxy3luU1m3LUS3QunIOlaNkF6K8yjONSMpD61yOAlpzf+PVj7WVz1HavFWOoqcQLETrVVU+8Pc1kqNiaI3NU64CnOM2Aq193s89V9p04zXK7fWew82/b+wMbIbWjZ2n0leROHJNffTGGNyUWYpoApyG1j3Nt1nBI/WlNHmRnUYBrUeeYl3fVeLbs0MXU3B4cMPEgN8zIeJnvO5aoPV5YfGqpeaP+dTc5w1QSiXsobX/TgI3skJQouX/Ba39opj/zsKUiSagSf9mUZ7zs+Z1FaX120lILAjSFnCTS8IppbUScb/texqo5DqXDd4vOw2BG9+5mYkuZfYkEQ+tD+k9LJy+62GmtNZOu4fWh/XZ0xb7XbfrHLDQYMTQGh9UDQ+tKcFBeaOgK3CjCUcOWj/3xrTCu7zsb84prQVB2gKtZauS+lz+luVrVhoo0YjtQQR1U+/3cDEukef1mujG0Pr5ha/bRJ2FNQ19iBMt9iAVr0MmUnSKl6oXBdPOHbsZuAFas3Pth8ANEwDU0jG01rWMobXiTbPQukw5AQDeEDbUlHSWXfNGN+xSsU/nm+eJ2NdIlUm92Fe2YUfn9jS0Pi8sWbU0vLt6RXh67gul0LrR2CdoHce+FLSmyzwL0dzIQutn/xrGzJ1izSRlN5U7lt+wy6lmctAa1c2aDfkqExZ9bDSxWJPftH+GWTAQ+1jIe2h9cLXKhO+Zin2H9xluTRK7vK8olVo0htbebsBDay3GYmgtq5daaE2VSWVDkgUQGxlqNlx2fgWtU5BYsa/hKhMHrXMbdvwt761ZkVRa65nK2ZvloLWPfcwniDk0+UVpzTyEuUUKWms+QOxjUwaFIMNv2KVKOVs27CqLsRhayw+0HrTO+VnzPXIbdqjW2bDb1NBaf4sHAlTq4HErcNOIik2lyh4I8FxpXsh14n8eWgMBKL0GMrHxMhUgMPEuuyZsSqJCBGwCP8ugtb/nBQSA2ADDFLTG9o2NI6+0jqH1Z/Y6MVu1xWfmoPW/PXqNKe82JRDQ31IGrdesX2e9aAAxqaH8LDuNGFrzHqAWij9in4fW2EkM2GEnm5vx8yF9WqA184GeHbuaH/miFe8aEFB/Edm1xBvVgtY5ICC//hy0XrN+rcXx3MhBawHgRlRsMbTOAQHgBvYgKWjdiNIa4MUch7iuZ1GNw/hbmRdSpcocxUPrrbfcyp6vFLSmefA5I0800EmvH+wkGB5aA1WJYX4IWmtdGENrldH/PaH1q4vnWRO2tkBrNbBM3SP8LY/NnpJVWpcBOo6njRXFda2FlNe06UzcYy3ZCLSmuoPKK5S9g7v2sWpFhpTWgtYxCBO01homBa2l0s5B63qWE3yXMmgd56jsg9kEtE7lqFhpLYFI6jO1hmxLjiIv3Tt9rOV8y1FvvV5Aa3IUPILNOO4FlNaKrx5aN5KjPLSOcxTPIJUN8BcG/240R9H8NrWRuTEbq3iBwwviofWWV1r7jdV6OUrQOs5Rnjtx7/FMU5XGembdhnUBy8hGchSbcQuX1+Yo5cE4R2m9queRvzWG1qkc1Qpab1hv/TVyIwetlaPaAq1zItN6z+bm37c+A5uh9UbeFY1C67lLF4YvPfCL4tNGnfCVsHPHHVt9+tj508KPn/6TeVBKaa0meP2371mzaEh99SkLZoTvjrk+fGHv08IJg/a3iRUL6nNHnhxOHXyQAVCAGIoYWRa89s788PVHfh2+ffAnwpvLF4VrJt9rP6MY+MGTf7CP+dlR54Vduu5sPwuEC1qzsGWHnh03P0bPnBB+Mf72sPuO/cNPjjzHlJkfve0H9hKBm/969sbw5NwXwk0f/o41hvzqw1eFPXbsH84VtH74KptofHp4eRNGjvd/n/qjqcBTyma8Zh+dDbhpsVzJXfbz7rsivLX8HXuJzlv8ehQY/3DbD8M/DjvaPOo0gC3ANa6VmriUfdbHbv+RJR0mPvfOeC78euLdgUZj/37I2fYWypMA3zTGkVqMEnnsOj409JDwxft/Hk4adEA4b+9T7bxyfj8x7Jjwsd2PsPffP2NsuHLiXXZeOb/3zxgXrpx4p6lAaOaiAaw7595L7J9Fk7gn/xBopvWNg840RQ/WML+ccEehQKKM7vE5U4vzTQOT5+a/HC47ptJws2zcPf2ZcM2ke4pKg1p7kCnmCxyf07Jjcb44b4x9ew0N36met/j133/ihkAzsJ8edW7xK9kgSG2Ys/jhGSLpcw4XLF8cPndfi6c1B9QucY8OXcLJgw8MZww9NPx83G3h+bdnhl+feL41auF+4d5sUVpXngmGP+YPsAfZvns4955LDQDhXekHz8eMxW+Erx34scDmxN2vPW3PK4psShXfWfleOOeeS8KJA/cPn9/ntPDSolnhW49e22IPsnBm+PZj14XfnHRh6L5deTfjN5YtCl+4/+dm9/LBqtrHf49P3X1x2BDWhxtObfEhLLtOrWLf8V+2+BOPVOxTvFLsU4la6rPi2Kc4Fcc+SnzVBEyxj0X3whVLwtWpKhMX+xRPpbQm9vGcqEmIvlcc+/jvWkzpGYtjH/52AI/P7V2pMuHfw7sPCNhO5Aaxb/a7b9u9Fg9ZI7Ul9n12r5PDadUJuj8uC/mP3PqDcNbuR4ePD6vEPsEcfrYNu/VrrIy6bNRA62qc2nenIeE7h1ZgD4uNNRvWWTm+mhb/8z0/C4fsPCycseuhgRit2Ecc5vlKxT5sYG4+/btWJfSrCXe08shFXf+ZqjXSH0/7llUR/eipP5rdlWKfrmVhD/Liw7bIvvKEyoYksQ/LmCuOzSut75n+rN1fvzjuS6Hv9t1rTg35idh31u5HhY8Pa+mRUHb+OA7HY/jzFr/+h0/+ISxdjT1IS+xTs2A9U7nYd/Ezf7EFIedw4cp3LS4xpFBU7MPrFdDy0d0OD1eMu9Vi39UnXmCxj0USP8cbdhzn7RVLwr/cW/HJriitsUa6LJw+9APh0/GGXTX2ffWAfwiH24ZdJfbJ21wbEMcP3C98cZ8PFrFP51uQju9CrC4bin0pexzO5Sfv/k9rHEU+qWcPMu6NV2xuolGqtH7t6XDt5HstnnZ630+fIdAswKZqudT3fuD1cWHUhDsD+YMKhvMf+lWY9e6CohxaxyLuog4FmIyZ+3y45H2/au7bh2aOC3cArY/7Upj69gybizD0TPAz1m8z330rfGjIweEzI04KF4y+0l5zeZTzmRtgU0Gzpa/sd3qYv2yRzVV2aN8p/O7kr9t7yGPvrQJaX2j/ZiOAeZSU1mff+ROb86G2zw3m1N3fv5bfTyibsWp4edFsU0yquWXuWF5pzRyMuVg8BAQu2P+j4ch+1dLrasNMlNZsTtMMtmwusmjlu+Gz91waPjzkEIvr1099wJRnfmFLbOy23Q4W+7hfVq5dbfYgvL7/9j0CzzQ/H9J7d4uDdj6rzwQ/Xz/1/nDbK0/as8T1vOGFB8MtL48J15z81dCtfUsTe80NfIPML95/RZi/7J1w2dGfDwO79LLYdtNLj4XLj/1iGNC5p90vbIJ9/wMVf1aqGKlcqQetr5tyr91ffz39u9ZLx4+/vPho+O+XHg7n73dGOKr/yOz1Nmg94S9W7s3AjktrhfiNBq1RWu93RvErXWNt2OXtQSrQmueDz/vemN+HnTt2DaOqeY25wOvvvmnzc+UG5lpWoXrYp2xOPrw71k2fCl9+8Je2PtEzwRfSfIWfyd2oFlFaE7uIYX584s7/CCvWri7WYQIsNIb7h90ODy9U53U8M6cPPTSo8aLON/++csKd4cYP/3v2/E5881Vb87H+23/n2lJ6QWttRmUP9H5e4npz3Rk0VlO+jN8HtGYt8ftTLyp+pY1jXSfZOqQ+8/fPPxBunfaE5Rji+pm3/8hyjoQogqXEvhHdB5ifO/HJ4tTp37U1MhXO/HzD1AfC7a8+VdM0ls/UMVlrMe8APO+z0xCrRPWD54O4qrkIc0OeV62BeS3Xkoq6Hx72abPa+fTfLi7WVS1K60oczw3urxMG7m/rPz/iHFXvOsU5qlRpnchR2jzRdZISPfWZrXPUqED1oq5tLkcRx1jrGbQ+7kthyoLpNpdi+BylvKf4So7CBpV45kdZjurafvtwbdV7Pc5RXLdP7HFsMSeu5KjjjbPkRi5HUblABUMjOcrzEz6v7JkgzhBvPGDV5kkjOUpzsjhHsRZgTcAgjsq2jLUP6ylyeC5HSWjF++McpX/HOUpxrUv7TuG66tyhsRy1spgTkKPWrV8XLqoDrX87+Z5w12vPZHNUw9D6yT8EYikjJzKt92xu/n3rM7AZWm/kXcHDWw8A8RExuAFgsdCLh8DNz476nHUKZwhaszOPp2Cu6UmhtN77gzbhJyGz88oihSEIhApDzbIEbpiovwG0nnSPgVO82aS0vuTo88Lg9736GAI3jUJrACmg1AddKa2V5GugdbcBAYUzg8QxsscurRaw8XljQUywTk2MKFdGedwWcPO5kacYiIyHoLUHJbwGDy2uEdeKQA5sLhtMhPBYY8J73+tjw1UT7rJJJQp3BmqptRvW2+LFQ+tD++xpC0egIt+N7/jR235oynlNYnm/IDXKjxsbhNa6Lky0mHAR6FF2C9wUntYpaP3GtFaTg/hvz9uDNAetr554d7inCq0FEVPnGmjNwg9ls0YMrSn1Z+c4NQCT496YZudQCd03atIuMUqOkxy0ZpeY+5FJC9eGxY58XdWgp/JMtoCbRqG1gJrAjUCNIFwraF3dJNMkIJ4cxH83CzEWfWXQmok2f1NboDXnhEVMI7EPT+Nz77nEnifvp5q6To3GPiZbagLmN+wWrFwSuKdYsG29Vbvw/Sd+bx/jY5+Up/LzrwetFfs4jhbM2rCLY18SWvcYaOqF3CD2Aag2BbSWioHPK9uwE7T2m0sxtAbesGgsGyz6UAgT+xSndF4UR4mflDp6aM0GGotylNaKfWz+8dpaaF3ZoGsGWmszQdBase/hWRNtE8pD68dnTy7gRQVavxSuODZvjUSs4v765fFfDn2iTZuiyqQN0NpvdMbnmzi+bDVVJq2htZ6pXKUYXpHPvvGybdgJuH3jwDPDoX32sI9S7ON5Blp/ZLfDDFqbL/KJ51vsW7N+vf3c4uffL9C4lOFBeKPQ+usHfizQrKyA1gP3DV/a50MFAKgHrevN1xT7ALPkWT/+3tDaK60B///++HXWsBv1GHYCVJqkhjZlACEjegwK5z80KuATykYmQ8di3oeK10NrIABAgcZI3JtAa+YijD9+8FuhQ7VZLwBg5pKW+Wc9aK3NBEFrv/CkqmTJquVZaI0lXAzv4r+dxTmAd1ND6zIgkLIHKYBA+04Wh/AQRxmaGhII0KyXuA5we2Tm5HDtKS1N6oiNbCgT+zy05n7sv313g4r8jE0ccZBRCwQqILxRaJ0CApce84UwaIedwp/fr4a48aVHs9B6zbq1dUuvVY3219O/Z+X6fnB8Pqct0NqDlPh8k8uYZ3FcDeVgbdhlofXoK81CkbguwIwoY+AOO9nh6GcBdGN+7qH1tu22tvuROTnPIj+r8uHoAXuHr+x7ur1f8xV+rlFaZ6C1NhMErf9pj2Nto1AbEDlofdXEO025nxuFPcgmgNb0uGEjjoFH7aiSqlPA55i5U8P1p5RDa/pP0PMiNVoqCSpCDCoVqNpA9MF4cOaE8Kvxt1vlwZ7d+9dAa+5H1rNUk/AzzyMNMP1GDsfgmFQUNAqtdV0Erf18/+y7fhLo85SD1orjuWvF/UXvmv9paO1zVCtoXe0n00iOYhN0yI59LXfXy1HkpXunP2tQkZ/ZRGIuFeco8h7PZKPQOs5RO7bvHH578lftuHGOAlqfvccx4dSqiKfRjVVyFBur36sKMvy5+eYj14RpbYTWHG/vnYa0OtWC1n4js5kcpTlZLkcRRzUv8dA6m6OqQiu+sDZrlaPqQWt/XQSt8zmqFlqvX7/eRCi5QawiZqVylDZW2wKtEX2xjt48Ns0Z2AytN/I8VqD1V4N8UssO5xf1vKasRFVlHD87+jxr6MKQN5gmWjQ6LPN4VpmYSsyYWC1bvaIVtCbgrFhbaYQjT2smBkzASESUNwJ3/vzCaPMuvvSYzxfNwAStZW1hSus3Xwt//lCktJ41Mfxi3G2Frxt/S+xpLSWgJo+UAGNdIWhN4gBa04k5NyrQekFS3SdojTctk4V6w4MblYOl3sPfcvaex4Z/2PXw4teUFKG+4FoB6XM+p7z/4N7DbLdeJfJ+Es1El2OweBG0xtP6sH4jTP2KPYgUOmoMo8YsfCEpDFB+MFnVv+lmziRKgw7A5/yt0ohRnx+XyKuRi7cHeXyuU1q/MNrUCtwnuaESeZXueaX1mDlTTblDM0kamdQbKk3jddpASb2HjRdUKh5aywZBiTcHbri/aWTBOdSmj+/cLHAD9AZay9P6pXfmGLijhHnDFsF+5m9kl58dfa4Dwzc4Ayb07tTNOl0nldajrwozlrxRLJK0CaCSeHUOb2UPUm0WK7XhtSd/3eBF2ZCXdJk9Dvch96ZvntNo7Cs716nYp3LqRqpMWsW+Rjbsqn7+QAqUTpTFU3aHuvFPL1R8233sE7T2G3ZJpXUm9gnOxrGP0tshO/YpmtDyb5Ra+MTVi31ArVSVyWXP3hIemzvZmvps6tjnn9MYWqNs+NUJjUFrxSVtmPG3EkfZGOTv8vYgNHfj+frcfZcVse+mlx8Lf3phdE0s1jEV02TxgZ+/t0by9iD6fOxWuBe1MYV/9WXP3WJqQq47thaPzplSWD/x2aiR8QbOxr4ZY+3+SlkRKfbhy+0b+5YdT4tFfp/bsCOOL1u7MtCEWCNWWuc8nilff2ruC5YX1EQutWFH2bxB610Psya0Ly5iw+58i33rQqXKRLFvh207FbHYW1NRNgxYIPblrJH0+Yp9WniqLLqlCW3Fw1p2LFhFYBmB1zZq43qxL2XHwZzpE3f+xJqh0RStntJai0V9VhkkU+k1pc7bVSGx4plyVE7Fpvub/IH9DZUK2LAwD2T4YwFkvD0I9yP2ZEBr8jL3y5+eHx347trI0TPJ3EaiCZ5RBn6hfsgeRDlJdiuovK49paK0piwauzk1Z0OlRYO6osnVnT8JnH+ubW5goYbdU6r0WkprPE+xN6k3vNJazcLi9yjOeUjsVWwoPJlblXk8a64l+xssV7AzolGpBtCaDXBiHzGJTUL+G0r73kDrJ26w+fHRA0aGP77wsFkYaCOHY8gugfsGawtdDz6D8ncNzQV8SbxiA9d0YOedgsqiZU+H/YEvvWa+xt9cr/Ra0Dp1/yt+NwIEUFpfMv7GMPHt1+zPkDd46toyj6dqE69sjWagNfc3cxzyjwCzchHHYy4w+90FNj/39iAd2m1jTX75LFk3Me/94wujLX/QtNI/k/zMc0DF3bcfvy58ad8Pt7rvZQ+izxe0phKPmDvtnbnhm4/8pmierB4JOt/8G6V1XBEWnzd5d6esB7ROxJebvgL1hmIar5NVTeo9Bq3nTDU7Do1Yac3zzblMjdj+hkoF7DnIIQzFRp4H7GJiexBV5HGu+Pt5Xpj//u6UbxQfxzHxbpf1XJnSWvYg2Prx+doE8NAaaz0aa5Pv5D+tdZU8ruNq2NTfzf2VsseJc1S96xTnqDKldSpHxdCapqhlfQjiHIXAi8rCRnIUcwnEe3wHctTStSvDnxM5iryHhZXiK88wSut4XVqWo3wsjHMUzyAcgjU3g3kAMJJGnblBjsL/mZgQD1lYbcocpY1VnxOayVGak+VyFPee1mTEFARMnI9kjnp+dGCu9o0DPxYQ3DHiHKV/xzlK9iDwNVmJNZKjmAtqTmBK6w3rw0UH1oHWU+411pbLUTSWZg1Sbyh+8bqcyLTecTb/vvUZ2AytN/Ku4OGtp1rkI2Jf1zK1j0p1vLpPSmsmkSwaTh/ygVKQockVChssAyjvpYMyO7cMBSSOxeKEydL0xfPD1x7+te0Ezl220JTW2sVT11nt8HOMGFqjGGSR/6fIHuThmRPDz8ffZmVOKEil0OMYAgQCypRmoYrje+zRrX9RhsK/mazENgnxZQNaz31vQaF+87+/fNyt4dFZk4JXr+cuu4fWslmJX0+QZqfbK5t5jXw3Ob/rNuCHV66+Q2kNcEDRJysPKc45VsVTL5jdiFdaUxpNyQlKaylNdG61w8/7VY4laK1JQytoXbWU4D0qJ/zRk38I453SWpNglQ2iLhwze0qN2pB7l/s2N3Ke1pQIXgq0dhYnuWP5EnltoKRejzJp5ZrVhR0Hr5HSWok353NaC60rqmgPrUm42J6wGwwsRgnKfT9t4WxTBaA2ZOKEoo3BuV21bo1VHzC80prnlGZk59zzM1PQcD394HngeRVAk92K1IWC1rJO0MJU6mZNAq496Wuh63bl4EZqwzKLCGxqWND5ks6yaxXHvrLy/FTs0yJfsa+RKhPFPuLU8rWrWsU+rvmKdatqYh/Q+s3li029IZVdKvYRT5+a92LhRU/sG/vmK62skeLYx7mJldZx7ANSo46Un79B6x6DGqoyKYPWlz97S3gUaO0qd3LPFDEFewSGVEWp1/O3+OfUQ+tGqkz8ok9xyleZXDj6qhA2bLB8J2CCjQeWOHQ1Z9MpLldMxT5VmUgtHS8GPbSmkoLXY+fAvSiltVTQeuYpZcceRMoxYqFB6zrWSFJapzytFfsatUby0Dq3YUesWb5mVaFs5lpq0q9nKrfpjtKaXgVcG1kP6bxwLC022Gg7tv8+prRGlY7yj/NjVSZhQ3Gu+D5sIGrDTuptjsUcgTJjYl9qw06xT9dBse/YqtKavxMVWzm0nh0AmfXma7kqE30G8AO1eF1o/ca08KOn/mSPkFT/qecJBRnlqV7ZrFhdlF43oGITtEbFhuIXyMJA+f7tx681ELn9Nh0MmKgRYw20rlbB6NzWQOvRV4bXl7wZpMBCULAubGhVXSVLCUrXv7DPaRZPiCte0YvCjLmo7EGwXDkTaC0V210/CecMPzFwbXMjp7TGqoH70CsDc8fy0LoMkiHq+OIDv6hRNteq2NaHYd36ldplSGkt+xusO1BaS8OIpgsAACAASURBVN3H9zvrzv8IO3foarGPBTRzBeIllS99OnYzpbWqYHRua6B11S6hf+ceZm2h6xHnfM0NUKfqOnzxgZ+H+UsXBanYsAbh/aiN+2MP8tzN1tdGynbma0Dr2CYhPs+C1rec8b2wRahVWuszvOVK2XUCWv9swl8MLjKkqEy9nntuWPf+hbLZ52BVmdRTWvMe4rqU1joP/PeLn7nRoPWcpQuK+dj/eezasF27bczmivXB3j0HF5ZXnNs9ug0wKM2gKea/P/47+5nzzzyQe1bzF/83oepkLsP15LqqlF0575V35tpGEOX5nJNHZk2yihedb/5N4/J60DqntFZVGhYuXr1edq0U0/i9FJWp115jSuvnayCxoI+uU9kmEscTtFZcBzCTR3nGGA/Nmhh+Oe42i33Mr4iJf3358fCHFyqNGFUBpHuBc8v3kR0BxyigddV2kzxDU8dYvcnzAYD/1PATzCZQdiseWlOlyN/FXP+91csDVntaV2k+ojiei1fcXwBi2cnptXGOygbQ96Ha+ChHXX/iv4WO223T6m2pHKV5iK4T1is0yE6N2KLtwtFXWp8V7HDq5SjWLwBrvoPWMqkcJQsr1mBUHZCjmH9cGtmDlOUor+iNcxTP4Cf2PMZsVhncA58ZfqJxltwgR2Fb892E0lobq43kKM9P+DxZgcWfrap+WUjy+2ZylJTWuRzF89C7U/fw+pI3Kp7W69fb+UjlKOXMXI7iWeSZjHOU5kBs4iJ2YjSSo4DWOt/kKNaqfH5uSGmdy1F+szp3LFWq8xrNl+o9h5t/39gZ2AytGztPpa9iolsPAPFmPbg6UNnCSeCGIDuoSy97eQGtd+hlQeIjQw8rVR5rIkTJDRN+IMuyNasswDG0SPQTowJaf+CTphowaF3d2Ra40SSWY0htKFAIuAFwsuDyQ+Bm5Ps75ExyfdAVoGCBC1Dw0HrPbgOKcgqSDiUwMbyLL4hB66VvJ0vQmLwxafO+3LnL7sFNyl+O95ZB66+N/rU1Z6H7N6WFOfUdJWcH9NrVJj4qkdd54DNIwPiw+QUBsBAvRUrj+Z7yl9S5/eQexxk4YGiS0Ay0LpTWVWgtVZugShm0prwTCw0qBHJDvq7ydE8preONgLLjeWgtxXrqtY1A6xy44Rni/iY5K6ELGvN5lBT+7bVnaxYEQOtXFs0xUJ2G1mvD/61a9vgS+Uahta6DJm4CNZqwxtBadkQqI62vtH7H/DLP3eukohzOn1vuQ+45X9JZdp3i2Fdvw87HPk3ieZ6IfakGbfrcOPYRpzgfcez7QtU6iff5Dbv5y98xaB1v2PnYB8R7ct4LDUNrxT4+K4bWceyLoTWLUMqLG9mwK7VGeu6W8OgcoHVLT4JGY1/Zhp3+Fv+cxtCa+JhrTAiEwYsZAKo4JWjM8S98+KrQq0PXmtgHtD7CNuwONmjty+44t6nY1wy01oadoLVin7x/PbR+fPZUU/AyiH1YaMS+ifF5Vt+CnNK60Q07Fvp3Vz2tcxt2FWhdu2FXQOvqM5VTHuO7TgUNm8yC1l5pTeyjqZj3SuW+ptmONuw4D/zM4PusXLsm/PiIyoad76fQKLSWRZVin/z85f1bBq0pw2UhWm++Rj8LYl9qww5wxOJVHqV1ofWbr4QfPVnxtNa9mHr+BATY+Ad6MQQVtbEqlV/q/eo5QU6heSvWHbt1BVqfZi+XPYiHIYLWQIB7pj9nSmvlCZ1bb9nDM/n64jcahtYnDzrAgEoKWgPngHRl0BrlNZ7i9ZTWudJrACKLXu95mot9HlqXAYECWrtSZwEBVHoAXEQXcYM2fa6eoTN2/UD41J7Hm9/0ozMn20aKBv7V5G95ugtaYwNHHxzmM7Kt07n1lj2CeI1C6xQQkA2G4F4ZtKbJOZYo9UqvfzflPvMKTqrYqmC8YaX1hBvDxAUVpbXgVOq6Mj+mqubLVUjsc7A27HLQGqjG4FwUSusqNOa/MxcAWPteBtxz9EXAXhGouM9OuxQ9agxadx/Yyg6BY3lorbWb/5sEreXPL2itnCegXAatEZ0AreO+Q/F5E7ROebprruR9uXPPk4fWuhdTrzdoPe+Fwu/e8sQTfzDQJhiaa0woz3Y2foCOzC0+bkrrQ+3jJNbxa27ua8AlVgBAa3IcsIrBuX1izgs1lj3NQmv1Q0hBa3pzmDd9AlrL47oRpTW9PPBTJhb4Eeeo3DXid1rjK0ddd8I3s9Da56gYWv/rvh8uVR7HOYrni94Q2ljN5SjsxVDBck/lcpQsrDy0RvgVi6kEreMchee/YnGco3gGqayW0rqZHEWMVb8Wfz2oBCPPtyVHlVnI5KB1IzlKjCiXo3geThl8UJGjtO5M5SjlzFyOqgetvSe+oHUuR3loTY5iPQLEzw31XcjlKL8RkDuWRH+VHNW6P0u9Z3Lz78vPwGZovZF3BxPd6075RuiybcfskVQiqReVQSOVyF92zOcNfDJUliNwk1Ih6bgqA/3SfqeHY/vvbd2psQf5QVVprRJf/Z73YTeAQpiJwVwaek26234e0X1QmPDWa+GHT9xg8JUJBEPQWqDwZ8/dbI2rKG314+HZk6xUWKWG/E4LAwUGdsDZCde/gdRMNM8ZUfEA4t/79BxiySI3zB5k6dtFybZ/Ld+B7+LL/HPH0qKe16RK9fReAyXV8jz9N74vZXR27TZsaFU66z+XwL8fSusDzyysO3zApHwKBdtFzoupAq33MqU14MYrT/k+KkvjczRZ23arrQ2ojq5aFqAQQymmITWrtxbRpFGg5sm5z4f/evYms06geSQl8diDUKrFoGSeDRcaiOZGYQ9Stavw0FqL6Piclh3Pqw1pTunPk38P5bQs/KTu43dS0wsI5MCN9y1WpYLvZk6J790zng3/7SoNsMVB/QK4ozyM5kNS3QMx8JOX0tqXyGNfQCNGrjO2M/F9z/2F3/JPjqh4wkq5LlAjcKOyQZXEy5JDIITSR8rEy4bsQcq6gRu03rChpqSz7Fhx7ItLwPS+VOxTuWQLtC6vMoljH9eNBpyodBiKfX5irdjHa1CYYd8gVU8q9skuodiwe+7mQB+C2BpJse+SY84Lg3eo2DzF1khx7Ns4aF1ijVSF1m2JfbKYSl1X/hYfL1pD63yVSQVaD7VnVnHKxz7yERNV/0xjYXR4vxHhtF0ONnuQOPZRusmGro992rBTpUhcZaL7y1udyB5Ese+peS+Yqs7bgxi0rtqfEPtQWte1Rqrag8gayZ9Xxb7YbqrsmVJ5OL/PbdgRx5evW1XEC14fQ+uy55HXcr+T28kf2kDyVSYW+6Y/U7thN/ZWK1enOojYx1BvB2LfynWrwo8Pr1gjeWsqgCol3MSW1BynLPbJhoLybXKqYqFin843DY9ofIRFBVYV9WJfyhpJ8VXKuXrQWjGEz9K9mPpczfG8svmlRXPCtx69xtTnVFvlVGwt9jfnhD269zd7nd269Quf37sCraVY4rzzewa2L1xfcgOfD7RWxREQ++pJdxcNs3m9qsi0cUi8ouw2vu+ZG5jlw4e+FbbbatuQsgdB9b1g+ZIaexDUkcxrGAABNg2OrtOYL1d6LWjtz2npRXfxmdeUKR0V53ypcy20XmubBmXKY93vEp5Qpo49iEqf+WzK0AEjssQTtMaqDm/g74/5fZBt3ZvLFlvVGHGSORCjgNbb9zRrC+ITNh/xfa/nw/8tig2yobj1lSesmkLVLihJsQdR6TVAgIa59Uqvc/YgN0973CwZGlGxmT2Ig9YpGyFdY+Z4w1E2V+04fA5mLUMFWK4xodnf0MTtmM8X9jqqeFRsZL3EudLgnuu4dXvzNCdHeusmFPp7dusfmH/4Z5Kfuf4LV7xr9kV+babjUnqPh/lXqv7csT0IG/pUJ7FuwjIltgehWuiq8XfZM5kbsgdJebprrnRM/70Li5PcsTQ35TXMs/158u9jHs/6gnW0Rgytc8pj3e9aUzO3IJ+rqavWPX7Nfcu0MfacMOfw9iB8/m8n3xuemDs18HoNjslzqDkR8WmvnoNb3fc8H5Pfml7Mi1P2IFQSYT/n7UG0rpJdSDxPSZ1n7i96HNDrwI84R2Uv+PtQTd+R19FP6boTLkpC61SOiqF1br0c5yjyydCufQponctR5KU7X3vKwHUuR8meU3GBHIW4JhZTKUdpU1Y5yttQxDmKZ/BTex5nlizKUdiD8DzkBjlqJ6D1BypNxv2Q0rotOSq2utNxVdlKTD6k2nukmRyl9WguR/E8oDhXjpIlTSpH6dx6sUOco2TXEucorVebzVHLV68szrdB67DB8ktuXJuxB1GO8uc0dyzmuWwGMXIi03rP5ubftz4Dm6H1Rt4VBq1P/rqVPuaGmtHoNaXQutpt3ttxKFngg8XEIQWzdNxCbVj1RUMpxa6Tun1L2YT64JiqF9OMxW9Yw0N27igzJxFpF0+NJHwDEpXI06APpRyJmgeU3UI/VJLt3ytwI6X1rybcYUo7qdwoAR7efYA1mmHQnGzfXkOsFD03gNYEa6nf/GtRvaL69grO3LH+9YFf2LEY/jz590hp7dV9/J4kSZdtrhUjBzJMab3zroEdSKkNfRMAdo1p2MXvNdilP7rfXqbEYVLuS08MWu95fGCHlKGd7QJaz5wQfjH+drPJQCmmIZjn/xY1I1OiQV2KssQrrZ+Y83xxvimZHzv/FfPOzQ0prVXilYTWTi2eO5aH1jTmKiv/QZm02qn7OKagtRQ3OeWxV1rr+fHd1UnA/F3eHofz/No7c62BEWowSsP5mcG55fuoOaovkUcph/8fqlK6wqNm9QNws+1W2xRKxRhaa4ErBYGSPkqFnh26Fuq9+tC6qrQeeXJRDue/B98PaO19/8qulcrtW2Lf18zTOx6qMvGxT3Ynin0NVZko9j1zY1i2dlVRyqxr55VMin0o63jmf/1+cxdi5cieg60RKWVePn4RT5+c+0IBCol9VBi0skaqNu/zMecjt/7AJtCaKMexj9gBaJKfP0prFkYNVZmUWCP9/Llbw8NzJjUc+9TkhGuTUnzpmhm0rjaB4r/5jYlGqkyY9LL5hUJPixlfZUI+QlXoY985f7skHNl/hAGdz913eU3s49wC0dV8SbFPoPDhWZPCz8fdas8NJdoaArFeNU4uQXml2Pf0vBdto7aA1i89HMbMnlqoh4l9z82fVtcaqVBaV5ui+vu/gNZ7HGvPfb2hUkZeR1NEf578e2M7Dn4HPEH9omcqB3G533kuuWfV5LUGWj//oAFPX3aO0vq1xXNNgUjsww5Aqnti36q1LRt2Up7yvZhzAK2JLVQLkY8aiX1SWqNyxXJLthSKfarqKaB1XT//8ioTAQHuIe6lutC6GkP4O5SHU9dWqkS/eJVPrdSGjanYPhNo/ooqeveu/YomXWrA6+9/4hjXF7smriFKWFXBKK94pTXPJPFSyiHmZuvD+tLSaynyFP+7brt9oV78zuO/q9gxVUt+sQc5a/ejiqoe/n3O8JMCjetyI1d6TRNL1HteGZg7luIzr5FiPX59qtRZGxOo2GhAO7zbwFLlse53bcrQ3+KRWZMLxTmfR8Ovk3c5sLj/ldOpfOnZsat5Wn9+n9MCzZZ1btWYmfdLeTqgc0+bc6iZ4rUn1+bdlxdV7HK8Ak5zX+W8W195Mvx+6v2FLQX5zqvYLh+L0np93dLrnNJaau5GofVlE28O49+qAoFEnNA1Q2nNsyA7Dv671h/kKK5lzi7DlNZA66M/X1QqSOnMsXh2UDV6W6hvP3Zd6LRNe8sVKGHZmJW/OecWQY6ao+qZ5FioO9nEQXmZAn+U3h/ce49CNa74rzk7tj18Xyl8ZQ/iPa3ZkI/nKfH9LYD5nUM+EfbttWvNr6myIK6wbvTq9bJnSo1y+T3NK7mnUgOl9RPzXqix4xD0kVghpzzW/a4KGioV8LTGJoWhJvL+/r/l5TGBvE11F9CaSkqsGRmcW6qreL1GAa2rTTKB1swR47yLFcHkt18vVOM6n8oXHO/cey41YQpzTtmD6Hzr341Aa+4v7AhlJ6fvGueobACNoDU56rfHfyOrtPY56jeT7zFPfV0n/NrLIG6L0rqSo8gnQ7ugtK5srOZyFHnpjleeskZ5uRzFM8CzIJUwOSqkoPWLowO2RMpviqNeaR3nKJTWzDGpcmY0k6OI29855OxWl0Ibq23JUfFcVgeX0trH9WZylNajuRxl0HrIQUWOktI6laPEvrytXJyjyIM3Yw8S5ShVBjebo6g20PkmR2EPQmPK3MgprZWj/PfIHUv8hNekbD7rPZObf19+BjZD6428O5gE0UCi8zYdskeK1YZl7ynUhtVGKBw0htY0qWMnOTXkXajkETdOkdKDRho01GBoB52dOzrvorTWJEFJN25AwkJe6lYmsgAefJn8kNoQhSlqIUastKY5CE0Ia5XWA8M5I06019//+vjQu9OO1lwoN5h4zHn37WTzL1Sv7LZ79XruWDSPmresAq1p4nJ0v5HJl8fKZl4EaEJhCxBgsY7SsmygCjug12424U+pDdk17tO5R8D8XwMVGpMCU9Led3mNvznfh6ZteJ4zCqV1u21MBazrQVMumjRpCNx4lXasNnxm/kvmZe6V1gatq2pDyifnLV1U6memz6LhE5Pnq064INC40ENrKb+8YjJ3nWqgdd/hNefJv49F3ur1awP3t0astM6BG1SW3N+oafX81Citn38w3Dt9bKCZhgb3HOWUVBmw005puBpWcW5ZiLZA6/es+RgDJVzfzt0DjQ5Tz7lB63bbFH+LlOtSF+oZa620vtCagdD08cHXx4Uzdj3MIErZYAGFmhUVB2qOeKB6Zfe6EWgt1baOUQbMU7FPypMCWu96WKldRhz7UBGy414orasNR1ErScGn2Me1wGKDe1OqnlTsk9Ja6tYKtG6uykR+/nHsI3bguShoTezbuVNXq3ipF/tm0YS2WvXgX3vFc7eGR+ZMajj2+SqT3AIkrjLxSms2ghhxgzb/vfBtNXuQA88sKkC80pr7vFenbjXPNPccfposGrg3fW+HelUmUp7FVSZSWvvqDkFrwVlU1OQXQWtUi4/PnlKohyuxb6EpfHNDzXZpKtSrY9ealyr2efV67lhShfCa3IYdirUV61o8pHm9rrGeqVylGNU1bMqwuNO58tZItmH32nM1Cj5i36vvzDNlXVxlQuzj+ygWe6U1c45+nXtY7CurMknFPimtFftaKa2r53vhyvfCAzPGGnRtX7XgSJ1jxb5UlYkAImplYnU9aO1VbO232qZVRYY+X3M8D4kF2QWtsyq2qm+rYAcqNnI8yieGAD7NI2kiydA9h8rzzlefMqW1Ko6UV3xzVCmtm1WxKf77Rozfffz68MbyRYXSmuZkNCFV6fUtr4wJ+/YcUlQblj0LNKvusd0OSRUbTe2ovmmLiq0MGinOlanYsMqgDwHKsNRYvGpZ+IyrJEDxh9JaDSl5D4o+/Po1x1cFASpPysxRWkt1r3ObUrFx31AhKaV1nHeltPbv1dxX833ui2un3FejtPYqNtYBbF5L0Vd2ndSsOlV6LdWr9zwtOw5K60sn3hQmvPWqvSQn4DGlNXYcKXuQhqD1Vea+jfBEKlCvtGZtRdz3whQgFGtBcgc5yVs3cW6BdWo8p2Pyd1DtQtxBaZ3Ku9wTbE7qb1H8V95CbMSzIKW1+jDofOOPThz/qGsanzrHU96eEXg2UYXy/PnBMViTUMHr1etl18orrck1ZQIe5vHEIjVp5XhSWktUUqYq5bV/eP6h8NdpjxeVBFQqfGKPo633BUPrHr/m5p77y0uPmO0VuX3Cm68VqnvOLWubuDkqsV8bh0Brei3FQhnmg88veL34W6Rc957WzF16ddjRlNZqHqzzzWfcOm1MOG7gfgHVb25wfxEvY2gd56jsQd5fk+s78rr2W20drimB1qkcpTWYrpOfW8efK29xxVbmeEO69imqgXI5imtx2ytPmNI6l6OktJa4BSEII64AltJa+U1x1Cut4xxlSuvhx4eTBu1vx2wmRxG3WTvHY2OqgeK5rI4tpbWP615pXS9HScQmaJ3KUUBrKhmUo7RRkspROaW1cpSuR5yjdE80m6OosNX5JkcxWLPlRq4aSDnKVzTljiV+wmtyvK7es7n5963PwGZovZF3hUHrUy4KnbetB60rzWg0ysCNmiJ4dZ+SxS5ddjbriTN3O9Im+KkhX6iv7Hu6qVTwm37PlNaVzrUKSDTSAAAwpDZk545dShJRAa3ffNU89HwDEvm6Htp7D1OUsLvMTnUraF1VG6p5CJ/VorSuNL1C2YgCTQpjEhnllSgGmhn4ks1b+nahfvPv/eX42w3gem/a3LHxIGa3kuHPk38PO3cfve0HrexB6OCNQoprFcIWWeUx0PrAXruZ15J2of2kHlVDv07da3YIUVofO2DvcMKA/Uwt7MuoDVoPP76lAcnMCYG/nQU6Czd5jP/nkZ+1Jk0auif8e7VTGIMbed3hCfbknOeT5zt3btWMTL5kHlpL+eXV4rljeV9XmlOW7aSill3tGh9yzEJpXfV1zSmPud9ZJLEbLqWU9/zDj+u+Gc+FG0510Hr87WHGkvmmQkMN1m6rdoXnLZ65LETVHNX7uvLc0bSGzYmP7X5EqwoDno/t2m1bAO8WpXWl6RXl2igwDOyNPCVITSV7kEafqXr2IOfcc4mphn2zmrJjyyO2LbFv6ZoVAaCh2JevMpkZUNcp9qGEWr52tXlU+9j3lf1OD/gy+tiHso6FH/GogNaJ2Kfu8KoyIfYB2xupMpGSTxPlOPYBrQFNlMU3M4h9eGuqMaB/7xVjbwuPzJ7YcOyTXxzH0HlMfZdW0HrZO+EL919hL22kygQ1FEprFn1SQvkqE+5zrJH8M43S+uiBI8NJA/c3pbXUNHymYnHRfKka+6RulfIsrjLRhl0OWmP/8uOn/2SKOTYZ//LiI2HM3KlFY9VGr9V9r48NV024q2gk5N+nSpa4cqfs2FKF8Ptc7IuVzbxeSms9U7lNd+537m/yh86Vh9bEPqpM/P1PZdMMNuyO+UKlymTLrQo1IrFvlasyUe7he3l7kLIqk1TsUxNa9XWQ0lqxT1U9jV4nxT41u/PvExBgjkLMqAutqzGEY+B1G8cJHVuqxFpoXWmu1pCKrXq/F9AapfWO/Qu/UymWfO5XvsULFhUbSmv5wqoiyjdHVSNMPXelpdclKjavtP7+EzeY0lXNlT5190/Dx4cdlazqyV03g9Yddkj6hdLkjspDf05zxyKGMK9jlEFrqca8slkqtm6mtF4fRnQfWOqfqftd6ivmUSitpTjns1HVYpOi6kLdc1S+dOuwgymt1ZNGudUv6uUPOmCHney5Q1H6lxcfbVURquejBghUqwxRaKPURtmI8lT2IOQ7QFvKnzV3bn839f5w+ytPJj2tm4XWXmmdmiPpe1A1tGePQYWymf+u9QeWXcCd2NbL/w3Mv7dEeHL0eYUKFG9+qh8ZrK3mLVtUU2GD0nqHbTtYBSrzsAN23q2wimFdQdyQh28ttK4orVG+p6o7uScO7bNn8bcUSuuqPSEb7sRaKlTpcxPbgzQa+ya9NT18/4nfF82o/ftmLHkzfHX0ldYriXux3pAvPq8b3GXn0kokrE6IRV7ZLKW1NlZzyuPCD7daQUOlwlnDsAc52L6iKn79HB+l9Y0vP2qxAWjN5iLzMga5FU9r7zMvpbWeO1S2NGKMfXJ5Pqa+PbP4W1JKa/olIEagok+VhCk7lnrn92O3/8gaMZ4beVrHOarecfzGKnZOvzn+ayX2IE+HaybfWxNPpbTWdfJiuPhzJaLy0JpGjDT8ZuRyFPfGrdOesHiUy1Hqu6B1cSVHhVbrcHlaK79Jae2b0sY5imfwn/Y8LlDF2swgR/Xs2KXwtvfvVTVQW3JUvI7XcQWt25yjVrwXzrn3kkIhnMpRzN+xIVKOko96Kkep70IuR+l6xK4FuicayVHiTDyDfB/W6M2MLLR+eYxVMHm1eO7Y6ovDa3I5qpnvt/m1lTOwGVpv5J3AJOj3p15kHdlzQw+uXlP2HkFrTRp5PeU3JActMs8adlT4+O5HJT+ugNZVMGMedGtWFuBGJb6+U7egNQt6fqbBnUpP1EjCg+cCWlfLkgkSQD0P7SqThUpJtia8/LcYWmun1kNr1BE0FGlmZKH1hDsMCrcFWl+w/0fMQzoegtYxYMWDEi9KrhU+xhcf9S+lf4ZB6513N6+lpK/rw1dZww6ulQbQ+vgB+4TjB+5rzaJ8GXVFbVjpWs3QMWnsBHDV5C1Odron/HsVdAWtBW42FbSWXUUNtK5akDQMrSffY1UIDJpT+vPkT3oFWrc0PuR3ADZ2gAUEcuCG+52JHY1Gtej00JrSpvtmjLM4oIE9yMwlb5iXGouJbbbaupi0c27XrFtXNAj00JrnDnuQcmh9tcEPAW/BBYEagZsYWrMopoN1o0PgRg2f4vd99p5LrTS8LdC6bJMvFfuWr10Zzr7zP4vYl9u1jmMfwA17EEFr3edlG3ZAa6CiSsNTsU/QWht2+KWNfXNaAlpXYp+P44IigtZx7NsYaE0T2qQ10tjbwsNNQGtvjZRTzcRWRL6SiAXMlluwYVdeZcKkd/+dhtqiT5tptdD66tB3+241zzTQ+tiBe1dKYu+9rCb2cW7/CWukKPYJWrcorWutkdT4yMecWGmt+/LvCa2fmveiNU1uC7Q+ou+IQBOz1KhA6zVF01deIzWl5hO/P/WbYftttku+n/sd6y/yh86VzgNvIPax6exzP9Aaj9Viw44qk2ppeKsNu5VLAx6fDJ67vlVP6zS0Tsc+QWvNL7BNwD7hfxu0xus23tjXSRe09srm1xbPM3s05ahc1ZdyvTZlAMxsTKtJlxRLFx91bgAUMAStAQIAa6CiynNboHVFXMAQtBYQIF5hkxY/57KjaFGxVexWsIQSmCInz6WypWoP6S7sOAAAIABJREFUslHQumOXZOk15d1UQbQFCJSp2FKlzoI+gtZ79RhUuoGu+YPub84VG2o6D5xnVJynDTkonLV7RZgiCAXM3HG7zgatZd0kaO0tewTxZMnAJtt/v/RIK2itxqT+vRJsKG8JPP49oTUwioaujSqtPbQ+c/cjA17oqQG0Ht5jcKCZuoaH1lzLuA+PPw4AbCsTnpznlNYOWj93s/XB8JZ4QOsu7TuabQRQkUbrgA5GBVoPKuwQPLTG2mLByiXWKDa1Wcw9AbTW36JNS222ClRtKmj93UP/KeyzU6S0rlqQNAqtvdJ6ly69SwU8QOun5r5oMFJDSkXB0LLnkdfrfhfwwsaBRowt0LoyF/NrbqD1zdMes7xGBSnPsKxiOLdPzn2xxrKH+QpqUj13xKuRPQa3gtbMB4HW+lsUG1DYq4cN9yV2EZsEWg/av6jM07nbGGjdoV37cPVxX81Ca5+j5K2u63ThAR8JR/RtvV7mu8U5ity2a9c+1qyXkctRXNtb36++uePVp7M5qoDWVdsgchSVILHSWjkKS5h2W24VFEc9tI5zFNCa5w1rzmZGHlq3fWP1p0eda40s41F4Wh/08YC4htFUjqpC61yOYmPoQ0MPKXKUoHUqR4l95XJUObSebZZJzeaoTQ6tqx74bYHWHx92ZHGemrlvNr82fQY2Q+uNvDOYBLFgw8csN2Jf17L3NAatjw4f3/3I5Me1gJtKCTxAGWjNJIQhtRQKNhRaDHmVATOxNABaa/EjcOPBs3xd5aVJogZas/j1Q9Da+8DF0FpJrwVaX22e1s1Ca3bLCdZ8VjzkHevV67lrBWREucAo62guaO3VybxejRUahdaUD3ItpDb0SmsWif069wwXVJuvcHz8PgHWxw3YxxaCfnFfUVqfYB3VGTpmDK3jZCeY598bQ2vdl4K1JH2ap6TOd+7cytc1Ba0FbuJzWnY834zsyP4ja86Tfw+TjzXr1hbqZH4naK3JVg7cGLRe8JqBSZ0r7/lHwr1/xrgaqwwU7jOXvGmTJe4nfKi1uOHcUqJV+MyvfC+gXGZ4aJ1akDHRy0FrjlFp0FJRWmth2iy0XrB8salZy6A1vnw8A9ee0uL7V3adYnuQsnOdin1q8NFUlUnV/gMlFNA6jn1+w06xj3g38923DFrHG3Y+9nFM/A49tEaJ2rrKpLJQ8hUqMbSOYx9N4ijdp7lLM8Oskd5LQ+tfjL09jJ49ocaXO3dsD63LNux0j3nQ66E1KrYtDFqX+9sbtO61q23YaTPtljO+Z5ZKDBQyWCP52MczctzAfcyGA2jtY19FaU2VSW3saw2ta5vQCsT6mBNDa3mbt0DrR8OYuVOajn33zxgbrjRrpPPDTpE9iHyzG21CK1UI54pNVa5VajQCrW847aLQaev0pjvQmr+fDTv5bXo/f2If1kh+ww5oPWvJm8WGHY1jAdiMGForntrvHLROV5nUh9bcB8dThbTPaUXsS53v3DOg2JeyB5FVAxvrKMPrKq3fes0gI4ONgXiOpO+RhtbzrRG1oHUjKjbBHd4HtFbpuAA++WhIl972sVL3AwRue/VJg9YCP4LWWtTzejWZroXWNLmqfc4FBKRiExDw0Jr7cs67Cxy0vjggxpA9SKPx7/yHfhW60+Qqoar67pjrw5QFM5qA1j80CM8oAwKNQGtgVtkmkqC17m9U0A/PnByYD2mg4jxt8CGBxS5D9xwVQpxD7iepcVPQWv6gMbSOq8kagda6D5QDmesvXbsyeb5z1+x6U1o/FYjx8aDs//qpD9R4a5cdC3uQyyf+NYx7a5q9BB90FPqpUQ9ak7O8pVt8jAq03tLubyn+2BimAojB2opjeGEKyklscNiMBVofuPNuhe8x0Hp490EWmxg6Jj/XQGtXCabvBLTGBkoq7Rha675sgdZTwhVjb0me79x1mrxgevjemN/bnCmG1syPLnhoVFAPgXrPqIfWNNwrE/DkoDVzielL5gdvaxR/rqC17m/gIp7WH9ylorRWlZVfc6Pux1KEOT3Qmr9bft8NQ+ueu7Rq7sbzwRpcKu0UtGaORXUI8/+lq1eaN3LqfNc7v9a/IQGt4xxV7zhS1/O6TltvF6469sKmobWuU9l6mWO3QOvKHIw53tAd+xYbq7kcxbW9ZdrjBq1zOUp9FyTmAloz4ntPOUp9VFLQOs5RPIPYtzULrclR9BPCUjIezW+stuQo/iaeq3ik7EFiaJ3NUVVonctRbAx9aMihRY4StE7lqBS0jnOUoHWZPUgOWqdyFN8ndb5zzwJ9F7i/UjlKG6te8Z07ltYQlRx1dHGe6j2Lm39f/wxshtb1z1H2FQAigAUqmtyIoTXJEvgUD4EbDzuktGaxQZM/fIRQHKaGmhlITRiX8wla+6YnAjdM1F97Z55Ba6lxFexS0FpemvWgtS+pE7TWYkiTLwELoNzwHgPDPw8/oakr0wi09qrH3ME9tC5rDlMorZ2ymWPKo4prtdWWWwb8o8sGJWdAaxK91IYxtO7fuadZlGgArYE2WIQArf3innML7I8bkHRot61BB20ilEFrNXHhs2Jorc0LwdqNh9YXmD+jV1oL3HjFd+460eX7rteetpewQaPO6vF7gNZAYqmT+b2gtSZbN5z2TZuwpQabNEzseM71/PhyvjJojT88EwvuJ8raNXEioa1ZvzYJrSmdQ2n96b9dHMqgNRtkAt5K2FIX8v0BN0ysABZamKp5SaMPVQGt9z41WQ5n0DpsqCnpLDu2PGL1e9RNnI9GYp+80hT7clUmceyjymS5K2XWtfMT6xZo/dkw8903DVoXG3ZV4JSE1tUqE5p8jH2jHFr79wpaC+bEsQ9oPaxb36IJbaPXitiHapE4G49fjrs9PDRrQo3iO3dcPIhRbTNyjbFiKyIPrRvZsEOpAbRmw05xycc+FjR9O/eoiX1Aazbs+B/Q2se+j972Q1PBxNBa1kiPzp4SuFatPK1XLbdnzW/YxdBaOVCwllL7J+ZOLZoLNnqdGoHWjVaZeGhNzwVUuKkRN33lNVJa65nKzV/YpMEPkflKGbS+b8ZYs0jTqFSZAK21Ybd1ocbl3KIEUyyuhdafsUaMXI8yaJ2Kfd7PH1B0bP99aqC1NkgbvU45aE3cpoHyiB6D7G9oBlpjIefPk/8+gtbejkN++y1AoFzFpg1qzduYR7EBptJxAYGfHfW5sEvXWmjNQvHWV54waK1Fo2y8ktC6ULFdU1Vap6F1rGLz0Jr7YJZB6wqs/dTdF4d/HHZU0eSq0WsFEKCCKFUKLGjtlYG54xJDBK3LgIDgoF+8Kj7gh0ozULxuyzaRdL97IIA9CBsrGkCsD+5yiOV/Rgu0PiN0bd/JoLUsrrQh7Bf1BRDo0sssyYhXwPEyaO0rJ6S01vpDlkYSnjDXX7Z2ZdOl1w1B64POtM3g3IihNSprnaf4fUDrET0GF6CX32v9gfKXNRnzvrIBAANas9FTNHU9/sth5xpovThQvaBh0Lr99pY7iUUHU0lZ9TdnHrhnt4FpaH3y18LbK5YE5gDevkzHBZgd1md48V7NHZQvBN3Y8AbWku9+Pu4Ws11sZghaU522d6S0Zj57/kOjgq9syR1b/Wt4DbZnZWshoPXTc1+sseOQ0lpihZ8e9S+myk0N3e+6vzlXQGt84RmC1j7PAa35H/8NaI2Xt6ybyK1UoTBn1mC+sgKldbXJN/GKRoxcZz94Pl5YOKt4bwpacx902w5o/ckCWqfOd73rBrSm6iy2k4tzVL3jyMec122/dYdw5bEXZKG1z1ESXug65eaMcY5ijkcPl3hjNZWjyJt/nfaYQcVcjhK0lv0SzxONGMug9V9P/65VRKegdZyjuK/ot8Raq5nRCLRuNEcpfvH5VIBUbEhrh6C1zwnN5ChZYOZyFND6w0MPLWIvzwbPCGvwOEeJfXlbuThHaROhDFo3kqP8xuqmhtbaWPXnNHcPeGiNhQrncvPYNGdgM7TeyPNIEAEIAgZz463lS8J5911WvKSsOQyluPh5eTuOGFqfveex1oAkNQRupJKLlRECN74UT+CGwP7qO3MNWquMVMHOq6VVIn9Ynz1tQgYMGP/mazVqKz9Z8OqEGFqrq7iH1iN6DDSI0MzIQetRE+4MD7w+rkb1mDv2lx/4lXnEMnzDHf8e2TB42MHvv/34tYGGcBVovZXB/7IBtD649+5WAo/a8Bfjbq/Z5UPZ1H+HnaxcUANojafr0QNGGrT2pSecWw+eBcLlpSk45EuEOa7uCak0+G9l4OZ/AlrH57Ts/HlonWsO8yOU1nWgNYobSuNSA2jNZB6lhs6VV0YArR94fXyNVQZK69nvLjDFFpNUjs3POrd8n9hnnt8BTHt3rEDrVFkRE72O75fy672CCx5a+67ify9oDTRk48aXdJZdJ5o//su9l7Yp9sXQGi9/PP0biX22Yee6SNfbsAMSAa3jDTsf+wDhY+ZMLZrfEftQWsfWSFoo+fcKimjSH8e+vye09pugudjnoXWuXDu2Ioqh9VZbbBlYaJYNJrj4Q7OBoHPloTUKGaC1j31Aazwcjx24j0Fr/3xwbmmSow07xT5VmQhax9ZIArF+sw+rqefeeLkoSdRC3kPrJ+dNtRzdzBC0TkFUNbpttMrkd1PuD7e/+qR9PI15ad6VGrGymdfE0LpsE4nXAq3x7GVxL/9Nb42U2rADWs92G3Y0IFR5LnkFCPeDwz5lX1fPpMXFIz4T+nYqh9Zlsc9Da4Ay58MrrdsKrVNVJs1C68kLZoTvjbne/tYdtu1Y2rhWNgw3frjFjgOLlQtHXxUErb96wEfD4X1HJK+zgIA2pDlXu3XrV5SOKw/gz4u/LENKa4AATaWA1iqhV16REo3XA8KxLPFAYMOG9a1Kr+Wh3KJiW2xNoz20Zr72+pK3/kegtYcsuee1ESCQUo3FQACFqhca+M8UtNaGNNYdj8yebD73GlgPAK210BW0Zk7PPQS0lihF0NoDAanWBnXpZRUOZdBajT595YQEG8oXVJBdOfFOqyqh18bGQGsafaYg6q3cd1Pvb8gvFGh9xaSKJRcjtxaiP8OI7kDrirKZ4aE1oKqs8oHXAsDabbGVAS9t+ow64Sth54472rE4F28uX1wzxwdad2vf2fIa0JryfPVl4NyitG7x8K2UvjOuPfnr4e0Vi6vQuqVRtL43GxmH9RlRvFebloLW2mj7n4DWPt7mnqdaaN2vdC30W6D1vJdqIHEMrcs2kfh8ATDZznGuUOCfWlVayxrMr9MB1oAorj/Q+vmFrxdzOM4tVZ/eZ17QWhUOQOu9ew5uZQPEfPCFhbOL90rF7O1BgJhd23f+XwOtsVBC8cvovE3HMOqY89PQevoz4ZpJ9wSfo2JonZszxjnKGo937VNsrOZyFNfp5pcfNWidy1GysFIVXgVao7SuFY8pR4k7tDRi3KG4D+McBbT+1J7Hmbq9mZGD1tpYbUuOorGp+sf470OvCPqW5KB1LkcJWudyFNUMNEJXjhK0TuUoQWsPnuMcVQatFXcbyVGbAlrjmZ7KUc1Ca60huC6NNldv5p76//NrN0Nrd/Wvuf7PoU/vXuHk42s90u554OFw/R9vslfuPXLPcMEXzw3tt61AaiZBlBWxOM6NGFqX+ewJWnuFXgytcw9BC7T+qPn8kkRpxKjySZVDe5N+Ndhgh3Pa4rnh6ol320SN0pMUtAYGPT5navDQmoVtrCISjPATvRhaUxZIQFDyYLGF0npTQusrJ9wZ7jdo/a+hf+cedZ93D63LykHKoLUaKwCt2221VfjJEfWg9TBT5QCtAZ0+YFb8LHeq6X6Or+tJg/e3JposBH15ZAytdf7lpal/xxNAgQN27KVOiKE1ZbYkWEFrkv6Tc15oWm0oexDZVXiltcCNB0i5i6UO6ltv2c7udTp7p0YOWkshkAM3QGv+fiZOOldeGUHCBVr7RjK/nHBHmPvuAlN24mnWYev2xaS9orRugdYe3ACtUVozKU6VvvJ8dNq2Q+HTnILWgBtTo448JWhh2lalNQusVDkc0BCvON+spuxaCVpznYA+zcQ++fM1U2Ui+4+4IYdin59YK/bxTNA8DvsGgZ9U7Lt87C3W5Kgl9t1inr/x4lfPmq8yiaF1HPvws9y9W7+mm9DmNux+Oe6O8NCs8Q3HPqA1E3iuU9mGnfKe31yqhda9Q7s6VSYsAimd5lqlofU1FqtRNmngo37ioP3CMQP2Nmjtnw/OLcCXjuYMHVPQ+rE5UwwyxFUmgtZ+wy6G1lrUaeJ840sVpfXfA1o3WmUiaM0zdUS/ETXnyT+HDUHrD30r0IApNYDWWCOxKaNSZg+tiX3kVu9tD7TG+oFzTexD7V5WZSIQzmcDrVFaE/tSVSZlsc9DFDaCabJK3FLsa7YJbc4aibiNwm2vHoMNvNdTWntojW3Atad8PXmeBa29spnKjwseurKA1o2o2LQhzbkilkiFp3OB8nZgl172HWTHReyi9Po2g9YVf3PlFSnReD3HpNJPQIB4xTwoVrEJCMjyTUBgx/adi03Onz7zlzB98RsFtGaTFnVks02uckAAmwM2nDxkyc0nPLQuAwKNQOt9dxpqatnUELTWhhtA+ZHZkyJofbFtvrE5wNBGCSB0h206WqM8iVJ0bj0QkIe1oDXxiuc07iWhe8I/zzG0VoNwQWvWE8vWNF96jdK6DFpz3/H7RkqvY2ids1MCWu/VfXChTlbe4v9RWvOc08ukbFSgdTsDXil/fM7Fm8uWmNBAg+afKO65PsSJQ3rvUVjFcG5HdB9UePi+8k6l0SqD+LnAlNa/STZ/B8Qe3nevwkohhtYLV74bqH4TtCbfXTH21sDz28wolNYf+KRVDPhBZQTPm/qn1DuuoDU5akjX3tbcNDXy0Lq3bZR5W6P4GILWgpkGrYcdXTR11Ya1F4pR7n/bq0/YMwG0Zt2sORznlqpP7zPPMcl/gtbEKxoxxjZA3BMvLpxTxLUWaF1p3Mu4YPSVocu2nQxa09QUGPq9xPmud365v5ibx3ZycY6qdxzNb7hOHdu1D7885itZaO1zVAu0rlynbxz4MfNeTw1Ba+UogPKuXXsX0DqXo9g0J44RQ5rNUXwXCYb0vZSjJJRIQes4R3EP0HPk7wOtWzar6+UoraMuO/YLYWDnnVq9vBFonctRgta5HMU9e8bQDxQ5StA6laNS0DrOUboecY5S3G02Ry1fs9oapzczEBGVQWttrPrN4dyxPbRGnf+RoYc181U2vzZzBjZD6xCCh9KfPvtjNdB60pTnw/V/ujl8998uDF126BwA24xzP115IJjoNtLoRSXyeGwCYryqzF+fJLSe/mygaRcQmYlO7iFQcw+VwANZlq5ZUZTzaZHuJ4gCN6hwXn5njkFrlegI3Hj4UkDrvsOtPIpEnYPWqEh6VdUJMbS+4fkHrUyrFloPMgDRzGDiQVkMsD8eV064K9z/+tiahpC5Y7PQJolxncrKQQStY8Aqjyqu1dZbbRV+fHh6osbnV5TWgtaTqtC6ZZLJIpEFJh2rNYDWJw8+IBzZfy+D1r488iO3/sDsQdSApFlofe5eJxXqhBhaa2LjofVTc19oGtyo3DQHrb1aPHedBK15poDWXyjpaA60Xrt+faHu45hfeODn4Y2li2zxwmSrrPKB11JZwGSeyZLAp59kknAfnDGhBuACree997ZN1LmfOm69XbG44dyu3bC+AM+10Pqz1p0+B62337ZD4dOcgtbcV8cO2KcGWgOXUQA1OihVBQyWQWv8roHWvoSy7NiC1op9ZaVwqdgnlZliX05ZFcc+IKUvE1PsK9uw4z4AWscbdj72NQutfZVJDK3j2AcEGtatX9N+/sQ+LD2Sfv7j7ggPzhrfcOwDWnPtiX05iBD757+5bHH4/P2X2y3QSJUJ5YUHGLT+iG0CsMD2XnKci/479KyJfUDrkwZVqky4N33so7oA4BvHPlkj1YPWWuzz/WNorT4RtdD6eavcaWZItZiCqM/Ofzmw+dBolcn1U+43H2KeKRoxfnHflhzhv1MKWktNr2cqF/uoLJj0FlVU3ywW2N7Pn9h3/4zaDTugNbFPG3ZYAZVVmXhoTaxEzZmD1qnY56E1myFH9htZA62b9fNX7KNBVAxRsZlCQUlpOBZN9aC1Sq+5Tmwe//bkdA+AFLSe9d5b4fwHRxU5KqdiU2WBYhfwC99QAQ0BMt/XQ9AaIHDzy48ZtFYJvTaXfXPUZqF1rGLz0Jo+Ea8unl8DrXmem/cLHWU2Yyn/SuAu0MhDltzzSkzbZqt2VglQBgRS0HrSgunh+2N+b7ByzYb1Yb+dhhrcSg3lem24AWIemTUxjHL2IACxDw85NOAdzhC0Zq5Nw3f+Ls3vtcHilWgCAijqmdPXg9b+eY6htUDTxkPrB6rQujVEpQkowKCR0mtB68lvT7frRHUN8CQ1ctCa2Mccn3L0soFqE6U1sUsqUO+Pz1yAdR2bbRpAa/yKUcIDFQF4sooxaN1jcAGem4XWNLiTlUIMrdXM20Prn4+9NVDt0MyQOCUFUWlUzVzWV/Xlji1oTezDkujHh7ecJ/++FLTW+kNihTIrBI4j1aZgJpUKQGv54yv3+3U60JpKJa4/86cXF80qRFfci0/Ne6mVzzzQWk0yc9D6pUVzCrufFLTGK902nzYaWv9fmw/F0DrOUfWuv9Z2XCcqQn9x9JcbhtaqdtV1uuigM22jJjXiHMUcb+iOfYpqoFyOQiVPXANaN5KjZG3BZzDaAq3jHFWB1seHEwbtV++U1vweS52dOnRNQlRtrDaTo7SOuuK4L4b+2/ds9V0ErT1gbSZHqe9CLkdxLs4YeliRowStUzlK1iu5HFUPWjebo/g+/P3NjN9NvT/c+SpK69YxUxurfnM4d2zm8jz7rKM+PeJ4U6VvHpvmDGyG1u48ppTW8X+LIXbT0LrdNmHV2tV1obUvK1dDCy0ycxO1VtB63K1h2eoVxaRei0Q/QRS0RoXz4juzDVqrjFTQ2sMXYBATARo5UvrG5I3XxRNAlWX5iR5gFeCr0lHtkgviszAa0XNQoOytmcHEY/6yhUmISsk/sNSf09yxDVoDbqqBD0VgPAStY8BaC63blU7UOJ5B6z57WLMxADNKaz/JZOFJEybf/RxofeouB4bD+40waO39kji3n9nrxKIBic4/PqAo5QSxY9WCFlLnjjy5UCdo0qjEJwW/vJxJMhsDraX89UprgRuvesxdp2vZGX31qUD5OdD6865LvH8f0Hrd+w2W5APN75qH1iitLyp8Xf2knsnUgzMn1ABcoPUbSxdax3DuJxabWtxwbvk+ahAoEM73wr6ARj8VaN26gQP3BEq471QbqwousNhX2SnghhJ5/EylXsDGA2jQ6BC4ocw+5eHGvYc9SDPQmuu0cl1zsY/vS4xV7MtVmbTesKtVhSn2+Q7QfsMOaySgdbxh52Pf5eNuDY/OmhQOKzbsUFrThLZWsaVnb5TzwASsct2l/Itj398DWo8ad2d4YNa4hmMfVSYLV7wbVqxblYUIsX9+DK3rVZnUQuvW/ps0tMXP38c+oPUp1Q07oLWPfZzbT484oVXskzWSFq6xNZLuCV9lwoSTWKTYp4ZZHlrThJYeCc0MQesURMWOBFjeaJWJoDXPFEprNeiKvw/Qes26dTUbdjG0zm26e2i9fM2qQFmo9/Mn9t3/+vgamyDyGBvILRt27Q1gM+IqE6m3+Z2vMklZI5XFPq/8QwGEhYZXWrcVWqc27Hh+uddGvq9CBDrUg9YFEGi3Tdh+6/bhNyd9NXnLCFp7Ow5BIm2s5lRsraF1rT8+CmnmVr6vh6A1QOCmlx41aK0SeuUV3xyV8w9Y8EBgQ6L0WtBUczqBVQ+tUfC/snheAXeAQJseWt9gGy7+nOaeV2JaPSAgaJ0DAvvvNLS08iGG1je99Fh4ePbEMOr4FnuQf/7bfxm0PmPXykJX0JpNC/puAK2luk9D64qHNVVkwD5BaylRdQ4Eifzz3AKtK1WJcTP1tiutH7C5WgqiAqKAsM1AazaDKkDghHD6kErz3XgArUf22KWYF2kuwf8zn+DcXdcgtG6p2jjfmqoxmAu8vXyxzfE0gNY9O3YxuAm0/kDf4YVVDOeWCg2BZz2TvJe1ExCdZyzVABkQy+akPOplLSY7KSn4lcfId5saWtPsmb/BzzVzz9N9r48LV0240+bnKK1pXJsaQOtn5r9cY8cRQ+tLjjnPKk5SozW0rvXHpyoYoZUXSwCt73jtKVO4s3bEs1zrV87t0/NfqvGZ5/wzV5DfOPFqH/Ou/2jNV2It/PKiOUXlhJTre3ZvUVpj+9iJzadNAK1PHrx/qx4ocY6qN0dRjqLaivnSFUd9KQutfTyNoXVO6BDnKOZ4Q7v2LqqBcjmKjXWqRYgVzeYomoLHNp3kqL+89GghlFAcpT+CbGHiHAWohUvg6d7MAFr36tg1CVG1sdpMjtI6ylfj++8jaO0BawytczkqhtapHMXzALRWjpKNYypHpaF1bY4StI5zlDYLm81RbYXWd736dDJHaWPVg/fcPUBMmbhgujEk+rPh/715bJozsBlau/MYA+qVq1aFy0ddE0YO36NQX8+cNSdcMeqacP4Xzw0D+vc1oNKIH5HUhqiOVqxdtVHQOjdRE7gBJgOVrxh3a1jqoLUWiX7SXUDrY75gO85Aa5WRaqfYw5dmobVXlsXQWhOOvye0/vXEuwOLsMah9ShTG3KdUPDQMCweLdD6pELdx2vwr6QkmEkxC6CyiRqvBVof0mcPm9QCuVjss+OqQfkUnlXekw9ofdqQgwyaAQ7/aY9jixIdGr0BfGXxIXAG5ESFoH+XQWvv4RlDa4GbWmj9YtNqQymtU9Ba4KZZaI064PB+w8Pn927xLvTXqwKtNxQ+0PwuhtY5cIPSmkUSpUuCXABw1HYMSnxpduc98IDWby5dZNcfaN15246NwZabAAAgAElEQVRFeSBwat2GdQV4bg2tURv+tBRa09BLjadS0BqwRHO2vy+0vsKaVjUCrReufC+ce88lpuJYvnZlU7FPC81mqkwU+1hAANpUJqbYV7ZhxwQJaK0Nu1TsE7QuNuzG3RrGv4E9SBpa+yqTGFrHsc+gdff+TTehzSmtrxx3R7h/1viGYx/QetHK9+w65SBCbEUUQ+tt2rFhV15lYtAaP//9zrAN0LiUGa/P/p13qol9QGs27IC0QGsf+1C/olKOY5+gtRauZdDab9jF0Dr21QMCbWpoPXb+tPDjp//UBLR+wMqb68U+oDXKK79hF0PrXBOgCrSmyuQiq1rgunk/f2LfgzPH127Yjb89APe0Yddpm+2K0nBi35oN64oqk9bQGnuQnyb9/AE6qdjnoTXv/UCf4TXQ+v+xd56BUhTZ3z4SJSfJOecooCQJIgKKOay6JkygrllXd1fX3f2vETCtImaMu0YUyUiQJDnnnJNkRECB16fmnp6avtU9PTOX3Q8v9UUv09Pd01V9TtVT5/xOqtJIYVkm2DwyJlKF1sz72Dx+4/x4cS/bRym0tuU4qKvB+6jQOkoUm/p2v9QQBbYfmvBGgkyQQmuAwH+WTTDQWqPu1U/7deZtaA10YOPSrxcaBVoDkVbs2ZwArSkwnnqRq7BI69SgNbJaRNayYfdy1zulsiOKTaF1GBBoVa5OQoaI3c9xaB3bkAYIIA/Cxqg2A61rt5NLsxa6Cq3JECJ9H9ChUfc6Vu30adWwVmjNNfA1QdDaljrzQ2udM9qR1umkXiOFFQytfxAKC0aF1i8v+NLItbEBHpaVB7RGwoGMCW2a6cl8gmeHlnRQI9KaVHyAlwJ+ey3D2urHQ/sS5vhAawAVslZA6/aVG3t1GZgHNild3QPPfmiNPAgbS0HQumPlJh7g80Nrv8QfPvWV2UMS1hNRkEFYpHW60BofVaN4uVBozSaxLcfhh9YvdOljAnjCoDWBOdhYv9QQNUjwY7ZMENAaKQAk/Zg/kWGsEldEXE7fsiybzrwNrXlH0bR2QWvmkboJ5YLWdm0GlQex1xNR+oljsFcuaO33UcnOp5lk9FOBPHnlpU7hkda2j/JD67B3WKG1+ijmeLyHGike5qNYn328ZJyB1qn6KH6/C1p/uvx7L6rWBa39PurkQOvUfRQ2ifn5v86720hJ+ptCaxuw+qF1mI+KQ+tgH0VQ1aV12ns+SqG1y0ep9EqYj9I5QxC0TtVHHf41liWfSuO9D4LWurGaCrSGA8GQomaOp3Kv/z8fewpaW70fBK17dO0kTRvHdJpc0Hrw+X+UvLlyh44jNMf+MJ6CbPnN4u/jHn9yHo9xeXbWv6XfOXdIhUKlzDGjNsySwYtHS61iFWTVvi3y+/pdpWe11s7vr9i7UZ6c9oH8odkl0qZ8A3l9wbdGHuShM680x+Mkbxs7wPzdokxt82+koT46+S15rsNtZsf5ncUj5en2t0rVImWEXdinZn4sA87p40l8vDr/a5myZbG0Ld9Q7m52sby2YKgs2LlaXj/3voR7mrJlkbw6/xt5udNdcsZv1ZJp14142kRaf9D9UaFY1xcrJ8kXqyZ5z+Pxae9Jw5JV5Xd1E3XFk72kA+Z8Luiq8hv87d3FI2XMhjnSr8PtUsFh5P3HPzLpTdl9eL/pp0daXm0mvq527Yin5Pf1ukrP6vG+eHrGx7Jw1zrTV/lz55M/n3Vt4K3fPKafnFW2nvRpcqF5nm8s/FYYS9oenzZYqhctK70bdvf+7c7xL0vPaq3k7HIN5J4Jr8rv6nSWi2rGdFx/P/Jpub4e1Y1bmb85J31FdM4bXe8X7Y//a3tzQtTC/qOHpM93L8rNDbvLeVVamO8+P5sCXCvlwRZXyJll68iqvZvliWmD5ZFWV0uzM2qafpu+bZnzeYf11Xcb58rbi0bIK53ullIFisrRX46Zw/PlzS1zdqyUfrM/k+vrd5UeAePbPveHS8fK8HUzpHDe06VN+YZyc8PznZd+btanBhI/1iqeLnT/xIGy/bdCPDWKlpM1+7cFvo+c8JW5X8ni3evN+Nb358+trzWV4GlfrJws329eIC91ikdevrlwmGz/ea/8pfV18sikNwy05v9p/Mbjx4+bZ0k7+MshuX1sTFrh721uNO/Z7WNfkCtqnyOX1UrUwuL9oFjKw1nvM9IPvK9dq7TwxgnfbVehodzYoJuRPuE7r3a+x1R1jtqItv3DhH/JLY16yLmVm2f72n0TXzPAgndb22m5TqNQd7a2+8gBueu7l6VQ3vxGD/OTnn923ga275mZn0j/jn0828eB1wz/p2f7rqvfRS6sHhvv/rZiz0b567T35Z5ml5oUxdfmf2MmDQ9atu/WMf3N3y3LxjaiNuzfIX+c/KY82/42Wbl3s7y1aLixfWjFLcT2zfhIXujY17N9nHPS5oXStkID+UOzS8010Pzl/bLbZGzfvK/lpU53mfR12u9HPG0ird/v/qjxF1+s/F4+XznJex68X3VLVJLr6p0btZvMcf1nf26yTPAZ/sa7xhjhM9cE13/8w98Pkr1HfjI+4+GWV3k+wn/ctcOfivmhLNtHzYZ7J/zLHFazWHnJlzuvPHH29YG/o/fofqYP7mx6kSkI99r8r+XDHo95x/912mCpWqSs9G4Ut313jXtZuldrJe0qNBL+Hx9xcc1YBMP1I58xz43PaZM3Y/uGGKj7drcHzTVemfeV/KPtzUa+RBu/87YxA+Smht3l/KqxCJr+sz8zhb50nAAXHp/6rjx85lWCFuBXqybLD1uXyrMOXxPWceM2zpU3Fw6Xf3X+g7F9dkMa5/nZnxrb17P6WUn7/6Ol38m3a38w71TbCo0SfIT95ednfWoiNf/UOu6HHpz4umz5aZf3TgW9j5yHZ8Z7wPgmeqX36OeNHSVikIYfmLBpvrzS+W7vsoMWfCtE1zx+9vXy8KRBUjhPQflrm9hY6DfrM/nlxK+eLT70y2G5ZUx/89nf2txoskzojytqd5DLaydWXP/L1HdNWjXjkjZm/Wxj+86t0kJubdTD/NsdY1+Qs8vVk5sb9TD6y/Sb63mHPWBs393jXzG2D7tqN2zedSOeMtq0PNNjx48bH1Ygf96E47CFJ46fMFqp/5j+oZn3IQ/ysvWc7C+MWj9b3ls8Uj7q8SfJddpp5iP6iL6qUbS8rNm/VR5ocYUpXupqEzcvkNfnD5V/tuttfDu2pE7xiuYdpa3Zt1X+POWdBDswc9syGTDnC3nv/EdMPw5dM838P5vt2Axshz02/jL1PVm9d7NcWqu9XFWno7kGElH/aJsYQYldwyd+3DM2xwXs4UtKnl5EXu0SiyjGNq7Yu8nYR+23K+t0zPa8k70Ij3z/hol8fahlbH5rt6dnfmJkvT7q8ZjkOi1XslPJ9SOelby5c5lx3q/jHVKxUHYgwAL83gmvJtjGhbvWylPTPzZzXN417NqtjXo6r7f/6E9yx9gX5co6+PYOMmT1FJm0aaHxedoYwxfVbCsXZNkBNGpvGPmMPNDicimQ93T55/SP5L7ml8lZ5eubrBjGKvPU5mVqmVN8uWqSfLbiezMOGA/Yq09XTJQ3z3vAzAW16fvBOGY80x78fpBsOfijPN/hdqlUpLRnN9V/0G88H9fzDnvAnywfJ8PXzjDzfn8bsW6GvL9kTIJfDjrXkaO/yisLvpIlu9eZ+7i+/nkJ82/7ew9MfF0anVEtwTYyl6DVLFZB0G599dx4hLv/mn+e8rbkyZXH2KXV+7bKX6a8Y+atZxSMrWXw/awT/nLW772v/uOHD6Qs87fGF8gNI5+VthUamvk97aHvB0mjUtXkpqx5qr6TfDao632y8+f95hp3Nb3E1MywGzaxQ8XGckODWAYqc99ha6fLtfW6SK8abYy/5hjmfPhA/N3ABd84n3dYPy3etV7+b/qH8qfW10njM2LzW21qj7pVaWHsa7Km/o75ebWi5RJ8kP3dD5aONf7Wnj/jC+fuWGXmEjz7Z9vf6txE4jyfrZwoX62aIm+d94Dx96xlmDur7Z62Fd8/xFtz8p1v104T5Ev+1eUP8sLcL8zc77XOsbHw0bJxMmv7cjPv08acmmfct0kv0w9cgyKfdzVNlOVivcv9Dsiai1Hg8Z8zPpb6JavI41nj5Impg6VA3nzGB/78yxG5ZWx/+VOra81YTaXdNPo56Vr5TPl9/cT5Ij6KtSDvtL3mCTo3gWr4KPqJKN5+7fua9Zi/jcZHLRklH3bHnsZ8FO/tyPUzvX56sMWVRh7J1VgjwSN0/fnktPfNXMz2Ufj4fh3uMPMAGoFM9M/g8x+R/yyfKMPXTZd3uz1sfJSuJW2WwpoZH8W6iTHAeoA7fbJNrPCzNvwdtlftERtYrKex4bqmoS9X7t0kL3aMresYA9fU7WICglJpf5z0ppQtVML4b3/DRxEQ9WH3RyP5qBtGPif58+Q26yh8RvmCsaKwdtt2aI88MHFgAuOBScAmjITV8WNyZpnagT6KDbC+417y1p9DVk+VSZsXSP9z4j6KZ0E20AXVYnNVoHXvMf3k/uaXm2h9xvy9zfBR9YxWPz7zkZZXSbPS6qMmy+crv5fq+Ki2N3sciHlmoo+KcQfGsfqohybho3bJc+3xUWfI1K1L5F/zhnh8h347cuyo83mH9dvHy8aZsfy+xWD0eHzXh8vGJjzTsHMNmP25LNm93jAkfFSPrHUJ3ylwenj9u1TG1v+Px56C1lavpxtp/V63PxoAG9aIXrt34r+Mtu1Pv/wsH5wfX6Db30Or7fnZ/5Hn29/hgRIWEIOXjpJavy1CgIdmcV7VDa0xsn+f/oGZ+Jxdrr4BoT/9eljubx4zmOzQ3fHdC/JgCwxIDMZuPLBD/jT1bXmmPdB6g3FMT7W7VSoXLm2qKj8z6xPp16GP0WWiDVzwtTEUbcs3kL5NLpbXFw4VJu6vdkqcAE7duthMnF7seJenp3vj6GcM7Brc7Y/GSA9ZPdlAa30eT/7wnjQoVU2uqt0ppffxxblfCMb6mXaJVYI5yeAlo2TsxjnyXPs7vMrfYSd/dMpbsvfIQdNPD7W8WpqWii3Q/e36UU/LdfW6SveqMVBCe27Wv82zoK/y584jj7YMhta3ju0vrcvVldsbXSg8K4DZO+fFNfae/GGwMeo31u/mnf8PE16RHlVbS+ty9eT+71+Tq+t0lgurn20+59leV/dc6ZZ1P/r8cQIDu9xnrkF//P3sm8x5tRFBcOf4F+WmBufLuZVji3Q2AebuXCn3t7hCWpSuLav3bRHu5+EzrzbFbb5aNUlmbF8uTzued9izHb9xrryzZKQ3Jn799ZjhnHnz5DaT1AFzP5Pf1ztPzq+avELzx8u+kxHrgdYFpE25BnJDg/hzsu+h35xPDVz4Y8v4ziswZduh3V6Rq6D3kfMAv4DWr3W+13t/Hmt1rTQoWdVchjE8acsi6d8h7tTfWjzcRPI82vIaeWwKkh6FzMRUn+1xOS4PtYjBF6A1kwTak2ffIOUKlpI+416Qy2t1kEtqJkLrv/4wWIrmKyhMDmnjNs0VNmW6Vm4hNzaIQXv6Eoh/fb3zvH57pdMfTPGXqI1Ntvsmviq9G3SXzg5o/cCkgSInTsiAc+Kgnoks77a/Aa0BmvQTE/9UbB/n4j1T2/e7ul28iZL/On7bN2jhULOwva95LIVTbd8Dza/0Fvhq+xjHRFO9s2SE/LPtLUYrzmX7OCdAuk25hga48vf8H1fLa50TN+z0XRtwTl8pXSAGrW8e85yJen33vEckT67c2Wzf36a/L3WLVxJ+YyrN2L6fdhv77W/Y8u9Ssn1vGt32A78cMmNMJ5n+894w6hm51vihmO378fA+uX/ia+b/a5gNuzzyp1axTRpXu/27AdKyTB25vfGF8sPWJTJo0bfmuWjDh1UtWjbB9jGGzq/aSs6u0MCMJ9v28WyvqdM5m+0DFL7e5X5zjVcXfC1Pnn2jARba2ITiXcPGdq0Sg9Y8z9k7Vni2b+2+rfLED+95PvPr1VNkxvZlZpyk0sZvmifvLB6R4A/1+2r7rqvb1QPvYef+ZPl4Gb7uh6S2b8Ccz8wixbZ9j0x+w2xy6DsVbvu+NoDo1c73moXJbd/1N+dqVCoGubB9EzcvlBfOiS/wsX3APewdto9U6D9njQX8ChuI+BH7neT//3rWDVK+UMz2XVazvVxaK1aITluQ7etSqbnZcKXdNeFlaV2mrrGF6rPs+UeU/lLbxzk5t92wb/hZgMUjZ14tx4+fEHxYvnx5Eo7LkzuX/HrsuMlce2rmR2beVyhPfulvPSf7C0j4vL90tLx//qNymllmi2w9tFsemTTI81HYsTPLZM/64thJWxaaud7fz77ZZGf9ffr7Urt4JbPIpq3dt02e+OHdhDkQYOaleV+aOQeL+GHrfpC3uz5sdJ3Vr9hjg+e/Zt8W45PwTVyD58E7ZTcg6ZA1k2Vwtxig1OdZMn8Rk3pOw25S9Ft95l3jX5Irap3j9DVhffbYlLeMfXUBgedm/0cW/rjG3IdClrBz3Tz6ecmfJ4/ZmGZBzFj0N8b1g5MGiu1DFu1aJ8/O+sRsRGHfW5SuE7iJRICA/taLa7aTr9dMlalbFsmz7W/3LsUY7lWtjWcHeH97j3nO+DGKmrKxe0+zy6RV2bres32oxZXSNAsI6JyazY6/tblJsFefr/rezAFtIMBGyF+nvZfwPj86+U3Z/NOPxpcA7X/YttTMf3TuzPyRCGddT0R5nzjmPyvGGyBg23j9Lv/+0bKxnr0NO+cvvxyTVxcNkaUWEOhWxT1XZI4H6LjBmj8zl6AZaH3kgLzUMb7Z5r/uE9PeNdD6ibOuF/UBti3hfWNuwxxPG5vcBB30bthDeo953kDrWxvGNjB4tshEMC+LvZMxv0Jj/vDjz3vN332bXGQCguzWd9yL0r5iI8E/0MwmwLrpZq4AONK5DUErzP8BtW8u+lbesXxqlL4CtDw982PzmzQoQ7+39afd8sjkQcZP2muSoPOqvyPTplqRsvJH6znZ3wEGzdm5UgZ0iPuQ/nMoALzKzCWwOczPKhUu7bwUY5sx/sa5DwgZLXdiS2qf49luHcO2HcDWselJf2IDCe54Ocs28Wxn71gu/az74fkzd+3TuJfZNOcajUtVN31lN9bCa/Zukec6xAII9HnWL1HFbATQsJun/xa8hv8gqIK50KOtrpGGJVOD1reMfV66VG5h1nx28/uoZP2+bM8G+eeMj6RI3oKSP09eea7tHWY95m8uH8V7y/ur/YQdbl7aDa2z+6gPTBaR3n+Yj8JufLpiglnvRfFRbKxeVjPmo0ROM++w3fBR36yd6tkj9VGlCxTz1jR+H9V33AvyuzpdpGOl1KA1Pgp2ousQ+z4IUFy0a21KPur0PHnNWLSZjH1OgrEemvR62j4KaH33hJeNPw7yUawxL6rezvNRSDXdOraf00cBrR/4/jUJ81H0x5erJ2XzUav3bZYnf3g/ko/ChxLoiY/iflzPO+xd+PfycSZA1Omj1s2Uj5aPTeBmYediDbF0z3qT6Qu0tn1U4YLuoufJ3tNTn8eewClobY2EdDWt7XSZoIGl8iAAJyauQYUY525fJX+f+qFJF9TdxhFrZsob84dJ3ZKVjF7WLU2QgIiBSn9TGQdNH3x5zhA5dDSW6k1z6VKu27dd7h830KSQL/pxrSCn8dK5MU07TW+y09y1GBnpaqSykSZHIcb3fKl2WrXZLgKHhAVOVZ/Z58snCdqu+jxIAUbTmiq9qTRSvAA3Lp3RN+YPlxFrZiQ807BzU/wIaE0/hVV1JtXQ1kI1E5IpH5hnQV+xa/1k+8QdXvu61wx9yhRqoWgP6Xyvzvna6K5pI/22VvHyXjoh/957RH+5pHZbaVOhvlAMj+JjmkZK2nLvJud7utSq40pKNdIW2h/9Ot0hNUvEobXKU/RtdqFXGVmLkWka7Oo9W+WhCYO81HDSeaZtXSovdolPNKP01+i1s4wEg44JW9NaU+TtgpBh53xv4WhTTKVY/kJGLuXWJu7oj39M+8iMOVKMtN055hUhjUplJ4LeR45H22zhrvVmfGs639/b3yiNS8fAjUvz69W535giPejWUXG9xOlFvBR95AeIuFWJD7sYGYW0WCyTimZr9up9IxlT4vRCnj6apnFTMEzTYG8a0c9E6vA8NK2VNEjuIWrTtOO+zXo5C4/0Hf2yeaaDzr836SnZsLtlRH/TT0yIUrF9nJz3TG1fWKqV3/Zhl4hk8ds+O01NbR/6cEt/3CAD5w31dF9dtu/l2UNk/IZ5RkOd1FBj+7avcuj5LzQFam09XSQsgBpadMVv+3jf65eqklYR2kA9/zlDhShO25+Eddg9Y18TogHpJ1tHzv8dv36+pgByHO8Utu/vHRJhln0OJGzOqlDfpE6Tvvvy7K9M+q62P33/jtQoVi7B9t06YoBcVLuNtKvUUPh/2/aRio1s1gU1YpEfavtUGklThP3SSCpPYesX40umb11mZGWIbF27d5s8MP51876eWa62ed+nblksFLVLpY1ZN1temzvUSGlo5pF+f/a2lYKUh10QMuzc7y8aI1+tnJLU9vk1pDmnyoPoOxVm+0iRJc0RvU9NAbV9Is9i3IZ5CanUSCOh9UrKM7avWP7Cgr2kYft4B1STX+cjfEaxpAqFzjC2z63n77Z9dmEw/OPZ5esZW6i2L90itLY/1L5QWbDmZWsZX5hM01pTr5n3Fcx3ugy0tIvt/tW6JbaGtKb5qo8Kq1yPTcI2qbQRqdf1SlU2kjm0NXu3CnIHtszbD1uWyrPT/2Ps0UdLxsmQlVO8FHr10/bYQHKE1HfVG+cabFFmT72eKJ8tn+hpQ6ovoRAwfUGjWOeSH9d744Z0e/xdqkWu7qPIVYBeKPNobLP9TMPeqau/+T9jt5j32c/J/s72n/ZIn9EviSv1mgJ8AOazy9dP0FG2v68yDurbv1g+yciD2EV0bx7RTy6v08GTOuKc2DfsERGGFO/SNHx9tratVjkQxg3zCf1b5RP0flSe4m/tb/AyJ5CwQEtd9VKJ2KUgmRYjZu6PHUg19fr9xWNM6rVt4/U+vl09XdA1jpJ6TSHGV+Z/KYt2rTfA7xbmuwFrobvGvCLNytT0NKR1LsF/65SoKHuOHAyU6+EYtIfJGEKbX6ULbNvN2mr3zwcSZOeoaUNGE7VAkG/oVKWpV5cBW0iGCmsGms6p+X/S4nf8tNdI+GiRTXvckI7fpUpTr0gzqexfr5zq+UAthKZzZ+SwkAdBujKVpvIg9pjQ7xPdyDOlwKHqcoedm1oHA+d+Y3wUvvyJdu7Mq3cWjJQZ25YnaEirPIjaviD9Xq6vMmuqdRyzJZ29tcyUzYtNMXXblmHrWFcjSYINXLVniydxNRh5kK3LEnTmkRxhnaTSLUYepGwtI29mN+TjVu/Z7L3P+jyJolapyD9//67ky5PXrEfU/9nriaj9hb1i3k8dDLv5fVSy82GH/zzpXdNPp+fKK/073unUtHb5qHcWjjTF67SfguQ0uQe/j2KOx3uo9x/mo+AFzHnQFlaZlzAfpUUE8VFAa+pl2A0JpS9WTPLeD7WjZEWqTI3fRyE9dmPD8+TcaonZV8meLz6KjSyXzfzb1A9lXoo+io0Z/MjAbvcaKSJ/Y3PpztEve/NVPld5kCg+SvXxw3wU4/+Kuud4PgpIjNypy0ep9EqYj1JJK7+P0loCUXxUXMLqS6+QfLK+sT/nvR+2errTRxkpoQUjxS4IGXbuZ6b/RxbvXGd4QZiPSuX+Th0bewKnoLU1ElzQ2l94kWNot94Y210HqESZFCu0Lp6/kEm/TgZu7EmzQut6JSsJlYlva9JDetZ0pxAruHm49VXStmIDszigEKMHbhy6lOv37xAMK2ADUAO0VgOg4MZfNRutOxtaU4hRNcH0kSoktYvA+aH1lysmyweLx1rQ+i1pUqa60StNpTHxYJHngtZvzh8uONyghYj/OkBrwA39BHRumpUK7T+OvvcD1n9M/UhI9aavcC5BEzXOBbRuV7Gh0b9jkvmvOUMSoDUOl6rbNoxF1/WSOm1jC/NRLyZooAKt2dDwV81mMgJ0UJCjC1v9PXFoHQeUfmi9bu82oeq16pniZIjmSB1azzZg0AWtFdzY+rJhY0ChdYn8haV95UbSu3FcSsD+HtCaNGYtfMhnqUJrFkmMb9ck06VLCZxiIsQ1Y9C6qLe4AdwAfJng0fzQms0qCooFQeuSpxf23mcXtAbc8O5nAq2JPAAMBkHrO0e/JMdFEhYaQX2l0Jp+YqGYiu1TG6u2jz7uVSt8w05tHxAH+QG/7bMnHmr7sHcGoswbmm3DzrZ9cWgd27Djb9737EVoY9DaXuT6obXf9sVAU+rQGttHSjcbjf42aM63MnL9rMi2D2hN5D+6dtguig25GtAawKoa0ja0ZiGC7QvbsANaEzHNhh1SHi/P+jJhssjCrnrxcgm2Dx1roLUZ2yMGJNg+oA6LH7/t86D15sVm80mLbOpvUmhtFxz1Q2vd2EiA1luXmLoPqbSx6+YIm1kuaD1n2wr5x7SPs22CBp1foXUy28fi/9cTxxM27BRa6zuVFFr/uM5s2OnCxA+tx2+YK691i29exaB1fMOueP4iXiFIA61PHJfH28SizvzQGuCD7aMo31X1Oib8fDbsXLbPhtaMkVbl6wr1GRTKpQqt47Yvvolr3wh+v0XZWga8R4XWzPtIXX+1W1y72D6nAgG7L5A76zv6pZSAwIDOfcx789jEd6ReqUoetNaNl9e63eNlmwFmGOsAgQ8Wf2egtRaEAgi8Pm+YV6iKe1VoHQcC7/wWH3/CK7Kpv4e5wecrvvf0dBUIsFGjNRB4DxbtXJc5tB43UMoWLO4sckUtC4rkho1vuw+AQMmAgEJre+NTgUCZgsXk6PFjRpqK8edqCq2va3CuXFG3g3y5fLIpxGhDa0F2AHwAACAASURBVOqWXF63nQdj2eTBdwB1qRUAtNYNDH22ts68H1rr5uiHFz5qJGq06fthAzM/tNYx4kHr2V/JYWsjOKr9Y46PprULWg9b/YO8tWBkStCazLcYtO7h2Xz/vQBY8V9avFDnEvyXDTt8nK2j7P8+0BqJPwpoK2C2bTdrK+Y2djDEE5MHS6XCZ5hNM6B15yrNvLoMzAMpDBnX8I0FgtCoOROD1oNMcXtqZtjNQOuqzbx6F35orbZZ1yOxjeDUobUW5XNBa91Eu6BG64RnGjQGFFrjo6oXL282wV0NGDRz24qEjU+F1swl0L4P0u/lfAqtP+71JymQJ58QtHFtvU4etJ66eYk8P+PTBDvw1cqpMmrtTDN/Zf60eu9WryYN8AqNbVtnPhu0HtHPjC3qEdkNaL1mzxaz6UNTaE2Ai27csrGRJ3eejKE1kLB79ZbZoLWOc/VRyd5RhdbIB+bPlU/6ndMnFFrb9lShtfZTWKCDQmv1UczxKMSo0DrMR8FYKD4NtE7VR6FkwsaT3fBRX66c5K23XdDa76N4Byl8em7V7HKJYc/4vnEDpVzBEk5orRurqfgo6hqwjrL19e3rK7S21zmp+CiF1mE+Cmh9Zd0Ono9S++PyUQqtw3yUFgv2+yiF1qn6KAogUhQ0lUbdBXxR2MZq2Pi2r6XQmgyYMB+Vyv2dOjb2BE5BaxEZMWa8DP7oM29MFClSWP7y8D2m0CLN/rxZ04Zy3523yun5YyH+LGCiGByF1jgGJktB31Hj8nq3+6RsoVhauS5oPGjdtGfgRI1I7EcnvmVe2LMr1DfFmg4dPSIUuaFptJQNY9G0BtSyc0dUFbvjCnh1EpNQgGTWlzJh4wLpVLmJ3Au4mfWV0XX1FzVBq2/AzC/knZ4PCRMXfV78V3//kFVTjTOyI62BxNc1TB1abzu4W144N3v025sLRsjw1dMDdyb9xuC+7wYaaE0/ES2oWkr+4+h7Ig4UlPD5/039SGZnQeuCeQsETtQ49tpvnpa2lRoYaM1z/nL5pATITeRlnZIVE2AsEauX1+0grcvXk9tGDjCfKcTjfu5odqGZyNA0upAor8EXPOL9PaBLH5NCrI1Uo+u/fdbchzpkLUamO+c6RnTcfLp8okzbtMT5vMOM65j1c+S1Od+YscK7YEdaz9mxSv4x5UO5o+kF0r1GXHIl6HyMG8YPOl1ErBOF62r0CRFh9qRZoXWkaMMZX5gULu4Z58xEg35H95jGjv349fPNxFob79Cunw/IX9peJ4ynUqcXkcfbxSK9ebaoaGiBQI3e5jMiQSsWKWXGxu8bnmsiruz2xwlvSskCRT2HrAsDnhfPjca4IIo1AVpb72BY/+hnWozjzhYXyXlVs0cW8Pwo+MKkP1nTc6Vj+9RmqO0LyzLx2z4iUQ//clSuaRDTx3dFinq277x7jBY9Y1MXSC7b96/ZQ+S7DfMSbB/j1g+t1fa93eNBo+Wqv4P/Btk+3vcGparIDY1i6cNRW2zDjiyT7LZv0NxhMnLdzMi2Dz/ARAt/lWzDzrZ9NrSOkmWCvTmrQj1jc4hG/Xz59yarRRuRPxQSszeiGNcUfwEK9R7RL5LtIx3+gwv/aAonPj/jM+nf5Y4EPX9+63VDnxF7nDPhnL5lqVeEl8hDYA7vb4sytcz7PnXTEnOuVBrjhvGjts/+rto+vz8JOr9Ca8YWWSZBti9W9PV4gu2juB9F/qJAa4ouo7movp1+4R1EL5fGsxi3bl4CjKWg8J6fD5jnhe0D2OoGhskyOX7c2EX7neT/iQqtVPQMY/uYr1xZN1HTOtD2VW9p/B7tjlEvSItydYwtVCjnet5h/ZbM9uFn0e3kNySD1jYQAFrbPsK+B/RVB837NmFeqMVNo0SxacE8bACyOsx5qhYtI92qxSRv1u3fLvd/NzBhoatAEnuk40ltk/oVe5762MS3TNAE9vSquh0Fe0XzR1ozNyCCWLPGdO6Ln36zeyzSeuDcobLgx7Ve5DmLYOZ8Ll8T1lf8prKFS8qjjgWqzsWizM+5BhAI6EWwgj3/tq+vdk5tAZ/ZUWwA5jYVG5rAElfTudb1DbvKZXXamzkZm573WPCLOR5j354DMea4Zr5ceQTopfMyfba2read/HDxd2azg3dK//74osekQO54ajKSCA+Nf0P+2eFmaXBGTOpMobX6QC2OTYZAucIl5aVZX8rPx35xPu+wfuJ+vl39g1BQzd90fRMFCGik9ZLdG0yKvD3f9Z/3rtGvSPNytRI2PrUQI7YP8EM/BzWyPvPmpqDwzcLa4pW5X8ujZ/1O2AilGTt3+GCCbaVvqhQtY+aHjKfOVZp6tolnS3Ru76x5KnIID4x73ZwLWENa/4PjBslDra6Qdtmg9bPStWoLb24weGGsEK+deWavR/B3QGvX8w7rpyU/bpA/T3rHRAX7NZbVHl1Q86zArEb73DrXx0fVKF7eC9LwX/+dhaNk1rYVZs2pTYNm1PaFQet/Lx0v/1k20fxWMhGYD7GOaVkuJqWkGSUJkdargNazjP3heKRadCzwbGdsXZbg024c9pzJwHig1eXSoVJjwV4xF7inZSK05v1Ys3ebvNQ1Jpunc0g70vqJSYNNTRPeZ4q+4u9czzusn9Re9ajeWm5snH2+aPuoZOfRPmeNwiYN0iaFCmTX3XX5KPqOzSjtJ9su+q/r91FvLRghlYuWkfMj+igd86n6qNy5TstWFBwfxYahvh9qR2EuOg78Poo5681NzpcuVZole6QJn+OjsJ0uiKpBbqn4KDSjsTsUdSZy2t/0PU3XRzHOGe9hPorxz+a1+iiF1un6qM+Wf28Kbfp9lGbLRfFRyqx4Bw8f+yVlaM0cCF8U5qPCMu/tfsCmsCmfzEelNJBOHWyewCloneFASBVa4xh2HT4QCK2JWP7blA8SIINO6hSw3d70AukRAPX84Mb/8xTc/K39jaaSNU3BDcZ6/s7VZkGhk9Q4uLlfiCShqTxIArTesdrAabspNAXoEO1L00mjGmmtyqp/M9Eh5SUIFAd1F0YiCFrjHEn7CEqn8Z8TcIOeNf0UNplwQWuNEKCv0LEMii7gmtd885S0r9RQ7mpxsfNnPfY91ZUreZNcDmJBQ1oO0WRAHMAkk0h9ti5orZHW2h/ZofUhuf7b50KhtYIbNdqAJv5NAXnU10gnsgrzcgpat6vYSG5q7Na0NtD6xAkPGnOvfce8bMZLJHmQmZ/L4h/XBVaaZ1E4Yf0CeeW8eKQr8JNFEYtLxhPFe3QsEN1GpLULWvfrTLHQUnLt0KfNIv4KH7RmQwqZD50AjV4327yvNrS+fdQLZlODscEYHrN2llxSu53Rw4zaNDo6CFqzIESXm3cqWdNzAS2YHAZN0Fy2T8e12j57vPuvG9X2BW3YAefoN5XScNk+Um6RQ9AsE/5mk8oPrfVdC4PWftv33fq5ZpwEZXaE2b4tB3Z5CyX7uP8FtOadIqLPhtD+eyealk1VoLWrxaB1hQTbh727rE4HA7uxg/ZYIEry5sbds23YaaT1tM1L5LkZn0q/zncYGK6NaD3etQRonSUPomBo88EfjaSGLgJY5G08uNNbbCUb//o5/QvosMeEfqZjP1VozTuF1inSKK6GP6Loq26YcUwq8iAGWu9cm82367VcG3bIXO3OgjnYvpIFinhjAdsHRNcsE52PcD4DrYucYfrDBa2DbN/51VtKnyxo3Wf0i9K8bG0DrbE7RAxfXKdtAqxL1l/JbF860BpwYwoxZkXg+e9hJKnq84eFQmsgeVCRKwUCbNrrZqp9jTi0js/jwqC1+mnbVvP8sbG/q99Zrq7XUUjvxo/5oTULUDahwqD16/O+NbBX5VLYfGbOZ7+byfqJzw20LuSOYksVWmND2OSi/4Oi2JJC62PHpE2lMGgdm2spEHD9RgOt63VMmFsx5sh8MbBr0ntmw4SxoGPV9mmfr5gkHy3+zqTeP9vpNtGMno97PWYiybURXUo0cRgQACZiQ3Q9AAA8dvxYNqiarK+ItAZa2/J3+h0d++lA677Ne3kbM/57CIPWzCdimxPB85eHx79hZBx4Pq6GLScqUTfgOMZA62JlzaYF46lL1eZeMAG2sGnZmoHQmrEFxFZpR/uaQCRArG5oa8BGELSmVscPW5Zl2/hL1k+6yeZa92jmR6rQGh9VrVi5EGidFWltSSf55UHC5M380Nr/G4Og9ei1sw0oj0Hrbd5YAF4RaW1vMPqhde/h/Yz0jB9aE8DFexUGrZ+c/L6pgaU+mftnnGjB7mR9pJ+zKYI8iMv3pwatY/Ig9FO+XHmDobXDR/nlQcKy8zL1UTrmbVbAfN3lo3RjFR9F80da46OA1p9clFUs+Of9Zj1ty4P4fRRBMPS5HfAVpa/CoHU6PoogNNZRbADTZ/6m72kgtE7io/zQ2vUbbx7+vFxdv7PnoxRau3yUa2PV76M8aO3zURp4EMVHqY0wPurEcZPFnkrjvR+2ZrrTRymDSwda92neK+W1Qir3/f/bsaegdYY9HhVa2+Bm35FDgVpjuni1Iz10Ule3ZGVZvntjaHRBMnDDz8VJdq7S3Ivkth+BQjAFvApu7F09HPP4jfNNFV2cNn+zAGExbjcFN0T5YmhpfmjNRPbtBSMjRauHdVUUaB0UPeM/L06GHTKMrW0s/ceZyGZfVLBGCNBXABNdnLvuHWhNGiDAxNWIzGOTA0fpb+oIbMjhj7RWLTc/tH6hSx8zidSGHAALqT+ceYm3i+yPtFZwE9VoB/WVF2mdFflrQ2u0wNEED4uesc+rkxh2mymO4oo44HgmBjR7ccGChmroUaE1k3n/+NZ7Wbprg6zftz0wOpzFSplCxb2xALhBd44UX5qCM/4fqFahcEkDblyR1oADIq0faR0r4uiC1oCbluXqRoqGCeontVd29L19rIHWp50I1Gi1jwXeM8lngsWEyLVw5XiX7VObobYvDOpFtX2dqjRzasHp2PRv2Nm2T6G12j7+JlLu3Z7xAqrcs9q+sCyTnLR9QdD6jbnDZcS6GYGRg/7+Z6wePnZEdhzalzTLxN489cuDAH9sUOq/DtAaXf6gDTs2BgB9LtunY9MeC35orbZPs0wUWvsjrfXds8e5yoMotNa06LAoojDfpJ9FgdZhG9L2NYBAwCjeKSK/gqLzDbRmw85KzY5D69h8IizKxx9p7f+d2D7kU4I20c2GXYGi3lgIg9YmyyRrwy4IWrtsnw2t2YxkzGjWSZR+8R8TBVoTxcf4iBppzTMg0lphhv+aLmjNO0jkuJd6nRXp7/pN/ig2/zEAupFrZhh5He7D3/yR1m5o/bYZL9o3AAH82NPnJBYkZQFKpLU/is2OtKZGC/4+SOM7ar+FQWsFX6lEsRXOe7rZ6A2KYlM7Z8MZO/Ua/Wk20MlGcDWda13fqKtcVjuxyLIez2Ymkc+1iscLxupnOh9XWxQGrQGzz3S8NQ6ts0Vax6A1QIdaCjR/pLVmgKhPjNov/uMiQeuQ8a3nI9L6Xwu+ksW71pust9ua9QyMzmeO0qJc7YS+sCOt9x49FDr+gNYUpvu/AGgN2Dxy7Kixv66GTyI6WvWfsYXNytb0smLsSGs2FIBNYdC6a7UWZrODlgxap9tPYdBaIzippxQ0vu3rqg1hfg7o0/mu/94An7O2rUyItPbLg4SNv2TQmqwiJELIDnE11o5s6qktckFrIkuR9nmw1RUms8lA67I1EzIkODdrYfpVM35dkdascSi2GzY/itJ/yaC1+qhk58KHY8vpJ6A1Be2ckdYh0Fp9VFh2XqY+Khq0zu6jTjuNSOvEjSd81FfLp5jIXpqup21onZM+KijSOlVoTZ/DFbhfV/ADv0Whtb1WT8VHedA6xEehp9+wdLVIPioMWquPCoq0VmgdxUdFrdsT9D6EQWuV6A0b3/Z5sSnYUmoNIE/VLUUd9GTv7P/Pn5+C1hn2PhrNX1zy16Rn0cklRhHnF5S2hSg/4vy2jqouaJhY4mDCdm5YVJC2qYVakt6Y7wAtbqDXV00uu6AYxccmbJhv9NruOfMSoSDJvO3IgyRCa9VQtiOtrxjyd7MLxjOjorvq2UVdWAT9nudIkf9pt7M4FpppCOnbzzTsubAQOvQr4GZvwoTe/x0mwGgX9qjR2vtIgQd9BbjRaFrX9a4b+rSJWLmzea9Uu8noJaPfaYMbni160N2rx6Q1FJwVO72w0STVv9FirVY8Dq0PHD0k6HVRFK1z1Vjqkwduzr5WWpavI1qEBf0+UhzTbVqM7J3uD0qJAkUS5EG0CCl6gEQQJGuaLkZKF9CahaCrUeCMpoUP+X+F1lFS5ClGtvjHDYI2ezoNvfjSBYOhtS0PQpHM8kVKCmMDXXekYOyGriiTS6JxaESLoMPMGFQdTfSmzyxXxyv4k8497z68X9BPv6v5RcJiyd/+MPZf5j1+LaCwmH28Qmv6ae/h1Gwf5+E9U9sXJh2Tqe1TzWHVfXXZPnQsx62fawosoWfI3wZa+4rQqu2zpQnQuPzl+K+eJl9O2j7eT6ee/9zhMtxA63tNRGKyhpzD4WNHBe3WsCwT/J6t1aaAjfOzwQD8sTeJ/Nel2F6bCg3Tsn1IT/Qe2T/B9vFsKUKbzfZl6fmrrqVfz1/fPRtaM+EkWkMLg7k0ApM9R9fn362bI+g92zUe9LhUI60VWhvbV7GRBzP81zXQWk54GtJ8rvIg+k6F+V502RfuZMMufdtXiiyTLA1rP7TWAmLcF9CaLBNsn0vPP8j20ecU0qTdPeYVaeorvpZqX6ntwy+fl5W6bJ8DPXcKckaD1rF0e+Z9BfPkD5TTolD0m/NHJGhI62JPfVTYhjHzMeZl2ABkQVJtpq7Iiine9fErLNrRD9WG5v6y3Rs9vXE0SYHW/ig29CmJSvukVyyKTTXCbU1rst/Qcbe10FO9Z46ngHjZAL1Qxj51MtBDjdIAAsXyFzQbdkFRbDsO7ZE7Rr3k1fbgvEjq/XXyYNPHQOsOlZAqc0NrnWvd0PA8ubROuyi3lXCM+iTVB9Vna48N1bDGDhMFT0ThB0vGihaq0xNqcUEbCNz73WuyYf8Or6aNrkcyBQJcn0KMrg3rEWtnyhvzhoUW/tV7Vmi9ZHcWtG7S0zk/UVvQomxtT0Na5xL8lyKl+w8fCtSY5xigdYG8+T0t4lQ7i/HE3Elr0vBs0UH2a/hyXuRB0LSm4O+Dra80hbTthqYytkhr/aC/igY9hVYpzK6/LWo9mKDfQkbhXya9Z36zFhrXY1XPvVfNsxOeadC5xq6fa4rL46OqFS0XWLzz3SxobWtI28E/zOvCsmT/vWy8oFHM2MqXO0+q3WQKjQKt9fo821nblifozCu0Vr1xdOeblatp1kx2wwZzLq13odDa1rR21dhJ+aaz5IzYLNZiu/Y5bB+V7NwKrZkf5j0tjzzT/jYntHb5KJUH0aASO4Pbf91MfRRa41+vnBbJR+n8AR+FprV/4wkf9fWqqfLRhTForXa0TMESXnH5nPRR5QuVlEccElbp+KjipxcSNpDsgBj7WW/7abf0Hf2y0UzXtXoqPkrrLuSUj1JWEeajtA6D30epPMh/w0dRLJiMfJePSjXS+rnpn5rsbNZS2H/XPDLZe3nqc/cTOAWtMxwZgEJ7Yh90OtVJRPpiD9A6a0LvP14niYPOv1cwoDQ/tO7b/KLAnZtMwY1Ca02P1ElyQtXs2UNMJWAAJ04baD1/O5HWiQtbigsC/Ab3fESK5o9FWiu01uKVGIO3fIu1dLrEQOtDe5zFsZgUfbPqB+OM9JmGXeP+ca/L4V+PmB3LpzveIvVKVnYengxaE+UXVmWdxTm79qQ4ptrUEdiAl2I9TFopTEWjwBnFx4qfXthAtbg8SF+pXiymx0zTQoBsQLARQfNDawU3GUdar5stFClkgwOZCzvSWsc+AELhU9hzUWjNLna7Cg1NZLKr5QS0RhKAgl7pNKA1E0KNNOHZ0rwCgb8cEQrT0YBq/B7GxvUNuspldROjsdiQKl2gqFnY0BRa2xXdKUBE6rAW/EnnnhXc3N38Ime1bKA1EZz2QiPoOkT5kU7G79r780EvJc9/vMv2cUwCtLY02/3fz9T2KbT2b9jZto+UYCJmdcMOaD132yp5p2fihp3aPt473j+aQmsKn+U6LZfRT8sp27flp93Ooqhvzhsuw9fOiGz7gNZHj/9qitqGZZkArZmM6YadH1onyzLJCWht2z6i2hjvftunWSYKrbUIkI4dLQRIQUhSdGl+aK2L9Sjp62HvmkJr3bCzj1Vo7d8EDTofGrFIc/BOta/QMLAGBIsiwKK9Yfffhtb+DTtbGsmWB6FIZvkiMWitRYDs3x9k+9jgZCzQsEtNStfwohszsX1BG3aMfWBYFGhtAwGgNdJcrgYQYJFsB0D4oXVYlE+mQABoPWTlVFOUkcbm8hvzh3vFFPk3ijtS6NsGAvw7hersxgL0q5WThcJoNBe0JpBg1nZ0bO9Jp4u87wCtyxVy64Uy9tlQjBJUwgl/N/Qpo7/O+x4UxabQOgwInFMJqTJ3fY2cgtY6D1M//WS7G6RpmRrmuRDl/uGS78y8lfmrQmstVKcPT4sLPt2xt9QrGYu0zgats+QKoxYxD+pMoPWwVdOdwToj1840xd/tQl1B5wFav7pgiHjQumnPwMJobGCxuWRvIHiR1qUqy4EjPwdqzHP9nIDWaMrrPIx5IBDppkYxKSctbs7/A88Yd0BrlzwI0PS8ai2MXaQptGacXVyrjfk3QCXzf7vGTqovl0Jr14a1jv2Lap0duCljX0+hNT4KyaKgwmisz9hcotinNj+0DpLr4ficgNZIZGoxVODVrK0rEqScKO647/BBK9K6v9FLZ95gN3TE1+3fJswzaC5oHct+os5ErMZNus1EWtdobYoD+pvto5Kdf9mujYIUZfnCpSTvabnlqXa3BkJrv4/yQ+uwQIdMfRTQmnV8qj6KSOv/63BTwmPARwGt2SyiqY9inaaSQTnpoyoUKiUPnxXLjrVbOj6K2kBIW9rBgPY5o0DrMB+VU9BafZSyijAfpdDa76M00jqKj8p0Y5X3fvhqt6Y18zPmQ1H5B1KEi3eui2UDNenhXEMney9Pfe5+AqegdYYjA1D42cWPJz2LQmscA+BG01L8X9TFq+2k/dA6SGeWc2UKbhRaa2R1VGi9YPuabFBPwQ2VsbV4iR9aM2F9Y97wyNEwQQ+a3fKth3Z7kwX7uDi0vi+SbhjQGmMDuCG9khQWVzPQ2hcVrMCDKLZo0LqxV1086SCyDlBHYANexiIGspsWYsyC1iXyFzFQTSH2gC5uaE3kKBGkND+09hZr7a53puxHvXcFg05onbVA6tP8Qg8+hZ1XU5orFj5D2lZs4BUbdU0M+DdbqiXVSOuluzYK8DKdxmKFhbVC6mTQGhtx7dCnAqE12vJEfNBc0Bpw07xMrYygtUazhkFrdMLthUbQs1FozcSNqGtSYV3NZfs4DiCJvvHJzjLRsambWy7b50HrrA07/p4TAq3tiaUfWuek7dv8064AaD1Chq+dHqjR6u8HskyIFkQOyI5u8B93eVZWh2ZE+KE1ti8sywRo3bZCw7Q27HRs2naCMXJL4+7ZbJ8HrbcsMRFVQdDa3rDzQ2utfp4xtM7StFbbZz9TD1pHzDJRaM071a5Sw0Dbx+IfaG3bvlSh9aKd6zPasAvLMvFD6wpG0/qpQGjtsn02tAa6UfRKU/LTsdfJbB9jn01BxncyeRCF1tj0gnnyGfknVyPalA0sXZBzjGbnaaR1lCi2l8690xSCS7UBrZGl0Lks0PrN+cPlU2tu64fWf5n0riko7ILWFInzR7HZkdbvLRwlM7Ytzxxaj39dyhUs4QRijH3qDdjPNOy5AK0VCARFsak8iL149UexnVO5sQcm/ddTaA1oos5Eqk19kh9a/639DWazhpYNWq+YLPRvELQmGptISZofWuv1MoXWQHQirV0Zpgqto2Tx2dCarKXbmvT0sgP9z5J5EJtLdpFaG1ofPHI4oQ6J//s5Aa3Pr36mB3iZBzYvW8uLjE2A1r0ekx0H98j941+Xh1tfZeazdgNad6t+ptkwormgNWsrAHlm0Hq98F67ofVeuWPUi3JRrTaBhX/te1Y5LObnVYqV8STt/M/53YWjzOaSQmM+zw6t41r8/u8rtP704r9I3lzpRVpTn0frDQCvZm9bIS+dG69Rkw1aj+hv+tIFrTfs3+7ZeRe0RnqRgq2ZQutrhj5lgnvc0Druo5LZGIXW9FOe03LLP9vd4obWDh+VDrRO10cBrb9dPT1lH4UUC+PZbkDSoaunCWyC5oLWOemjKhQqad5rf4tB61Up+ahS+YsYaUtbdtU+rwZZpOujFFrnlI9SVhHmozQ7KAhaR/FRmUJrfCSR1i4fpdlANngPe6+A1siDHD32iwnu0YCYZO/iqc+TP4FT0Dr5Mwo9AhCBs0zWNEUexwDA/qhXbIfP33TxastxaNVedO54EYJ0ZjnXij2bhDRaojpbl6+b7Layfa7QWqMLddJKlGmp02Oi/0RWj18/z7yIOG2iDedvXx0IrT+44FEpnC+mowhYxWFrpDXXe33esJMMrUeZBZn9TMMeDLpyR4/9asDNc51uNcUQXS2mIZ0YFUxayLQtS4wmIeAmKLqA8xFd26FiYwG+pNrUEfRtdqEHamLQuqeZ3NJU15WIZkCJQusXuvSVao5I6/taXmYKzNH80FrBTdSdxqDfE4fWD5kFYkKkdRa0tn9T2HNRaF2pcGkzyaf4hqsxMaDZ4EZ1XUkTJeIo7B1G13XJrg0ZQWughY4Fni27//o3UjREF9KAakSmGGjdsKtcVid7pHXZ3ySG7m91uTle5VbsSOt7v3tVmpaumTPQusXFzkgmtC+BYfZCI6ivdBKE7dt75KAX3RDF9nEMESU1S1Qwti8syyRT26dj079hZ9s+5B2ImFXbZ6D1v0bc3QAAIABJREFU9lXZpJFcWSaAVeyKRlrnpO1jEst77W9vzRshw9ZOj2z7gNbIvrCIC8syAdzdZkkR7Ty0TygASouyYXfDsGeNPEjfNGyfQkXbTsSgNRt2ibZPpZGmZkFrvzSSRlrfc+al0jlrw46snWmWPIja2pMJrefvWCNPTnk/mz8JeqcotEYxG94pivlSHM/VXNBadWvxUav2bA7UmOd8FF2m6G4mG3ZhWSZawIdrIY1UoUhsw84ljUSktcv22dD6vnEDpWGpqicVWgOHiOBkjpUMWttAoECefEYCxdVYFL09f0RC1p4GOuCjOE9YFJvqhQJaqhQtnep0wkDNob9pKSukjkHrEQl+Ed1TILxGwQO3aP7Ua38Um0YD29AaAEEhyIwjrce/LuULlnCmXgOHiOCMkgnJ76DGCDr62NKgKDYXtKaA7xOTBhsZhF+OHRegtQskcQ3NaruhUTe5NEvWIZXO0vm4AgB9tracg0ZWEz1NhJoWYkSuxS7GrJHWz3a6VepkzXEBq+steRCFbicTWo9aN0ten/ttpCg2oPVrC4bI4t3rzToCvVC12/7nCLRmc8mOeldo3eCMKnLgyGF5ueudgY//kQlvmsKVPOt0GvMWCpXr9WPQurY3Ntbu2y4PjBtoTg2s2X5wdyi0Rrv/miw7D1hFzseOtL7q63+Yv3MCWhOZ2vCMagk/W9cARHYHZRLYX1Bozfy8arEynqSd/1m6oLXW1FEJqyC5Hs71n6UT5N/LJhjbRaHSVBub2eheK6SOQeuVAlzVdvOIfqbopkq39B7RX1qUrZWtkDSR1sjrUFCdppHrtjwI8382XHICWiMPgoyDv9k+KtnzQPIJ6Sf6KW+uXPKPtsHQ2u+j6DvW1tpPYdl5mfoofAZQMVUfFQytf5D3L3jEPB61o3akdU76qCBozfyMDZtUfFSpAkUNm/jgwkekcN5YBrvdXNA6FR+1/8ghQY4op3yUzp/DfJRCa7+P0kjrKD7qZEJr3Vi1wXvYe/X8jM9kyY/rzHqP7BfNYE/2Lp76PPkTOAWtkz+j0COYmATpU9tfVGhNFBATx6ACfSqYbzvpOLSuIsgU2AXz/DenGkBaRCrVn+cVyusRg4pcD01GW5v1X7OHCEUCqWYNQOdv7pt7ttvUzYuFl5eo8gK5Y1XL/YUYdWKTqaY119n+025nJJM61rCJj33fD44bZNK3CuY73WiuAgZcjd/ir17OffC7mRQXy184MLqA81Fsr2PlxqbwYKrNVSyK+7Gj8LX4GAsx0l31b4pBVSkSj8ZSXdcHWl3uFZV5Zvp/ZPpvVXgV1LgK/qR6zxzPuGG86C6xDa3VsYZlEtjXVGhNUbxGZap7RST998XEAF0zuxCMRloTYbRu37bQdxhovXT3BlOcKZ0GCCSC8OEsSQ8iOWkKre1oQwq4oH+GXaGw5CW1EqOxsoGb9XOECto9a55louxpXK9xmRpelfp07lntVZCtMdD6hIRGKul1tbBHOraPc8SgdXlji8LGRqa2T8em2gmX7UOjkbTXc6s0k7vPvESA1mix+4t0qu374MI/Gm17/R1AOrV1OWn70LSmwKq/vTNvpAxd+0OgRqv/eMYO0iWn580nfZpdKJWLuAEYtsauraBSBpyPdwpJlEcdGn56veu/fdbA1nRsn45Nijh2zZL0YIzc0rSHV5RLbV2J/IWN9h8a1bx3L57bV6oWjUsj6bt3f6vL5JxKsQ07jbRW26fXi1qEJeh9o7gkhTtdQEzhkN+fBJ1LoTWbjGg4B4EbFv+8p3bUexxaVzEbdmHzl5eA1rvWZ2T7yhYu6Y0Fnu0JpJGyxoYNrZHOQNOavoy0YZdl+7rXaOUVXsR31zujimcLT4btY+yfVb6eyZxJBq010hp4RiFC3hlX0zmePQ/ScadAIAxaT9q0UAbM/MLIHQTNV8KeBZH7FIbVsYAtfHPesISxwTwQm6gFgv+cBa39Ra6QrRmyYqpg+2gK36nFoD4USP7D5qWhmsJR+o7+BjQ84ki91o33qHPLa795WioXPUPy5M4jfzr7GimUN3vBSrVzdtS7vrsxaH3MZKtpwTz/b9C5Vu/G50uvLFmHKL9Tj/EXytMxYo+NL1dOlg8WjTUgiWwZot6RUqNv8+fO611OCwE+1+k2U5CahjzU+v3bTVE8Ntp10yVqEfMwe0WU5CcXxSRj7DZ63RwZOPcbiWJfFVov2bPBFAHrVbuNNM2KMPefl4wSNpduahyT46DZ0Pqno0eMPwhqQGskfbivdFqsUF5rr0A4vpXoXC2ay3PmedOANdsP7TF/My88u0L9hEsSaQ2gvLpeJ/PvOvft3bi79Kp1tvk3rgdMBpSn29Re/bNDb7OGsZuO/UtqtZUbrWcadC2dT7Wt2NBA66BCiAZab1uVMJdMBVp/unyifLJkfGhB4bDnwZpt84EfvbGALZy1bUXC2Og9op+xYxRAb1OxgdySFWnN+tdurG02HNgpvFM0nUM2PqO6KWxNIwrz6K+/hNb8iNJ/2CvGhKuWj+2jkp1r2e5N8tjEt8wGT7G8haV3ox7uQoxrZ8mged8mPGc/tA7LzsvURzHmkdSL4qN0/oCPyuWItMZHfbNymlmH0tRH2dA6J31U+cIlnZs2Os7T8VHUCbE3IbWfdWOV8ca4o6Xiow7+8rMwP88xH3X4oPD+hPko3Vj1+6g1+7YKPj6Kj8q0WDDvPZsibh81WwbOHRoaOGC/Z9iUpT+uN8FWF9Y6O9BHJXs3T32e/QmcgtYZjorI0PrwAWF3NlnKhUZa2zqq/khrOyrMf/sabahFpFL9eSo3oCnMauzs4lFajMyD1kRa7wBaJ0I91VC2xfU10toGN6/N/Say7mDQ72G3fNuhPUYT2N/eMwUcppr7I9onWUNXrlCe07OlFPm/FwM3iVIW/WZ8ZiKciWIrnr+wBypd1yTSumOlJp4eZ7L7sj/XdCZbvoFIC9KiVfRfdVxLnl7U6I1r5LW/WNPBo4eFdH0tMsJ1dMGHFioTf41uzKlIa9X6taG1RhsGFcDyPx+NNvE7Ov9xRFqz226DGzvSeu3e5NCaaAQke9JpRP9VKnyGN2kB3Jwm4kWH2cXIiAQl0prUP1chDCIigED3nXmpuRWNtL6gRmsTdUQjxbTJGdUi6Q4G/R7tb1vr1z6WNGLkQTSlMuy5EKFCpIoLRNnfc9k+PicCroaB1tGyTNK1ff5CeS7b9+rcb4SIbM/2zf3GaFr79fzV9tlZJvFI61gRWqB1Ttm+LYd2O/X8354/Ur5dA7SOZvvQiAXW+KMn/f1LpPXtzXp6Mj7+SGtkOcKyTIi0poCgFtBL5b3ak+VLbdtnoHWT7tlsn+r5EzlNBLVfGkmzHO5rebnZQKRppLVn+7Im3VE0V8N+h25S2BvAerxGUEbNMvloyXdCdEoy28eGHc0NravK6r1bA+tr8D0irckyIfsgnYbtI8pIixAZaH3ihCeVZENrfDfQGtvn0vMPsn12EdqHxg8yWr5qC9O5Z08eJCDLhDkMC/xUoLUr5d++NyKt0dC0peY0Q0UjraNEsZH5UqmIe5M97Fn4NYexcW8uGJ4QhU9RqyW71ntR8BRso7n0Qil87Y9iQyZGxxFyEWwsRamJEHbf+LoKBUs69UKZwxDFZkuchJ2LCH8Amx9E2d9RIGCnCfuj2DpVbWLGr6tppLUdIZvKGFWfpJGwOlYTotiy5EAUWhORy1wpGxDYu1UeHD/IRP8DgGkaaY3sV0Wg9e4NRstcixOncq/2sfS3AQKOWj665oiSem2g9cIhsmTPRlNcPKyZSOtydRKkWmxofejokcDCqJzXQOvfNi6ebHd9Wj8bn9SzZmsvEhZbSHSuRsau27fdFBKl8Vy2omk9bqAZy20rZJcHAYBfXb+jOV7nvkifINdBi80ZuyYUhk/1xsmqIYMC/9/wjKoJX9eISQo/uor/+a+l8yl/dpP/OMAnG//2XNIPrYM05jmXRloTrZr7tFyp/mR5fsanptC8ZqoBK5EHsQtbU3hxz5EDnt44RcrRtGYOYjeykDftj2Xo0jTSGukejdhnjfjzsaMJxZFTvums/iaq3rVBZvuoZOfWd5xx16xELbOpXKhAvmxfc/koP7R++pxbTJFTV9NI63R9FJI4aAsrtI7qo5hrYx/tRjbQsDXTTQABTSOtkXEc2C1WZyEnfVTFQqWc0DodH9WuUiOh3kZQ00jrdH2URlrnlI9SVhHmo1TSyu+jtFhwJB+VtdGabLwHfc57z6aIy0dpNpCrQK3rfLzjbFj5ax2le2+nvhd/AqegdYajgYmCa5D7T6sL7WQpF2HQmkhFJq33trxMOmXJOPivs3LPJnlkwluSLriJQ+tYpLU6Xbt4lAetq7UwTptowzBobesUAVbRTFVoTUFHvh+1WE5QdzHxwFi7NCNJ86HIkJ3mH9btQGuiI/2Ozv8dCp/0aXaBJ8/B5/1nfm4KHtJXpKY/lKU97Lre7799Rs6p1DgzaG0trJGqoZAXFctpCq2RdeG3699B0PrBVleYwpA0jTZUcKPgMVNorRNZjTa0ofWCnWvkr5PfNw5Zf0NYP+Fk2KFNVjUcaM3ExY60VmjNwg5o7dpd1Wu/OOsLQdM6E2hNxCrPlwYUA6JrYQ4bWgPVKhSORVoHQWugNvrjNJW0sKE14IYFh12AKFUzp/aKQqsUXPU3FrfIg9i6f0HX0LGTrBp1ELQmooRIa2xfeJZJZrbPXyjPZfs8aJ1l+/ibKKEgaE2hF43Yo0+BdNg6xmNO2j4KpWrxH7sf3pk/Uoau+SGy7QMCsWHnB1H+viX9FFuj+vk2tI6SZXLDsOekfcWGadk+HZv2hgrPFu04v+1TPX+NtA6C1sjtYItpbIAiJ6K2T+FhptB63Pq5RkrLLs6pzzUOrXt5Eidh76xC62S2j8U/zbZ9GmmNjyLSOqi+Bt97cfZXJmIkE9vHgk1tHbaPRbFuaCREWnfuY+RBTKS1owgt0Npl+2xoDWiqU6JiZtA6a1MkaMOOOQwwjN8QNdI6GbQm/RRobQNWzVDhfWIBFBbFNnHjQsFPpQsEgNYjVs/wiidiC99cMCIx0joLWmvfPD7pPdOXLmjNRhkFuGkKVm1o/fHScTJl0+KMoTVzNTKTXHqhMSCwKpJ8H/dpoHWlRtlAlP0eqkSCnSYch9Yl5Ndjx6Rz1aZewTz/O6wBAjZsTMU3x6F1DCqqLUyIYsuC1g1KVTV640NWTjEayEHQmgKoRITRAKvr9203tSqA1hoEkym0xl4BrbU4p/2bdeM9Suq1QuulezYaOxrWgNYty9VJAKwKrXl2SEMFFUblvKyjCubNnxG0vqDmWR5UBFCjsa2Q0YbW9M1W5EHGDTQbfG0ckdYAyqvqxaC1zn3tcUQQDLJKWhw5lXGlx7IpxeYU44bxY7c4tG4XKH9jH6+btH6f678vtIPn7liVMJdUaK22L0hjnnP9Z+lEU4xRZddS/d2sHe35E7YQeZAXLbk1hdZqx28dMUCaBUDrzft/FOQMaLoJYEPrATM/l59+PZIxtMZe9ajZ2rlBZvuoZM9DoTXjrmmJmoHQ2uWjFFprPz3d8VahBoOrZeqjsGGj1s5M2UchxeiE1mtneBtf6qNsaJ2TPoo5ENIy/paOj2pfqbHJAA9qWn8qXR+ldRdyykfphkCYj1JJqyBoHclHZQqtfXMg+/mqbG5Ytpt9/ClonczqpP/5KWid/rMz30SLlkjiZC1VaG0DVo20Vmhtaw/7r6vQWhfcye7L/7lCa4WKHrjp8aCgjUzTYmQAAgAjOq8LdqzJFo2lGsq2TpEfWlNRmIV81GI5Qb8nHFqPMRP3kwOt0ZSO6ajSBsz4QiZtXmigNVF+Cipd922gdeUmBv6k2nT30oaKQOs7qKau0DpLx9UPrf2FMDRlVfXauBc/tFZwEyUaJuy3hEFrBTepQutkBViA1kRgaCFE7k+hNZOttXu2h4MbA603CQX60mksBKsWKePpUBtofdpp3kI7QR6kS18hlczIgziKNRH1xOcUjqO5oDUFhIj0twsQpXrfSaH1uIFy4sTxkwKt/e/pdUOfkRrFyxloHZZlkqnt86B1ljSSy/a9NneoiW7nHWPDDmhNpDX3bDe1fRQjY+FL80PrnLR9wdB6lAxdMy2y7QNaF46QZRKD1mzYxWxfIrROnmVioHWlRmnZPm9snnmJpxXHs7WrdKuGter5K7T26/nrhpGdZeKH1jqJj1IoLOw9C4PWnjxIs5yH1myQ2bYvAVrv3RpYGJXfEoPWGzKyfXaWCbaPppHXaP6RgUAjIq+8QmuHnn+Q7bOhNfU8apesaDYw0m2uTRH7XPhZso+iQGs7is0fPWmfMwYERiUAVo3K9YBAaBRbDForbEz1twNqKPitxRNd0JoITCCMDa25jr/IFRkASI1oFJsLWgOZJm9cFKmQb9hvCYPWzGGAT1FqznCNVKC1HXHlh9ZdqjXzCub57z0OrbvLRVmyDqn0ldoJ3cDQsWprEGtkNWCWiNkgaM1mPc8PLXk2hWl+aK2SW0QfAnTSbWHQWucwJwda100ArDa0/vmXo9K/i7swqrFRE96SQvlOF+x+Og2fRGo4IJlmoHW52h5kRDuczX+aDa2d8iAj+skF1VvLlfXOMce7oDXZktcCrau3Sud2zXfCoLWuOSggGqTZbl9YobXf5/pvLgatVydoSMehdayO07s9H5bi+Qs5f1ccWseCAVJt/rUjtnDOtpUJNULIkuZd0yh4oDWR1v6IV9aySI1QOI7mgtbY6YO/HDab4pm0cGgd91HJrpEatE70UXFoHeunZzreKnWTQOt0fRTQevS6WdF8VNb8gY1V5O78uvT4qOGrZ3iRsC5onZM+Kghap+OjokLrdH1UHFrnjI9SaB3mo4Kh9VZ5aMKgSD4q041V/8a9/d4oF4sKrfvP+EwW79qQrdZRsnfx1OfJn8ApaJ38GYUewe62TvTDDlTNJNKqSK8KahptGAat7agw/3kU3Dze5lppUa5Oyr9Oox6Ikimav2A80joL5HDCVKG1vXvmh9bfb1ooL836Koeg9V6vAIb9wzWVzpY4CXswpEwSHRkl0ppCYirHwTnRP+Y3Aa3RktaCea7rAa3RJEXSI9WmjsCGeAZaN7vAK5yn4EYLIOnf/mJNCq3taDBP1zVrHOkC+r8Bre20/7DngpPB2SUrwJIMWq/buyOwMCrXZ5KJ7tvr3dKD1ixWqhYtI0gQ0AA3TKQeytp5D4LWrqwMwA3RiFq13IPWNc/yQA3ghhS9HIHWFhi0+4LfdPwEkdbBhYz0+KjVqF22j3PwnlQvFoPWUbJM0rV9usjKvmEXyzqhKbTWDTv+JrU1mzTS5sXCxMXOMlForUVoc9L2bfvJLY307oJR8s3qaSYSHJmgZC1qlokfWtua1myYAIvDskyA1h0qNUrL9qkvtW2fgdZs2GVpXPuhNUXfiGrxZ5kotLY37BRa6zhS+5hT0Nqlaa0bJFGlkYgCIsU12YYdi//s0Po12Xhgh/FR6NqSDRDUgNbLdm3IyPZVCskyCYLW7iwTt+2zi9BiHwFwOQGtg7JMgOzIgwDek0Va20DAHz1pP3MXtD74yyG5/tvnjLYskdZRotjSLUZEKjTQWscC0PqthSMTsgg9aJ0FBJ6YPNj8BP88yUBrUq+zImEVCJQpWNyL2P902UT5fuOCHIHWFQJSr/Gzs7evDC00avcBAShtKzUMTb3WSGsbCMT1QmOR1udWa+4VzPO/VwqtezfpLr1qxrSIU2lqJ7RIbhxax+Uc/ND6q5VT5f1Fo7NlpCm0JkOnevFy5jYUWus40mKNOQGtgUSuAB/dLI6Sem0irRd9bbS2k6VexyKtE6E1c2SK4AH0D//6i3O9oP0BtKaAPBk26TSycNGbvrZ+F/N15kxkaCjE9kNrfDgQOwhaX1jjLLmibgdzrji0joMliqdRkDcnoLUrq0PXHJfWaecs/ud/RrpJ6/e5/uNc0FrlCZlLAEO1Bo6rHxRa67wq1b4iKpJnr8UTDbTevipBbs0PrW8b+YLRJ/dHvAKttxzYZQqg0hRaNy1TQ1g70V6a/ZUABnMCWlPLRseT/bttH5XseWghRsZdk6SR1onQ+r2Fo+XrVVNNkAz9hCxK7ayirv7raqR1uj6KdTzwMFUfxfzHCa3XzPCgovqo8oVKyGtZ67yc9FHUmXAFsKXjowj2oPZJUNNI63R9lELrnPJRcWgd7KNU09qfOaj+J4qPygloPXL1TKePUi7mKlDr6gfWfkt2bcyWgZvsXTz1efIncApaJ39GoUewu41uabKmC+1kOkEKbmzIoJHWiOoT1WHLOPiv60HrtteZVLRUm76c71/wRymSr4DndO2UZiKrmWgCa3Ha/L1wx5psKcQabWgbIp00qjwIxwB6M4209k887N+t0NqWOAl7LkBr5EGSVQ1HHsQPrdEARbsLIECVX6LigxowDpmXdPQ31RHYUfdMVO5oeoF0yQI3quMaGVpbWnqq66rghlRKNmgyhtbr55pND5c8iC7+0JRU+BTWTwqt0QHNE1I1PBxaV5UN+3Z4RaNc1wNaL9+92dM6S/WdMtC6WDlPhxooRkSIpovZKfJM8MsVKhGTB2nUTS71bXABZSoWKeXpbuqCjzRUBTUcU6dkxQyhdax4BhHdrsrH/Ca0aW3dv6DnotA6qjSSH7BSFARoje2zC+bltO1TaB3fsIvpO9q2j2Ico9fN9mxfMmhtZ5n4oXVO2j4irZ16/vNHy9drpkpU25cKtGaDTDfsbGgNECiZv6g80Dq2SeNqQOtzKjVKy/apL7VtH4CASGu/7VM9/2TQmg2kdhUbmlsl8gopJbV9CrYzhdbj188TNC/DoHXULJM4tH5c8obYvjBozXwCaK0F85y2b/ZXsnzXxoxsH0V/dfMW24egv8o5AJCYE9CSSyO5bZ8NrXlfqxUrlyG0zrJ9AdJIvMdAa6LukkPrjYKsiQtE2c8baE3UGnMlbbpZwvsE/Hi2021G+sTVFAhoAb1UfRTQmhRY5n00bOHbC0YkyDmgYQ001Q2FMGiNXqjKNyhYtaE1YHsC0nDn/SHVW004nrka8iC6AWx/yFgDWkcplM73gNbohYalXodBa/z2r8ePm+KwV9ePFczzN4XWtzTpIRfWPCvl367QGvmBOiUqeQXEbDkHjaxueEY1I92SDFrbmsP4dWQrFCyt27vN1MjIFFpjr4atmp5z0Hr3xqRRbEDrVuXrJgBWXX8wP2fepQXzXB0BtC6S73R5PANojd70NfU7m9PzHFuWre1Jx2zYv0OoDULjvceHA63JiqHQq91uGtFPetU4Sy5XaJ0VsIEEnEbsc8zV9TpmBK21EKMLWivYu6xO+8BCo/Y9K7T2Z3b6nzXQmnWvPZdUaK22T9ejrn5SaB21mJ3/HKwd0arXsYAtRAvflltDw5o1l0q3hEHrrQd3GSknmkau29AasL3vyMGMoTX2CnkQF7S2fVQyI6PQmnHXuHiNUHkQv49SaK39ZGsP+6+bqY9iHU+QTqo+irWWbhjoPeF/2KTVDEn1UTa0zkkfRa2OIGjNBkkqPopIa7hDUAuD1lF8lELrHPNRPx+Q3iP7J0gO+X1UMmgdxUdlCq1575FIc22sanCYS+vf1Q/IxJKh6M/ATfYunvo8+RM4Ba2TP6PQIygopUY07EDVdU2mE6TQ2oYMfmhNBBuTa1fTdL509TcVWmsBMd0pdkHrbtXONDt+pMgv2LE2WwqxFv6zI2H90Bo4wAueE9AaTWucpr9pVIIWl0zW5WgCF85XIJuj838PaM0Cx9ZffmnWlzIhC1qfUaCoiQwNamx4dKzcNK0FdhxaxwuIBUFr1ZJUiE3BEzSWtSmQthfWfmit4CanoLWCQVvTWqF1kJao/zniZCjgEAVaA7XtwnAqD8Jka31SaP2lrNi90duBTzZ+/J+zEKxerLwn6REGrZngk4ZLX7qyMv70PeDmDC8azAWt0SSsVaJCDkHrS6VzlabZfjILMAOtLd2/oOcSj7SOlmXiB6zY2GpFFVrHtYf918vU9im0poBYkXxkmQRDa7V9QGwmnf5Ia7V9dpaJH1rnpO3b9tNup57/ewqtLXmnsPEbNcuESOs+zS70bJ8NraNkmRAV1qFS47Rsn0JrO+MoCFqrNJJCa/8CWrMc7OJXfmitm0onF1rHxlrULBOF1slsH9CarA7b9t0zNhZpDbRet39b6PyFqLDluzZkZPvsLJMwaE0aOYu7mO07T0hDt1uQ7bOhNenAVYuVTWtc6bXikfzuDTsDBMrVNuA9J6E1AMBevB769bAgjaRAICyKjawNNv/TXbjhS5n7qQ51GLTWvgmC1vjkYXYUW5ZGuA2tyZAat2FujkBrCn269EJThtbfPi3tK4ZHsSm0ttOEdd4SBwItvIJ5flurGxG3NukuF2QQaa1jQceqC1pjh7lP6rlQ18WflaFA2pZvyAats4oF5gi0Xj3dmZWqfjdK6jWR1gOJtN69KWkUG9C6dfl6CYA1FWhNxlrh/AXS1h7GJ11cu438rl5yaE3foGkNxHZBawpZE5kPMKZpwIYNrdFdvrL+OTkCrYkUrleySsLw9aB13faBhUbtL+gmbSRovXNNwlxSobVKYn5w4SNSOG9B59SFiNhPlo736iSlOj8HWiNvpjrUYdBa10hAa4pq+iNeCchhLqaFrF3QmiCvvYcP5Ai0ptDndVnyM/bvtn1UsuexfPdGeXTi22bcJYPWfh+l0Fr7iWj1mllFXf3XzdRHAa2xFan6KOY//mKq+Ci4is7bXdA6J30U9QGQoPO3dHxUh4qNpU8EaJ2uj9Ks6hzzUSHQWn2UZgf5fdSarGLBUXxUunMf7RMDrdfMcPoohdYurX/X+3UKWiezOul/fgpap//szDdZfKsRDTtVVGhNQcMnp7xvoghUQ9oPrR9ufaVTmzO3AAAgAElEQVSpcu5qCm7SXWArtFYtVgU3dnSYFiOLCq3thbUfWmf4+L2v+3fL7fPqBO8dS+Ik7LpRofXlQ/4mdzbr5WlIc86XZ38l4zfMN5HWpQsWMxq8QQ1o3alyU2FHM9Wm0NrWYmWx36fphV7hPNVxjQqt7cmyB63TjNgP+j3+aFYbWmsUUVBatv+cCq2TVQ1/atonkidXLk9HlfPY0Hrj/p0m/TCoET1PQaLXzotVlU61sRCsUbyCJ+lhoHWuXN7Oux1pHQVak26v0WAKrYnaSmccBf0WlwSDfSwRuUBrrbge9kyiQmuX7TM2dthzUrVo2QhZJpuFQmzp2j4dm/4NO9v2DZz7rdHViwqt7SwThdbpRgQFPeNYlkkAtF4wWr5ePVWi2r6oWSZUp+/T9ALP9vmhdbIsE/wmhQ/TGbM6Nu2MIwDB7U16ZrN9UaG1XfzKg9Y5bPt0Ea8bdnZ/6uI2apZJVGjN4p9II9WQ5po2tF6/f3uo7TPQmg27DGyfP8sEPX+NjKUoM5JhtCjQ2mX77CK0qdpm1/HJbB/vMQXe+A3JoLUNBPzRk/a1qU6PlI8NrX8+dkQoQhslik2BQLpwEV/Kwkx1qLGFFIa0o47YEADQRoHWw9fM9KCiK9I6J/qJc2CvAqH1jE/NhmKUQumci0yyZNBai9HZacJ+aI1vUO1h/+/0oHXTHnJBjfQjrTWiUceqHRmrkdVRobUt36DQOt2I/aB+xV4hD+KSItKI3Cip16lAa7T7W1WomwBYbWhNlgcavEENaF0kf4G04SI+6ZJa7bwNDDb6W5Wr48mFbNi/U+797lVz+SjQ+qKabQRpDpquadJN4Q/6zRpp7YTWWZtPRHu7onv954xD67ukStF4kIz/uPcWjZb5O1YnzCX90NouaO3/fk5A610/7xckd2jYQiTf7Mw1NKzR9I4Grfd4xWld0DqnbB+R1mHQWn1UsutFhdYuH+WH1mjE1ygW08f3t0x9FNB63Pp5KfuoIGg9at1srw6XB60Ll0x7rhP0nPFR1PVwSYUy10zVRyWH1nvljlEvmjFItg0tFR/lQeuc8lFZ0DrMRyWD1v8NH+WXSLP7U9fZYcWw7eMptrp018ZswUzJ3sVTnyd/AqegdfJnFHrETcOf94xo2IEKbuydcdfxcXAT11FVaN20dA2Zv3ONPHLWVdKmQgPn5TKF1rqjpFqs6nRtcKO6rt2qtTRpKvy9YOeabLqXGm1oQ0XAKjqWOQ1u0BDabqV42Q9H4aYdLR7WVw+NfyMr0vr60L430Lr5RQlSFq/MHiLjNswzUWxlChaTu7MK5rlOBLTuXLmZMPFMtWnUg63FymKalH2Vc9DoQo1w0kjrV7reLZWKnOFdUiOtbWjt6brmMLjRBYpGsyZC61i0YZAkhf8ZUdyHFK5kVcOB1qTQE02pTaE1C7uNB3aGvsNAa94rUmbTaSxWiD4gipLGRIXCkLrzbuu6ojdOxBbviUtKiGhDouQ1wkNBa05Da91ku/fMS6WTI9KaidhxOZGg+xf0bPYfOWQ295JJI7lsH+fExlYrWtbYPlvGwX+9TG2fjk3dsHPZvtfnfitM3tX2EWlNEaE3zr8v4XbiWSZ/kby58pjPWMQS2XsybN9WS5PRvpHBC8bIkNVTEiROwm1ftCwTA62bXejZPj+0Ll2gmNzTMnjDLhNorWPTHgsUJULT2m/7VBopHmmduIDWSGs7y4RNAPrv8Ry2feM3zJOXZw8xm9zUi7CbwoKoWSZElrFYT7Zhx+IfW2PbPoXWzCeA1hS5CmoZQ+vxr0v1ouXiWSYzPpVcEpdG+vX4MWEs0ViYIPWA7XNJCQXZvpyG1jq+goq+8h6T5o/vzUloDQCwAauOzXgU2x1Ss/jJAQL40rHr53qSHtjCtxeOTIg6IrKaYsnaN/zt0gslim1EQup1TG6lTMESaRf0DBqfBBiUD0i95j0mzZ+5bJSGXFs7E2kdnHodh9ZxfU4PCBQuaTStz6/e0tMe9l83c2gdmyNp8UQdqzZk1MjqxqWrG73xeKR1opSQRlrbkbDMVfj3/ya0VrgZJfUaaP36wm9k2Z6NSVOvgdatK9RLAKwKrZuUri5HjgGtY6DS1TKF1vikS2u39zYw2OgHJKrGNfNO7pFGNiqyEkRaP3b2NdK6fN2EWyLS+uJabbzsE13T5DS0Vg1+1Uy3b0I3SNDVdkX3+p+h+jt/Zqf/OAOtd65JmEv6ofXHvR6TAnliBa39LVNozdpx1+EDnqQHthBo3a9zvEgnkdW8+7pGikVa185mK4i0JuNXi9OqX29apma2aN8oNinsGDbZkAXU8WQfa/uoZNchIIexzrhrVLx6oDwI816/j/JD6xe69DHyXK6WKbQmY5q1tcpORfVRQdAamb9BWfN2HdsUuU93gz7MR6Fp7YLW6fgoMhRZ5wc1pG5i0Do9H5U5tE70UbohEOaj4tA60UdppPV/w0fx3jNvcW2s6jrbtZnn6odT0DqZ1Un/81PQOv1nZ76JjpgWnAk7lULrZJMMF7hhR/D1uUNFoXWYPuKqvVvk4fFvyF/bXS/NfnOUqTaF1prWruDGXmgrtD6/WkuTphIErUl/B9B9cUm8qvPJhdb7TCEIf1O46dISdT2fTKC1FqlkwQAsJnIuqCF7QKR1JtDaLp4Yg9YXenIOcWgdWyxq5HU2aP3rEaPn+Kc210ircrHJ8v8CWutYC4IFQf1qjy/Xs3ZB6z+MeVU2HdxpIuI3HdgZCm4oRrZy96aMoHWt4hU8SQ/eiTyn5fYmMTa0ZoIPtGZx5ZISQvoDaK3pYf8raA0sAFrbun9B41yhdTJppCBoffPw502kNQubsCyTTG2fQmv/hp1t+xRaq+0j8nrejlXZ9PzV9tlZJv8LaP3+gjHy1eopTh1lt+0DWhdMusBKCq2TZJmwEUGkdTq2T0GNbfti0JoNu5iUjdo+hdYzti4XpDL8C2jNcrA37E42tNYNO/v5KyyImmWi0DrZhp0LWt879jXZcGCHmU+gq/pOz4cCfRSQnUisTDbsiLzSwrHYPhaRqu9oQ2sWJiwasX0uaaQg23eyoHXQhh1jjYJq/IZk0NoGAn4QZT90FxDwQ+uwKLZJmxYJCyWKBZctVCLVaZ8wR/pu3TyvuB228J2FoxIWcAqttW/+Ovl9+U0uNJuMGmnVI9bOtFKv/zfQGhhFFJtLo9L1gIDWRFqHpV5Hgdbdq7f0tIf919EAATbYkLVJtWnmoxamikPrW6ReycrmdH5o/fWqaYJusF9KaO2+7fLAuIEJNvFkQmtSr131fxRuRkm9Vmi9fO+mpFFsLmit6w+g9dHjv8rT5wRDayQTqOvz5zbXptpN5njsxGV1OngbGEBr5teqcW1Da/pmi5EHedUJrZH+uKg20LqtOff/AlrrWCOLwAVK/Q9J+9W/3vAfFwlaX/SYFMjthtYUJMYfUogxnYad2H34oNHcpcWg9eqEIp1+aH37qBelRZla2WwF0h87ftrjFaf9X0Fr20cleybqo1j/NSyWGrQevHC0DFk11ayj2Lx74dy+JsDE1TL1UUDr8evnp+Gj0LRODEDDR8FVWBfTTja0JkjsvpbZa7yk46OYN9+eIbQO81FadyGnfFQcWgf7KNW4zuaj9m4T7KY9bz9ZPor3ntoiLh+la0PXZp5rrCPVtnT3xmzBTMnexVOfJ38Cp6B18mcUegQ74LrzF3agQutk4vYKbuyoYD+0dmme6bUzBTdB0NpeaGsxsji4IdJ6bbZiTQpu7KrOTBp/OXYs7QlG0DOORVq7obWmUkeF1kD/wvkLGpmBsEakNYWztPgXx74652sTsQS0ZvHI50ENaA1kIfo+1aaR1rYWK9Ca6EeNjE0VWv/57GulZfk65lYUWqerjR70e+KR1rFCn3aktU7wokJr7ddkVcMNtM6d2yv+xb3Z0HrzwR+NfEJQA1qv2r0pbf1NnGyd4hW96GjADZHfOomxi5FFgdZVipbxdtoVWqN3mA4ADPrNukCxi93Zx7Kxc1yOR4LWWtgjapaJPyOCKD2KuSXLMsnU9unY1OKJuoli275B84aZiU1UaG1Hwp5MaL0tSM9/4Vj5ctXkFKB1tCwToHXfZhd6ts+OtI6SZQK07li5cVq2T8emLenBIu32phdks31RobUd3abQOqdtny7i3dA6VrAvKrT+97LxQgGqZBt2BlrnypVg+2xoDTh5u8eDgbYPaI2ef7oF80yWSbHy3uatP8vk2Injgj46LQq0dtk+uwhtqn7UdXyyLBM2eFuUq53j0BoAYEcF64aKBwRCotgUCLAIJ6I51caCbdz6+Z6kB7bw3UWjEhZwqUDrketmWanXJxdao4Pu0gtFV3LOtpWRoTWZb+0rhkexKbS2Aas/0rpHjVae9rC/HxRa3960p/TIAFprYSodq0QM182C1gqpNdI6GbS2oaIHBLrdY7IecqoxVwuG1vONrF5UaD1oEZHW0aD1WRXqJUQF29D61xPH5J8dYgXzXC0noPXldTp4GxjAFzauVON604EfBd1tmg2t7eARvS+g9cV12ppoa5pC62TryVT7TzdP7fGk59A1bHRoHevXKNCaTF07AEIjrZlLUIDbLmjt/01Aa/whvjCdxtpxz5GfPEkPbOG87asT6iOlAq13/rRX/tb+BnMr/ytobfuoZM9k5Z5NQtFR1n8NilcLjbT2+yiF1tpPL3W908zVXS1THwW0nrBhQco+CilG/1oeaD1m/RyPWSi0xpeku0Ef9JwJ8AmE1mn4qA6Vmgj+I6hppHW6PkqhdU75KIXWYT4qGbT+b/ioMGit2UCnoHUya3LyPz8FrTN8xr1H9E9axZpLRIXWOG8iWGzAqtCayGkKNUaB1ukWzFNorYL46nTt6s0KrbtXb2XgGX8v3LkmW7EmhdZ2OjxglZS5q+t3zPDJJ36dBcqOn/Z6xTTsT08etP67kXzoXLWZd7mBc7+R0evmSJPSNQy0DqtEH4PWzdIqmKfQ2o66D4LW3AcRWAqxARAUhtB2KCvSOgFaz/jUFCcJq66eTgeq8dfxZENrnTAHRbj5rxcVWhNhiUSD6qhyHoXWTLaA1mHgBmi9es9mM/lOp7EQrFu8kheVARSjMCRAmGZDa65Bf6Hz6oK8RBtS2Ex32hW0qg5zOvfn+o7aqyBozcYOkda27l/QtaNCa5ft45y3/GZjgVXYvihZJunaPn2WmmXisn0KrdX2EXmNPIhGbOgziGeZPGEiS2mA1V612niRVjnVV9i+bQd3u4vQniRozfjs26yXZ/tsaE0UGzr6YVkmMWjdJC3bp6DG9oMs0ngnOCdNbZ3q+c/ctlzYvPIvoBUM2qAgTGoqkz6j1gGLeNuX6vlUVzKqNFIq0BpbY9s+hdbMJzbu3yFvJYHWLGozsX12lgm2D7kSTZVNhNZ3ZUVa/8MpJRRk+1xyK5n0UzLbR1r2mWVrG1CaLNJagYALRNn3OHrtLBm8aEwCYNUMHN4nggKiRLGR7kyGV6qNBRtAQAtT4aeB1naRcYXWKvNE7RWRoCi2WV72STK5lVTv1T6ezdMKhUs6oTWR57O3r3QWVnJdMxVobWtbKrRGpoTMgR7VW3naw/7reNC62QVpFczTSGstTKVjlSJydUpUMpdTSM0cFHj2zapp8u7CUdmkhDTS2raJgNXKhUs7U9kz6SciYYHWrqL1EzbMF2SIouiFEmkdFVoTtXxWhfoJUcEKrcky+cVA61h0rasBrYvmK2gyENNp+Psr6p7jbWAgqda6XF25un4nczobWrO5veXgLiMXYs/D9bpA60vqtJWLsqB1WCp7Oveq31m2O7Z5+t+E1hQJxb7Zc0mF1mr77ILW/t8Xg9YTjExgOg1/v+/oIS86mnUF0Npe+yi01s1t5BeQB/HLNBBp/eOhvV72ia5p7PcznXt0fYfMEDStXVHvto9Kdr2o0NrloxRaaz+93PVOqZwUWqfno4DW329cmLKPYv5NAILdgNZj18/2mMXJ9lExaB1b79ktHR+VDFprseB0fZQHrXPIR+mGgAtaq4/SOgx+ubu1WZHW/w0fxXs/cs1Mp4/SgBOXXXS9Xy/O+sJoWqv8TLJ38NTn0Z/AKWgd/Vk5j7xlxICkVaz5oqbIJ6vIGgVahy2AVu/ZIg9NeMNMVjEIqTYVnPenadjn0WJkTM4BBYHQessSE7Hrh9ZUwL6q3n8PWmsqddTFLcXcCucrkM3R+Z/l5UP+Lne3uMjTUeVzBfo8+3KFSobqI94w7DnpUqWpWaCn2nT3MmwDQ1PiuQ8KNAVB659/PWqA2uNtrpUW5bIirQ203u+UW0n1Xu3jFVorZHVB6yBQ6r+uQutkGsFA63y58hgNUm02tN760y55s/sDgT+LBdWqDKA1C8F6JSoHpnTZxciSQWv0LJHKIHWLpqA1rFBNOv0VBzeXm4hYf+MdOX7ieILuX9B1VCMtmTRSELS+beQAoQBbsg27TG2fjk1/BWv7d70xb5hJfVfbFwits2yfnQXAO0aKr0ZapdMvru8ArdFRdG0wfZAFraPavqhZJgZaN+/l2T4/tC5bsITc2SI4ywRo3alyk7Rsn45Nl/anPh+1farnnwxa26AgLGsnkz4Lg9aaohs1y+Q/SyeYhXqyLBMW/2R12LbPhtZII4XZvpfnDDHSSOlCa2xfbSvLxP/8sCH4UVosywR5EDe0DrJ9rsj1TPopCrRuWbaOAXtRobULRNn3aIDA4jHZAOulXz0pCgTCotgmb1ok2AG09dmoSbXhS4HWfm1++zwEU2CjVeYpEFqvmCzohbJRTksWuZ7qvdrHA63ZgHfphQIEkAdxaVS6rkkQAfIgYanXGmlta1tmg9Y1WsulWTIO/utogACwi43PVJtm/9gan/5zKKRuWqaGgWdB0Hrdvu1C4UUiC4kwpPG+VilS2pnKnuq92seHQeuJGxcIdUOi6IXGoPVQQR4kbKxy7WTQmg0z1R52/TbgLbUH8DPpNDZSiUq+5P+xd95xUhVZ+z/knJEgachJMiggShIkm3XXLGZMKK67vKuucXVdcI0giogoqBhA0pARyTkPMDPknHMwwe99quf09Nype+vU7b4983t36h+YT9/UdW+fqvut5zyndqh4orNFQmsA1z1e0DpxsFoIQUYdmpcq0M+18j4MrXWQleMi3t3Y4sTrXLwY4RTJOPcBtIZXfqSHtBNaRxa0du4PaP3Npp/UooyfhriJ93NWR+uOATsQwEB+93aD1h+umqDEPmxHwdAatpW10xaV/Fyjbh9Aa2QZ6e4FoDWPUabzcS0Yk9JaN0Y5ofX7XR6jykX1RTejHaNQfHTervXWY5QWWifPJ2Spsqo66DHKDVrDRgILqzZjFDyt+f1Pd28ZWvsdo7juQjzHKDdozXUX4jFGSaC1dPEpBK13x7yGh+m3/N/weQ60jvIuo6rw8O7uwIsPH4bWhoqsDG4iIQNeAABDWWkNjzUU9NA1BjcowIL0QNvG0NrLKzMztJ5E6w5vzVTAYOHeJBq05NsMViBQAwcFrTFZ0BVWYWgtfbkFkIN1xQtGexBA6+vCPqro649WT6Jp25arBQO8CHgVTFDQulpTuveyrra3iRhaey1gMLipWKSUWlFmaB05AODEYWgdUXgMadzxh9YhlQdsM3Sg1NlJVtA6T76wjyqOA0ULUuOhtN5/9ih9fO3TrvcA0Bq/K0AVPw0vgvVLV3WdaDihNTytYb+gg7wAN/CMeyBbQOuLGXz/3PqGobUplVUX+3DMSGjtBSqjjX0Mrb0W7MLQusblKkUPyutVB1MzFaFF7HMu2GUFtP5y3Sz6PnUeSWMfoHWxAoWNC3YhaI0Fu5CHNAoZPZA4WP0fkC20YNfb9eeioDUW7HzEPn559gKBTmi9fF8yvb54jKvS+vk2d1CLCrXV9QYNrXVZEQytpVkmDK1NC3YKWufJmyH29Z81VBVgxHxi7+nDNMwj9gFapx7dE1XsqxORZeJ8IJzQGpYEiH06/3u32Cd9tqWx27RgB1jQskJtNU6ZofUewnxCAq1HbZiZ6eU1Elp7FTRjIAClNCxxbBvG0rk713m+ZKVD627Up1ZremnBF+o0mfxCk+fTjO3pqddBAwE3aA0gsPJgitajUtc/ClrDL9Qj9TodWqf7c7L6mZXWAEls4+A8D0Nr+GbDYsq2MbT2ehYyQ+vF9Nm6qZkKVjO0jiy6GCy0hortuUxfOR1ap/epW78wtE4+DiCQsfixcx9A69aXNsgA9fD+gewaKK0vXLxIr1x1j+stwFy0RIEiKrPVTwtB6/ZhH2rnMTJC638opTXsQrRK68TB6r0JBbfRsgJa8zsssmQlC+8MrZ3vG85+CEHr7Rnmkm8u+YaW7N0YXrDzGucArcdunqssVvw0QGvMUZ1xLPJYmaH1u9SifK1MC1yA1ljAZzuKrILWkWOUqU8YWmMOVL9ENVd7EEBr5xj1+boZND51Qfg+fdDlcULRQV2LdowCtJ6/a4NwjLpWZSVgjMqTK1emd/kfkucrwQ/bngU9RlUufgn1b5G5MLmfMQqe1vz+p+vndGjtb4xiaB3PMYrrMDi5E0PreIxRIWi9XDtGseBEuviERVgsAPLCvek3mPO5vAdyoLW8r7RbIm2IUyq9DsUp8iZzey9o3axcTZWK/nzbO1R6qq5FC27SoXV68UTnebgYGTz5MMEHxHaD1oOXfpchbQuTRvi8QYEQywZVzUEXaM2p1Lq0bN01wN+rWIFC9EKbOzwvMaS0zgith62eRFO3LSeoXC4tUsZTtQNo3blaU1V0yrYxtPZ6GWZ1oRNaOyvDM7TGRKtp+VrqUpDGjUUArCzGsnGaDSuDI5XWnCIP1RQGZlPjxQgTuFFKaxdojZcXKK29wA2g9dbje+ndzv6hdYPSVV0nGpHFyDCJKl+4pAI3OsgLcFO9RAX1GRqD1tG9BlLhfPpCNaZ+1H3O4MbtXuA3cvHiBa0lhfN4nG4mzTJxqoIfnvYfNRFG7JNkmfhdsOO+dKaoRX6fj9dMUWnOHPsAraEARyZDZNNBa7zEYiLN6cF+7otuH8S+/WeO64vQrp9F36UAWoc85E1NumDnBa3xm8LCyyMGaA3g7Sf2SaA1xz74+8K6haG1U/XF9iAvRCzYeVlNmfrP63N+iddBa07RlWaZwM8a45op9nlBa8wnoO7zgj+A1rBGiib21S1VxXXxFuAItSHQoObmBTudNZJb7JM+29J7Z4LWsJFoUb6OSveNB7TmAtwSFVs00Bqp114vWVBWo+YK3xsAgVy5cmX2C01G6vXKsIjBpFyX3hfddlhkq1SsjFYZDLUTlNY6SwrdsTAfu6ryZZ4qNhO0/uPCH0r9yDYOzvMwtEY9gK7V/UNrL5/gCakhSN3kfwuxA8Tx307/e4bWGLuwyIgGCwsUetalskdznxCrpmxxg9brCPdKknoNaP3xhkm0+ZhZxeYFrbFghwWzl9sFC61vrd/BdQEDsffxGe+rbsW9MUHrm+q2o541QtDaSxUYzX3iObgOzvA77J/qdRDNYXgxwvm+4bw+L2jNsc8Erb/dPJfGBgitoayGVzC/bz087V21yO1c4AK0PnruZBiSsnIdWXC1S1WK5tZk2hfjEGKNbgEhcowynZRrwSDTtl4Jd09rL2jN98lrgSIW0HrB7g3WY5QbtMa7KGeQBT5GuUBrP2PU1VUa0QNp73+6e2uC1qYxiqF1PMeodGidkTsxtI7HGOUFrXnuLv0d50BrU9Tx/3kOtPbfd2pPrMCa0tSwHQ/4JnN7htaR6iFWWqNa8cqDqfTClXeqysW6xtAaaW8o4GPbGFp7TRIYWqP6OSA8/kaxDGcBg0V7NyrVWmTaVpDQGpAVRvnOxqo0qe8vgFzxAoUIK89eDdD6iebXhYt/YduP10ymxK3LFLQGaPNK4wlB62Z0z2VdbG9TWGkdqRB0HiQMrYuWVi+QrD50TiLP//4roUjcP668S6nv0LICWrPaEF6heHk0NUBrqCxMVcMBrQvkyZfB95KV1phsQWn9UVd31U4IWu9ThcL8NKiXGpapFgbNzmNEQmv8huBpjeJkemg9kmqUqBAuuphV0PqvgNZ0UeR5HobWwiwTp3ISLwyVi5ZVsU+SZeI39nFfehW3Y2jNsQ/Ka8B0J7RG7IPSOvLZzEpoLY99nyiltWnBDtC6X7M+4dgXqbTGb6pi0dL0cNNerj8XKK3h5+8n9vELRqSdkVvsYz9/N2jNvsGRRReDhtY6Kx9WO0mzTGygdf48eTPEPlZaYw6x58wRz5fAELTGgp3/2FevdFVX9aoTWuO5QezTQ2t97AsKWrst2EGRCxstKKdM0JqBgNc4jWcXQABKMmfleiitGQhIVGzI+itTsLj1MIUXtvm71mWqSxJ5IIbWnAHkBq3HJS9Q0Jrng4EDAVdo/UMatM6s7tV1EOZjV1e+zFPFxtA6ErCy0hoiBRT361WrddjGwXmedGjdm7pWb2F9n1hp7WW54ITWE7csphFrobTOCAR2nDxI/WcNUb9/xEm0IKE15sVYkHa2n3evIygOJanXttC6TaUGGaAeK62xYIfY81JawTzdjYDSumTBoqqOhp+G8f62+h1VVoKuRUJrzBP2nAoprXWxAjaUgNaYd6BlDbQ+R4h9gKSSmkRhaG0o6glovf7Q9gwCCFZay6H1zwRbNz8N4z1AndP3OPJYTmj9yPR3lae1E1oPWTWRjpw/GZ4/ZRW0jhyjTH0ShtZt76B6xb2V1s4xipXWfJ+GdnmSKhTVF3BlaO13jMK5F+3eYD1GoRC1cz6LMUoJqNKyZ4Meo6C0RhadswFuhhZW5WMUspBZtKS7twyt/Y5R6dA6fmMU12FwjlFcdyEeYxRiKrLkdWMUx7J/d3yIUKPF1FAHa/ORXZneC0375Xxu7oEcaG3uI88tHpn+jifw4p1P/3aO7pr0L/Ui381DYcH+eCLNhYAAACAASURBVJEvtijshwJ/UFef++NXlVLttmq79cQ+GjB7mKqK3aBsVetvNxurjyvGeyq4WE3co+YV9GDj7oS/1x7cRh92fSLD+XafPkSL9mykW+qmq6oxaYTKGmrrWLa3l35PB88d19qDIHXsq6Q5NKb3QCqU16xG/dvc4VQsf2EFyLwaXiifaXUTwWOK2ydrE2nKliV0Xa22VK5wCUIfubV70qD13T6g9clfzxL2f/HKuwgTcF1bvj+ZXl80hpC2ClDNEBuAtnyRjL6XX2+cQx2qNlVKNzRA6yPnsAgQW6X1T7vW0rvLf6AxfQZSoTwFKFJpzeAGRcOurNTQ+Hjgmr/ZNNesNlzyDRXInTeD7yVDa6g9f//jAj1z+U2u53tv+TjaemI/vdP5UeM16TZA9egGZROor4d3OZ4lNJ704W9dVgZ+n6UKFgvfc+5Pr+rqfi6an68BrW6mdpoFhIFzh9MfF2XQ+tzvv9DtKJTXpCd1r+Hu46mLfbh2xNhKRS+h83/8qpS5dVwUK9HGPu5LrwW7T9ZMoSlbl6rftYp9ayYr9SF+X5ENsW/B7iS6LcK7H32AYkq31o2tnz9i36Fzx7S/1a82zKGxyXPFsQ9KaxSfQjaPV0Mcf6x5n3Dsi/S0RuwrW7g49Urz39QdB9C6U9WmFE3si1xkc56DYx9D65UHUujVhaPDv6/I7Z2xz6s//fyWeB+e+HLsizwWvzg6xxO38/GYZlJa/2vJN8rPP9Lzl6F114TmdP733zyLrn2wYjylHt8XVeyrW6aq+q24NY59vJiqYl/j7pnGTrfYF2s/f1PswzwO9iBPCZTWW47vJfguewkN0C8zdqykUetm0Be9/pqhm9AXV1SsR6d+O0dPt7yJyhbSA+mFezbQv5d+SyO6P0ulCha1fkwxP5q3Z32mOBZ5oJfmj6I1h7aG783LC75QRWaRpRDZNh3ZRYjFDNi4P6XPts3FI17BHgT3wtkwzwAQ+FwIBDCfalelkeezykWlIhVXPG4BWtcoVVHNXVpfWl/7NVggAL//LtWa23xVte2mo7sJY+/Qrk+F52rOg0zesoSGr01UAgTESMxHMS91xgqAGmQNoThwkXwF1WEwV4HSWtef1hcbsQNirILWmnvBMEuiYmNoDXsQU+o14lzbyg0yjLcMrTEPKZA7H93TyD3LEYUY8VvyC60x3t/ZoJPrO8C+00eoX5rSGveG/9bFCli+1C9TNfzeh98r5iHOeBHNPcK+m4/uJrz/6OAMw6w/N+gomsPM272O3l72vXo/dr5vRF7nqPUzCL+hyJocDK0x9zx6/pRnwczvk+cp8QqKNfppGO/P/H4+UxyLPBbmoAfOHFfbAFYDWreoUCdTrMA7FjJXOVPUqz/9XGvkPhiHetdurb0XkWOU6Txbju9Tv3u8S9YtVsXVHkQ3RjG05jEK7wulCxbTnjLaMWr0hlm0YG+S9RiFws/O+SyKrCPThN9Hgh6jILp5smVmaO1njLq6SmO6v3E319vKc3G/Y9S5P36h2ye8oWrSxGuMmpi6iEasm5ZpjDr+yxmaGqcxCjF16jb9GMWxDL77NUtWNP2kFOPYfGyP57NqPEjOBtoeyIHWUT4YGLxMkyecgn1dUeQFRbzcGgpSoEp7pDJu2vblSs0MH2sTSN1ybB89+9Mweu2q+6hh2WrW3w7FCYasmqBUGW4NKfH4cfescblSpeDvdYe2hv2hvE4KRe+NtdsFYg8CD2YUH3C2sZvmElS5UgsFqEhRgMXU11CEPdHihgz+y3hZmLJlqVH9i2u8Z0pIaX13Qz9K69PUN3GQSs1lSw/n92Z1Iby1oXpiaD3EoHzAcaCQP3TupHYRwPqhitiB7UH4XmSE1rsJKncUDWsngdabQkprr2cVp0aKfMG8+TKkEDO0jlRYun2v91aMV/Yg7/hUG0K91KhsgmvRORQEwrOEBnAD0AYVv8lOA9uH+7P3QCosWJCR3jtWHrip3qFCglJJYh/DLzsmayRd7MP1Pjr9Pbq0WBmj+jfa2Md9KYHWHPugvF59IMVT/cF9juI4fWq2FamUpPcJ28EeBC9Uunsxev1s+i7lZ3Hsk2aZ3Prja/RY8+vCsY8ViLgeE0jFNvcmDqLOVZvSXQ2vsfmqalt+Nj2hdZqHNRehXbE/hV5bNDpD0TG3E3tZTVlfbMQOnGKoG4c4Q0qaZYIx7euNoUKMXg3QukCevBliH9SVUFlKYt/7K38kgNd3OvlbsEPsa1CmqqsyCNkaN44L2YNAPQorK8Q+U9HWyNgnzSKQ3jtT7IMiF3OxJ1tcb1Ra832NtJ/RXcf0bSvoy6RZmRRXgNYca7yuf/6eDWrMHtFtAJUqpIcGXvtDZbRoT5JnwU0oq9cc3BLOAHp54ZeUi8jof2+yW5HeF912IXuQslo7C6idVh9IpZE9/iI6BeZjECB4pV5DRYk6NpH2CTxu8TzL62RsxfZYsz50TYI9tAZs+Z+fRygFF1t6OM/HymrMCzE/nLRlCX26NtFYtBXHAbyqXLyc1n9V1IkuG8EeBH6hunvhB1qnHN9jVLE9NWsItb20YYbx9rYJrxGya0yWFfgaA+eOoNIFi9JfrrjV11fHeH97g05hSw/nQWAH8lgEtGbltVcGER/DK5Xd18Wm7ZRuD5LZzoIz5m6v30n0/jZ3V8j2xetZxWk/Xz+DkK2A3xQ3LsQomQN/t3kefbc5Cmi97DsFmr3e92AHcvDssbAKHnPS5uVreWbS4rtwf0oVmjb3DhYgvWq01lq1RI5RpmPyGIX5QN3iVT08rTOPUVDJw9oBNiVecRPXEO0YhfERPudeRaF1YxTsQUxZ00GPUVWKl1PzBWdDFu8qyzGqfeXG4Uxb3b3lubjfMersb78QYlc8xyiuw2AqLB7kGIWYinmYboziWDaow8NUs5QAWkNpfXRXpjpvpt9izufmHsiB1uY+8tyi3/R3RcCCobWpIqsO3CB1dOjq+EFrFH30qsTMxch4oAK0Xn94m+dgwp0IaA2V9c11Y6u0RnrhoXMn6J9XZ4bWAJsISPGA1ng5gALCBFLRH3hJuqZac1/ghhU/EnADJRKAAENr0yQS14YXYKzY6uxWovnJcEGD0WmQVae0lkJr2L6M3Qxo7V01XAet4Xe48+QhEbhR0PrEvqjADYqiuhWdiyxGhgUFeForaG2w08B9YNA6pvf/UKG8+aO5NRn25aI77krrEcoT0gZam6yR3KB1vxnvqaKmpolnLKD1Byt/9PztDl8zhSZvXRqepCtofTBVNDnBRBAq5Fsj1NexuGGIfQfO6rNMxmyYTd8my6G1dMHOCa0Z5uD7ZCdozX7+DK0lsALQ2s1qKpr7xUprjn2Rx+Jn1wZaf7PpJ+M4o4XWs4fSjhMHPBc8+dpiAa0vK1tN2X24NVZaY2EVmT6IfaairZGxL+ZK61/OqrHZLfbhM3ha20Br0wKBJ7SOAxCwgdYMkgCtcxMZC1ab6iNE85uC0vpSQGtN6rUfIACFpFfqtQ5as9Ka51le3ydW0Bo+/fDr1zWG1M3K11LzG/5bEpeV0rp4OW0qezT3CXO1xG3L9NA6bcHFRmmdeny38b1LB61ZaS0RbsQCWt/ZoLOqf6FrTqV1GFpH1Fdw63OvVPZo7hNb9HkpraXQmm1fIlP7ddemg9YYtxbv3SgSbsQDWkOcduDMMeIFBUBrFGL0KoiH78rQelCHh6hmKbOtgM29gwVITwWtM2fuRY5RpmMytMYCVx1raD2DxqcsyHbQOnKMypsrt1GAFvQYBXuQJ5tnhtZ4t0QWoM3CaocqjT3nUzpobTNGxQpa24xRDK2zcoyCsBH2ILp7wbHMBlonH92dyTLX9FvM+dzcAznQ2txHnlsAqMAv2NR4ldpUkZXBTQZ7EAtoDe9dqJtev/o+alDGXmmNiroA5F6VmKOF1jfXuYpuygpoLVSjIi0QKfIo+ubVoI5Fyk9k0UAUwMFLggRaI0W+c0IzuquBvdqQqx2/dOXdyj9b11hpXblYWbWgwH9nV2jNKfJSexC8CH27+WfPBRb0Swha58+gxrKC1ivH07bj++g/PtWGeBFsdEkNV//ezNAa4OZlK2gdc3sQA7iB2gtKa/immRpPgqRZJk4IBTUSvG5N0Dra2IcFlRC0dl8EYWjdq+YVCm7ALmRVNobWbA+iA6W6+2YDrR9vcV049tlC6/sSB1Gnak19xT5eUHm53d3U+BLv2MfQeuX+ZHp10RiRwi4ErfVZO6Zn3etzL2jNz64bKHUeV6VDK2jtvWAXgtbIMkm3T+hvAa3xe4DSOprY17BsAt0nsEYKQevSKvbZQGvpYrT03pkW7DBuN69QW72EmjyteTFCAq1Hb5yVyU8RKvQeNS83qtgW7NmgLL1GdB+g7KNsG17YFu9N8iy4ySo2Xkx9JU1p/ULbOz1PFzQQcIPWtkAA9xVzOaj83Vo6tE5XotoAAbYHebxZH+rsQ2m96ehOpQBG8dRyhTNavPE1O6H15C2LafjaqaLFRMxVqhYvr1UF2j5Tkdt7QWt+diVqVNiDfLJhMqUc3yWC1rBqiVwktoHWmOPAHuQvl/tTWt856U26o2Fn18xaJ7Rm5bUpVqBfswJa8zzOFlp7wSt8F0DrpMM7MgggbKD195vnqfcAv/YgWPSH9dzA1u7ve05oDbEabELk0Fqm0LT5jXlB68gxynRMHqMggKrjYQ+ChVXnGIV7J4XW0Y5Ro5Nm0dJ9m2RjVONu1LNma8IYBXsQU9Z00GOUK7ReOZ5W7pdDa9zX9gpaX+t6W9Ohtb8xiusuxHOM4joM2RVaz9u9XmW0Du74MNUQ2INg7oEFK2edN9NvMedzcw/kQGtzH3lugerPULGami20jnwRs1Fa88svFMfwQLNtgNYfrZ7sWdSCi5ExuAHERiFGr7Qdvo7b05TWQUBrKIMB63Uv+JjkSdWoUmh9y4+v0pMtbshQNPCzddNo0pbFYmiNFFGoMWwbQ+tX2t1DUPHqGqsLndDapHzAsVCc5HAA4IaV1nwvIpXWvOKPl4S2lRoYuwTFyL5L/tlzgQUHUdA6X4EMaixraH1iP/2n4yPGa9JtgBfBJuVquirqI4uRYUEBCiqAG5OdBs7F/RkYtHaxasEL3cWLF0VKfFto7YRQiLEo7iKF1n5jH/oS1kheC3aw/4FnaO+arRXcALRefXCLaHKCl1goreHpH8uGly5UttdlRaR7WsuU+NLYhzTrx5tfH459fqA1rJH8xD6GipLYh8UOLCqHobXAGinUn/Dzz5y1E819C3taa7IiwtBaaI0khdZvwdMaC3YRSlRraH1iX1Sx7zKPLBP0Z6Sndfk0aC1JCw9n7fQaSIXzmWtVSO9dGFq73Au8OMLPFEWYpdDay8YL1zVj+woanTQ7k8oH4wCUmqbU63Qg4NPTeuMclXrtZYEFZTXsNnhcUtA6Vy6jbRP3pzSLQHqfsJ3ytC5WVqsMRhFReFqP7P6s6JASaH30/ElCUbxIwOoLWje/TlnD2TaG1p90e5rKFiqh3Z0hNewLsKBgB60/pqouqey21xq5vYLW25dr7wU/uxI1ahhan9htFAvBBunKSpdlGG9toTX8eSGi8NMw3t912TV0bUJL7e77zhylftPfo1yUS1m32EBrL1Wgn2vlfVhprbsXDLPuaNBZlCnLoMdrgQXnHbUB0HpnBgGELbT+LnkeYQ7sp2G8/+WP3+hvrf/kujuU1fvPHA17WitoXaGOMS6n92cw0Bp1Q3SZe5FjlKlPpNBaN0b5g9b+xihA62X7NovGqMiFVQm0DnqMQvYK5gvO5meMkkJrv2NUGFrHcYyyg9bBjFEqpm5foR2j2MLq7Y6PUPWSFUw/KQK0Tj66S8QGjQfL2SBDD+RA6ygfCFR7lsDa9IqsvairRyFGVlpHKuMYWreqUNeo/uWXX7xw1yvtD1oDSnutWjO0ZnADaI2JO1fi9epSQOub61xNN9ZtF2XPZ9wd3mlQx+mgNdLHMOBJwR78euFp7bXyjrMDWqMicGShupHrp9PEVEBrbwUc9sfEoktCc8Ik0LYxtH71qnvpsrIJ2t3doLVJ+YCDAVofOXdSa7die62R27Ovqx5ah/zY4SHY9tLYQutC+QpkeLFlaG2CCbh2TCy2n9hPGLD8NEBr+Eu6AbpIaI0FhXJFSiqfV5OdBq6FwQ1+r1BUxqqd+vUswRfPzarl7z9/ppTWErDHkyCpNZJTFYwYCwWmSS0RbexDX8IayasKvRNaQ3kNaC1ZuAwKWiP2wdNaB62/TvqJvtn8kzj22UDrJ5pfH459fqD1NdWa+Yp9/ILx2lX3ElS8usaxj31mw4UYPbxg+TheVlPR/L7YF0+3eLrt+H56Zs5HCpBIitACWsMexMvGC9cKaF0gb/4MsS8Mra+8SxVr82pQWsMaKZrY55VlgnOHobW6N6VU7JNZI62h91aMI2kWgfTemWIf/Nhblq9NjwugNcckLxsvXJcbtEY2F4pFeVlWYH8Gf591f5ZK+inEuHGOUrF5Keqd0PrVNGhtWkw0Kdel90W3HTz4KxUro4XWsLbB7x59ImkhFVsjz9RrhtaRUI+hNYsDvM7FSmsAjE5RQOvh3Z+hMgX1RTnD0LpCbbWgMHnrEhq+JnMhRt11omho1RLltKnskj502wYCg8Tty7RAYOGeJPr30rEkSb1W0DppMqUe32NcKPaC1pJsQyzMlylYTM2B/DSM96hX07V6C+3uTmjNymvJnDQoaJ1yLFRXRget2doG81iJ6MgGWm88vDPD/CUMrQUWeVBaoxgjxlU/DeP9bxd+p+euuM11d4bWrIJHhnWL8rWNcZmhtVShaXP9mJ9DOKaF1hFjlOmYkWOUl9LaC1qzgM3rXNGOUXiHR4Ft2zEqT648Rm4S9BhVpfglWmjtZ4yCPci9AqW13zGK39fiOUZxHQaZ0jqYMUrVXYCntWa+wH7sEK4lSKD1yvGUcnS3iA2afp85n2fsgRxoHeUTgYJuElibDq17u05icCkMrSNfbJGWM3T1RJJAa375BcCoV7qK9beD0hqVxr1WraEuhG9zGFqvmULrD20T9UOQ0BpKaxSgdDZMalDEQQr2AK1LFCjiufKOc+igNQpTYNVQCq0xoUW6nW1jaO1VcJPVhagGj2eU7UGyA7TmBYRIpTVPnjB5bHNpfWOXoBgZCrCMve4Fz22htM4MrYfQzpMHxb6ugNaYePppgNZIJ3e7z5HFyLIbtHaDaM/PC0FrnYe8s494EiS1RnJCPcRYFKc0QetoYx+g9bDVkzwX7OBZj/TrPrVaK7iRfaC1Xhn8TdJP9PXmn6xin2TBDkprFKHlgqkMc3DvJRPPvlMG0zXVm/mKffyC4WWBxbEvO0Jr3eLp9uP76ek5H6lUdEmWCaD12M1zjVkmgNYF8xbIkO7/9OyhtB2e1hJovWqCskaKJvZ5ZZngecmu0Not9sHaBkprpM+alNZW0HrjnEwvTJhjdKve0ghHGPzBjxFzF9sGCIaaF16LE1BWo2gUL6ZmF2gNWKwrcoUFl5X7U2lEjwGi7pCkXqdD63Tl5IbD2+n5eSNJAq2h6ITaF9YyHas1FV1X5EastPYquMmQGnOO7AStp25fpl1AWLg3if69ZKwo9Zqh9Zbje4wLxYDW7So3yqAKZqW1BFpjYb50oWLK295PA7RGHRO3gptQ7gKG5s6VS2VmZi9onVkZzAsusDOUiI5Ynfjxtf3pEhcrG/QrlNYbD+/KIIDAuLUIntYCaP3D5vkKWmPx0k8DtP794h+eNjBQVu87cyxcAye7QGu8g+sy9yLHKFOf8BgFq8naxSq7FmJU0NoxRuHejUteoOC5aWE12jEK0HrFgRTRGMXZQBijsgO0rlr8ErXI7Wx+xqgOVZu41kfC8dkeJBJa24xRvDgVzzEqu0DradtWaMcoXnB5u9OjVL1EedNPSgndcqC1sZt8bZADrX11W/pOUGy+2/kx41E4Rb5fs97UJUG/8u52ED/QGl6zdX1A6zk7VtMna6d4rloztGZwA+X1hsPbRP1wx8Q31Cr9jXVir7R2g9aY1HyRNNMC3IygEgUKG6G17n4hXQpFBYKG1uzBJQE3GDDxjLL60JSuh+8F/6Yj505plevGh91jA1Zae0Hrv15xG7UWQ+t5nspYt0tBkR4baL3jxH4a5Btaf0zNK9QSQWteUADIMXlA47txf0oXZKT3jtWG7tB6pLIH0WU2OM/Bk6BHm3pnmXjdK/h3SqG139iHvvxIDK3bKF85KK/XHNwiWlFHtffral0pSq2V3idsF1Jaxw5aSxbsnNcXT2jNz6aXDQxDay6OBtgG6CaxRvLK2rG5L85tWWmtg9bbThygZ2YPFWeZIHto7KafjAt2uuu1hdbbj++LKvY1KV/D07ucoTWDJPwtsUZyZu1Ec28i9zXFPgCBlhXq0GMCaM0LaZIFAt31o+DptdVbBA4EoDJati/Zc3EiDK2b9lQ+va8uGk25KZcxLpuU69HcN6hCPaH1gVTl8y1pUNB3qNzIU8WmO44NEAhD6xbXU8eqfqD1LoKowsu7nKF1iwq1laUWBCZQWsOCwtT+opTW5bWqQNO+Xp9Dae0GrQEnASklqdeA1sOTphAKMUqym5zXZAutyxQqRrC18dMw3t/bsKurd3k6tM6t3hdYeS2JFV6qQD/XyvukK609oHXDa0Tvbwytvaxs3K7VGlqnzCPYyvlpGO9/v3DB0waGoTWr4FFnBUprL/97XAv3p+TZtr12KK29oDWPUabj8hiFGiG1irpDa91x4gmtYfGJd1ivBfRMC6uLRhMKMZqypoMeo1yh9aoJytPaZozqWKUx3XNZV9NtzfC5zRgVhtZxHKMgBBqxdmqWjlGIqSZoDZV/ggBaQ0EPexCJC4PVjczZmHKgdZQPQf9ZQ+mdzo8aj3Luj1/o9glvqNU2Wy+7GTtW0pCVE+jyinWNwXfbif30zOyPSFKJW3fRSHWflLqYnm97h+t3ghJ7ilIbhsANIPb6Q9vp3Wv6Gfvh9olv0K31r6bra11p3NZmg3eX/0AHz52g1zVK6/GpC+jzdTPomz7PU/48eY2HRYo8CrAAntq2LzbMpB+S54vUhlD2QEX1p/odbU9DZ38/T68v+ooeadqTqhQrp91/5cFUenXBl+rz967pp1JlX104mj7p9gyVLaRPLeUDvb30ezryC/oztr6u83avo7eXfR9eQIhUWkPN/PTsj9RiwRUV6xn7BMVXoKL3U4AFv9sdJw/QS+3upiYuxdz4Aj5YMZ52nDyofCz9tI9WTaQ6ZapQJ4+XVAY3fG/w98NNe6nnw6uxT6702ZZeP2eGPHf5rdRG4y/+wryRdIEuan9vznOwQqdf8z7UpVpz6SWEt8O9ArQ2FUaNNvatObSVJqQsUr6Fbm3EuqnK/odjn4LWB7bS+13MC5d3TfoXXV+nLd1U5yrrPvDaIRT7jmt/q2M3/kxfbZptFftgL/A3y9h37Pxp6ps4SF2mSGmdOIi6JrTwFfswlr62cAw90rQXIYtE1zj2VS56ibo3uLcvzR/lWcCMjwPl1eHzJ0XPts2N5Jd43QLTzlMH6amZQ9SYI1mwg7IMmSb43du2p2cNpe3S2LfyR7W4h/mEn4bYV6t0ZYIVjFvj2MeLqbaxL9YLdqbYh+e8VYU69KgAWvOY5mXj5dWvgGzIxurbyL04IPZftCeJ3lo6lr7o9Vcqmq+Q9a2avXM1JR/ZRY806+26L+YOmEPwuPTawtGUO1duY1w+/ds5Quz7y+W3UNtKDa2vzWuHgXOHU6WiZenxFtdn2uxDZQ+SSp9KofWUf1PHKk3onkZ2QAB+vH+fN4I41nhdL0NrFEaFN6lt23XqkFpY/Z/Wf6Yi+Qpqd5+6dRkNWzM5nJk5ddtylUEkicvwCIentU4VaHutkdtjrpa4dSmN0KReL9m3SdUd+U/nRymhuLeKDdD60w2TKfXEPtGY67xmhtYS4QbuadmCJejpVjf5+uqvLxpD3WteTs3L1dLujzoUD097JzxmwuLrkenviOakX29EKvvyTB74vi40Yicuhv52p0eoeomM3q387N7TqIvo/W3hng3076Xfit43nNfN9iAPN+lJ3Wq08vxa6n0reYGKfX4ank20W+q61xrpN+N9pYTn94XHpr9PLSrWob4eNg04ZsqxPcp3X/Js2177PZPfoj6122jnk5FjlOm4PG/GGFWjyKWuSmvdcUatn0HjUhZQ71qtAx+jZu1cTSk+xqi8ufMYBWiBj1HF9Erroasm0PL9KVZjFN4j776si+m2ZvjcZozi97V4jlHgSeBK4jEK/akZ8606xbExMhcxdurGqEV7k+itJWMV46rqwlsiDwdmkHxsj8h9IJpr/m/cNwdaR3nX4Q/5TicztOYUeahz3NLF3C6FldYSaM1pxm91eIBql6oc5bfT746U+Mlbl9J1tdooVYqC1oe307udzdAaSuub615NN9SJLbR+Z/kPFFJa35vpojGhwYqwFOzByw5qQ1/QOmkm/Zi80Og1iouEsufahBb0Zx/QWnJjGVLjJQT3htWHpnQ9HBtK66PnT2ntViTndtuGISuDhgzQOi1FXgytN/2s0gL9QOuw0lqSIr/yR5VOP8gntJb0F4MbvjchcNOTulX3nrCz2lD6bEuuBduc+vUcoTq5m13Bi/M/pwsXL4ieD54EPdrU2xrJ7dqgDEXRKZPSOh6xD2oApLJx7INdCBb6JCvqUF5hsU7iBym9T9gOsQ8vwDqrlrFJc+mrzXPEsW/g3BFUsqB97GOlNReVMl1/38TB1LV6c/pTPfsFO9Ox8TnHPk7ZRwE5ePJKrJGgvHLL2pGc222bn3evIwBxHWTFohjS2aXWSFis+2bTXF9ZJjZK6w9XTSD8rvwu2En6Cx7WsEjKkGXSpIcqQOjVnFk7knNJtjHFPjy7ULEha85kD8IxCSq2I+nYvwAAIABJREFUxobFUd21KWid0MKo6GOLhVE9n6Ni+QtLvqb1Nki1BgTmcem1RaNVETlTXDYp160vJGKHv8LTunhZrQcznl3Yg3za/RnRKaCgB0iGpYNNs1GxMfhDLRSkeQfRoKzGnBzPKO4NYDEWV2FBYWpQWlcrUT7m0BoLbFO3LtdatYShtcAvVEFrKK1P7BGNuc7vy9BaknEDCzSIO/q39AetTX194MwxemT6u4RCcahNwMprqdLaTRVoOq/X5wxZdR7M/OzCp1vy/sY+sF7+627XwkprScaNgtYp8+mLnn+L5qt77gs7kH2nj4YttVAcHJkMsIjz7s+QR7jUC9fmC9wz5S3qVUNvDxI5RpmOyWMUClvXLFrJDlqn2YOwVajXubJqjMqbywytgx6jqpQop+zEnG3IqolKPW4zRnXAwqoltLYZo/h9LZ5jFOowjFg3LUvHKBQLRkzV2Ynxs4tC1dWK60WCkfcWti/IspC4MJh+nzmfZ+yBHGgd5RMBH0oMSKYWrsjarI9rupjbMfxB6wepdqlKpsvy9TkXI4uE1giKXpXn+UR3THpDrWhfXzv20BqFA7Fa7GzjUxYQbDtQYC1fbrPSGtC6ZIEinoU53DoOvluA5KYCWdgf0Lpb9RaBgRtOiUeQxb1haC1J1wNcQXE1nUe4r4cmbScvaM0p8tkRWu84cSBQcKOD1iYPaHQp96f02ZbeuzC4cSmKGYLWF7WLRM5zhJXWPqyRcCzE2LIFixvhSDq0Di72fbZuqvKsv652WwU3AK3XHNwqWlHHIsB1tdoGAq0PnT2htWr5NulnGrN5tlXs87Ng5wdaY8HutvodpI+k1XYc+zJD6/5Kte/VvBZArS7CsbEXtIaaGQtpYqU17EE2+1RaW3haA/wh9vlVWkv666bxL6tYYmuN5BxLJOeSbGOKffcnvk0tK9SmRy2gNYBAo0uqS06fYZs/T/ynyk4xpaGnA4G/UrH89kpryYXBDgSpzDwuAVrnJrPSmvtTWmRUci28DaB1ZZciVwACuF5AM0kDtEaRqyBTr6NVWku+ByA1LPsyQuupIss6pbQGtNYAFsm53bZR0Hrbcm0aPENriV8oQ+stJ/aKxlzn9dhD6xIExWEQ7eDZY/TwtHcJStBvr3shDK3hLdykXA3PUwKwTN2+XFxkVHr9DK11dha//vE7oZYFgJnk/Y19YOMBrfGON6qnP6W1pG9gB7L39BEHtK6jMo29Wrg/hV64kmvhbQCte9dso7WbixyjTMeMP7QOfoyKXFiVQeuQSCeoMQrFbSFYdDYUfge0thmjOlZtogq82jQ/0Nqv0lpyXc4xKgStp8vHqACygRS03r5CO0axhRXEfxABmloIWu8RCTlNx8r5PGMP5EDrKJ+IZ+Z85FkYgA/PPkG+7EG2ryBMwGGZAKDn1XgAgjKqVslLo/x2+t3D0DoN3EB5DaV1lkLrFePoyNkTWmg9LmUhjVo/Xfl/5sudx9gnKMACaP2XK241buvcAL5bgNaYhJoaoHX3hJaBg5swtA7bgzytlKteLQStobTOvAhg+l5en7OvKyuDM9qDHCCoAOE/hqwCU0MxMr9Ka6gaoW6UqFowAEWTIm/6Hvg83R4kdG/wd1ZC69O/nicog92Un/+YP0oprXWLRM7vyy/qfrJMcKwBc4ZRmYLFjWno8Yh9TmgN5TWU1pJivJgUQ2ktKWIkeWZ4m3dWjKPDZ49rF5i+2/gzjd4EaC2LfX4X7I6dO0V9pw5WykuJdyqUQNeq2Nfe5quKt2VozUVocY9eXvCFyB4kKGg9b/d6lcGitQc5eYhQH0O6YIc6DYDWfrJMsAiE34oEjoSgNexBHhD3ve2G6dA6tKAg9fMPClpz7MP43/bSBpm+zgOJb6tCjI8262VUWvNCrF9ojcy0axKaGRV9DK2hNiyaX28bYXtfnNs7oTXsD/B7N9k2mZTr0VwXrNywMKWzswAQgDIci/SShuKw7asCWtsCgR0EVS7HGq9zpUPrm6h9lUaSy7LehoEAF25P3LZMeVpL6qwEBa0xV8N16Lxbl+7bTG8s/ookfqEKWm9MJBRilIy5zs7DIhAW0SUZN0ppXbgk9W9xg/U9kOzghNasvJbEZS9VoOTcbtuwPYhOGfzbhd8JHvt3X9aVbqjd1ngahtZQkZYu6G1H6DwYCnMipkmV1uPxjtfzOeM1+d2AoTXfmydmfkDNy0NpnXXQGvaSUDjrMvcixyjTd+Yxyo89CNth2iit4z1GIZPBxE2CHqOqFL/EBVpPUlmBNmNUx2pN6K6G15hua4bPNxyWj1Hp9iDxG6NQh2HEWiitXzR+r6DGKNRdmLZdv7C6eO9GgmURlNPwJze1D1ZNUIUYJe4DpmPlfJ6xB3KgdZRPxLNzhomKFDG0fqL5ddTJw99Rdzmo2pudoDXUhTDOv752W6VKUdD6yA6RTQqU1jfXbS+a9NjcGoCbo+dOEl4OnY2hNUAyVA2mpqB1wSKe1aTdjvHVxjnK01oOrVsFBm44JR7pnrCwSfe0zp7QmlPk8RKMFy5Tw4vQDynzCYXNbJs9tD4UKLjRQWtJ4cJ0pbUMSkr7SQKtkdKv+705z8Ev6lBvdU6w97RGjMVLjwmOxAdaT1OFVjn2AVqvObRFlAaWNdB6Ho3eNEvFI0nsA7QuVaCo9YIdQ+vcuXKJUvyChtYc+7gILUNriTUSoLVb1o7096PbjqG1zspn5381tH5FLYDZWiMFDa3dFuwenPofVYQLi4ome5CoofWkN5QfuCkNPR7QGspqqMJ4XAK0xu/dXOTK22oqmt+UN7S2BwIdqjX2oWKTA4G4QOtty+jj1ZPDNXAAiz9dkyjK/gMQwHxRpwqM5j5hrgaltS4NnqG1JPWaofXWE1CxmetIOK85e0HrkKc1hDRYVGZoLbESyhpo/Qfd+uOr6p0P8x9TY2g9otsAKlWomGnzDJ8ztH5IYBOF962goTXsQPacPkJ8bwCtMQbAHtOrhT2thQXcbDrJC1pHjlGmY/IYBYFSdUtPa4bWfWq1zrZjFOa9JqvPoKE11LmwE3O2oavsx6iOCU08C1vr7ne2g9aOMQrQ+rO108RjVBDZQIDW07ev0I5RnA2EhVK3OjqR/Q5onXp0t0jIafp95nyesQdyoHWUT8Szcz4Wed3GC1rzADSow0NUs1QwSutM0HptIiH9BEoJU7tz0pvK01oy6TEdK/JzL2iNCc3n66ergIhVV1OLBlqjAu33m2XQGumo3au3olvrBaM2ZHCDare4NzbQGr6uR86dEilpTf0Z+TkrrdnOIlJpzdD6761vp5YV6xgP+93mefRD8jwaEzS0XjWBdp04SP8KUG3oH1qvI9wrKZQ0dmraBgyt3ewKXloApXW8oPXHVLpgMSO0jkfs+2wdQ+srlSLPDlq/peLejXXaSW+DaLuQ0vqENiviu40haB107LOF1khfvbZ6i8Bjny9o7bEAKrohLhsxtNZZ+aDA2pMzPxRnmcRLaY3FctiDBBn7bhrvF1qHYl+s/fxNsQ9AANYLSEE2QWvUQkD2kN9CjJgvda7W1AgEOH31y15/cy3QF82zi33ToXWoNoEUWpuU69Fcl4LWxS/R2lkACKw6mKoWQyQNSuugoTVbLKC439WVA1JaRwWthxPmizrAIulDt20AradtW65Ng1+2fzP9c9FXSpVmSr1Oh9Z7fanY7KD1SLqkcAmCt2sQjQsxwrIQYwJDa0lWhpcqMJprTS/E+ChVL5GxKOZvF0LQGqAW1pCmtnBPEv176Vilri9VMDhojczW8akL6PMewSmt/UJr7k/JgoypP52fA1r3qdlGm7kXOUaZjhsvaB3fMaoXda3eUo1RWBTCArRXC3qMQrYz7MSc7SNAa8sxKmhozQur8Ryj7KD1cKrmYrdieta9PkdMhUBUZ9XC0Bq1i5DZZWrIUMSClaTenelYOZ9n7IEcaB3lEwFlgsTvkVMunmx+PXWs1tTqrDZK63Rw8zDVLFXR6jzSjbkYGXzNAG5gF5LV0Ppd2IO4KK1/TF1EI5XJ/4uq2r2pIS2wZIGiyt/KtiHwfZf8s0hpDWjdo/rldEs996rVtueP3J7VhQklKyjfdU6Zl3jMAQYcPX9apKS1uUb2ddVBa/Z1tYHW45Ln0+jeA20uQW1rpbReNYF2nzxEb7a/3/o80h24GBnfG/z9SFNMvFp4HoIXAWINrc/8dp4ATNyh9Rd08eJFpTwxtbDSuvl11NkyywTHRozF79GktI5H7EMcQTxBISL4ysEuZPXBraIX6Lsnv0U31L5SVMTI1KeRnyP2wdNaZ+Xz/cZ59OWmWeLYhwW7UgXtY58faN2tesvAYx8XoeVYKPHz91oAtbkvzm3n715Pg5d9p/UX333qMEG9Jc0yUdk8m3/2lWViYw8CaI24HGTsu3n8K/THxQsqRRbWSIh9DzfrqexjvJrTaiqaexO5ryn2AQi0qlCHHrKA1vhtNiybYH2JyM6Ah6VJac1AYHSvgVQ4XwHr80h2AABYvj9ZAc0uCSFoLUm9NmXtSM7tts3AuZ9SJRdoDSAAaD1MCq0TB6u+DjL1mqH1M61upqsqXxbNV3fdd+q2ZTRs9eSwnSD+/nTtVNGcFEXj4g2tl+9LptcXjxGlXgNaj9iYSFtP7PWlYrOF1rArerLF9YHcp0Nnj9ND096h/HnyqoU3tguRQms3VWA0F7vl2F569qePSecv/vuFP+iWH19Vlhh9rKD1s2pOYdNslNaA1j+mLqSRPf5icwqrbTE2Y4zme6OU1hXqGIu2ZiW05jHK9EV5YRX1i6oXqWhViNFGaR3PMYqLvttCa2khbFOfRn6OMQrzUB20RpyGmMxmjOpUrSnd2aCzzSWQjdKa39fiOUaheDAEQZIM9aDGKNRdQP24WEHr1GN7REJOqxuZszHlQOsoHwL8gCR+j2Fo3eJ66ljVDlrP3L6SsHIj8bRmcKOr/hzlVw3vztCawQ2U17AHkRSkBAi7pV570Uq9zfUC3Bw9d0oL0ZDOj4CI6ulIZzU1QGukyA/wAa0R+L7b/LNK9zO1/25oHbKziFRac4r8823uUJW5Te17pbT2Ca1nD1UKQol/IFJ99pw8RG/EAVqz/58ttJYqaU19yp8zuHHz2H1pwRdE/zu9Rf+ZGk+C/Fgj4diIsaUKFjGmoccj9mVXaA2ltc5f/IdN8+mLjTOtYp+fBbtj508RLD+wKCjxpYPSOh7Qmv38sxe0zmzlw9BaumCHuIdxxk+WCepwbDu+P5zq7PX7BbTedfJgoLEvWmgd6yK0ptgH0ASlNVLXTUprzh7yD63fSoPW3mnoYSDQeyAVzvvfBa2htNbZWYSAAKD1U6YhSn2O+KX8QhvY+YUmHdlBWOzjrA6vkzG0HtDqZmqXTaE1FLY6wCLqRJeNoLQGZNV5tzK0lqReRwutb5/4T0LWKyCRqSDv8/NGUrkiJQlCoyBadobWOn9xLCwiVmMBDXYQpsaWRSO6+4DWS8cSlNpYGEQ2qlf7/wFaS7IITP3p/FwprWu10WbuRY5RpuMytH796vsoobAltE6aScj6wnWY/L2zaozKnzuv0e4u6IXVqsURU3tluhWwcVphOUYh8+oOS2htM0bx+1o8x6jsAq1nbF+pHaPYwuqDLk9QpaJlTD8pZeebcmx3DrQ29pT9BjnQ2r7PMuyB6uWS1FkOBE+2uEG9hNg0G2jNA5Cu+rPNOb225WJkkdB6w5EdooKUKO4GT2tJepnN9XpD68VKESmH1iOVMgBB27Zhcv7t5rkiaI101B41L9dWf7Y9r257BjXVS1ZQ94btQiSFUeDrevT8qQCV1pmhNafIW0HrlPkEdZlt628BrbFgtPvkYXqjfV/b04i352JkfG/wN5TWULR5NVauxxtav7zwS7p48YIIWvOLup8sE3x3pICXKFDYCK3jEftGrp9OP6YsVC8KUORhMWzNwS0i1ReqvUNpjQyVWDbEvlhCaz8LdrbQGoWCutVoFXjsY2i95uBWgqWNRGntlbUTzX1LV1pnhtbwy0QKshRa40Ud0NpPlokNtEYxOywmBhn7oN6Dio/vDWLfw016qvReSeyLN7SGDy1UdhJozdlDULE1LFvN+vEBmGhfpbERCHChICxiFMqb3/o8kh1Yac0FdWHpABGAqciVSbkuObfbNlCxuUFrWyCAhTRAa1sVmw0Q4GJ2EES0q9Qwmq/uui+KSUFlziIX/A1Pa4mQAu8zUFrHE1rDJx3WM1Jo/dnGqbTl5F5fqdc20PoFBa1LERbbg2iHz50gZG0UyJNPFdRluxCJlZCXKjCaa2WltQ5ao+4ArJxsofVn3Z+lkrZKawtoPT4F9iCLaGT3Z6P56p77OpXWsPKCsAb+3l6N+zPe0DpyjDJ1Ci+s/vPqvlStcAU7pbUFtI7nGMXZQBij8uXJY6xPFfQY5Qqt10xRdSKkC6sYozonNKXb63cy3dYMn9uMUWFoHccxCsWD8S6VlWMUYqobtGYLKym0xrw5+fgekZDT6kbmbJyjtI72GcCkWaLA5EAAf7QOcYDWuurP0X5X3h8AGAoW+PugQWltA61vqdtelF5mc70ADQAnOuXnxC2LlffsDzf8Q1W7NzUoLEoXLEpIj7Ft8Fkeu+knUfCNF7RmGMDQWlIYJWhozXYWkUprVhu+0OZ2al7B7GmNFX4UYoSPp23LjtAaqhJOiQe4QYrbNYbChQytpdY30n4yqQ1fWfil8rR+6cq7jIcMQ2sfWSY4OGJscQtoHWTsA7ReuT9FvWCjKWh9aKvoBTpIaO1mjfTDpgX0xcYZVrHPz4KdH2jdvUYrbeV74wMl2IAX7IZ0fZIqFilNDK0l1kheC6CCU7tuwtBaZ+Wz9/QReswWWif/7GvBzhZaYzERL7RBNU4571HjcnWKELQ2WyOlW03FtgitKfY9PO1dalmhNj0oUFoztIaKrUGZ4KE1ihIXDBBaY/7ENk0AAnly5zYWuQoaCFRxKXL18ZopKvX6o64ypTWAQKdqTQJVsTG0hvXclQFC62GrJquYjxaC1lOVLZGphaB1Ba0q0LSv1+deSuuV+5Pp1UVj1PuEyS8USmtA660n9/pSsdlC6/JFStHjAUNrzvbLTtBa58GM+R5ic9/G3ah3TbPSmpW1sO0oUaCI1eMDL2yp0hrQGpZtgONBNUDrJuVq0gONu6tThKB1HWWP6dXSofVjKhMjlg0LmtfVaqu1m4sco0znZGiNhemqhYKH1kGPUfi+f29zu/ra2QVaVyteXhVudrZPAK0tx6h4Qet4jlEhaD3dYoyK/cKqF7TmbKAPuzxBlwqU1oDWKcf3iIScpt9nzucZeyBHaR3lEzFw7giRCikW0Lr1pfWNLwhhtWGnzIU0ovyq4d0BavAywNAaQBjQGpYkpgaldRDQ+r0V4+no+ZNaaD1pyxIF1sfd8JLp8tTnUFgA3PiB1gCpXytobX5BALTuWfPywMCNU13IIEcKrY+dPy3yLBZ1atpGXIzME1q3vYOalzfbg6Cvx6XOpy96Bg+t95w6HCi4gYLloaY9IqD1K/Ro015ZBq3P/vYL3THpDaWig2LL2V5d+CX9IYTW/KIOb0hbaySc939+HkHF8xc2KvriEftQ0BXKCIbWsAtZbQGtr6/djm6o3dbmJ2PcFrEPqi34LTobQ2tp7PO7YOcHWgNS3lg3tkUp+ftz7Bva9UmqUKQ0rT20lf4xf5TyqytTsLhnnwYGrfdsoMFLv9UWTd13+gj1m/E+SbNM8KIOT2s/WSYMrSXeqZh8YzER0DWohuJeSC3uHobWr6QprWVZJlDnwGoqVs0U+wAEWlWoTQ+IoPUhemrWh2rsqF+mqvUlwkKsfeVGqviZV2MVGxSbUG4G0QAAVDxu82f17xuLobSWQ2u3sSSaa8X8u0rxS7SFAwGtUccDMUDSkP0BpbX/1OtyxtoGPBb+5fJbqW2lBpLLst5m+rblNGzNZJVZiIa/h6/NWmgNMQcKMersQbhAuBRaj9wEpfU+Xyo2htYoznlJ4ZKefYv3gPJFS2uLfFrfFM0OrLRmaM12IRIrIS/AEs21bTm2j579aZjKHEOWUmRjaH1/4+7Uq+YVxtPEE1pPSFlMI3oMMF6T3w0AqZuUq0H47miI6c3LZzG0ThxE19Vs4wqteYwyfWdeWI0XtA56jLpIF8PQGmMUCp2a6lOZFqpNfej1OcYo/JZ00Hq4gtZ2Y1SnqJTW5jGKWVU8x6jEbcvos7VQWpu5SVYsrDK0HtLlCaoogtaTKPX4HhETi+bZ+m/cNwdaR3nX4WUneaHjQNC/5Y0q3dOmsT2IBFrzqqkuvcvmnF7bRgOtUVgI9iASTzSb6w1BayitMys//UDr0gWLEarn2jZ4jX69UQitEwdTrxpXBA5uwkrrg1vo5QVfiKp5oxgZiqtJCu3Z9BFDa7az0CmtX2x7JzUrX8t4WPQ14M2onn81buvcgJXW+H6NL6nhuT/8qQCtJb9z6wtJ2wHQ+uEmPcIp8fi7X9Ne1NmgtOb+lFrfSK+Pwc3A1n+myyvWzbQboPWF/3W1/kfbO42HTIfW9tZIODhibLH8hYzQOh6xD9AaL9nvdg4prQGtobRGvDU1pYxBIcY4QutxmxfQqKQZVgt2fmIfQ2sUZsNv29SQFg2lNWxWgmhu0FpijeS1ABrNtc5Pg9Y6Kx+G1tIsE8Q9gCA/WSZ20HoS7Tl9iGBvEVTTQetHmvY0WiM5F0BjdX2m2PfIdCit6yjVncnTmus0AAjUK20PrbGwfXWVy4zQmqvbBw0EUBIEYwIagAB+7yhe5dVMiwDR3DcAASgYdXYWULGtOpBCQ4RKa0DroIHAbxf+IDzvf7niVmp7afyg9afrpqpif6YGK64EF1WgaV+vzxGr4GkNWOxsDK0lqddQWscLWr84/3OC0lrnlx5NX/C+DK15DmoDrb2U69FcG0NrnZ0FYCBqrTzQuBv1FCiteSHt8x7PqUw5m8ZK64eb9qRuJk/rlIU0MXWReq8JqumgNZTWKMbt1bg/JdY3ttd+b+Igur5WG63dXOQYZTpuOrS+n6oWKu/LHgR2n6aF1XiNUX6gddBjFCyX8Cw7G6A14p/NGNU5oRn9uX5H023N8Hm6PYgZWnNmbDzHKEBrvEtJxygo13Ue4Vad4tgYMXXGjpXaMSoMrdMyN03nGbpqEm05vocGCYScpmPlfJ6xB3KgdZRPBIr2SV7oOBD0b3kTta/SyOqss7avJBSDs4HWupVyq5N6bIzgAnuQ9BT5qao6reQHCmiNQoyS9DKb6/WC1pO3LFZKE6naEJNV2IPgXtk2wIQxSXNEK4Yo/APFQlDgxqkuDCutuw+gUgWLeX41QOvjLnYrtn0Sub0XtGZfV4DQpmJovZBG9XzO+pKenj2UoMyVQuu9pw+LfufWF5K2AwrcPKR8XEPqQvwNpbUUWkutb6TXZwI3ry4aTRcvXiQsMJgav6j7sUbCsaH+LZqvoBhaBxn7Pl8/Iw1a91NfG3Yh8LSWQmv4WV8fR2g9fvNC+jxpujj2QV1WplAx69iHrIy+iYMUxJJCayitURchiMaxD9YAAA/rDm0jxHU5tNYvgEZzrZ7Q+sxR6jf9PXpBmGUyLmUh/ZD8s68skwFzhtHW4/uUMr/RJdU9vxIm33tU7Ls3mq/uue+tP75G9zW+NlxwC7EPL3gmP3/nWBKrCzTFvkenv6fsQaC6M0FrrtPgF1rDsuKqyg3FQAAvffnz5I1VV2Q4DiA17EHYw/rNxV8rT+vsCq0VEDiYSkO6yJTWWEiD0trWL3TjkZ0qG6hqcTMQ4LEQfdbm0vqB3Kfp21akKa1Di4f4+9N1iWIgUL1EBS1gieZivaA11PCwG5OkXoeg9TRlD4I6Lbbtjolv0Nnff1FgwqS0xniBLB344wbRjpw/SVgo4TjMEFvif58V0Bp9cMO4l+iBJt2pZw2z0pqhNebnxfLbQetBS7+lBXs2qOdQAq0npS5WY3tQDcrqJpfUVNYoaE/NGqI8raXQWpJFYHvtXtA6cowyHZcXVt9sfz9VsYTWXybNou83z1M1qqTQOugx6n8TQMPZQBijkIWFGgJeLcug9drEELS2GKNgD/KnenbQ2maMYlYVzzFqKpTWFtA6iIVVL2jNdRc4c9P0m0JNCSitJUzMdKyczzP2QA60jvKJwEs+CmeYGgcCqHevruwPWmOSa3pBYLVhEIUf+DvqofVOGtTxIVM3UGDQeuV4OnpODxomb12iPP3Y4890kSFoDXBzo2nTTJ8DJny9cbboBQHQGvA+aHDDKfHp0NpczTsoaM2+ruzBHKm0Zl/Xf1x5FzUtV9PY9yhGNk4preMBrY8ECm600LpZb+pcrZlnPzC4iTm0/v0XwgseUsFbVcistEbhJEDrFyygtZ8sE3x5xNgiFtA6yNinhdZQWgteoKG0DgRarxxPR86e1GZF/KigdcjTWtL8Ltj5gdawRop1UUr+jm7QWmKN5LUAKulDt23wEo6XcZ3//P4zRwkvmtIsE4wz45Ln+coysYXWWLCTzHH89o0OWqMIrcnPPzBobYh9/ZTSuq4CGHJofT/VK13FuosAtdpBaW0o+MUqtlgXpYy8YB20xiIVFFlZBQQAi6sUK6dVXQ1fm6jsQQBDJQ3QulO1ptYqNgYCXPTV61wMrf96xW1KhBJE00HrEeumqmJ/pgaldRDQGmALSuthGqU111qRpF4ztN52cp+v1GuG1pKCvBgLUQ8h1kUp+R64QWuJ/31Q0BqLmRgfkEmm82AGtIaXP9cf8HqeOCbFA1pPTl2srL+CajpojWwbFOP2aqy0DgJawzqqDzytNSKIyDHK1CcMrf/V4QGqXLCcldLaD7QOeozKBK3z5KUBhvpUQUJrjFGArKhZ5GywLYUA0GaMuqZaM7qtfgfTbc3wuc0YxawqnmMUoPXIddPFY1RQ0HrmjpXaMYrrLrDRGVmtAAAgAElEQVQIxtT5IWi9V8TETMfK+TxjD+RA6yifCCm0xmkw4CN4tqt8mdVZ5+xcQ++tGCdSWu86dZCenDlEVInb6iIiNv583XRVPICV1iPWTaONh3fQvwXQ+q5J/6I/1e9APQWeaDbX936aPQiAp7NN3bpMKU+kSuuQ2rC4L2g9IXURjU6aJYLW9wNa125D19eKrcctf//1h7cr4Pdp9wEKwq87vI1enPc5SQqjvLd8XMhupd3dNrfBuC2DG74XkdB6/+mj9OiM99Q5mxgsO3AiAOvxyQvocx/QesDsYbT1xD4FYy4rm+B53UNXTaC9p48GCm4QG/o170NdqjVX14K/n2hxPXWq2tTz2pz9abwBwg3O//4r/XniP5U3HCbnzvb6ojGqECOUoZKG7+NnwQ7HlkLreMS+UetnKE/rd68JKa0RC2EP8nYns+oL0BpZFX1qtZF0mXgbxL5DZ0/QK1dl9rSekLyIPtswLfDYd/LXs3TP5LfUNUvi7INT36aetVoHHvsAScoVLkkcC0f0eJZKFSjq2bdeY4n4pmg2XLQnid5aOlbbP1yES7pg92PKQmUP8kUve2ukZ+d8TFuO7xXFvo9gjXT6SKCx77YJr9F9jbpRt+otw7EPxc9MC3ZZFfswRrWqUIf6NjJDa6jUH5/xAb3Z/gGqW7qy9eOD30m7SpfRPY26eu7LgEjy27O+iLQdoFpDy6C0zp2bnrvcG1rzWOJmNeX3erBfCFrr7UEUtN6fSh92lULrt9Uz9yfL1OvNR3fT3+YOp6rFyoXHBa/vhLEwCH9vPidSnIesnBCOM/j70zWJYiBQvWQF5SkfywYrN3ha66A1xs+X5o+ioV2fogpFSnmeVkHrjVNp+6n9vlRsd0x8k87+fp4+6fYMlS3kXdsA8w4U3QoKWmN+jXcAnoMePneS8HuX+N9/lzxPeZV/fO3TsbxNtO3Efnpm9keu7494dvFsdKvRynhejkmwsILowKYNXvYdQeDySLPedG2Cd20DjIWTtixW9zSo9tTMIdSkfA0V89Hwd8uKZmjN/SnJIrC99r5TBlGfOm21c6jIMcp03N2nD9ETMz6ktzo8QJUsofWYpNmqtgYKQt6bTcYo2IOwhZVSWgugddBjVDXYg2hiKhYTV+xLsRqjrkloQbfVa2+6rRk+33R0Nw3MxmMUFjRRG026sAq7FQgbYtkQU2cgS0lnYXUwlV5d8KX6DO8TpvbR6kmEIqwSJmY6Vs7nGXsgB1pH+USguJPE95d9XVHc7ypLaL1wbxL9e8lYlU5oUlqzP5XbSnmUX1ftjpR4KFigaERDWkeSEFrfPfkturVee1EhD5trfW/leILaT+exi8q0sAeBwk3SlNoQ0LrFDZLNM2xjB63fpl61Wsfc45YvyJkSzz6vqLJdsqA3uEExMvSnziPculMidkhXWv9DpRZHQut9aSnyXJjGdB5YsYxPWaggvG2DrQ8sbWQp8hMJ16YrdGd7Xrftb/nxVXqoSY9wSjz+hj1IJ4PSmvsz1rACKbRQJf299e1qcu5sgNaYHKJwnKn9fuEPwvfxY42EYyPGFsqb32gPEo/YN2rDDFq5P0UVKkKDx7WC1kKldRDQGrHv6Dl9EdoJyYuVPUjQsY9rNuTNnUcVGjQ1qBp71Lwi8NjHk0yOhfC9NFkjhfoz9vYg6UrrUOyLbAfPHiMU+JNCa8Q9gCA/WSY2sQ+Kkb1njgQa+wCtoVq+NiEErRErHmnS02iN5MzaMT1z0s9Nse+xGe+rhTwUjzQprVHE8omZHxBUbHVK2UPrh6a9owr2yZXWsS1KGdlnOmidJ3duQsEmr8b96Za1I70vuu2ULUcxfZErvASvOpgaLhhuOg9ikp/Uay4ALFFa81gYKLSGd/SaKeE4PGP7CvpUCAQGpimtdapAU/95fR5SWkPF9lSmzTgDUJJ6DWj9+aZpBKW1n9RrZDei/oJcaQ1oHVs4wh2AwvGw/3Hag0igNZTWbqrAaO4TK63dPJjhaf1g0x5hKyevczG0RqH0ovntoPWHqyYQajmheB2PC27nwlg4ecsSbZHPaPoicl/YgSD7EzEfrT/sQQCtG3grrbk/g1JaAxbr7OYixyhTH7CFlR9ojTnIFxtm0nW122bbMQp2WeAuWTlGJZSooN7vnO2zdVOV0hrPh6RhjLqmWnO6rb4dtN5+fD89PecjVRCS313czsesKp5j1LTty1UhRgm0DmqMCsXUVdoxii2spNB62OrJShjyVocHJbc1ZxuLHsiB1hadpdv0pQWjCJDN1Dgt0I/SmguVoHCLKRWTwU0QhR/4O4aKkWWE1kg/kfxAAa1vq3e1qJCHqU8jP39/5Y9qMqrz2IXJ//A1iWJwA0hWulAxggevbZu4ZTGN3jBLFHwxYY0HtOaUeE6ZlyitA4PWacXIuHBgVkFrFBLEM5xdoDWKM8HTmlPi8fejTXtTx2reSuugoPW533+l26G0doHW/1z0FV2gCyJo/cfFC8qj26/SGjG2UN4ChHQ1rxaP2IcJOrJM3kkrvAi7EPyuBgsKbgSmtF75Ix05d0I7DvmB1sgy8RP7oMKygdbItom1vzc/HwypMymtu5utkbwWQG3Hg8jtF+5JIhSY0ln5WCutUxfRD8nzCEWubBvHPkmWSTyg9Z8mvK48rRlOIPY9DD9/4YJdrIvQmmJfPKH1w2nQ+h6hPQgWjPAbDKIBWufKlSsch/+15BvlYf+syS/UYLcSzbWiSC+U1oBbzmYLrbFA0LlqU+vUa7b2gZqOxwW37xQPaA3Yh8xCXjzE3yjE+FXv/zF2tQICJStqAYtxZ48Nftg8n6bvWEFIr3Y2Z9Fcr/MAWo/aNJ22KmhttiN0HqvfjPdo3+mjYmh9aZEy2mcrmr7gfVHovO/UdKU124VI/O+Dgtbbju8nFOqNJbT2o7SGbcKkLUuyDbQGpG4SCa1nD1ULl3c26Oz5KDC0lhQZtX2mUKS3DzJ1NfYgNtCaF1bx/l6p4CVW9iCw3sS7tQ20DnqMQj9yNhDGqPy586p3D68W5MIqxigog2Gr42wQ/IHvSKE1xijYg0D4Z9O40LdkjIoHtHaOUcga+Wz9dPkYhUUAjd2KTZ84t0XmIhYCdWOULbT+ePVkZQ8iYWLRXPN/47450DrKu/7Sgi9EatQwtL78FmpXqaHVWaEIhTrKBloHsbLLFw1ojR8xr9jB4zpJCK3vmRJSWksKedh0khe0hl8SBlZJgTCcE9Aa4ObJFtfbXILaFhOtLzfMFEPr3kiRj3FhNr7osLqw2wAqVaiYgmv4bhJoDV/XY7/olevWnRKxAxcjY3CTwR4kzddVUhwRh4Sv64+pC2lk92etL4mrk/9/D63TFgFirbQ2gRv4m8IeBPYhpsbQ2k+WCY6NGAultRRaBxn7ooLWiYPoxtqwB2lt6jKrzxH7jiildWZrpInJi5SndTxiHxY5MM5JldZYsEMBnyAaxz4uuBW2BxFAa6+xJJpr9YLWh84eJ7yQSJXWP6YuonHJ831lmXDsk0JrZJlIssn89g2gdd9G11LXNHsQMbROi32x9vM3xb7H05TWKDwlVVpDxVbbh9L6kenvqgw7KbTG7xwgOYjmF1qb+jOaawUQQAFEFGxzNlsVWwhawy/UDgiwn78ECDC0DsIqhb8/gMDHaybT2LSMFztoPYJqlKygBSzR3CcvaO2sP+B1HobWUFr7Sb0GkAWYlSqtKxUtG/OilPz9ooHWACwzXJTr0dwnhtZuc6ibxr+sng1TcURcw9J9mwnzxNG9BlLhfAWsLgsWi/iOUqX1lK1LVXHNoBqgNZTWXGywvxBac38GYw8ymK6r01Y7h4oco0x9wtAav6dLC5S1gtazd6wizJdsoHXQYxS+ry20DnqMcoPWYCcQwdhAa1hI3lLvatNtzfA5BH3IMpGMUQyt4zlG2UHrEQQLK51y3apTHBt7QWuuuyAp4IvDhqD1PmW5k9Ni2wM50DrK/nx54ZdaSwrnYRlaQ5VypSW05mIOMmh9iFA0IkhwA3XhKqgN01LkQ9B6l+gHGiS0Pn7+lLYwHFJPAK0lMAX3TUHrwsXpyeb20HrylsX0hVBpjSJL8LQOCtykg5pQSjyDnOwKrQ+cOUZ4SZeAZNynaKA11JRzdqwWnWvoqkkENVWQ4AbFyB5u0iOcEo+/kZba0eBpzYsA8YbWABiA0TbQ2k+WCe4zYmzBPPkE0Dr42PdF0kxlD/KfNKU17ELWHtwqSlVGtff4Q+vFNGrjDLvY53PBDoWBzvx6LgxLvIZWAKJeNa+Iub83n5NjH08yNxzeTs/PG0kSa6SgobXut3r43AlC6qfUGikaaM2xTwKtkea478wRUTaZ36lUZmj9Gj3StKfZGilgaA3roxYVamf6WrD7aFGhjkqHNkFr+IEDIEBxU7tUJesuQnHO1pfWM0JrBkS6Ip/WJ3XZAao1mNqwRd1baUrrAQalddBAwB1aT1PiCq69YuoHvyo2/n4SIMALuEFYpfD3m5WmtGZojb+htB4jUloHB63hrQ0LEGdLz4p5isoVNntaQ2kNT2s/KjbYySArVAKt8R5QqWiZmCv6wtA6DSS9dtW91LBsArFdyBvtzUVbsw5av0IPNe1htOyIFlrDTgZF/mCRx4uZbr9fjIVTtizRetGafvPSzwGpm15SIwytn06D1ncYlNZZBa0jxyjTd2RoPajDQ1SxoB20ZsszCK9MC6vxGqNQIJ6hNcYo2IPAmtCrBT1GVS9Rnh7QKK1htYr3CZsxyg+0ZiW5ZIxiVhXPMQrFg0eunyYeo4KC1rN2rNKOUWxhJRk3FLReM0V5WsMWLqfFtgdyoHWU/YlU2xfa3mk8Ciss/EBrHlTgbWjyD+RKwEGkI/GXVND6YGo4FRKBN+kw7EHMP1BA69vqdRBVnzZ2asQGH6TZg+juBaA1CtHwJN50XNgRwNPaD7TGij+KtUm8mQCtkd4V68JsTnAzIk1dyC8HSCkvXqCwZzdAaX38l9NauxVT/3l97lWIkX1dpdAaXnZQWgNE2TYMKvA6l5wL0PrA2aOBghsFrZv2DKfEh6B1b+pYtYnnVwO0fnvpd8pyIJaNC5O4gRtAayitMbExtQsXL9BN41/xVYQWx0aMLZAnn8DPPwStg4x9ClofSKX/pHlYh6D1NlGqMqD1TXXaUe+asVVaI/ahiJNOaT0pOQSt4xH7ANhgUyI5Vwhat4656twZ+3iSydBasmAHaO22AGp61r0+59oUXtBammWC2gnwk/Tj58+xj2GJ1zWHoDViX2YVfzR9EblvCFp3o67VQwW3VOxr2stsjRRQlokp9gEIIDUcL+lSaA0VW62Sl1p3GewMrqgIpXUXz33TgUBmv3Trk7rsAGidm3KFLeoUtM6dR8V1rxYkEEAGIjytdanCEFNgnor6LpIGKxZY0timXuPYsEaCmo4XM93Ox9DazXZLcp2mbULQegqNve55tSn+RrH00b0HmnalgXNHUM2SFbSAxbizxwaIVVAGe0Nrc5ErKK2/gKf1qQO+oDUWwKGaG979GSpT0LsQo4LWxcrGXNHH3cTqx9euuo8alq1mDa3dUtmjuU/sfesmeoLNGxSOJpCMa1i2fzPBRg7PXeG8dkprZKzCIkQOrZdqvWij6YvIfRW0htI6zaYJ0LpVxbp0e/1OnqdgaD2kyxNUsWiZWF2OOg6Us4DFuvfHyDHKdNJooDWKkr+2aLS6Djm0DnaMwvflrMzsAK0xRiUUd4fWEADajFHwtLZVWtuMUQyt4zlGAVojg186RgWRDYSFMnha68YoP9Aa1kBvtr/f9PPL+dyyB3KgtWWHOTd/ddFoesGiGBmgM+CzTWMVlg20DiIdia9ZFSODPUia2hDQeuPhnaJVJfi64qWgR43LbbrAuK2C1r+c1t4LpJ6gECNP4k0HA7QuU6gEPdH8OtOmmT4HCAXUl0NrTDpiC7H4ohjU+ILWK8fT8fPxhtbHCS+OEgUgviOg9YSURTSixwDr+4RneFzyAgtofSxQcINiZPC0Zh9X/P0IPK0N0BqLAIOzCFpHVun2ugFhaO3DGgnHRYwtkDuvGFoHGfug/kE6H0Nr2IXAk1PirwklMgoxxhNaT05ZouxB4hH78CK359RhMbSGNVKs+8IZ+9KhdchiSwKtvRZArQNNxA4SaC1ZRMMhFbROWeDLGoljX3aB1n+e+E+67zLYg4SgtYp9TczQ2rkAGs29idyXofULbW6n5hUyF6F9cuaHSmkNkGyC1ntPHyH4i/qF1tj38opQWsugdaytUiL7BQAgVwS0RnHw3LlzG6E192cQL8Ge0NpRMNz0fGDu4RcI4Jm9tGiZ7AGtUUxqNexB0qD1jlUEf28JEIASuUaJYKD1zO0raIjG09pp5eR1n9Kh9UGRSMZ5LDzDi/ZuFEPrysXKxtwqha+JbWUYWrNdCEBH3dJVPB9XABYo13X+q6bn3OtzE7RGkdwHGwNah2K1V2NoDYU/7N1sGhZaPlg1QQyt8d4V676IvF7MbeBpHYbWcz6iVhXqGKE192e8oXXkGGXq93Ro/TBVLFjGyh6E3zFtoHXQY9TFCGiNMSqfUlrf6NkNQY9RKMT4QOPuma7BWR/MdK8wRnVJaEE3173KtGmmz6VjVFygtWOMQrHgketk0BpjVPUSsbewQkydtWOldoziuguSxU50/CdQWudAa+tnVLJDDrSW9JLHNq8vGmOVIo9CirD5sGmnfz1Pd01+U8Fuk9KaKwEHMUjyNeOlF2mXrCoBtN50ZJdoVQnQ+rZ67al7XKH1Cvp0XSJ90yc0iTc1eOiWLVScHvcBreGfjeArgdZIB4fSOmhwwynx/HIwqudzVCy/QWm9cjydOH9alEVg6s/Iz72V1iFoLYEpOCbSAn9MWUgjuttD67Gb5tJXG+eIoDWKke0/Gzy0frhJeko8JhgoxNhBAK3fXvYdoRhZLJsJ3EB1F5mG53VuKLLhhegnywTHRYzNlzuPEVrHI/YBWqNwyttpSmtAa9iDSPw1Aa1vqnOVssWIZQNkPXL+lNamCtAaSut4xD4U8ULFbInSGr/z3rXaxLwvuF/5Zco3tHZZAI3mvnlBay7CJYfWi2lcynxfWSYc+yRxFt58+84eE1mg+e0bQGt4WuNlDC20YGe2RspKaN2yYh26u6EcWiP1umYpe6V1SDFX1witGRDF2iYq8p4qaJ0rV3gOCiCQJ3duQq0Cr2ZSrvt9brCfgtbFy2vVsJiXQlXLNnam8zw87V1V5MqPig3z2lIFixqhNS/gumUwma5R8jlSnOFpzTEff49YN1V5C5uagtYlK2oBi2lfr8+htHaD1mzlJEm9Vp7Wm6fTjpMHRCIZ5zWhwPhPO9eIoDXEK5WLlo256pyviaH161ffRw3KVCOG1kgpr2Pwv/dSBUZznxiyumWrAVpDac2x2utcy/cl0+uLx6jiagUtoTUXGJcorbGAm7h1mVYhGU1fRO4LaA2lNauJn7aF1l2fpIpFSsfqctRxQkrrK7WiJ0BrHqNMJ2ULKxQTr1DADlrDAuHZnz4WKa3jNUbh+7KFlYLWefNR/xY3ZOkY5Q6tM1qtmu4VxqiuCc3pJh/QGlnupQsWM45R7AoQzzFKQWsoraVjVAALqxJo/Wn3Z6i0IUMH9xDQGkprWD3ltNj2QA60jrI/baE1gikK69g0DiJW0DqAQZKvGaAG4IahNVYLN2Y1tF41QaV0I9A6GwLip2unikAy9lXQunAJerxZH5vbpLaFFclna6eJzgVojQIWsYZYfNFcwJOhNb8cZCW05mJk/HIdWYiRi5Gx8sTU+YDWUFpjILFtmOiicrNE1Q1ofeDc8UDBDVLk8TLQqVoz9VXwN8BNVkHrX/74TV2Dm9oQAAMwmr3jvPqfobWfLBMc1xpaBxj7UCAISuswtE6aSWsPZDG0XjVBFWL8h8amagqU1htn0jd9/i76iUQT+7Bv0uEdIlU3oDUyTHrG2CrFGfsYhCQd2UEo2iZWWgcAraHww+9GBxbZz1QSj/AdJ6QupvHJC3xlmXDsk0JrLNi9KLBAEz1gmo1QwPO+CGiNuAOrJJOff1DQOhz72t5Bzctn9rSGBRFA8l0NrzEqrfedPkL9ZrxPgzo8TDVLVbTuouwErQEAYGrNwgkU9ETRx6yF1iNVIUZdUSZVMPzglnBGoKnzAQS6JDT3pWJDPEOxOZM9CENrt3HVdI2Sz1EcbVgEtMbf8LQWA4EAoDWy2mbsWEFDumT2tHYuMHp9R4bWO08dFIlknMfCIlwiCrML7EEUtC52ScwBPl8TMhmxkB2G1mke11kJrbedOEDPzB7qarGGIrnICLwmobnxUWRoDQEP7N1sGu8L4YZJ1Y3xbOrWpVqFpM05vbYFpIanNUNrFPSERZTJHiSstA5gTnp/4tvq/VGXqRs5Rpn6gKE15rTlC5S2UlqzShvw3JQNFA9ojTEKGaBhaL0USuushtYjCZ7W92uU1s6sddO9whh1bUILurFuO9OmmT6XjlHMm+I5RqFY8Gfrp8nHqACgNYoFz9y5UjtGcbHgEd0GUKlCxYx9P1wprffTG+37GrfN2cCuB3KgtV1/Zdoa1ZFRZVXS4HsHyHNFxXqSzTNsg31RwBFqRa+GF66UY3vUSj0KEATRvtwwSymtB3d6WB3+83UzaOPRnaJJJBQpf6rfkbpVbxnTS4Pa8MQvZ7Sq91k7V9MnqyeLQDIu6uU0pfVjPpTWSNn7bM00GtPHrGrZfHS3guNlCpqDoJ/OQsEZKGc+7/kcFc9fWPmO/33eCPqy19+oSL6Cnof8QHlan6Hn22ZeBPBzLbzPoj1J9NbSsWFwEwmt4cv74NS36Z9X96X6ZaoaTzMxdTH9mLKAhvtQWuM+DVk5gV6/qi81KOt9LoCHXy78rnzJgmoKUjfrTR2qNFanwN+PNe9DV1Vu5HlKZ3/G6vrC4ObKO6l5uVqZDvvvpd8SXsDZO850XsSv5664ldpYZpnguIixeXPnpb9kg9g3Jmm2WrAb1DEU+xALMaGRFIXqmziIbq57dTDWSCorIvNvNXHLMlXg5Ju0VHHTfYom9kF9j3FBkmWSfGwPlSlUPPDYx9ZIHAu/6PVXKpqvkHfsU57Wp2Me+xbv3UjoIx20hrVV3ymDRPEIF4/CU98nz6dPo4h9kjiL2Pfrhd+pWoCx7/aJb9D9TbpT57Sis4h98PNvnxYL3W5W0LHvxSvvomblamY6ff9ZQxWwuLNhZyO03n/6KD064z16u9MjKqXVtinFXIU6dLfBHuTUr+do58mDyhs3qIaYj0KMPAfF33lz5aanW3kXuTKNJdFc79/hF4pUYR0QUAXDU+k/nR8VnQJFoLsCCNSxBwJPzhyisoF4Tux1QogHEkqUo6L5vLPdRBet2WjOzjU0bPWkcByevXO1ElIg9pka5ofVS8ReaT0+dQHN2LqSPuz6RKZL4NiMeZxpLgxo/WXyTNp+cr/ofcN5MtSbGZeygHhc8OqP7ScPUMHc+ahC0dgqZPmcJ389S/dMfoveaP8A1StdWdkbYgyQFG1VyvUdqwgZtbFsULAjvg3t8qT2eyM2P4jaK4YC4bgmLO6/tnC0Uvzbvouy4KZf8z6EwnNeDe8Nx86fpNoGdXo0/TRg9jBqUq5GOA7j71YV66h3Wa/G/flR1/5UvkjJaC4h0773Jw5WNVJ6aDL3Isco00l5jPpPp0eoXH47aI0MvwcSB9MNta/MNmMUvi+/K2CMgrXgky29ldZBj1E1SlSk+xt3y3Qr8P6wYn+y3RhVvYUq6G7bsvMYBUYzMovHKMTUWdtXaccoFvyN6PEslSpQ1Nj1n6xNpG3H9ymWkdNi2wM50DrK/kRBMpnaMFSMDJCntaXSGpd456Q3VXqSCVpH+XVEu6MYGV4GWG0ID2dMPCWm8yFo3YG6VW8lOpd0I/ifwc7i721uz7QL/NEQRCQwBTtDMXhJ4RL0mA+lNVTdKHqDlLisbk51IStaRvX8KxXL7w1uUIzsxC+ntcr1aL6Xl9KavdtZeWI6DxQWUFpDNWPb5u5aS+8s/0GktLY9tp/tnepCKbhBf8Ie5LvrX/RzWtd9TGpDqOygoJZAaygfbhz3sirgZWuNhAtEjIWiD/tndRuzcbaq9h2G1kmzlD2ICFpPGUw31WtHPWvE2B5k1QQ6eu6kVg2bmLqURibBHkSutPYb+/B7wvMo9c8O8l5y7ON0vvACnqAIrddYEs01Q2kNJZCuaGp6Ua57qWHZBONpJm5ZrDz5/VgjceyTZrQYLybKDe6Y+IayB+mcpt4LxULYg3gXocWzNmjptzEvQsuxD+ryZuUzL9j1nzWEWlSsQ3c1ECitzxylftPfU3MlVLy3bU/hXBVqKyuSrG6I+SjEOCBt8RB9j7gshtYuyvVovtfz80ZSteLltL7DThs703kArQHI/KReP/fTJ/TbxT/CtQ5M5wry8zk7ViulNc93obTGnBRiBVNDNkrNkhWprwawmPb1+hyxCoUDUW/C2ThWS9TPytN683SC0tpP6vU3G3+irzf9pLLzJGne0Xxn074Q2eB9CGq8eqWrEtuFoKC9CcB6qQJN5/X6nJXWbnVBVO2Vxj3CsdrrWNEorSG8wm9KorSO5vtK94WyGu/fHIcHzBmmFhP/bIDW3J/w2y5fpJT0dKLtoLS+vk5brb1k5BhlOhjXXUCdlnKWSmsslt49+V/KpsSktDZdRyw+xxiFxtlAGKPgaf2UwR7E9L4TzbVhjEKdAF1MVYXd96dnrZvOE83CanYeo8BoPls/XTxGoRCjTrlu6j+vzxFTZ+1cpR2j2FoV8+1SApHhcAWt96ssmpwW2x7IgdZR9ieUUxJwwynyfpXWGKDql6mSA61d7pcntN6xihBEpCAZFcYvKVSC+jXrbf10IPgOXzdVfC7rE1js4Aatv+j5Nyqa31tpHSS0jgQNkUpr9nWVKADRDUiRnyr5QqEAACAASURBVJi6iGABYNuW7NukYKgkRd722H6210PrPtS+irfSOmho7QZucA+htOY0PNN3Dimt7a2RcNzsD623iYpC9Q0QWh87d1LrP5+YukwVYvy6j2wRLZrYBxudObtWi/2zTc9MNJ+7QWuJNVLWQOvTBCW+FCRP2rJEQWs/1kjpse++QJW50vung9YSa6Qsg9az05TWDcxK631RQmvAh+bZGFrnzZ2b+rcUKq0DgtYJxctpfYeVjd3BVDFIfnT6ewpa+0m9fnH+53Tqt3Pic0l/G362c0JreFoj2wbzPlPLCmjNC4oSkKyU1ptn0A4Fre1VbCjeDdsYyblMfRXt5+7Q+kGqXaqS5+GDhtZuNZGU0rpJj3DBcK+LXLE/hV5b5E9pzfVJ8A4m8c+O9l6Y9tdBa6W0ruettA4aWt9Q50qtvWT/iDHK9N3YwurtTo9S+fylrOxB2EoC15FdFlbxfSOhdf48+ejJFtd7dkNWQWtnYXfTvcIYhWwg9Ldty9Zj1PaVNHLDdPEYFW9oHVZad39W1a4wtRxobeoh/5/nQGtB3yXOmEOfj/5Wbdm0SUPq3+8BKliggPobHpUScBMttEYVeazWscpFcNmBbYJAq+xB0lLkbU50b+Ig+nP9DnRtQmztQT5UntYuSmt4+q1NJFSxljSAm3KFSqgUZduGFwSbc9ke32Z7G3Wh87hedis21+DcFsXIBi1JV8dFQmv2dWXliek80UDr1Qe3KBuY7AKtUYwMXoEmdaGuP/+z7Hv69roXTN1l9blJbQhojUKMUvUzoLXfLBNnATCrLxLjjUNK61Qa1PEh6yOjcA6qfveIcRFaxD4orV/Q+A5PTYPWX1lAa7+xb+S6acovVFr00boDLXbg2Cf1oIs8tNdYYnEJmTaFPQiUQLqiqc6iXKbzAFrD09pPlgnHPmlGi+laov38jklQWncTgZDIc2EsGbz025gXoeXYB4/4phqlNYpyQWV3hwBa7z9zlPCiCRVbgg+lNc4FX234Z2d1Q8xHIcYBhsKLzus0jSXRfK8X0pTWDzTpkekwzoxA03kUtE5o7sseBHUXsOjO2YemcwX5+Zydq+njNVN8CSdQ2BJK6/saZU5lj+aax6csIPiWosCfs9nEaobWO08f9JV6jULpw1ZPJj/jQjTfX7dvOrS+n+qVrmJ1eJXKvkOvCrQ6kGPj7ScOEGKOF7SOrL3idS6G1si8ypfbzqqS69tkF2gNZTWU1rZxmPtz2LVPUbnCsVVaP6CU1npoHTlGmZ4Hhtbw4y9nCa1xbGRRQvGdHaA1xig024z0oMcoQFZdTHUWdjfdK4xR11ZvoZTttu3/0hgFu5VYZwMhpiIrSTdGcZY61wcz9T0Y0LYT+5UIJafFtgdyoLWhP9es20Cfj/mOXvzb01SyRHEa/vlXao8H7gn5WCPdVwJuOEUe/teXV6xrfRex0lupSJkcaO3ScwANJ86fof9pk9lfXBWiWTuVRvc2+0zj8K8opXVJerRZL+v7BJXLJ2uniAG59Qksdsiu0DoSNOihtWwSjxR5+Fp/fG1/i14Jbbr56C7629xPc6C1S8+ZwA3u4QW6GFY0mG5ANH7+zgJgpnMF+Xm2hdbnT9ELmiK0gNajkmaKPPajjX1fb5qj1L850Fr/BIagNSBrZisfLsolzTKZvGUxjU/xl2XCsS8HWuvvUzj2XXmXAhXOBiDQqmJdVYTrt9//IIxhJYrp7bYYWkPFhmJMtg0FwFBTwBaW2J5Hsn22hdYlymuL5QFarz6wRSyu6Ad7kISWvlRsGA/3nDmSA61dHiRAa0DW9695PNMWm47upIFzRyirI1PqNXta7zx1wBe0/mnnGnp3xbgcaO1yn8LQ2qVwoMoIhLiiWlNjyFi5P5leXTSGxl73gvJ7t2mnfj1Ld09+S2W7ZgeldXaF1jfUaastZh05Rpn6nbOB3uncjy7JV9JKaY1j3zX5TXWPcqC1vqexsFpDLQRem2kDFHZfaSEAVGNU9VZ0Q+22ptua6XPYSO4+ffj/xBgVFLTGgq9ujGJoLSnkjo4PQesDii/ktNj2QA60NvQnIHWlSytQ9y6hNCAnxMZEXrKqFy20Rtpe6YJFswW0RqCF0pp9XW0eSSitb6/XgbrGuBCjF7QGSB6+LlFUmTZacIOg98ma7AGt+WVAkhLvvIdBKq0HL/0uDG4iofWxc6eo79TByhu9rkB5Eg205sl5dlFa356mtO5g8HF13ieoDd9Z9r16MYhlM4Gbwcu+U0prSezDdUUDrZWq2wKQx7IfnMf6auMc5UH3b59K61vqXkXdA1BawxP5eR203rKcRiXNoDFxWLADmED/ZAdobQNCnPfYayyJ5tnygtbOVHHTeaKB1hz7sgu0Rr0OeFp3qtbM9LUzfB5SWqePJVY7e2xsin0Aya0q1BFB6wNnjhF8KKFiS/ABrf3Cklj1ReRxAGahtH7Gp9LaTbkezbUCCKBfdf6WULGttpinRgOtYSm09fjebAIE1tAnayb7Ek6ElNaXagFLNPfJG1rvooFzPxUVR2RovevUQV9+oVwMNzsorU/+cpbumfKWeL4b2f9eqsBo7hOPDUO7PkkVimQuQBnKCOxBHQWFGKOB1r9d+J1u/fG1bAOtn50zjJqUr6nqGNi0dKV1fypXOLaFGKG0vqHuldoaKZFjlOl6o4XWuI6rqzbKFtAaYxSabUa6SaRj6kOvz72gtbNGjuk80UBrzGu3/J8Zo2KfDYSY6g6tdxDGRim0HrF2qlJav5oDrU2PtPXnOdDao8vO//ILvTNkODW5rEEYWu/YuZveHTKcnur3AFWrWlmlp0oDJMANlMCtKtgrraH+LZKvoHVqpvUTIdjBNtBGHvI+2IPU60hdq7cQnEm+iZcPKQIRlNaSQjQ446tpSutHfCitoeQAtJaquuXf0H7LqJTWHoUt7a8kfQ8UIwOEZLVhBmh9/hTBQuFfHR6gOoJK4EiRh6f1MB9Ka1bAST1ko/nOkn3h6/pQ057UvkpjyebhbdCfsAeJdfE7E7jBqj2gtU3s8+vnjxh70UfKn1VHCjeGmnj5PhRitLcHQV2Cm+u2izm0HrJqIsFaRwetpyloPZNG9zb7mUYb+xK3LiUU5ZUWvBV2ua/NNh1lEGJW7zlPEKSn9SAXexDbVPHJW2EPstCXnz/HPqmq29cNsNgJSq37LrOH1oh9iA2xLkL76x+/EwqO/cNFaY2sN8zhUITLpLSOFlr7hSUW3S/eFAuVKMRoKrzoPGC4P13sVsQXoNkQPp0oxKiD1iFxxRZxrO43I+QX6if1Gh6WmG/5scyL5vvr9sUc9GPf0Hok1SpZke7VqAKjuU5k4MzaobcH4cwPSeo1oPXo5Jm06/RBX6nXWMSA/Z9E1R3N95Xsy2pi6Xw38phe/Sk5t9s2O04eJPjou0FriCseFNrYrTyQQq8uHK2s6/JaKq1xfbCdgNL6mrQCvdF8r2j3fXbOx/T/2rv/YDuqwg7gJ6ImGH6GFDBQIz/EkohBC4bGBgyCFhwrMIIiWsqYUA3yQyljbW3HKhYctSoWQX6MRgygtrSCFhUBB0yE8kuQpIMiKAqGgtRgYgJMtXMu3ddl3967e+67+9798Xn/JO+9s2fPfs6eu7vft3t2wU67J4fW2ZzWTUwPsuwbn2hNy1H2Yu/8Mapq27PzgU+9enmY3cWd1u+65tNh4Zy9++JpoHiMCgnXJZlNk6F1fBHjHm2mB0l9cvPpY9R+4Ygu7rSOd/+uHZJjVDvPqn290+/jZ+p1D5Q/DZS9I2dFjRe5x3UIrSfSE52XFVp38MlC68MOeVVYsM/8VsliaH3WqsvDsnn1ppFY9p2PhZP3OTK8dIfxj5xWdfF5a74atpi2RTix5rqq6pvI7//t/u+Gux/7SXj/H741uZrTV58X3vDCV4YD56SFc1Ur+vw93wzxJDD6Fr++t25NuOze68I5fzx+Pr2yes+561/CDjO2DcftlfZX9VjXzQ+vbZ1Un7P4lKomN/77e9c/GD5yx2XhE688KWz1nPLHl9s1InpueHJTeNc+nV9gkboRtz3yo3Dh2qvC+Qe9Z9yi65/cGP5y9XnhfS8/Luy+zfMrq77257eHa35+Wzj7gGWVZYsFHn9yY4j74hn7vjnstd2uycv3eoFTbjyntb8t3GleUtXR86L//Ho478D0KVI6rejJ3z4VTrrhU+HdC44O87afO67ohWu/Hn73u9+GE+fXm/c9fvad9JIjwr6z90zavlj4wrVfC/GdAH9Rc13JK0hY4MqfrAp3/fL+rj77zvje+eHwuQeEJXOqH61NaFL4wj3fCnHslH32rV63Jlw+SZ99q9fdHVb+8Npw7oGnpjS/kbL3Pv5Q+Mjtl4aPLXpn2Pa5M5PW0elYklRRoXAcqxesvTJ89qDTx1Wz4alN4d2rzg3vfflbwp7bzKlczXUP3hG+9bNbwtkHpP/xJPvse+/Ljg17btv5hV+VDelBgVNXfTq8aY+Dw6Kdnz7HqvvV6VhSt46ycjFkPenGT7b97PvQrZeEl+6we3jDbtXzSj66eX14300Xhg/s/+dhl5mzk5v14dsuCXvPmhuO2u3A5GV7vcAFa78WpoVpYdm81yVVXeWZVFmh8Mfv/HLYdebvhTftOf6FaKnnqX9z88Wt89LX/v7+yU264v4bwppf/jT87X5vS1621wvctG5NuPRH13Z1DvrR738pzN1qp3DMnq/qabO+8cB/hFW/uDt8aOH4lyfe9/gvwlm3rwwfX/TOsE2Nz+p4PPvZhkfCGfu+KbmNP378wXD27ZeFjy56R9juudUv1EpeQcICG5/aFE5bdW7t89181dEzHm8/+Ir0l1F2auKDGx8NH7jl8+EfFi5rvYy++BXPU4990avDH9X4rP7BY/eHeC0Vz/W3mPasBJmni57y3XPC0XssCYuf3/ll5MkVd7HAmbd9McyfNTccudvipKXjfvrBW1eEsw5YFmbPGO+ZVFmh8Hu/99nw2he8Ihy8y/gnlFKOUY9s+lX465svCn+//wlhzswdkpt05m2XhHnbvzActXuaTfKKaiwQj1HxKzUnqbreqbHqtkWe/kzdMRxTcoz66v2rQhwndbOUeIw6aJcF4TW7pr8T7F/vu7GV2zhGlXdV6xi17u7woZLP1NQs5cv3Xh9+tvGRcPqCY8atbPb2U3vcmci+3A/LCq079EKdO60f/e8N/dCP2kCAAAECBAgQIECAAAECBAgQIECAQJ8ICK0n1hFC6wq/qjmtJ8ZvaQKjLZCfHmS0JWw9gd4LPPHEU+HJ//lt2Pp503tfuRoJjLhA1fQgI85j8wn0VCBOD/LsZz8rzJj+nJ7WqzICBELrpcJxKr6ZWz4XBwECBPpOQGhd0SXFFy/GEDt+LT3+2L7rTA0iMGgCTpIGrce0d5AEhNaD1FvaOmgCQutB6zHtHWQBofUg956297uA67F+7yHtIzDaAkLrGv1/9TXXhxUrn34r7b4L5ofTli8NM6a7c60GnSIEOgo4SbKDEGhOQGjdnK2aCQit7QMEJk9AaD151tY0egKux0avz20xgUESEFoPUm9pK4EhE3CSNGQdanP6SkBo3VfdoTFDJiC0HrIOtTl9LSC07uvu0bgBF3A9NuAdqPkEhlxAaD3kHWzzCPSzgJOkfu4dbRt0AaH1oPeg9vezgNC6n3tH24ZNQGg9bD1qe/pJwPVYP/WGthAgUBQQWtsnCBCYMgEnSVNGb8UjICC0HoFOtolTJiC0njJ6Kx5BAaH1CHa6TZ40Addjk0ZtRQQIdCEgtO4CzSIECPRGwElSbxzVQqBMQGhtvyDQnIDQujlbNRMoCgit7RMEmhNwPdacrZoJEJi4gNB64oZqIECgSwEnSV3CWYxADQGhdQ0kRQh0KSC07hLOYgS6EBBad4FmEQI1BVyP1YRSjACBKREQWk8Ju5USIBAFnCTZDwg0JyC0bs5WzQSE1vYBApMnILSePGtrGj0B12Oj1+e2mMAgCQitB6m3tJXAkAk4SRqyDrU5fSUgtO6r7tCYIRMQWg9Zh9qcvhYQWvd192jcgAu4HhvwDtR8AkMuILQe8g62eQQIECBAgAABAgQIECBAgAABAgQIEBgkAaH1IPWWthIgQIAAAQIECBAgQIAAAQIECBAgQGDIBYTWQ97BNo8AAQIECBAgQIAAAQIECBAgQIAAAQKDJCC0HqTe0lYCBAgQIECAAIFGBO78wZqw4tJ/Dn/3V+8O2227TSPrUCkBAgQIECBAgAABAvUEhjK0/ukDPw9nfvSc8Otfbwj7LpgfTlu+NMyYPr2eSM1SF624LHz7+hvHSh9/3NHhsEOXjH0fL3zO+vi5re/nPH+n0gug2M6Lv3B5eM/JJz7j4ijf/rj8+04/KSzYZ37NlilGYGIC2b5b3Kevvub6sGLlV0Lx5xNZW9U4+tX6x8MHz/5EeOgXD7dWUzYW2o2j4rK9bPdEttmyoyswmWMrU84fi+LPisfEOmMslvnHT18Q3v5nbw5zX7DrWAcaY6O7Lw/Clm9+4onwyc9cFL5/55qw9dZbhfefccoz9t+ybagKravGU36dsf6y40678RTL54+JTZ2/DkLfaePgCBTP4+qOtdQtrBp7jmWposr3s0D+WJK/9onj4Opvf6fn2UYxeyjLLrLrwLJzycwyfh7sMmfnZ2Qi8Xf5ZdvlIv3cH9pGgMDUCgxlaJ2/WG/igz0eSL54+RXhjUe8rhU2Zx/07zrx+Fa4HL//1GcuCqcuX9q6QIof1HfevXbsAJM/sSp+cGe/O/4tb2zVFQ9O/3TBiloXW1O7K1n7sAi0LtpXfiVstdVWY39QyS6yN2zYEA599UHjTka62faqcZSdsC14ybzW+orjqtM4Kls2/iErG6PdtNcyBCYqMFljK9/OePyZs/OOreNJNi5mz5oVlh5/7Nj37cZYp9DPGJvo3mD5yRLoFBIX21AVWncaT1noHP+N46t4PlcVoufPFWMdMXDPxupkWVkPgRSB4vVNXDaOoYfW/VdPzhMdy1J6Q9lhEsifrz362GNjGUJToXVx3Mbwubje/FNI8ffZsS7+mw+ly27kKy6br3uY+s22ECDQjMBIhdb5D9TImf/LZfzw3bRpU9i4aVPSXTmxnuLFe1zPgw+ta120xK9i2JZ1ZdkdosUTwGLdzewGaiXw/wLZCdGL99g9zNhyRuvCI+6XmzdtDvf8+L6QBVzFu1ryd4Vl+/ziRQvDl664qu3TBnn3shAs/yRCu7FQNo7KgofiCZY+JzDZAnXHVmxX/u61/J1rxf049RiRP8Y8/PAjz3jap11dZaGfMTbZe4/1dStQ3H+LYygfAtzzw3uTpgfJj6fNm58Y90RC2XGnbDwVA+4s/DNVSbe9brmmBeoee9rdnZmNnZlbbhlW3XRrq7kpT5Y6ljXdw+qfSoFsfC1ZvChcf+PqcNghrxq7mS1/Q167JwzKsoeqP8rmt7dYtngHdbu6iuXKPifa5SJT6W3dBAj0t8DIhNaxG67+5nXhsNce3JoqJJ7sXHPdDWPTdsQP2ZtvvWPsjuayuwfadWXxYqN4kVJ2MZKF2cXpQcrWK2zr70E0bK3LLuBPOO6Y8LmVXw7x36uu/nZ4/WGHtL7PQutYLn7FOzizffzQgw8cuys63tm8cL+Xjf3xpsqp7CmD4gV72VioG1qnjOmqtvo9gW4E6o6tOBauv2F1OPL1f9JaTf6Ol2LQnHIRktU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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": 104, "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": 104, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data.columns" ] }, { "cell_type": "code", "execution_count": 105, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\AppData\\Local\\Temp\\ipykernel_17932\\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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", "text/html": [ "
" ] }, "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": 106, "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": 106, "metadata": {}, "output_type": "execute_result" } ], "source": [ "s.storage_case_PCM.data[['tsource_ndg', 'tsource_vdg']].idxmin()" ] }, { "cell_type": "code", "execution_count": 107, "metadata": {}, "outputs": [], "source": [ "# s.storage_case_PCM.data.loc['2019-01-04 07:45:00']" ] }, { "cell_type": "code", "execution_count": 108, "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": 108, "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": 109, "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": 110, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "True" ] }, "execution_count": 110, "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": 111, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "True" ] }, "execution_count": 111, "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": 112, "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": 113, "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": 114, "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": 115, "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": 116, "metadata": { "tags": [ "exclude" ] }, "outputs": [], "source": [ "date = s.baseline.data.index[0].strftime('%Y-%m-%d')" ] }, { "cell_type": "code", "execution_count": 117, "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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DyMQLMKYXBGIv2MRf0Ii/qBN7oaTvxQr9Qo2+b5vbSYSz8ReREvbxx4bECzD6hY94OGs4lfS9uOT2xYhc7+HVVSrYj80rY76qeWV6EUO13+++Z34BLx7yGy/jxc/T4b9xX9a3Je5jye3r8/SLcSpY0/db1Z/EtfOZuOWKmOL8nu5eIyjM9UUHt91r3tySCDA3NTf3O91Y/dgQC7IbG+qksT72X0N9nQxsbJCBdXXSEL9dhUjq3yo8UsfU1iS/gZV6rqR+jra2tUlra5u0tnfEPre1SUt7uxy6716y0xe2dTuEwB7f2tZuPL9QPweNoLSz03jxQv/bCE3U7V1dxufOTvW5SzoTx3RJl/F9dW6XcW53V49sbG4S9fxFhYGfNzXJxk3NRo1Vfdva+7+AueUWA41fmAcZAXGplJcZr5wX9EMFyk2bW0QFn82bW1OGmLl0Ss1HFY6rwLxKB+Txf1dVqTcm1+F5pVRXVkplZXksXK/sC9LLK9Rt6utKqayKtWME7vF2q6sr5fr5C6W5tUUeu3NeLt315FzlefNdf5RxY0bLiGFb9muzvLRcamqrZEB1tbHCubamyrj/pvpQ8+ftD1bIio9iwfS7H3wo73+8Ut794CNRq6nVh5pL22092gintxs3RsaNHiVbbzVKth83tt9jgvk6KthWc3ZjU7OsWrtBpLdbmppVoN0iTc3N0tzcYsznpuYWY36o7xmBd0vss76+J3A0ggACCBRYQD32qsfg6ppqqa2qlrq6Gnlk/twC9yJclyO0Dlc9GU2OAvsec7Lxy/Y39t9HamtrZML47WT8NlvL8CGDc2w5f6cTWvfZrlqzTt754ENZ/s778vYHH8pb768wVouYnwCrun5lt11k9513lIk7jZdJO+0g6hc9PnITYHuQ3Pw4O3cBtgfJ3ZAWchfwy/YgG5tU4NlsBJxGgGSsyI2FnupzXxi6STY1q++nD0TdyKhQUf1sVT9n99trT9n7i5PcnF4HnQ1bAAAgAElEQVSQY1euXiufrlknK1evEfXv1evWiwrj1234zHiBWb2QpIJlY4VuV2csVO6IBdHqBTIVOGfzYpMRnparlcnxYLWiXMpVWBoPWisqY7erF27UylTjhYNGFUQ3SKN64aGx3nghQb+woIJF9XVNdVWSG9uD5D6N3lvxkex99DS56Vc/l6MOPSD3BnNo4fXl78hBU0+VL+66k7S3d8rm1jZpaW2RltZ24z6e7kP9pYW6T9ZUV8uAmhpjfr+2/G3jFPUC5vhtxsmY0SNkuzFbybixo2Tr0aNk/LZj04beToaS657W6zZ8boTcG5s3Gy+KqRery0rKpLSsVNQqf+Nz/N9lZWXGbbG/nioz3a5ui32tXkhUx8X+8qnUGHuhP+xebLKu+s/0dazP8T8Zig8g+av4EfrPivQxGb42Wu3XkOU6Nhfq399kVbu/auh3jnU8/TvSr29OnNQx6jFcvXA4oLaqfxuW68YMrGPObGDTuSSE2N98pXexHuHIzdpXmwmdeTx2fcvUVwfj6efYv3P9xujknEyONnPHWh/rIbbWGeakXU1V19raOmIv6Le3y+aWNmlrazOeQ5xx4tRCP9yE6nqE1qEqJ4PJVWDbrx0mk/f6krF6UIWd7674yGhS/dIwYfy2Roi9w7bjjP92+sI2xi8Jn3y6RtasWy+frl1v/NKzeq3697r459ht2awaUL/YqA/9Z/yxf8dWxak/89ffM1Z0qdsTK976FPpWa8ZuS6ysix0d/zr5e8Y19HXjx/RdO96H+AGxzTJMxyfOjbcd74p51ah5TH3n9u+LXnlnHK/Hrq9rrMSLNa6efKpfHN9690PZ3Br7s0X15HzbMVvJVqOGyzZbjZaxW42UcVuNkrGjRsroEUNznSacbyNAaM20KLYAoXWxK8D1lYBfQutcq7F2/Weigm+19UR7R3tSc2pV5647bZ8y9Nnc0irPvviSLFn6d3ny2ReM87+25+6y31e+KPt+9Yuy3dZjcu1eYrWxCu1U+y2tbca2Eam2D3jljeXyl6V/l09WrRb1Arf+UNsPjBw+1NheZcTQLWXYlltKWXlpbLuLeJCsVuXq1buJwNlY4VsuleWxrTDUXxoZK3XL4yF0fLsMY+uM8oqCB2SE1jlPMaOBS665SR59cqk8//Dd/V4Y8OYKzlpR96WTz50tq156JuUJ6v6qQhIVmGxubZXWlnbZ3NYqLS2t0tKm7iOtxv2ku6dbdpuwo3xh3BgZtmX+FuXkGlo7k+EoBNILsKc1MwSB4AsQWge/hozAIwEVLE844Cj5853zZI9ddky0qraQUAH2m2+/L8veekfefPd9I6C2fqigdOiQwTJiiPqlZ7CMGDpEhg4eJMOGDJYhg7cwXuE3/lw+aS/NWCvWvTRjW4vG99pM+n7y8cYvyK3txpYWZfH9T/vaih9r3UMzvm9pYl9P0x6l5r709bPvVef+e37GXpbXrzbqLQb0K5r6eKMt0zhsDdLs9Rk7P3nPUvO2A2UVZbLViOHG6pCtR49k5bRH9wk3zRBau9Hi2HwIEFrnQ5U23QqEJbR2O+50x//7lWXy5N+el6eee0GWv/eBjB01Qvbf+8syqKE+trVIW5u0tbcbW14Y/25rl9aOdmlr7ZCWNhVGtxuf29rUCtPYi9PpPtRWKGp7h9rqaqmqqpLa6ipjj1y18lttdTBqxFAZvuVgGT1ieNptDjJdx8/fJ7T2pjpqq4svf/N4OfE7R8h5Pz7Jm0azaOXWex6U2+5fLP98ZGEWZxfnFELr4rhz1WQBQmtmBALBFyC0Dn4NGYFHAv9b9qYcdsIMefmJRRlXHqg92N585wNj/1S1tYQKptUvScX4YHuQYqhzTasAoTVzotgChNbFrgDXVwKE1unnwQcfr5Knnn1e/vrPf4vaC1rtOVxdXSU1VdVSXVVh7AFZU1klNTVVxnYG1VXqc5WxUtn4urrK2COyqrrCFEqr2yuNN23jIyZAaO3dTLj7ocfkot/eIP946C4ZNbw4f6130dU3GlvfLfrdHO8GlueWCK3zDEzzjgQIrR0xcRACvhYgtPZ1eehcIQUeffKv8qMLLk37p3eF7I/TaxFaO5XiuHwKEFrnU5e2nQgQWjtR4ph8CxBa51uY9p0IEFo7UXJ+zNe/c5LssN04ueU3s52f5OGRJ55zkWwxsFGumX2eh63mtylC6/z60rozAUJrZ04chYCfBQit/Vwd+lZQgXl33SdqNcULD/2hoNfN9WKE1rkKcr4XAoTWXijSRi4ChNa56HGuVwKE1l5J0k4uAoTWuej1P/ef/31Vjjplpjx063Xyld139bZxB60dcOwpcvhBX5ezf/gDB0f74xBCa3/UIeq9ILSO+gxg/GEQILQOQxUZgycCP7viWvngw5Vy/81XedJeoRohtC6UNNdJJ0BozfwotgChdbErwPWVAKE188APAoTW3lfh1PMvlfdWfCRP33ur941naHHcXofK1RedK98+7MCCXzvbCxJaZyvHeV4KEFp7qUlbCBRHgNC6OO5c1YcCx59xvvHO8VdffK4Pe5e6S4TWgSpXaDtLaB3a0gZmYITWgSlVqDtKaB3q8gZmcITW3pfq41VrZM/DjzV+Tzj+W4d5f4EULW5sapId9jtSHpk/V760284Fu26uFyK0zlWQ870QILT2QpE2ECiuAKF1cf25uo8Evnb0NDnm8IPlrJOP91GvMneF0DqzEUfkX4DQOv/GXCG9AKE1M8QPAoTWfqgCfSC0zs8cuPp3d8odix6RF/+0sGBv/Pn68nfkoKmnyn8eu69obwSZjSahdTZqnOO1AKG116K0h0DhBQitC2/OFX0qMGKP/eWmX/1cjjr0AJ/20L5bhNaBKldoO0toHdrSBmZghNaBKVWoO0poHeryBmZwhNb5K9XEg78jR005QH5x9o/zdxFTy0uW/l1OPnd24N4ontC6INODi2QQILRmiiAQfAFC6+DXkBF4ILB2/Wey68Hflj/dcaN8cdedPGixcE0QWhfOmiulFiC0ZnYUW4DQutgV4PpKgNCaeeAHAULr/FXh4SeekR9feLnxxu1bjxmVvwvFW771ngfltvsWyz8fXZj3a3l5AUJrLzVpK1sBQuts5TgPAf8IEFr7pxb0pIgC/33t/+QbJ54uLz+xSIZtObiIPXF/aUJr92ac4b0AobX3prToToDQ2p0XR+dHgNA6P6606k6A0Nqdl9ujD5s2QwYPHCh/uP7Xbk91ffxFV98ob779njzw+2tcn1vMEwiti6nPtbUAoTVzAYHgCxBaB7+GjMADgUeeXCqnXXBZ4P70Tg2d0NqDCUATOQsQWudMSAM5ChBa5wjI6Z4IEFp7wkgjOQoQWucImOF0vc/0fTddJft+eY+8XuzEcy6SQY0Ncu0lP83rdbxunNDaa1Hay0aA0DobNc5BwF8ChNb+qge9KZLAjQvulXseXiLPP3RXkXqQ/WUJrbO340zvBAitvbOkpewECK2zc+MsbwUIrb31pLXsBAits3Nzc9Y5l14lL/z3FXnh4bvdnOb62AOOPUW+ceDX5ZzpP3B9bjFPILQupj7X1gKE1swFBIIvEPnQuq29Xa67ab68/MqyRDUvmHW6TNxlQuLrJU8tlQULFxlfT5o4QWbOmC7VVVXBrz4jSAj89FfXyIefrBK1YiJoH4TWQatYOPtLaB3OugZpVITWQapWePtKaB3e2gZpZITW+a/W6nXrZdIhx8ijt82VPSftnLcLbrvPN+TKC2bKdw47KG/XyEfDhNb5UKVNtwKE1m7FOB4B/wlEPrT+fOMmeeDhx+T7xx5tBNGvvLZMbrxlgVx03pkydsxo4+sF9zwgs88/WwY2Nsj8BfcaVZw+7Tj/VZMeZS0w9Sc/k1HDh8pVF83Kuo1inUhoXSx5rmsWILRmPhRbgNC62BXg+kqA0Jp54AcBQuvCVGGXg46WC39yihx35JS8XHBjU5PssN+R8vCt18uXd98lL9fIV6OE1vmSpV03AoTWbrQ4FgF/CkQ+tLaWRYXYl/7mWpk29TvGamsVUo8aOVymHDTZONQaYvuzrPTKrcDeR02T7x1xiJx50lS3pxb9eELropeADogIoTXToNgChNbFrgDXJ7RmDvhFgNC6MJU46pSZstuEHWX2zB/l5YLL3npXDjzuFPn3n++T0SOG5uUa+WqU0DpfsrTrRoDQ2o0WxyLgTwFCa0tdVnz4sVx/03w5a8Z0GTZsiLF1yMSdd0qE1ubvq5XYfIRDYMQe+8vNv75IvnXI/oEbEKF14EoWyg4TWoeyrIEaFKF1oMoV2s6y0jq0pQ3UwAitC1Ou8y6fI2vWfyYLrr08Lxd8/K//kJNmXRzIN4ontM7LlKBRlwKE1i7BOBwBHwoQWpuKove31iG1/nrKgfsl9ri2htatbR0+LCtdciOwdsMG+fI3p8qDt1wnu03Ywc2pvji2tb1TKivKpay0xBf9oRPRFNjc1iF1Nez1H83q+2PUXd090tXdLdWVFf7oEL2IpEBnV5eIlEhFeVkkx8+g/SHQ0t4h1RUVUspzw7wW5Lb7F8vCxY/JM/fflpfr3HH/Q3LHHx+SZx8M3hvF9/SKtLS1y4DqyrzY0CgCTgRizw17pLqy3MnhHINAXgRqeBzMyZXQOs6nA+ott9gisV+1NcRWh1pD6+aW9pwKwMnFF3h52ZtyzGlny/OPLJQhW2xR/A657EFHR5eUl5dKaWmpyzM5HAHvBNraO6W6irDQO1FacivQ091rhNaV/GLilo7jPRTo6ekRFdaUl/Ez2UNWmnIpoFYXVpaXSQmhtUs5d4c/+8//yA/Pu1jefm6JuxMdHn353N/Lm++8J3fPvdLhGf46jOeG/qpHFHvT3d0j6udyRQWhdRTr75cx19WysCuXWhBai4hdYK1R2dM6l+kVjHMffuIZ+fGFlwfyT++UMNuDBGOehb2XbA8S9gr7f3xsD+L/GkWhh2wPEoUq+3+MbA9SmBp9tGq1fOnw4+TvixfItmO38vyiamuQxvo6ue4XP/O87Xw3yPYg+RamfScCbA/iRIljEPC3QORDa7vV1OaSWd94UYXY6mP6tOP8XVl651jghjvvkfseeUL+8dACx+f46UBCaz9VI7p9IbSObu39MnJCa79UItr9ILSOdv39MnpC68JVQr0vzh1zLpND99vb84uqN2Gcsv8+MuuUEzxvO98NElrnW5j2nQgQWjtR4hgE/C0Q+dBabfdx+VVzpampOalSB07eJxFML3lqqSxYuMj4/qSJE2TmjOlSXcUSf39Pbee9++mvrpGPVn4q9877rfOTfHQkobWPihHhrhBaR7j4Phk6obVPChHxbhBaR3wC+GT4hNaFK8QBx54iRx92gJx+wrGeX3TcXofKb39+jhzzjYM9bzvfDRJa51uY9p0IEFo7UeIYBPwtEPnQ2t/loXeFEDju9J/KViOHG08Kg/hBaB3EqoWvz4TW4atp0EZEaB20ioWzv4TW4axr0EZFaF24iv3ogkulpqrK8y08NjU3y/h9j5CHbr1OvrL7roUbkEdXIrT2CJJmchIgtM6Jj5MR8IUAobUvykAniimw11EnyHFHHipnnDi1mN3I+tqE1lnTcaKHAoTWHmLSVFYChNZZsXGSxwKE1h6D0lxWAoTWWbFlddJVN98hf3vxP/LnO+dldX6qk5a99a6o7UH+9ed7ZasRwzxtuxCNEVoXQplrZBIgtM4kxPcR8L8AobX/a0QP8yyg9qL73RUXy5EHT87zlfLTPKF1flxp1Z0AobU7L472XoDQ2ntTWnQvQGjt3owzvBcgtPbeNFWLDz3+/+TcX10j7z73mKcXffyv/xD1RoyrXnrG03YL1RihdaGkuU46AUJr5gcCwRcgtA5+DRlBDgKr162XSYccI4/dOU9232XHHFoq3qmE1sWz58p9AoTWzIZiCxBaF7sCXF8JEFozD/wgQGhduCq8+uZbcsjxp8nrTz8kgwc1enbh+fc8KLfc84Cx0jqIH4TWQaxa+PpMaB2+mjKi6AkQWkev5ozYJPCfV9+Qb570E3n1yQdlyOBBgbQhtA5k2ULXaULr0JU0cAMitA5cyULZYULrUJY1cIMitC5sydRfbT4yf658abedPbvwxXPmybLl78jiW671rM1CNkRoXUhtrpVKgNCauYFA8AUIrYNfQ0aQg4D6k74ZP/9VYP/0Tg2d0DqHCcCpngkQWntGSUNZChBaZwnHaZ4KEFp7ykljWQoQWmcJl+Vpu0/5rsz60Yly/LcOy7KF/qeprUEa6gbI9b8837M2C9kQoXUhtbkWoTVzAIHwChBah7e2jMyBwNw77pE//ukJ+fviBQ6O9uchhNb+rEvUekVoHbWK+2+8hNb+q0kUe0RoHcWq+2/MhNaFrckxp82Sncd/QS45+zTPLqzehHHK5K/JrFOnedZmIRsitC6kNtcitGYOIBBeAULr8NaWkTkQOO/yOfLJp2vknhuvdHC0Pw8htPZnXaLWK0LrqFXcf+MltPZfTaLYI0LrKFbdf2MmtC5sTS74zfXy8arV8ofrf+3ZhcftdahceeE58t3DD/aszUI2RGhdSG2uRWjNHEAgvAKE1uGtLSNzIHDsjPNk7OiRcuWFZzs42p+HEFr7sy5R6xWhddQq7r/xElr7ryZR7BGhdRSr7r8xE1oXtia33/eQ3Hrfg/LCw3d7cuFNzc0yft8jjP2sv7rHRE/aLHQjhNaFFud6dgLsac28QCD4AoTWwa8hI8hBYK+jTpCp35oiP5l2XA6tFPdUQuvi+nP1mAChNTOh2AKE1sWuANdXAoTWzAM/CBBaF7YKf3vxJVELYVa99IwnF37j7XflgGNPkRf/dI+MGTnckzYL3QihdaHFuR6hNXMAgXAKEFqHs66MyqGAerfv311xsRx58GSHZ/jvMEJr/9Ukij0itI5i1f01ZkJrf9Ujqr0htI5q5f01bkLrwtbj41VrZM/Dj5W/Lbpdtt9m65wv/sTfnpcTz7nIsxA85w5l0QChdRZonOK5ACutPSelQQQKLkBoXXByLugXgU/XrpfdDj1G/rJgnuy2845+6ZbrfhBauybjhDwIEFrnAZUmXQkQWrvi4uA8CRBa5wmWZl0JEFq74vLkYLUQ5rarfymHTd4n5/Zuu3ex/G7hH+Xff74v57aK1QChdbHkua5ZgNCa+YBA8AUIrYNfQ0aQpcC/X1kmR5x8hrz21GLZcouBWbZS/NMIrYtfA3rA9iDMgeILEFoXvwb0gO1BmAP+ECC0LnwdDjzuFDni4Mly5klTc7747Dnz5LU335aHbr0u57aK1QChdbHkuS6hNXMAgXAJEFqHq56MxoXA4seflnN+ebV88MLjLs7y36GE1v6rSRR7xErrKFbdX2MmtPZXPaLaG1ZaR7Xy/ho3oXXh63HaBZdJRXm53HDZBTlf/ORzZ0tdba3MvfT8nNsqVgOE1sWS57qE1swBBMIlQGgdrnoyGhcC19++UB547Cl57sE7XZzlv0MJrf1Xkyj2iNA6ilX315gJrf1Vj6j2htA6qpX317gJrQtfj6t/d6c888K/5C8Lbsr54gdNPVUO+fpecu5pJ+bcVrEaILQuljzXJbRmDiAQLgFC63DVk9G4EDj3sqtl1Zp1svCG37g4y3+HElr7ryZR7BGhdRSr7q8xE1r7qx5R7Q2hdVQr769xE1oXvh4PP/GMzLp8jrz73GM5X3yH/Y6UX86aId/75iE5t1WsBgitiyXPdQmtmQMIhEuA0Dpc9WQ0LgS+9+PzZOsxI+XKC852cZb/DiW09l9NotgjQusoVt1fYya09lc9otobQuuoVt5f4ya0Lnw9Xlv+thw89Ufy6pMPypDBg7LuQGtbu2yz9xR58JZrZK89JmXdTrFPJLQudgW4vhLgjRiZBwgEX4DQOvg1ZARZCnz1qB/I94/6hpx+wrFZtuCP0wit/VGHqPeC0DrqM6D44ye0Ln4N6AFvxMgc8IcAoXVx6jBij/1l8S3Xylf3mJh1B954+1054NhT5J+PLpSxo0Zk3U6xTyS0LnYFuD6hNXMAgXAIEFqb6jh/wb0yauRwmXLQ5KTqLnlqqSxYuMi4bdLECTJzxnSprqoKxwyI8CjUE8vfXzFbjjh4v0ArEFoHunyh6TyhdWhKGdiBEFoHtnSh6jgrrUNVzsAOhtC6OKXb47DvyczpP5AfHH141h144m/Py4nnXCSrXnom6zb8cCKhtR+qQB9Yac0cQCD4AoTWImIOpacdf0xSaP3Ka8tkwT0PyOzzz5aBjQ2igm31MX3accGvfoRHoPay3n3Kd+Uvd90ku03YIdAShNaBLl9oOk9oHZpSBnYghNaBLV2oOk5oHapyBnYwhNbFKZ3aenD8dlvLpbNOz7oDt927WG6++4/yn8fuy7oNP5xIaO2HKtAHQmvmAALBFyC0NtXQbqW19TZriB38KRDNEfz75dfliB+eKa8//ZAMHtQYaARC60CXLzSdJ7QOTSkDOxBC68CWLlQdJ7QOVTkDOxhC6+KU7sIr58qKj1fm9Cbvs+fMk1fffEsevvX64gzCo6sSWnsESTM5CRBa58THyQj4QoDQOk1o3dbeLtfdNF8m7rxTYvX1ig8/lutvmi9nzZguY8eM9kUR6YR7gcVLnpZzLr1aPnjhcfcn++wMQmufFSSi3SG0jmjhfTRsQmsfFSPCXSG0jnDxfTR0QuviFOP2+x+WWxYuMvajzvbj5HNny4CaGrnhsguybcIX5xFa+6IMke8EoXXkpwAAIRAgtHYQWk85cD+ZuMsE40hraP35ppYQTIPoDeF3d98vf376r/LnO28O/OC7unulrLRESkoCPxQGEGCBzu4eqSgrDfAI6HrQBXp6RXp7eqWsjAfDoNcy0P0vEenp7pXSUuZhoOsY8M53dfdIWWkpzw0LXMfnX3pZfnjuRfJ/S/+c9ZWPPuVMmfzVL8kZJ38/6zb8cGJpaam0d3bx3NAPxYhwH3huGOHi+2joAxtqfdSb4HWF0NpBaJ1upXVXV0/wqk6P5bxfXS2r162Xu669IvAaalVXdVW5lJWVBX4sDCC4AhubWqSxnh/Iwa1g8Hve1dVt/II8oIY3Sg5+NYM7gra2TikpK5GqivLgDoKeB16gqaVNBlRVSikvJhe0litXr5EvHzFVnr5nvozfduusrr3zgd+S2WedJt/95qFZne+Xk3qlV5qa26ShrsYvXaIfERTo7OqSzq5uqa3muWEEy++bIZeXs7Arl2IQWqcJrdW32NM6l+nl33O/++NzZZuxo+U358/0bycd9oztQRxCcVheBdgeJK+8NO5AgO1BHCBxSN4F2B4k78RcwIEA24M4QMrTISP22F9uvfISOfzAfV1fobWtXbbZe4o88PtrZO8vTnJ9vp9OYHsQP1Ujun1he5Do1p6Rh0eA0DpDaG1940UVYquP6dOOC88siOBIvvqt78sPjv6mzDjhe4EfPaF14EsYigEQWoeijIEeBKF1oMsXms4TWoemlIEeCKF18cp30NRT5RsHfF1m/tD99h7/9857sv/3pssLjyyUrUePKN4gPLgyobUHiDSRswChdc6ENIBA0QUIrUVkyVNLZcHCRYli1NfXyUXnnZl4o0Xz9ydNnCAzZ0yX6ir+xKToszeHDqhVELf8ZrZ886D9cmjFH6cSWvujDlHvBaF11GdA8cdPaF38GtADEUJrZoEfBAiti1eFH194ubGn/bzLf+66E08++7xMO/siWfXSM67P9dsJhNZ+q0g0+0NoHc26M+pwCRBah6uejMaBwMrVa2WPw74nS/5ws0zaabyDM/x9CKG1v+sTld4RWkel0v4dJ6G1f2sTpZ4RWkep2v4dK6F18Woz55YF8tSz/5TH73b/Zu+33/eQzLvrPnnpL/cXbwAeXZnQ2iNImslJgNA6Jz5ORsAXAoTWvigDnSikwL/+97ocOf1MWfb/HpItBjYW8tJ5uRahdV5YadSlAKG1SzAO91yA0NpzUhrMQoDQOgs0TvFcgNDac1LHDT7y5FI557Kr5d3nHnN8jj7wkmtukpffeFMemT/X9bl+O4HQ2m8ViWZ/CK2jWXdGHS4BQutw1ZPROBB48C9Py6zLrpYPXnjcwdH+P4TQ2v81ikIPCa2jUGV/j5HQ2t/1iUrvCK2jUml/j5PQunj1eX35O6L2tf7f44tk+JDBrjpy8rmXSG1Nldx42YWuzvPjwYTWfqxK9PpEaB29mjPi8AkQWoevpowog8C1t/1BHn58qfxt0e2hsCK0DkUZAz8IQuvAlzDwAyC0DnwJQzEAQutQlDHwgyC0Lm4J1XvnPPD7a2TvL05y1ZGDp/5IDvzaV+SnM05ydZ4fDya09mNVotcnQuvo1ZwRh0+A0Dp8NWVEGQTOufQqWbNug9w994pQWBFah6KMgR8EoXXgSxj4ARBaB76EoRgAoXUoyhj4QRBaF7eEX/zGsXLGiVNl2jFHuOrIjpOPlNkzT5Pjjpzi6jw/Hkxo7ceqRK9PhNbRqzkjDp8AoXX4asqIMggcc9os2W7rMXLF+WeFworQOhRlDPwgCK0DX8LAD4DQOvAlDMUACK1DUcbAD4LQurglPHbGebLtuDHyq/POcNyR1rZ22WbvKbLod3Pka3vu5vg8vx5IaO3XykSrX4TW0ao3ow2nAKF1OOvKqNIIfOXI42Xad46QH//ge6FwIrQORRkDPwhC68CXMPADILQOfAlDMQBC61CUMfCDILQubgl//tu58t6Kj+Xeeb913JH/e+c92f970+WFh++Wrbca6fg8vx5IaO3XykSrX4TW0ao3ow2nAKF1OOvKqNIIqH3mbr3yEjn8wH1D4URoHYoyBn4QhNaBL2HgB0BoHfgShmIAhNahKGPgB0FoXdwS3rnoEZm34F7595/vc9yRJ599XqadfZGseukZx+f4+UBCaz9XJzp9I7SOTq0ZaXgFCK3DW1tGZiyOp3kAACAASURBVCPwyadrRO0z9/jdN8vEHceHwojQOhRlDPwgCK0DX8LAD4DQOvAlDMUACK1DUcbAD4LQurglfO5f/5Xv/vhcVwH07fc9JDcuuFf+u+SPxe28R1cntPYIkmZyEiC0zomPkxHwhQChtS/KQCcKJfDif1+Tb51ylrzxzMMyqLGhUJfN63UIrfPKS+MOBQitHUJxWN4ECK3zRkvDLgQIrV1gcWjeBAit80brqOFVa9bJ7lO+K0/fe6tM2H5bR+dccs1N8r9lb8qjt811dLzfDyK09nuFotE/Quto1JlRhluA0Drc9WV0FoEH/vKUnHvZHPnghcdDY0NoHZpSBnoghNaBLl8oOk9oHYoyBn4QhNaBL2EoBkBoXfwyqu0If3/FbDni4P0cdebkcy+RmupKmXf5zx0d7/eDCK39XqFo9I/QOhp1ZpThFiC0Dnd9GZ1F4Jr5f5BHn1gqf110e2hsCK1DU8pAD4TQOtDlC0XnCa1DUcbAD4LQOvAlDMUACK2LX8aDp/5IDpm8t8w65QRHnVHHH/C1L8vPZpzs6Hi/H0Ro7fcKRaN/hNbRqDOjDLcAoXW468voLAJn//K3sm7D5/KH638dGhtC69CUMtADIbQOdPlC0XlC61CUMfCDILQOfAlDMQBC6+KXccaFv5Je6ZWbf32Ro87sOPlIuXjmaTL1yCmOjvf7QYTWfq9QNPpHaB2NOjPKcAsQWoe7vozOIvCdH50j22+ztfz6Z2eGxobQOjSlDPRACK0DXb5QdJ7QOhRlDPwgCK0DX8JQDIDQuvhlnHPrXfLE0n/Ik/f8PmNnWtvaZZu9p8gfb75a9vnS7hmPD8IBhNZBqFL4+0hoHf4aM8LwCxBah7/GjNAk8JUjjpcTjzlSTvvBd0PjQmgdmlIGeiCE1oEuXyg6T2gdijIGfhCE1oEvYSgGQGhd/DI++uRf5UcXXCqrXnomY2fefPd9mfzdH8oLD/1Bth4zKuPxQTiA0DoIVQp/Hwmtw19jRhh+AULr8NeYEZoE1Jui3HrlJXL4gfuGxoXQOjSlDPRACK0DXb5QdJ7QOhRlDPwgCK0DX8JQDIDQuvhlXPbWu3LgcafIS3+5X0YOG5K2Q08994KcMPPnjgLu4o/MWQ8IrZ05cVR+BQit8+tL6wgUQoDQuhDKXMMXAitXr5U9DvuePH73zTJxx/G+6JMXnSC09kKRNnIVILTOVZDzcxUgtM5VkPO9ECC09kKRNnIVILTOVdCb89Vimftvvkq+/qU90jZ4+/0Pyw13LJT/Pb7Imwv7oBVCax8UgS4IoTWTAIHgCxBaB7+GjMChwL/+97ocOf1M+b+lD8vAhgaHZ/n/MEJr/9coCj0ktI5Clf09RkJrf9cnKr0jtI5Kpf09TkJrf9Rnz8OPlRknHCsnffdbaTv0i2tvlv++/n/y6G1z/dFxD3pBaO0BIk3kLEBonTMhDSBQdAFCawclWPLUUlmwMPbK96SJE2TmjOlSXVXl4EwO8ZPAg395WmZddrV88MLjfupWzn0htM6ZkAY8ECC09gCRJnISILTOiY+TPRIgtPYIkmZyEiC0zonPs5OPO/2nMm7M6IxvAP/D8y6R6qpKmXf5zz27drEbIrQudgW4vhIgtGYeIBB8AULrDDV85bVlsuCeB2T2+WfLwMYGmb/gXuOM6dOOC371IzaCa2/7g/zpyb/JM/fPD9XICa1DVc7ADobQOrClC03HCa1DU8pAD4TQOtDlC03nCa39UcqfX3WDvP3eCvnjzVen7dAhx58mB+z9ZfnpjJP80XEPekFo7QEiTeQsQGidMyENIFB0AULrDCVQIfWokcNlykGTjSOtIXbRK0gHHAucc+lVsv6zjbLg2ssdnxOEAwmtg1Cl8PeR0Dr8Nfb7CAmt/V6haPSP0Doadfb7KAmt/VGhBYselbl3LDTejDHdx46Tj5TZM0+T446c4o+Oe9ALQmsPEGkiZwFC65wJaQCBogsQWqcpQVt7u1x303yZuPNOidB6xYcfy/U3zZezZkyXsWNGyzPP/7voRaQDzgSunDdfdttlJ5l91o+dnRCQo9o6OqWivEzKSksD0mO6GUaBlrYOqa2uDOPQGFNABLq7e6Sru1uqKisC0mO6GUaBjs4uKSktkYqysjAOjzEFRKC1o1OqysultLQkID0OZzeff+ll+cFZ58uCa6+Q8nL75+mdnd1y4jkXyt1zr5Sv7j4xNBC9vb2i5mFtFc8NQ1PUAA6kq7tHunt6pKqiPIC9p8thEait4XEwl1oSWjsIraccuJ9M3GWCcaQ1tFbvCs1HcAR+NmO6fP/oI4LTYXqKAAIIIIAAAggggAACgRNYvW69HHissy0/lvzhFhk9YnjgxkiHEUAAAQTSC2w5qA6iHAQIrR2E1ulWWre0duTAz6kI5C7ASuvcDWkhdwFWWuduSAu5CbDSOjc/zvZGgJXW3jjSSm4CrLTOzY+zcxdgpXXuhrSQuwArrXM3pIXcBVhpnZshoXUGP/a0zm2CcXb+BdjTOv/GXCGzAHtaZzbiiPwKsKd1fn1p3ZkAe1o7c+Ko/Aqwp3V+fWk9swB7Wmc24oj8C7Cndf6NuQIC+RYgtM4gbH3jRRViq4/p047Ld21oHwFHAoTWjpg4KM8ChNZ5Bqb5jAKE1hmJOKAAAoTWBUDmEhkFCK0zEnFAngUIrfMMTPOOBAitHTFxEAK+FiC0dlCeJU8tlQULFxlHTpo4QWbOmC7VVVUOzuQQBPIv0N7eKRUVZVLKGzHmH5srpBRQWyXxp09MkGIKdHf3Smd3t1RX8mY7xaxD1K/dqd6IsaREyst5I8aoz4Vijl9tHVfJGzEWswSRv3Zvr0hre6fUVvPmyJGfDEUEYHuQIuJzaQQ8EiC09giSZhBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQRyFyC0zt2QFhBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQ8EiC09giSZhBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQRyFyC0zt2QFhBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQ8Eoh0aN3W3i7X3TRfXn5lmcE57fhjZMpBkxO0n2/cJJf+5lpZuWq1cdsFs06XibtMSEuf6Rze1NGjmRuiZtLNGev3Ro4YJrPPP1sGNjakFXjltWVyxZx5xjHWczLN+xDRMhQXAunmjGpmxYcfy+VXzZWmpmapr6+Ti847U8aOGZ32Cuke7zI9VrroOoeGSCDdnDHPQac/kzM93mWa9yGiZSguBdRc/GTlpzJ92nGJM61z0OnP5EyPdzw3dFmcCB0+f8G9Mmrk8KTfT6zz0O65nh0Rzw0jNHE8HKp6/Lrmhlvkhyccm/S8z/q4duDkfZIeL1N1geeGHhYnAk2ZH7fUcCdNnCAzZ0yX6qqqpNHbPVam4uG5YQQmDkMMlUCkQ2v14KY+1C8k+gfvtKnfMYJp/WA2ceedjCeK6gni9TfNl7NmTE8Z1GQ6Rz3oLrjngUToaL5+qGYVg3Es4GTOrPx0TeKXFfVE75XX37D9Ya0vap2r1nPSzXvHHefAUAlkmjNOHv+sIOke7zLN+1DhMhjHAunmjPVntDr2xlsWZHzxJN3jXaZ577jjHBgqAfMvyNYQRn3P/DNZza91Gzak/Zmc6fGO54ahmj6eDcYc7FkX1WTzMznT4x3PDT0rXWgaMgd71sUK1sc169epEHhuGJrpUbCBqMfCkcOHJuUzW26xReIFknSPlak6yXPDgpWPCyHgiUBkQ2u7V43ND2Dqyd1td90n55xxqrGq1e6HsfWXlUznWF8BtP7g9qSiNBIogUxzJlMQqIOcg/b/elKwbV4dZv5FpbGxod9qCV48CdSUyUtnrSsKzXNm2LAhxl+kTDlwv5R/aaJXff3k1GmJY9I93m3cuCnj42teBkqjvhZIN2de+NdLSS/Y2f1MVvP4qWeeTbwwnOnnfLp5n+mvCHwNSec8EbBbaZ3pZ7L6Ps8NPeGnkbhAqpXW6RbS8NyQ6eOlgN3PUusLyfqxT33Wf53Cc0Mvq0BbWiDVAq5UK615bsjcQSD4ApENre1WKZgfBJe/9U7Sqmi7H8bWX0zsQmgdCH7/2KON4Eev3FbtZbNSIvhTjhGYBdLNGfOfJOtzrHPO7hcTawhtfmI5sLGx318MOFm9TdXCLZBuzowds1XSNklKwvqnedZfTOwCRfPj3ecbN2Z8fA23OKOzCmSaM28sf7vfX5lY5631F5NMP+fvvm+x0Q39WGv3SziViq6Ak9Da7ucnzw2jO2fyMXIn24NYt6nhuWE+KhHdNlNtD6JXuKrtM9VzResWIjw3jO6cyefIUy22chpa89wwn9WhbQTyIxDp0Nq8klrxWkPrJU//NelPPjOtSFUBZKpzdGhtXq1IaJ2fSR2kVtPNGXNorZ8YOtk/0/pD2xpap5v31v3BgmRJX7MXcDNndLho/tO8VAFkqsc7FVq7fXzNfnScGQQBPa9SzRk1BuvKwkw/k61/yWL9Oa9Ca/NesYTWQZgphetjptDa6XM4nhsWrmZhvJKTfVqdbFPj5ue89bGS54ZhnFnOx5QqtNaPgaoltW1Spj2tM/2c57mh85pE9ch0f6Xu5LFSufHcMKqzh3EHWSDSobX1F2C3K62thWeldZDvCsXpu9uV1k62lGGldXFqGeSrZpoz1hc6Ms3DTKtmWWkd5NmSn75nmjNquw7zvoW6F9a9Xs29YzVNfmoVlVbThdZ2f/aeyoXnhlGZMfkZp5Mgxi6EsfYm08/5dL8TEVrnp7ZBaTXV9iDmldVuFjSk+qtjnhsGZUYUp5+Z3svEyWOlDq3TPd7xV3jFqS9XRSCdQGRD60x7Xbrda9julTvrL+Hsac2d0Srgdp6lWu1gbjfdPq3sac0ctBNwO2fsVg7a/YJsXsVqDm7Y05p5aCfg5mek+vl66x0L5YjDDk755siZfs6zpzXzMJ1AqtDaTWDNc0PmWK4CToIYJ6G125/zmf6SJddxcX5wBOx+lmZarZrqhQ7e7yQ4dfdTTzMF1qqvTh4r1XE8N/RTZekLAs4EIhta6wc39Vltw2D9s+BM7/auzze/a3ymc3iHeGeTMkpHZZoz5ndMVi52byZx6W+uFfMbMfIO8VGaQd6M1cmc0Y916op2+/NfftVcMb8RI+8Q701totSKm5+RdoGK9fEx08/5TPM+SvaMtb+AXWjtZEsQ61YNmX7Ou5n31Cl6AnZBzN+ee0G2HrtV4gW7VKuoeW4YvfmSjxGneyNGPcfsVlrbvcDHc8N8VCjcbWb66049eqd7WvPcMNzzhdGFUyDSobX+AfvyK8uM6lr/zFgH2StXrTa+r95oYuIuExIzwW4PuUznmP+82fpmZuGcYowqk0C6OaOf8DU1NRvNOHmzHXWc+gF/xZx5tudkmveZ+sv3wyngZs5Y9y1MtfIw3eNdpsfKcCozqkwC6eaM+pn79NLnbH9eqxvtQutMj3fp5n2mvvL9cAqY54QeoX7+Z7dFjfX5Ic8NwzkvCj0q61yrr6+Ti8470wiqrXPU+vuE3Rsx8tyw0BUM/vWsPz/ViMxzzfo7Cs8Ng19zP47A/NxP98/8eJjusZLnhn6sKH1CwL1ApENr91ycgQACCCCAAAIIIIAAAggggAACCCCAAAIIIJBPAULrfOrSNgIIIIAAAggggAACCCCAAAIIIIAAAggggIArAUJrV1wcjAACCCCAAAIIIIAAAggggAACCCCAAAIIIJBPAULrfOrSNgIIIIAAAggggAACCCCAAAIIIIAAAggggIArAUJrV1wcjAACCCCAAAIIIIAAAggggAACCCCAAAIIIJBPAULrfOrSNgIIIIAAAggggAACCCCAAAIIIIAAAggggIArgUCG1is+/Fguv2quNDU1y6SJE2TmjOlSXVXlauBOD17y1FL5ZOWnMn3acU5PMY6bv+BeeXrpc4lzph1/jEw5aHLi6883bpJLf3OtrFy12rjtglmny8RdJiRdQ43ztrvuk3POOFUGNjakPNfatquOcjACCCCAAAIIIIAAAggggAACCCCAAAIIIOAjgUCG1trvldeWyZKn/5qX0Fq1fcWcecalDpy8j6vQuq29Xe6+b7F851vfMMJmHbL/5NRpRjCtvn/dTfNl4s47GUG2+v71N82Xs2ZMl7FjRos50B45YpjMPv/sRGhtd64K8HXbPppbdAUBBBBAAAEEEEAAAQQQQAABBBBAAAEEEHAtEKrQ2ry6ub6+Ti4678ykEHifr35J/vLUUlcrtLNdaW2uhF3QbF5Bbf2+PtdupbUK0xfc80BSkK3GrT7crgZ3PVs4AQEEEEAAAQQQQAABBBBAAAEEEEAAAQQQyLNAaELrtrZ2Wfrs83LUNw81yFSQu27DBmMVtvqe2opj6NAtja/Vh3mlczpjL0JrvXJ62tTvGCutnQbPTkNr1cdXXn8jLyvO8zz/aB4BBBBAAAEEEEAAAQQQQAABBBBAAAEEEEgSCE1obd3T2hwMqxGr0FqHxjrUHjVyeNI+03Zzw4vQ2roS2m5bE7vV0nahtTUAV30mtOZejQACCCCAAAIIIIAAAggggAACCCCAAAJhEQhVaG3eh1oVSO8HXczQ2rziWwfruay0VmOxjlPd5nbf7bBMYMaBAAIIIIAAAggggAACCCCAAAIIIIAAAuESCE1ovfytd+TGWxYk9rH2w0pru8BaTR/rCmo3e1rbTT91nT1339XYeoQPBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAgyAKBDq3NW2pYVy+rLTOeeuZZ4w0L1YfX24NkevPDdN+3e2PG62+aL2fNmG68caT+sNsexDrZ2BokyHc/+o4AAggggAACCCCAAAIIIIAAAggggAACVoHAhdbmrTH09h8DGxtEB8Evv7LMGOMXth0nm1tasg6t7bbguGDW6cZqZrt9pc2w+vsrV61O8p40cULizRKtx+i21Ql255u3/1BB9YKFi4y22RaEOzUCCCCAAAIIIIAAAggggAACCCCAAAIIhEkgcKG1H/DVCuhH//KknHLS8WJ9A0g/9I8+IIAAAggggAACCCCAAAIIIIAAAggggAACQRUgtM6icmqls/qYctDkLM7mFAQQQAABBBBAAAEEEEAAAQQQQAABBBBAAIFUAoTWzA0EEEAAAQQQQAABBBBAAAEEEEAAAQQQQAAB3wgQWvumFHQEAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAgNCaOYAAAggggAACCCCAAAIIIIAAAggggAACCCDgGwFCa9+Ugo4ggAACCCCAAAIIIIAAAggggAACCCCAAAIIEFozBxBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQR8I0Bo7ZtS0BEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABQmvmAAIIIIAAAggggAACCCCAAAIIIIAAAggggIBvBAitfVMKOoIAAggggAACCCCAgD8FPtvYJGdfcqPRuWt/+RMZ1FhflI6+9+EqOeviuTJpp23lwrNOkJrqyqL0g4sigAACCCCAAAII5FeA0Dq/vrSOAAIIIIAAAggUXODRJ/4ut97zmFx/2ZmyzZgRSdfX4ePRU/aRIw75mud906HiL2adKHvsOt7z9sPYYL5rYjZTc2PxkudcB8833P6grFn7WVJQrGut2reba/r7n65ZL7+7cpYxH156dbmc9rM5ia913/SxB+/7RTnj5G8nutza1iG/vv4u42sdUutjT5n6jbzM4TDOMcaEAAIIIIAAAggETYDQOmgVo78IIIAAAggggEAGAULrYE0Rv4fWmYJmFUqfcMwhSWGzqoCah5ddFwucdWidaqz6Gofu96WkYDzV8dmG78GaGfQWAQQQQAABBBCIrgChdXRrz8gRQAABBBBAIKQChNbBKqyfQ2u7lc5a17w6+sm//SdptbUe0x67bi93LXoiEVqnak+t5H7pleVG07NnnZT4C4FUK/cLaRas2URvEUAAAQQQQACBcAgQWoejjowCAQQQQAABBBBICGQTWusQcNny9412hg8dnBRC6rDx8b/+K0n64pknJLZoMG8HYT5IrbLdZuxIY09ktS3Jik9WG0Gm3XVShZRqJe4v5tyZ6JM5tDS3N2H8OGPri882Nht7H6tVwOrDuhJYX+f806fK40tfFD0ufb6TPZv16mA9VusqYSdjGdRYZ7hod92WdtXbchw6+csy85IbEqxmd12boUMGJa12tga75pXPuqFM40233YvVcM9JOyTmgl4J/f1vHyQX/PqWpO1ArKukdf/33WuS3P3gU3LGyUcntpZJt6LabssSHgYQQAABBBBAAAEEwiFAaB2OOjIKBBBAAAEEEEAg69Dabo9ga/CtgsX59/xJvv/tgxNvwmd3XqaVsSqc1VtFqA4bK2xffSuxx7KToFft020O2XV75mDdHMbatWm3H3O6VcXW6WXnk2rvZev+3ukCeOs+48pHBfzm0N26XYfT0FqNwe22Gta+mh3Mrp+sWpvYK7u6qsrYh1qF2KNGDOm3h7W1/6qdS+fcYaywfuzp541L6H2t0wXT6frGwwECCCCAAAIIIIBAsAUIrYNdP3qPAAIIIIAAAgj0E7BbUWs9SK/UTRV46tvNq2etbdidmym0tr4BpHU1sNvQ2tqeXSjrpp9O3kgy1dYUXo9Fh/rWN0C03q6+ViFxppXW2YTWyvPfL7+ZtM+0ngdmK/NKehVU33D7YuOFiPdWrOwXWludVPj88JLnjGs89bd/Ja7X1t6eWJ1v96ah5rDb+oajPCwggAACCCCAAAIIBFuA0DrY9aP3CCCAAAIIIICAbWh96z2PJW3voQ9yGqzqYFR91qte9W16aw/dpnlbDLehtTVQLnZo7WSv5FQrfL0eS7rQ2hzO65XNxQyt99h1vLGKWwXcAwbUyoDaKmPe2L2Jo3VFuwqq1RYv6nhzEK3Gr7Z4sa5Ut85l83YiPBwggAACCCCAAAIIhEOA0DocdWQUCCCAAAIIIIBAQsDNntap9qG2BtKr1qw3AsTBgxoSW3nYbacR5dDaGjJrs1y3B7Fbae3H0NpuyxW70Fo56f7/5sJTZd4dDxlbiajV1PpFAxVEm7ccsdtj3HysCs35QAABBBBAAAEEEAiPAKF1eGrJSBBAAAEEEEAAAUMgm9A61WpWTWrde1rdTmh9ppi3pYj6Smsd2qvPenV+qtBar6g+44fflrseeELOmn5MwlLNNf1hF9jr77E9CA94CCCAAAIIIIBAeAUIrcNbW0aGAAIIIIAAAhEVcBNap9rT2kpn94Z4XoTW1pXZqbbncPrmhbnuae3kzf2c7mmd61h0CGwNbu1qZlcfu+tn80aMen9q62pnJ/t/pwqtdd8a6gfIpqbNidX7+kWX//eP/xpT8IC9dzdWYNt9OKlVRB8CGDYCCCCAAAIIIBB4AULrwJeQASCAAAIIIIAAAskCbkJrdaYOFvWbM+rW1O1qiwYVGtoFhCooVftbm/e01mHkHrtun7QXtl2Aahd6292m+zd86ODEPt2pAuFcQutUfbebX1bjXMZid66+pl0YbVdf6216LMuWvy/muqYKkVPdh9IF07mE1jqQV/PnhGMOSZor5i1rfnflLEm19YedDY8FCCCAAAIIIIAAAuEQILQORx0ZBQIIIIAAAgggkBBwG1qrE80hp27IHBKr21S7l113V+I61/3yDHl86YvG1xeedYLUVFca/7buk62Cx23GjpSzL7lRVIhq/rAGlnZ9Ucfs9cWd5Rdz7vQ8tP50zfqk/liD+3TTSgfA+hhzeK9vs7rajcVuzLof+oUBcz8mjB+XtDJZf898rDrmklknyS/n3CFHT9knabWyuY6p2tJtpgvUcw2tdT+s5tpM9eHaX/5E0u1nbR0bDwMIIIAAAggggAAC4RAgtA5HHRkFAggggAACCCDga4FUK6OL1WkngWux+ma+rh9WE7tdnV0IN7fbnBSiT1wDAQQQQAABBBBAwDsBQmvvLGkJAQQQQAABBBBAIIUAoXV2U8MPobXquV/6ofqiX3A4Zeo3Uu53nZ02ZyGAAAIIIIAAAgj4RYDQ2i+VoB8IIIAAAggggECIBQitsyuuX8JiJ1t2ZDdCd2fpwHrSTtsmbUnjrhWORgABBBBAAAEEEPC7AKG13ytE/xBAAAEEEEAAAQQQQAABBBBAAAEEEEAAgQgJEFpHqNgMNZwC7e2dUlFRJqWlpeEcIKMKhEBLa4fU1sTegI0PBIoh0N3dK53d3VJdWV6My3NNBAyBzs4uKSkpkfLyMkQQKJpAW0enVJaXS2lpSdH6wIWjLdDbK9La3im11RXRhmD0RRXo6u6R7p4eqarguWFRC8HFEchBgNA6BzxORcAPAhubWo2wsIJfkP1Qjsj2Yd1nzbLloLrIjp+BF1+go6Nb2jo6pKGupvidoQeRFdjc0i6lZaVSU0VQE9lJ4IOBf9bUIg011VJWzoIGH5Qjkl3o6ekVNQ8HNw6I5PgZtD8E2ju6pKOzS+oHVPujQ/QCAQRcCxBauybjBAT8JUBo7a96RLU3hNZRrbx/xk1o7Z9aRLknhNZRrr5/xk5o7Z9aRLUnhNZRrby/xk1o7a960BsEshEgtM5GjXMQ8JEAobWPihHhrhBaR7j4Phk6obVPChHxbhBaR3wC+GT4hNY+KUSEu0FoHeHi+2johNY+KgZdQSBLAULrLOE4DQG/CBBae1OJpo5W+WjTGumRXimJ/6+0pETE+L8SY49StTNk7HOJqO8lvjbdpnpTGj9f4rerc4y21Pdsb1Pf0W3Grx4/vqos85+Yd3R3Sa/6X6/x/6XH+NwjPb0xG+PrXnVL/HP869g5PbHbzd8TiR0fb884plf6rhFva0zDUGmorDWu4UVo3d7dabRljKMkPh7juj3S21vS18fEWOPHJvoZ66PosSbG1b/vaq/FPrN4O8a5Ma/4Vfv8tI9uETKgoAAAIABJREFU3zgmbhv/XqLvpv4pW6Mti5+6NXGdeFu6fsmfxahPrA1d477+GsfGzzfmpnl+xSZvbM719n2vb+6qmWpM6vj8jM9B09w25nL8PmAcrY6N3x9ip5rmren6ffM8dv/R9ws9z2P3DdU31UasH0Zb+hqJccTOz3ifKimRro4e6ejqlIYBtVJSou7HpbFxqf8zjb+yjH0NvXnU9Ecr+vFP3/90r9RjSOwure4j8ccG49+x+Wg8VujHG/114jjj1MR9K3afjJ8Vf1zVt6jGY/+Ltan29y8pKzH2Vo/dNePf020k2urrm/mY2L/jfTRd1zyWWO/0/xfZunGYDKjgT5/9MSP90Yv/rXxPysrE2KomXx+lUioVZaVSXlou5aVlUpH4XGZ8rf5z8hwmH/1r7WqXzp5uUY8PXT3d0tnTFfuvu9v4OnH/TXHxz9qa5JOmdXL09vtI1H9mfNq8QVa1fCYfb1ojKzdvkFVN62XV5vWypmWjoVdTXiUDKqqkprxaaivUv2Ofa8qqpLSnTLZsqJcB5dVSU1ElteVVUleh/x07rr6SLb3ycR+gzZgAoTUzAYHgCxBaB7+GjCDiAoTW7ifAutZN8sHGT+Xdz1fKO5+tlPc+XyUb2prcN8QZkRVQv8QasasRCCe/mKFQ7F6kSASzxgsS5hdCSpPa0C+QxAJXHRInv3iivmfEsvGgWIdvKthW34m94NAXbpu/NoflsRcI1HHxaDzxAkDfCx1GkG96UUQFcX0vaOi4LnabCgXC8KHCF13DvhetLC8+9Qv3zS8a6Hr11TbWXvILA+YXsfT8MB+Ti2Xfix86bO2LafQcMGoZfyHGPF+SXtRR8yPxwkwsANYvoiTmXfwFn0R4a3khKREaq+sZYXLfiz5hmTO51MqLc1U4qMKg2ooaqausNoIj47/KGqkrr5a6yhoZEL+9rqLGCJkGxI9VoRMf/hNo7myR5o522dzZKs2dbbK5I/65s02a1b/11x2t0tnbnRjA5o42WbFptW8GNKZ+qNRVeRNMdseDaBU+d/Z2SVe3CqO7jTC6tbvd1ZjVfUY91leUxQL32H9lUlGmbiuX9z5bJUeP/5ocM/7rrtoN4sEqgP508wZZ2bROVm3eIB9vWmsE1aua1yeGM3LAYBlRt4VsVT9EhtcPluEDBklZSakxDzd3tUtLR5tRg+aONmnpbDO+3tjWIp3SJS2d7dLSpW5vF71AweykaqECbSMAr6w2/l2rHs/KK6W2stp4vqWeq8eeqfCBgHOB3p7Yc+KyPL6A57w3HBlmgXGNw2VQdZ3xYm1VeWXsc1mF8bi265BxYR563sdGaJ13Yi4QJIG7l/0/2W7QSPnKyB0D021Ca/tSfd6+WT5uWms88f6oeZ18smmt8UvdG+tWJE7YduBIo97jBo6QbRqHyxcGjbJtzG4FcF/wFzulbxVs7MmRvi0R7uhV0PEn3EmhXzxgTAoTTYGjXv3bt57Pf9NTzcPGene/lMbX1/athrVZ0a5yvuTVt30BsV6B27ei3RTs2qyMV2rGyl7VopEH961AVt8r1oow/1Uz/z1K+uuA+IpY/RcCelW9+T5ivk/pMNa6ot7YHqSz03hj2sT3EuG9/msB446VtJrevBK3//2yb4W7UtF/sZB07aRQP3kVvO53bEV87NftpGuUxPvS74WBvhX02VZDze/YiyOWvxbR97PYMnvjBRMdqJvvbzqsN46y3J/Mf3Wi/xpF3bf0unp9n433wDi/r53+fdL3YfMLBfrf2Y6/WOe1tXVKSWmJVFUWdkW/CoM2q2Czs9X4rP56SIWcm9XtXa3S3N5mhEZNnW3S3tXRj8cIsivVKkgVaKvAOxZsq6+rypP/4mdNy+eyuuUzae/qkvauTuno6ZC2rk5p71Ffd8i+W+0qB2+9h2wzcIRUl1cWqxSurqt+zq9t/dwI2dRjQkePCkS7RYWk6rmDWp2r/zPf1tPTYzh0GcfEVvUaK3t7e4zPxrFqtW9v/N89PbHb1HGJ2/ratgv09EBUXdQLEuYaqRcqVK3qq2qMkK9eHVNVa6z4H1BVmdeV1nbAHd2d0trVEfuvs13aujuM8Xr1URYPlStLyqRchc5lZRL7dyxwriyrkHLjaxVEl0mlsfo7FkKrr92s/l7y3r/lztefkJsPPku2qK73aghZtaPucz964joZNmCQDK5p6NdGmZQa9zV1X60pU58rpcbydXU8SFHz+831H8lHm9YaQfVHTWsT7Q2tHSgjBmwhWzUMNULpUfVbyvABWxj/dvuRbnsQ9YJMS2dHLNzu7DAeo9Tq+Bb1Ik2XeozqlE0dLcbX6nFLzSP181P9bFFBufr5UGp8Nv/b+PsqKS2NvTisvldmvLCffHxZ/Geg+n55aewvEfTP6nRj1H/Vpo+xi8/7reC3HGS3wj/+K4Pp0sknObmOfZRvacdJX6wAls7Z9j/jOTaq/drt10i/k6xO1r7YGvT2SrcKrXt6pKK8rN9LHrZ/cZHBybYe/YuY1H+7bxt/DZay6rHnqplUMs03dX5Gpwx9t23DBiHTX69Y7z+xdi0fWcw3u3b7u7m/L2RsI8WDhfp5r54PJZ4XdXVKd2+P/PHIi9w+hHK8SYDQmumAgEngh0vmJFbcqgBrXOMw2ap+qIxpHCrjGkfIuIHDpLY885/gqpW8auXuhtZN8nlbs2zs2Jz0J/w6SFCX1n86n/ilXt8W+x0/vjWF7mTfqs7Y90Ra27ukqrJMykoTf0BvrM5MnGv8I95YPHzQ51r7obcK0N+PrSQ19SOpqfj2GPEDMp0b64apH/EwJZWBDjESfUlzrvrl0ginN62Rj5vXyYcb1xpPcvWHetVTrQ4ZXruFbNU4VCYMHpsyoOYOkZ2AF9uDZHdlzkIgJsCe1swEPwgEZU/rWCCkQuxWaelq77eK17yqV/2MNX+ogEy94Jtq2wT1C9sra96VDzatlp22HCOThm4nuw/bTtQLxcX6UCtA39rwiaxt2SjrWzfJ2pbPjedo6vnaupZNtqt0VfBXoQLQUhVuqedZZUYgqsNPI0CNB6F6OwxjmwzjnDIpiwen6hxlVRpvJ/b9cqO92Pmx9mP/xcJV9QxLb7Wggmonzz3Ntuxp7c1MO/Ppm4zfBc7e89veNJhlK6+v+0Aufu5Omb33D4wXR1So29rdYbxI1NbdaWyNpe7HbfGvjdu7OoxVzbHP8ReWujuN23YcPEa2UoF03eDYyum6QTK6bkiWvbM/jT2tPeWksSwF2B4kSzhOQ8BHAoTWPioGXSm+wFEP/UJ+/tWpsmVto7Eyd8WmNfL+xk/lo6Y1snrz50YH1WoLtZfv1g3DjV801L53n7U1x0LqtiZjZYD+UL/wqOMHVg0wAlv9aqBe2af+jF999P1Zdp9B3x6asSP69uSMvzIZfzWyq6cnnknrQDj5WOPs+BYA8ZaMV2/7XnPs+3Nvc190T8z9iO0XbNoL1LTnp27b/CKpHmffdU3nqu6aDtbHZvun4sMGDDRC6eEqnK7bQkbVDTZWpKjbor4fYSHuWYTWhVDmGukECK2ZH34QCEpoXQgrtTr0xZVvykuf/v/27gRMiurc//jLOoAwQwTZBQSNyoDDVdlUElBGBQ03GA3iNokOqKgsQQQDekkuXndZVNyIOBoUhAT/GEWEMJpxiSxBRFBBiawiEpUlCAMj/6dae9KUPV1V3VVd55z6zvPca2DqbJ/30N3zm+rT62TVFxtidwgXNGknpzc/UU5rekLsLFsrQLP+z3r3hXWX7nd/to58OBgL5uLf++6/33+/8u9/+P2qjg+wjj2w3oHVuG6uNKqbJ0fXbSBN6zaM/bdx3TxpVC8vdgdro5DvqPWrLoTW/kjGw+K7ew2WH1fxbjx/Rkrdy5JN78qM9xbKMxeOycZwvoxBaO0LI51kKEBonSEgzRFQQIDQWoEiMAU1BKwPGrl+0VR5qPBGaVm/8Q8mZf3A9Omuz2XTnh2xO3o37doRe7tHXs5RsR96jq6bGwuoG9XJjZ1nZP3wk43jBjgeRI39E/VZEFpHfQeEv35C6/BrwAxECK2T7wLrbs+VOz6OhdjLPlt3xLuhqto38TOH69S0joH47mzInBo1pXZ167zIWrGjIHKq15Ta3/9v6/gD63/nVP/+vwnftz4IzjquJCq/xCa09u/R6K6/z4rdnX9v7yH+deqxp1kflMry7evkvt7XemwZ3uWE1uHZM/J/BAit2Q0I6C9AaK1/DVmBTwLWXUAT3nhaZvcfr9UPNYTWPm0AuslIgNA6Iz4a+yBAaO0DIl1kLEBo7Y5w/VdbpLyiInbWsBUk16leS2pZgfP3oXRUwmV3Wt6vIrT2blZVi/h50sNOGyC9Wxf417GHnqYunxc7DmRMt4EeWoV7KaF1uP6M/p0AoTU7AQH9BQit9a8hK/BJ4NVPV8jMNX+Vkgtu8anH7HRDaJ0dZ0ZJLUBozQ4JW4DQOuwKML4lQGjNPlBBgNDa3yo88/5iWbzxH/L4+SOz8i5K++zHlc2Q4xu2kF93Os/fhQXYG6F1gLh07VqA0No1FRcioKwAobWypWFi2RZ4Zs1ieW/HhlDf/pfOmgmt01Gjjd8ChNZ+i9KfVwFCa69iXB+EAKF1EKr06VWA0NqrWOrrrSMCh7wySfq0OVWu7NjH385d9DZk4ST5+QlnSr92XV1crcYlhNZq1CHqsyC0jvoOYP0mCBBam1BF1uCLwP3L5sbOqL6l6y996S9bnRBaZ0uacVIJEFqzP8IWILQOuwKMbwkQWrMPVBAgtPa/CqWbVsnUFfPk8fNGyjH18vwfIEWP8Q+KP73Zj7M6biaDEVpnokdbvwQIrf2SpB8EwhMgtA7PnpEVExjz2hPSoVEbKep0rmIzSz0dQmutymXsZAmtjS2tNgsjtNamVEZPlNDa6PJqszhC62BKNXLJo9K0XkMZ2/3SYAZI0mv8TO0pfYZK6wZNsjZupgMRWmcqSHs/BAit/VCkDwTCFSC0Dtef0RUS+PXL98rAk3vL+cedrtCsnKdCaO1sxBXBCxBaB2/MCKkFCK3ZISoIEFqrUAXmQGgdzB5Y99VWsW5yuaPnr6VD4zbBDGLr9f2dn8ptZU/JrP7jQjlPO91FElqnK0c7PwUIrf3UpC8EwhEgtA7HnVEVEyivOCQD50+U2864XE5teoJis0s9HUJrrcpl7GQJrY0trTYLI7TWplRGT5TQ2ujyarM4QuvgSjV5+Z/lk68+kwcLbwhukISel2x6V2a8t1CeuXBMVsbzaxBCa78k6ScTAULrTPRoi4AaAoTWatSBWYQssHXvTrlx0UOxF6Ct6h8T8my8DU9o7c2Lq4MRILQOxpVe3QsQWru34srgBAitg7OlZ/cChNburbxe+dX+vXL9q1PkV53Oy8q7M2d9UCrLPlsn9599rdephno9oXWo/Az+vQChNVsBAf0FCK31ryEr8EFg5Y5P5PdvPiOz+4+X2jVq+tBj9rogtM6eNSNVLUBoze4IW4DQOuwKML4lQGjNPlBBgNA62CrMXVcmL6x7Ux49b7jUr1U30MGmLp8n+yrKZWy3gYGO43fnhNZ+i9JfOgKE1umo0QYBtQQIrdWqB7MJSWDhpyvk2TV/lZILbglpBukPS2idvh0t/RMgtPbPkp7SEyC0Ts+NVv4KEFr760lv6QkQWqfn5qXV4FcekK4tTpbBp/T10szztePKZkj7hi3k6k7neW4bZgNC6zD1GTsuQGjNXkBAfwFCa/1ryAp8EHj6/UVifdDJPb0G+9BbdrsgtM6uN6MlFyC0ZmeELUBoHXYFGN8SILRmH6ggQGgdfBX+vu0Dufud2TK97yhpVKdBYAMOWThJfn78GdKvfbfAxgiiY0LrIFTp06sAobVXMa5HQD2ByIfW+w8ckMnTpsu7q9ZUVufWUTdIQaf8yj8vWFQqJTPnxP7cuSBfRgwtljo5OepVkxmlLXDfsrly+PBhGd31krT7CKshoXVY8oybKEBozX4IW4DQOuwKMD6hNXtAFQFC6+xUYsC8CTK2+6XSrflJgQ1ojfHbHoOkS7MTAxsjiI4JrYNQpU+vAoTWXsW4HgH1BCIfWn+9a7fMfeElueLSi2JB9KrVa+Shx0tk/Ohh0qZ1q9ifS56dK7ePHSkN83JleslzsSoWFw1Sr5rMKG2BMa89IR0atZWiToVp9xFWQ0LrsOQZl9CaPaCSAKG1StWI7ly40zq6tVdp5YTW2anGsMUPS+82nWXACWcGMuCOfbvk2oWTZPI510ub3KaBjBFUp4TWQcnSrxcBQmsvWlyLgJoCkQ+t7WWxQuzf3zVJii67OHa3tRVSt2zRTPoW9o5dag+x1Swrs/Iq8KuX75VLT+6dlU8B9zo3p+sJrZ2E+H42BLjTOhvKjJFKgNCa/aGCAKG1ClVgDoTW2dkD1vEgR9XMkRtP+3kgA67ZuVHGl82QWf3HSU6NWoGMEVSnhNZBydKvFwFCay9aXIuAmgKE1ra6bNy0RaZMmy7DhxZL06bHxI4OKejYoTK0Tvy+dSc2X/oLlFcckoHzJ8ptZ14hpzY5XrsFEVprVzIjJ0xobWRZtVoUobVW5TJ2soTWxpZWq4URWmenXH9c81dZs/OfcudPiwMZsHTTKvnDewvkjxeODaT/IDsltA5Sl77dChBau5XiOgTUFSC0TqhN/HzreEgd/3PfPr0qz7i2h9b/+nqvutVlZq4Etu/7Usa/86RM7Ha1NKt3tKs2Kl10+LBINWtCsf/HFwLhCFhnwotUD2dwRkUgJnBYrF1YjQdD9kOIAjVqVJeKigqelEOsAUN/92j43ctCXhwGuR/e/nytzFz3qjzUc0Qgw7z46Vuycud6uf30okD6D7LTGjWqSUXFt1KNLRgkM307CMR+PLEeCdmH7JUQBRo1rB/i6PoPTWj9fQ3jAXXjo4+uPK/aHmJbl9pDa+u3yHzpLbByx8cy8e2Z8tyF46R2jZraLWb33m+kbt3aUqtGDe3mzoTNEfhy1z5p9KN65iyIlWgnUF7+rRwoL5cG9etoN3cmbI7Avv3lUq1adambo9/rCXOqwEq+3vONNKhbR2rUJKkJcjes/2qbWJ+L89QFoyW3tv+vgR5c/oL8+9D+2Ic96vb1bcVhse74Pzr3KN2mznwNEig/eEis/6tfj9eGBpVVu6VUr85zcSZFI7QWkWSBdRyVM60z2V56tH3ln8tl1gel8lS/0XpM2DZLjgfRsmzGTZrjQYwrqXYL4ngQ7Upm5IQ5HsTIsmq3KI4HyU7J9h8ql0Ev/p/c+ZNr5KRGx/o+qHWedbuGzeXqTuf73nfQHXI8SNDC9O9GgONB3ChxDQJqC0Q+tE52N3ViyewfvGiF2NZXcdEgtSvL7FwLPP3+Inl/56dyT6/BrtuodCGhtUrViO5cCK2jW3tVVk5orUoloj0PQuto11+V1RNaZ68S1yy4XwZ1OFv6tPkv3we9duEk6X/8GXJB+26+9x10h4TWQQvTvxsBQms3SlyDgNoCkQ+treM+Jt47VfbsOfJs6j69e1YG0wsWlUrJzDmxSnYuyJcRQ4ulTk6O2pVldq4F7lv6XW1v7nqJ6zYqXUhorVI1ojsXQuvo1l6VlRNaq1KJaM+D0Dra9Vdl9YTW2avE7WUl0r5hcynqdK7vgw6YN0Fu7T5IujY/0fe+g+6Q0DpoYfp3I0Bo7UaJaxBQWyDyobXa5WF22RC45bUnpGPjtnJVx8JsDOf7GITWvpPSYRoChNZpoNHEVwFCa1856SxNAULrNOFo5qsAobWvnCk7e+zdv8jOb3bLuB6X+Trojn27xLrTetI510vb3Ka+9p2Nzgits6HMGE4ChNZOQnwfAfUFCK3VrxEzDFig6KV7Ym/rO/+40wMeKZjuCa2DcaVXbwKE1t68uNp/AUJr/03p0bsAobV3M1r4L0Bo7b9pVT2+/Mk78pcNS2Va4U2+Drpm50axzrSe+bOxUq+mfh8iR2jt63agszQFCK3ThKMZAgoJEForVAymkn2B8opDMnD+RLn9zCvlv5q0z/4EfBiR0NoHRLrIWIDQOmNCOshQgNA6Q0Ca+yJAaO0LI51kKEBonSGgh+bv7vhEfvfmMzJvwAQPrZwvLd20Sh5990WZ3X+888UKXkForWBRIjglQusIFp0lGydAaG1cSVmQF4Ete7+QmxY9LA8V3igt6zf20lSZawmtlSlFpCdCaB3p8iuxeEJrJcoQ+UkQWkd+CygBQGidvTJ8sW+XDFk4SR4svEFa1T/Gt4Fnf/ia/H3bhzLp7Ot86zObHRFaZ1ObsaoSILRmbyCgvwChtf41ZAUZCPzj8/Xyv2/NjN3FULtGzQx6Cq8poXV49oz8HwFCa3ZD2AKE1mFXgPEtAUJr9oEKAoTW2a2C9YGJY7tfKt2an+TbwFNXzJN9Bw/E+tXxi9Bax6qZN2dCa/NqyoqiJ0BoHb2as+IEgVf+uVxmf1AqM/qN1taF0Frb0hk1cUJro8qp5WIIrbUsm3GTJrQ2rqRaLojQOrtlG7nkUenZqqNc9OOzfBvYOs/6uLzmcs0p5/vWZzY7IrTOpjZjVSVAaM3eQEB/AUJr/WvICjIQKFm9SNb+61O5u9fgDHoJtymhdbj+jP6dAKE1OyFsAULrsCvA+JYAoTX7QAUBQuvsVuG+pXNi79gcdtoA3wa+duEk+dnxPeTC9t196zObHRFaZ1ObsQit2QMImCtAaG1ubVmZC4F7l86RatWqyc1dLnZxtZqXEFqrWZeozYrQOmoVV2+9hNbq1SSKMyK0jmLV1VszoXV2azLrg1JZ+fnHvt4EE8SRI9lUIbTOpjZjEVqzBxAwV4DQ2tzasjIXAre89oR0anycXNmxj4ur1byE0FrNukRtVoTWUau4eusltFavJlGcEaF1FKuu3poJrbNbk7Itq+XhlS/KrJ/91peB4x/uaH0IY9u8Zr70me1OCK2zLc54yQQ4HoR9gYD+AoTW+teQFWQgUPTSPXJZ/jlyXtvTMugl3KaE1uH6M/p3AoTW7ISwBQitw64A41sChNbsAxUECK2zW4UNuz6TUUsek6f6jZa8nKMyHnztzo0yrmyG/PHCsXJUrToZ9xdGB4TWYagzpl2A0Jo9gYD+AoTW+teQFaQpUF5xSAbOnyj/c+aV0rlJ+zR7Cb8ZoXX4NWAGhNbsgfAFCK3DrwEzILRmD6ghQGid/TpYx3nc0fPX0qFxm4wHL928Sh5d+aLM7j8+477C6oDQOix5xk0UILRmPyCgvwChtf41ZAVpCmze84UMW/ywPFx4k7So3yjNXsJvRmgdfg2YAaE1eyB8AULr8GvADAit2QNqCBBaZ78Og195QC45qZec2/bUjAef/eHr8veta2XSOddn3FdYHRBahyXPuITW7AEEzBIgtDarnqzGg8CKz9fLxLdmyrwBEzy0Uu9SQmv1ahLFGXE8SBSrrtaaCa3VqkdUZ8PxIFGtvFrrJrTOfj3+540SaZPXTK7udF7Ggz+44gXZe/AbubX7oIz7CqsDQuuw5BmX0Jo9gIBZAoTWZtWT1XgQeGXDMnn+w9flyX43e2il3qWE1urVJIozIrSOYtXVWjOhtVr1iOpsCK2jWnm11k1onf16PLbqJfni31/L+DMuz3jw28qekjZ5TaX4lL4Z9xVWB4TWYckzLqE1ewABswQIrc2qJ6vxIFCy+lX54MtNctdPiz20Uu9SQmv1ahLFGRFaR7Hqaq2Z0FqtekR1NoTWUa28WusmtM5+PV7esFTmf/y2PHru8IwHv3bhZLmwfXf52fHdM+4rrA4IrcOSZ1xCa/YAAmYJEFqbVU9W40HgnqXPS41q1WVUl4s9tFLvUkJr9WoSxRkRWkex6mqtmdBarXpEdTaE1lGtvFrrJrTOfj1WfbFBJrzxtC/HDlof6ji2+6XSrflJ2V+ITyMSWvsESTcZCfBBjBnx0RgBJQQIrZUoA5MIQ2B06eNySpN2cmV+nzCG921MQmvfKOkoAwFC6wzwaOqLAKG1L4x0kqEAoXWGgDT3RYDQ2hdGT53s/Ga3WB/GOLXPUDm2QRNPbRMv/mLfLhmycJI8cPZ1clxes7T7CbshoXXYFWB8S4DQmn2AgP4ChNYJNZxe8py0bNFM+hb2PqKyCxaVSsnMObG/61yQLyOGFkudnBz9qx/xFVz10t1yRX4fObftaVpLEFprXT5jJk9obUwptV0IobW2pTNq4oTWRpVT28UQWodTOusO6Vu6/VJ6tOiQ9gTW7two48pmyDMXjpH6teqm3U/YDQmtw64A4xNaswcQMEOA0FpEEkPpossvOSK0XrV6jZQ8O1duHztSGublihVsW1/FRfp+mrMZWzezVZRXHJKB8yfKhLOukoJj2mXWWcitCa1DLgDDxwQIrdkIYQsQWoddAca3BAit2QcqCBBah1OF3yx5VM5olS8X/7hn2hMo3bxKHl35oszuPz7tPlRoSGitQhWYA3daswcQ0F+A0DqhhsnutLb/nT3E1n8LRHMFm/fskGGLp8m0wpukef1GWiMQWmtdPmMmT2htTCm1XQihtbalM2rihNZGlVPbxRBah1O6+5bNlZrVqsuI0y9KewKzP3xd3t66Viafc33afajQkNBahSowB0Jr9gAC+gsQWqcIrfcfOCCTp02Xgo4dKu++3rhpi0yZNl2GDy2WNq1b6b8DIrqC5dvXyR1vP+vLh6WETUhoHXYFGN8SILRmH4QtQGgddgUY3xIgtGYfqCBAaB1OFWZ/+Jqs2L5e7uk1OO0JPLjiBdlT/o38tofe7+oltE57C9DQRwFCax8x6QqBkAQIrV2E1n379JKCTvmxK+2h9cFDFSGVjmEzEVj46XL50/oyebxwZCbdKNHW+gE5J6eW1KxRXYn5MIloCuza+43k1df37MVoVs2sVR86+K2UHzoo9erymRNmVVav1ewvPyTVq4nUrlVTr4kzW6ME9u47IPVXwMXmAAAgAElEQVRyakl1Xhtmta5vbVsjj7z7F3mm35i0x/3dW0/LsblN5eqO56XdhwoNDx8W2bNvv+QeVUeF6TCHiAocPFghhyoqpG6d2hEVYNkqCNSqWUOFaWg7B0JrF6F1qjutrbtc+dJPYNb6Uvn46y0yvsuV+k3eNuNDFd9KjerVpFq1atqvhQXoK3Dw0CGpVZOQRt8K6j/zbw8fFuvOLn6Bp38tdV7BYZHYPrSel/lCICyBgxUVUrN6DeGlYXYrsGnPDrn9nRkypeeNkpdzVFqD3/zGo1LY+jQ5r3WXtNqr0qh6jWpy4ID12pCwRpWaRHEevDaMYtXVW3NeA27syqQqhNYpQmvrW5xpncn2UrftPe88LzWr1ZDfdP2FupN0OTOOB3EJxWWBCnA8SKC8dO5CgONBXCBxSeACHA8SODEDuBDgeBAXSAFdMmDeBPnfnr+Sjo3bpjWC1X5Mt4HSvcXJabVXpRHHg6hSiWjPg+NBol1/Vm+GAKG1Q2ht/+BFK8S2voqL9D5nzIztm/4qbi59XDo3aS9X5J+TfieKtCS0VqQQEZ8GoXXEN4ACyye0VqAITIEzrdkDSggQWodXhsGvPCC/OPEncv5xp3uexM5vdovV/v6zr5V2ec09t1epAaG1StWI7lwIraNbe1ZujgChtYgsWFQqJTPnVFa1QYP6Mn70sMoPWkz8fueCfBkxtFjq5HBmps7/DK566W65Ir9Qzm17qs7LiM2d0Fr7EhqxAEJrI8qo9SIIrbUunzGT505rY0qp9UIIrcMr34Q3rDOpm8g1p5zveRJrd26ScWVPyjMX3iL1a9Xz3F6lBoTWKlUjunMhtI5u7Vm5OQKE1ubUkpW4FCivOCQD50+UCWddJQXHtHPZSt3LCK3VrU2UZkZoHaVqq7lWQms16xK1WRFaR63iaq6X0Dq8ujyx6mX5bO+/5PYzvX9uzmub35NHVs6X2f3Hh7cAn0YmtPYJkm4yEiC0zoiPxggoIUBorUQZmEQ2BawPSRm+eJo8UjhMmtU/OptDBzIWoXUgrHTqUYDQ2iMYl/suQGjtOykdpiFAaJ0GGk18FyC09p3UdYcLNiyTF9a/KY+dN8J1m/iFz3/0ury5eY1M6TPUc1vVGhBaq1aRaM6H0DqadWfVZgkQWptVT1bjQmD59nVyx9vPyrwBE1xcrf4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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": 119, "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": 120, "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": 121, "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)-99,674-101,513
Total exported to grid (MWh)--
Total consumed from grid (MWh)99,674101,513
Total nominated volume (MWh)-99,674-99,674
Absolute imbalance volume (MWh)-3,550
Mean selling price (€/MWh)--
Mean buying price (€/MWh)4139
Total day-ahead result (€)-4,111,974-4,111,974
Total POS result (€)-129,326
Total NEG result (€)--23,183
Total imbalance result (€)-106,142
Total combined result (€)-4,111,974-4,005,832
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" ], "text/plain": [ " Heatpump only Heatpump + Storage_PCM\n", "Total net volume (MWh) -99,674 -101,513\n", "Total exported to grid (MWh) - -\n", "Total consumed from grid (MWh) 99,674 101,513\n", "Total nominated volume (MWh) -99,674 -99,674\n", "Absolute imbalance volume (MWh) - 3,550\n", "Mean selling price (€/MWh) - -\n", "Mean buying price (€/MWh) 41 39\n", "Total day-ahead result (€) -4,111,974 -4,111,974\n", "Total POS result (€) - 129,326\n", "Total NEG result (€) - -23,183\n", "Total imbalance result (€) - 106,142\n", "Total combined result (€) -4,111,974 -4,005,832" ] }, "execution_count": 121, "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": 122, "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 (€)-1,073,664-1,073,664
Heatpump NDG OPEX (€)-354,816-354,816
Result on electricity market (€)-4,111,974-4,005,832
Electricity taxes (€)-94,691-96,437
Grid transport costs (€)-997,811-1,018,205
HotWaterStorage OPEX (€)--10,000
EBITDA (€)-1,627,915-1,553,913
Depreciation (€)-1,428,480-1,448,480
EBITDA + depr (€)-3,056,395-3,002,393
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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 (€) -1,073,664 -1,073,664\n", "Heatpump NDG OPEX (€) -354,816 -354,816\n", "Result on electricity market (€) -4,111,974 -4,005,832\n", "Electricity taxes (€) -94,691 -96,437\n", "Grid transport costs (€) -997,811 -1,018,205\n", "HotWaterStorage OPEX (€) - -10,000\n", "EBITDA (€) -1,627,915 -1,553,913\n", "Depreciation (€) -1,428,480 -1,448,480\n", "EBITDA + depr (€) -3,056,395 -3,002,393" ] }, "execution_count": 122, "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": 123, "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 (€)-36,390,560
Regular Earnings (€)-1,553,916-1,553,916-1,553,916-1,553,916-1,553,916-1,553,916-1,553,916-1,553,916-1,553,916-1,553,916-1,553,916-1,553,916
Irregular Cashflows (€)------------
EBITDA (€)-1,553,916-1,553,916-1,553,916-1,553,916-1,553,916-1,553,916-1,553,916-1,553,916-1,553,916-1,553,916-1,553,916-1,553,916
Depreciations (€) -/--1,448,480-1,448,480-1,448,480-1,448,480-1,448,480-1,448,480-1,448,480-1,448,480-1,448,480-1,448,480-1,448,480-1,448,480
EBIT (€)-3,002,396-3,002,396-3,002,396-3,002,396-3,002,396-3,002,396-3,002,396-3,002,396-3,002,396-3,002,396-3,002,396-3,002,396
Income tax (Vpb.) (€)------------
NOPLAT (€)-3,002,396-3,002,396-3,002,396-3,002,396-3,002,396-3,002,396-3,002,396-3,002,396-3,002,396-3,002,396-3,002,396-3,002,396
Depreciations (€) +/+1,448,4801,448,4801,448,4801,448,4801,448,4801,448,4801,448,4801,448,4801,448,4801,448,4801,448,4801,448,480
Free Cash Flow (€)-36,390,560-1,553,916-1,553,916-1,553,916-1,553,916-1,553,916-1,553,916-1,553,916-1,553,916-1,553,916-1,553,916-1,553,916-1,553,916
Simple Payback PeriodN/A
IRR (%)N/A
WACC (%)10%
NPV of explicit period (€)-42,707,698
Discounted residual value (€)6,056,789
NPV (€)-42,707,698
\n", "
" ], "text/plain": [ " Year 0 Year 1 Year 2 \\\n", "CAPEX (€) -36,390,560 \n", "Regular Earnings (€) -1,553,916 -1,553,916 \n", "Irregular Cashflows (€) - - \n", "EBITDA (€) -1,553,916 -1,553,916 \n", "Depreciations (€) -/- -1,448,480 -1,448,480 \n", "EBIT (€) -3,002,396 -3,002,396 \n", "Income tax (Vpb.) (€) - - \n", "NOPLAT (€) -3,002,396 -3,002,396 \n", "Depreciations (€) +/+ 1,448,480 1,448,480 \n", "Free Cash Flow (€) -36,390,560 -1,553,916 -1,553,916 \n", "Simple Payback Period N/A \n", "IRR (%) N/A \n", "WACC (%) 10% \n", "NPV of explicit period (€) -42,707,698 \n", "Discounted residual value (€) 6,056,789 \n", "NPV (€) -42,707,698 \n", "\n", " Year 3 Year 4 Year 5 Year 6 \\\n", "CAPEX (€) \n", "Regular Earnings (€) -1,553,916 -1,553,916 -1,553,916 -1,553,916 \n", "Irregular Cashflows (€) - - - - \n", "EBITDA (€) -1,553,916 -1,553,916 -1,553,916 -1,553,916 \n", "Depreciations (€) -/- -1,448,480 -1,448,480 -1,448,480 -1,448,480 \n", "EBIT (€) -3,002,396 -3,002,396 -3,002,396 -3,002,396 \n", "Income tax (Vpb.) (€) - - - - \n", "NOPLAT (€) -3,002,396 -3,002,396 -3,002,396 -3,002,396 \n", "Depreciations (€) +/+ 1,448,480 1,448,480 1,448,480 1,448,480 \n", "Free Cash Flow (€) -1,553,916 -1,553,916 -1,553,916 -1,553,916 \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 (€) -1,553,916 -1,553,916 -1,553,916 -1,553,916 \n", "Irregular Cashflows (€) - - - - \n", "EBITDA (€) -1,553,916 -1,553,916 -1,553,916 -1,553,916 \n", "Depreciations (€) -/- -1,448,480 -1,448,480 -1,448,480 -1,448,480 \n", "EBIT (€) -3,002,396 -3,002,396 -3,002,396 -3,002,396 \n", "Income tax (Vpb.) (€) - - - - \n", "NOPLAT (€) -3,002,396 -3,002,396 -3,002,396 -3,002,396 \n", "Depreciations (€) +/+ 1,448,480 1,448,480 1,448,480 1,448,480 \n", "Free Cash Flow (€) -1,553,916 -1,553,916 -1,553,916 -1,553,916 \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 (€) -1,553,916 -1,553,916 \n", "Irregular Cashflows (€) - - \n", "EBITDA (€) -1,553,916 -1,553,916 \n", "Depreciations (€) -/- -1,448,480 -1,448,480 \n", "EBIT (€) -3,002,396 -3,002,396 \n", "Income tax (Vpb.) (€) - - \n", "NOPLAT (€) -3,002,396 -3,002,396 \n", "Depreciations (€) +/+ 1,448,480 1,448,480 \n", "Free Cash Flow (€) -1,553,916 -1,553,916 \n", "Simple Payback Period \n", "IRR (%) \n", "WACC (%) \n", "NPV of explicit period (€) \n", "Discounted residual value (€) \n", "NPV (€) " ] }, "execution_count": 123, "metadata": {}, "output_type": "execute_result" } ], "source": [ "BusinessCaseReport(s.storage_case_PCM).show()" ] }, { "cell_type": "code", "execution_count": 124, "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": 125, "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": 126, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "marker": { "color": "rgba(14, 41, 59, 0.6)", "line": { "color": "rgba(14, 41, 59, 1.0)", "width": 1 } }, "name": "Gasboiler CAPEX (€)", "orientation": "v", "text": "", "type": "bar", "x": [ "Baseline", "Heatpump only", "Heatpump + Storage_PCM" ], "y": [ 0, 0, 0 ] }, { "marker": { 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" ] }, "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": 128, "metadata": {}, "outputs": [], "source": [ "# 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", 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", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "irr_report = (SingleFigureComparison(s.optcases, 'irr', label='IRR').report * 100)\n", "irr_fig = irr_report.iplot(\n", " kind='bar',\n", " title='IRR by Casestudy in %',\n", " colors=recoygreen,\n", " dimensions=(600, 400),\n", " yTitle='IRR in %',\n", " asFigure=True,\n", " yrange=[0, irr_report.max() * 1.2]\n", ")\n", "\n", "irr_fig.update_traces(\n", " text=irr_report.values, \n", " textposition='outside', \n", " texttemplate=\"%{text:.0f} %\", \n", ")\n", "\n", "irr_fig" ] }, { "cell_type": "code", "execution_count": 132, "metadata": { "tags": [ "exclude" ] }, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "marker": { "color": "rgba(70, 165, 121, 0.6)", "line": { "color": "rgba(70, 165, 121, 1.0)", "width": 1 } }, "name": "Simple Payback Time", "orientation": "v", "text": [ null, null ], "textposition": "outside", "texttemplate": 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", 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"text/html": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "mean_cops = (SingleFigureComparison(s.optcases, 'mean_cop', label='COP').report)\n", "cop_fig = mean_cops.iplot(\n", " kind='bar',\n", " title='Mean COP by Casestudy',\n", " colors=recoygreen,\n", " dimensions=(600, 400),\n", " yTitle='COP',\n", " asFigure=True,\n", " yrange=[0, mean_cops.max() * 1.2]\n", ")\n", "\n", "cop_fig.update_traces(\n", " text=mean_cops.values, \n", " textposition='outside', \n", " texttemplate=\"%{text:.1f}\", \n", ")\n", "\n", "cop_fig " ] }, { "cell_type": "code", "execution_count": 134, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Mean gas price: 13.540876713996795 €/MWh\n", "Mean CO2 price: 25.551231832632865 €/ton\n" ] } ], "source": [ "print(f'Mean gas price: {s.baseline.data[\"Gas prices (€/MWh)\"].mean()} €/MWh')\n", "print(f'Mean CO2 price: {s.baseline.data[\"CO2 prices (€/ton)\"].mean()} €/ton')\n", "# print(f'Total yearly heat demand: {s.yearly_demand} MW')\n", "# print(f'EB & ODE on gas: {s.eb_ode_g.round(3)} €/MWh')\n", "# print(f'EB & ODE on electricity: {s.eb_ode_e.round(2)} €/MWh')\n", "# print(f'Grid fee per MWh: {s.grid_fee_per_MWh} €')" ] }, { "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": 137, "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": 138, "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: 14.8 s\n", "Wall time: 54.6 s\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\z004yn8c\\AppData\\Local\\Temp\\ipykernel_17932\\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": 139, "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", "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" ] }, { "name": "stdout", "output_type": "stream", "text": [ "CPU times: total: 14.3 s\n", "Wall time: 31.5 s\n" ] }, { "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. 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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[0mbaseline_sim\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0ms\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mbaseline\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 3\u001b[0m \u001b[0ms\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mhpcase\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mhponly\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0ms\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mhpcase\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 4\u001b[0m \u001b[0ms\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mstorage_case_PCM\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mhponly_with_storage\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0ms\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mstorage_case_PCM\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 5\u001b[0m \u001b[1;31m# s.hpcase_sde.assign_algorithm(hponly)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n", "\u001b[1;32m~\\AppData\\Local\\Temp\\ipykernel_17932\\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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