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{
"cells": [
{
"cell_type": "markdown",
"metadata": {
"id": "view-in-github",
"colab_type": "text"
},
"source": [
"<a href=\"https://colab.research.google.com/gist/mikofski/1517ef35cd5fadafc1ebf2f5191e8ead/vertical_pv.ipynb\" target=\"_parent\"><img src=\"https://colab.research.google.com/assets/colab-badge.svg\" alt=\"Open In Colab\"/></a>"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "QM0Pl_17GRyc",
"outputId": "c6934e87-aedf-4f5b-cf9e-6ea9ab377a6c"
},
"outputs": [
{
"output_type": "stream",
"name": "stdout",
"text": [
"Requirement already satisfied: pvlib in /usr/local/lib/python3.10/dist-packages (0.10.5)\n",
"Requirement already satisfied: numpy>=1.17.3 in /usr/local/lib/python3.10/dist-packages (from pvlib) (1.25.2)\n",
"Requirement already satisfied: pandas>=1.3.0 in /usr/local/lib/python3.10/dist-packages (from pvlib) (2.0.3)\n",
"Requirement already satisfied: pytz in /usr/local/lib/python3.10/dist-packages (from pvlib) (2023.4)\n",
"Requirement already satisfied: requests in /usr/local/lib/python3.10/dist-packages (from pvlib) (2.31.0)\n",
"Requirement already satisfied: scipy>=1.6.0 in /usr/local/lib/python3.10/dist-packages (from pvlib) (1.11.4)\n",
"Requirement already satisfied: h5py in /usr/local/lib/python3.10/dist-packages (from pvlib) (3.9.0)\n",
"Requirement already satisfied: python-dateutil>=2.8.2 in /usr/local/lib/python3.10/dist-packages (from pandas>=1.3.0->pvlib) (2.8.2)\n",
"Requirement already satisfied: tzdata>=2022.1 in /usr/local/lib/python3.10/dist-packages (from pandas>=1.3.0->pvlib) (2024.1)\n",
"Requirement already satisfied: charset-normalizer<4,>=2 in /usr/local/lib/python3.10/dist-packages (from requests->pvlib) (3.3.2)\n",
"Requirement already satisfied: idna<4,>=2.5 in /usr/local/lib/python3.10/dist-packages (from requests->pvlib) (3.7)\n",
"Requirement already satisfied: urllib3<3,>=1.21.1 in /usr/local/lib/python3.10/dist-packages (from requests->pvlib) (2.0.7)\n",
"Requirement already satisfied: certifi>=2017.4.17 in /usr/local/lib/python3.10/dist-packages (from requests->pvlib) (2024.2.2)\n",
"Requirement already satisfied: six>=1.5 in /usr/local/lib/python3.10/dist-packages (from python-dateutil>=2.8.2->pandas>=1.3.0->pvlib) (1.16.0)\n"
]
}
],
"source": [
"!pip install pvlib"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "WLt7YyzgGvOV"
},
"source": [
"# Vertical PV\n",
"How does PV perform when fixed vertically? We simulate a bifacial system where half the rows are facing west and half are facing east and compare them to a horizontal single-axis tracker system and a fixed tilt system facing south."
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "LdZEuE3KGgtK",
"outputId": "cdc036ca-9e56-4b9c-f1fc-7c281ab48497"
},
"outputs": [
{
"output_type": "stream",
"name": "stdout",
"text": [
"pvlib: 0.10.5\n",
"pandas: 2.0.3\n",
"numpy: 1.25.2\n",
"mpl: 3.7.1\n"
]
}
],
"source": [
"import pvlib as pvl\n",
"import numpy as np\n",
"import matplotlib as mpl\n",
"from matplotlib import pyplot as plt\n",
"import pandas as pd\n",
"import seaborn as sns\n",
"\n",
"# make pretty plots\n",
"sns.set(font_scale=1.5)\n",
"mpl.rcParams['figure.figsize'] = (16, 10)\n",
"\n",
"#check versions\n",
"print(f'pvlib: {pvl.__version__}')\n",
"print(f'pandas: {pd.__version__}')\n",
"print(f'numpy: {np.__version__}')\n",
"print(f'mpl: {mpl.__version__}')"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "YAFBPPIeIJzK"
},
"source": [
"## Required inputs\n",
"- location latitude and longitude in degrees north and west (east is negative)\n",
"- module name\n",
"- inverter name\n",
"- bifaciality\n",
"- Anti-reflective coating index of refraction\n",
"- pitch\n",
"- ground coverage ratio\n",
"- drop height or tracker axes height\n",
"- DC/AC ratio\n",
"- surface albedo\n",
"- year\n",
"- thermal coefficients: `Uv` and `Uc` corresponding to natural & forced convection, typ. 25$[W/m^2/K]$ and 1.2$[W/m^2/K/(m/s)]$ for open racks and trackers\n",
"- module efficiency"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"id": "oBdNn9MGIFi6"
},
"outputs": [],
"source": [
"# LOCATION\n",
"LATITUDE = 30.0 # [arc-degrees]\n",
"LONGITUDE = -96.0 # [arc-degrees]\n",
"TZ = -6 # [hrs]\n",
"# ***DO NOT EDIT THIS LINE***\n",
"TZNAME = f'Etc/GMT{-TZ:+d}'\n",
"\n",
"# COMPONENTS\n",
"PVMODULE = 'Trina_Solar_TSM_650DEG21C_20' # Trina Solar TSM-650DEG21C.20\n",
"# https://static.trinasolar.com/sites/default/files/Datasheet_Vertex_DEG21C.20_EN_2022_A_0.pdf\n",
"\n",
"INVERTER = 'Sungrow_Power_Supply_Co___Ltd___SG3600UD__630V_' # Sungrow Power Supply Co - Ltd : SG3600UD [630V]\n",
"# https://info-support.sungrowpower.com/application/pdf/2023/12/29/DS_20231225_SG3425UD-MV%20SG3600UD-MV_Datasheet_V17_EN.pdf\n",
"\n",
"# Ratio of backside to fronside efficiency\n",
"BIFACIALITY = 0.70\n",
"\n",
"# Anti-reflective (AR) coating index of refraction\n",
"N_AR = 1.29\n",
"\n",
"# SITE CONFIG\n",
"PITCH = 7.9467 # [m] spacing between rows\n",
"GCR = 0.3 # [m] ground coverage ratio\n",
"HEIGHT = 1.5 # [m] drop height or tracker axes height\n",
"\n",
"# some other useful design parameters\n",
"DCAC_RATIO = 1.3\n",
"SURFACE_ALBEDO = 0.25\n",
"\n",
"# for fixed tilt systems only\n",
"FIXED_TILT = 30.0 # [arc-degrees]\n",
"SURFAZ = 180.0 # [arc-degrees]\n",
"\n",
"# for tracker system only\n",
"MAX_ROT = 60.0 # [arc-degrees]\n",
"\n",
"# coerce the TMY file to use this year\n",
"YEAR = 2021\n",
"\n",
"# thermal model coefficients\n",
"# see https://www.pvsyst.com/help/thermal_loss.htm\n",
"UC = 25 # W/m2*K # natural convection coeffiecient\n",
"UV = 1.2 # W/m2*K/(m/s) # forced convection coefficient\n",
"\n",
"# Module efficiency at STC, from data sheet\n",
"ETA = 0.209"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "7ZBxBv7fMAQE"
},
"source": [
"## Components\n",
"Retrieve the current Califorian Energy Commission (CEC) module database from the NREL System Advisor Model (SAM) repo on GitHub. Do the same thing for inverters. These databases are just comma-separated lists of module and inverter specifications. pvlib can read these and use them in the SAM/CEC 6-parameter model to convert irradiance to power. This energy conversion model is very similar to PVsyst's Mermoud-Lejeune model, with very minor differences."
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "f_gFxYkLJgSv",
"outputId": "f02609d4-7f3c-41e7-d483-7038f49acafe"
},
"outputs": [
{
"output_type": "stream",
"name": "stderr",
"text": [
"/usr/local/lib/python3.10/dist-packages/pvlib/pvsystem.py:2095: UserWarning: Original names contain 29 duplicate(s).\n",
" warnings.warn('Original names contain %d duplicate(s).' % n_duplicates)\n",
"/usr/local/lib/python3.10/dist-packages/pvlib/pvsystem.py:2099: UserWarning: Normalized names contain 29 duplicate(s).\n",
" warnings.warn(\n"
]
}
],
"source": [
"CECMOD_PATH = 'https://raw.githubusercontent.com/NREL/SAM/patch/deploy/libraries/CEC%20Modules.csv'\n",
"CECMOD_DB = pvl.pvsystem.retrieve_sam(path=CECMOD_PATH)"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"id": "dOvFDgzwKZ_T"
},
"outputs": [],
"source": [
"CECINV_PATH = 'https://raw.githubusercontent.com/NREL/SAM/patch/deploy/libraries/CEC%20Inverters.csv'\n",
"CECINV_DB = pvl.pvsystem.retrieve_sam(path=CECINV_PATH)"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "TbZB_GzmMAQF"
},
"source": [
"### PV mdoule\n",
"Retrieve the PV module parameters from the SAM CEC module database and view it for sanity."
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "XwffttaeJxNo",
"outputId": "da092dc2-c85a-4bc6-c814-97e5e33c6d79"
},
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
"Manufacturer Trina Solar\n",
"Technology Mono-c-Si\n",
"Bifacial 1\n",
"STC 651.079\n",
"PTC 613.5\n",
"A_c 3.08\n",
"Length NaN\n",
"Width NaN\n",
"N_s 66\n",
"I_sc_ref 18.35\n",
"V_oc_ref 45.5\n",
"I_mp_ref 17.27\n",
"V_mp_ref 37.7\n",
"alpha_sc 0.006239\n",
"beta_oc -0.105105\n",
"T_NOCT 44.6\n",
"a_ref 1.57487\n",
"I_L_ref 18.3751\n",
"I_o_ref 0.0\n",
"R_s 0.163889\n",
"R_sh_ref 119.824\n",
"Adjust 6.11461\n",
"gamma_r -0.303\n",
"BIPV N\n",
"Version 2023.10.31\n",
"Date 11/16/2022\n",
"Name: Trina_Solar_TSM_650DEG21C_20, dtype: object"
]
},
"metadata": {},
"execution_count": 6
}
],
"source": [
"# see: https://pvlib-python.readthedocs.io/en/stable/reference/generated/pvlib.pvsystem.retrieve_sam.html\n",
"pvmod = CECMOD_DB[PVMODULE]\n",
"pvmod"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "Z6UTcpxjMAQF"
},
"source": [
"### PV inverter\n",
"Retrieve the inverter parameters from the SAM CEC database and view it for sanity."
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "k0-BngKNMcwn",
"outputId": "15be0afd-64e4-4c35-f78a-3d62992716ca"
},
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
"Vac 630\n",
"Pso 7573.76\n",
"Paco 3606980.0\n",
"Pdco 3708310.0\n",
"Vdco 1100.0\n",
"C0 -0.0\n",
"C1 0.000003\n",
"C2 0.000146\n",
"C3 -0.000095\n",
"Pnt 264.05\n",
"Vdcmax 1300.0\n",
"Idcmax 3371.19\n",
"Mppt_low 915.0\n",
"Mppt_high 1300.0\n",
"CEC_Date 3/21/2023\n",
"CEC_hybrid N\n",
"Name: Sungrow_Power_Supply_Co___Ltd___SG3600UD__630V_, dtype: object"
]
},
"metadata": {},
"execution_count": 7
}
],
"source": [
"pvinv = CECINV_DB[INVERTER]\n",
"pvinv"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "7gzD0ZqrQBfJ"
},
"source": [
"## Weather\n",
"Get weather data form the location at `(lat, lon)` from PVGIS. This free service doesn't require any credentials. For locations in the US, it will typically return a typical meteorological year (TMY) representing the median monhts from the long-term historic NREL PSM-3 datasets.\n",
"\n",
">NOTE: If your organization uses a proxy security service like Zscalar, then you will need to install `pip-system-certs` or you will get an error."
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"id": "A8-LbR2BNnR9"
},
"outputs": [],
"source": [
"weather_data, _, _, _ = pvl.iotools.get_pvgis_tmy(latitude=LATITUDE, longitude=LONGITUDE)"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "sWAR2iZiMAQF"
},
"source": [
"### \"Rotate\" the data\n",
"PVGIS always returns data in UTC. Before converting to local time zone, we \"rotate\" the data by the time zone, so that it will start at midnight. View the data to make sure that the first hour is shifted by the time zone. I also want to limit this to locations in North America, so the time zone should be a negative number of hours from UTC."
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/",
"height": 455
},
"id": "c-B5-PXKSTmg",
"outputId": "438d3aa8-a1f6-40f6-b0f6-ba9d7cd3688f"
},
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
" temp_air relative_humidity ghi dni dhi IR(h) \\\n",
"time(UTC) \n",
"2015-01-01 06:00:00+00:00 4.17 42.44 0.0 0.0 0.0 362.01 \n",
"2015-01-01 07:00:00+00:00 2.62 40.67 0.0 0.0 0.0 362.01 \n",
"2015-01-01 08:00:00+00:00 6.55 46.16 0.0 0.0 0.0 383.85 \n",
"2015-01-01 09:00:00+00:00 6.75 46.39 0.0 0.0 0.0 385.63 \n",
"2015-01-01 10:00:00+00:00 6.95 46.61 0.0 0.0 0.0 387.42 \n",
"... ... ... ... ... ... ... \n",
"2015-01-01 01:00:00+00:00 11.90 51.25 0.0 0.0 0.0 362.03 \n",
"2015-01-01 02:00:00+00:00 10.35 49.49 0.0 0.0 0.0 362.03 \n",
"2015-01-01 03:00:00+00:00 8.81 47.73 0.0 0.0 0.0 362.02 \n",
"2015-01-01 04:00:00+00:00 7.26 45.96 0.0 0.0 0.0 362.02 \n",
"2015-01-01 05:00:00+00:00 5.72 44.20 0.0 0.0 0.0 362.01 \n",
"\n",
" wind_speed wind_direction pressure \n",
"time(UTC) \n",
"2015-01-01 06:00:00+00:00 3.22 35.0 102100.0 \n",
"2015-01-01 07:00:00+00:00 2.99 38.0 102033.0 \n",
"2015-01-01 08:00:00+00:00 3.31 41.0 101967.0 \n",
"2015-01-01 09:00:00+00:00 3.18 44.0 101918.0 \n",
"2015-01-01 10:00:00+00:00 3.05 47.0 101868.0 \n",
"... ... ... ... \n",
"2015-01-01 01:00:00+00:00 4.37 31.0 102232.0 \n",
"2015-01-01 02:00:00+00:00 4.14 31.0 102245.0 \n",
"2015-01-01 03:00:00+00:00 3.91 32.0 102219.0 \n",
"2015-01-01 04:00:00+00:00 3.68 32.0 102192.0 \n",
"2015-01-01 05:00:00+00:00 3.45 32.0 102166.0 \n",
"\n",
"[8760 rows x 9 columns]"
],
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" <th></th>\n",
" <th>temp_air</th>\n",
" <th>relative_humidity</th>\n",
" <th>ghi</th>\n",
" <th>dni</th>\n",
" <th>dhi</th>\n",
" <th>IR(h)</th>\n",
" <th>wind_speed</th>\n",
" <th>wind_direction</th>\n",
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" </tr>\n",
" <tr>\n",
" <th>time(UTC)</th>\n",
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" <tr>\n",
" <th>2015-01-01 06:00:00+00:00</th>\n",
" <td>4.17</td>\n",
" <td>42.44</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>362.01</td>\n",
" <td>3.22</td>\n",
" <td>35.0</td>\n",
" <td>102100.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2015-01-01 07:00:00+00:00</th>\n",
" <td>2.62</td>\n",
" <td>40.67</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>362.01</td>\n",
" <td>2.99</td>\n",
" <td>38.0</td>\n",
" <td>102033.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2015-01-01 08:00:00+00:00</th>\n",
" <td>6.55</td>\n",
" <td>46.16</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>383.85</td>\n",
" <td>3.31</td>\n",
" <td>41.0</td>\n",
" <td>101967.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2015-01-01 09:00:00+00:00</th>\n",
" <td>6.75</td>\n",
" <td>46.39</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>385.63</td>\n",
" <td>3.18</td>\n",
" <td>44.0</td>\n",
" <td>101918.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2015-01-01 10:00:00+00:00</th>\n",
" <td>6.95</td>\n",
" <td>46.61</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>387.42</td>\n",
" <td>3.05</td>\n",
" <td>47.0</td>\n",
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" <tr>\n",
" <th>2015-01-01 01:00:00+00:00</th>\n",
" <td>11.90</td>\n",
" <td>51.25</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>362.03</td>\n",
" <td>4.37</td>\n",
" <td>31.0</td>\n",
" <td>102232.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2015-01-01 02:00:00+00:00</th>\n",
" <td>10.35</td>\n",
" <td>49.49</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>362.03</td>\n",
" <td>4.14</td>\n",
" <td>31.0</td>\n",
" <td>102245.0</td>\n",
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" <th>2015-01-01 03:00:00+00:00</th>\n",
" <td>8.81</td>\n",
" <td>47.73</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>362.02</td>\n",
" <td>3.91</td>\n",
" <td>32.0</td>\n",
" <td>102219.0</td>\n",
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" <th>2015-01-01 04:00:00+00:00</th>\n",
" <td>7.26</td>\n",
" <td>45.96</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>362.02</td>\n",
" <td>3.68</td>\n",
" <td>32.0</td>\n",
" <td>102192.0</td>\n",
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"type": "dataframe",
"variable_name": "weather_data",
"summary": "{\n \"name\": \"weather_data\",\n \"rows\": 8760,\n \"fields\": [\n {\n \"column\": \"time(UTC)\",\n \"properties\": {\n \"dtype\": \"date\",\n \"min\": \"2005-03-01 00:00:00+00:00\",\n \"max\": \"2015-01-31 23:00:00+00:00\",\n \"num_unique_values\": 8760,\n \"samples\": [\n \"2010-09-10 14:00:00+00:00\",\n \"2011-08-20 18:00:00+00:00\",\n \"2010-09-07 20:00:00+00:00\"\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"temp_air\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 8.44793594686945,\n \"min\": -1.32,\n \"max\": 42.56,\n \"num_unique_values\": 3162,\n \"samples\": [\n 6.72,\n 15.36,\n 4.38\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"relative_humidity\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 20.166797421727562,\n \"min\": 12.84,\n \"max\": 100.0,\n \"num_unique_values\": 4995,\n \"samples\": [\n 46.72,\n 37.82,\n 81.1\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"ghi\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 295.2092117196595,\n \"min\": 0.0,\n \"max\": 1030.0,\n \"num_unique_values\": 971,\n \"samples\": [\n 121.0,\n 663.0,\n 40.0\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"dni\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 318.32723756297594,\n \"min\": 0.0,\n \"max\": 978.4,\n \"num_unique_values\": 3631,\n \"samples\": [\n 17.09,\n 121.99,\n 803.33\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"dhi\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 106.68914506039981,\n \"min\": 0.0,\n \"max\": 504.0,\n \"num_unique_values\": 485,\n \"samples\": [\n 420.0,\n 303.0,\n 227.0\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"IR(h)\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 41.78311291542715,\n \"min\": 255.3,\n \"max\": 476.1,\n \"num_unique_values\": 5309,\n \"samples\": [\n 306.5,\n 368.12,\n 428.52\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"wind_speed\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 1.6067234285350787,\n \"min\": 0.07,\n \"max\": 10.86,\n \"num_unique_values\": 831,\n \"samples\": [\n 5.06,\n 6.09,\n 2.2\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"wind_direction\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 88.17848681611645,\n \"min\": 0.0,\n \"max\": 360.0,\n \"num_unique_values\": 361,\n \"samples\": [\n 219.0,\n 212.0,\n 16.0\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"pressure\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 556.9392359561267,\n \"min\": 99595.0,\n \"max\": 103208.0,\n \"num_unique_values\": 864,\n \"samples\": [\n 101292.0,\n 100356.0,\n 100601.0\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n }\n ]\n}"
}
},
"metadata": {},
"execution_count": 9
}
],
"source": [
"if TZ>0: raise Exception(\"You're not in North America!\")\n",
"weather_data = pd.concat(\n",
" [weather_data.iloc[(-TZ):], weather_data.iloc[:(-TZ)]],\n",
" axis=0)\n",
"weather_data"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "j8JhZdH-MAQG"
},
"source": [
"### Fix the Time Zone\n",
"Now that the weather data has been \"rotated\", we can convert to the local time zone. Check and see that it starts at midnight, and that the time zone has changed."
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/",
"height": 455
},
"id": "IIgWb18LWZYK",
"outputId": "c9a67254-d6d6-4438-8a4f-34969a1191ae"
},
"outputs": [
{
"output_type": "execute_result",
"data": {
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" temp_air relative_humidity ghi dni dhi IR(h) \\\n",
"time(UTC) \n",
"2015-01-01 00:00:00-06:00 4.17 42.44 0.0 0.0 0.0 362.01 \n",
"2015-01-01 01:00:00-06:00 2.62 40.67 0.0 0.0 0.0 362.01 \n",
"2015-01-01 02:00:00-06:00 6.55 46.16 0.0 0.0 0.0 383.85 \n",
"2015-01-01 03:00:00-06:00 6.75 46.39 0.0 0.0 0.0 385.63 \n",
"2015-01-01 04:00:00-06:00 6.95 46.61 0.0 0.0 0.0 387.42 \n",
"... ... ... ... ... ... ... \n",
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"2014-12-31 21:00:00-06:00 8.81 47.73 0.0 0.0 0.0 362.02 \n",
"2014-12-31 22:00:00-06:00 7.26 45.96 0.0 0.0 0.0 362.02 \n",
"2014-12-31 23:00:00-06:00 5.72 44.20 0.0 0.0 0.0 362.01 \n",
"\n",
" wind_speed wind_direction pressure \n",
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"2015-01-01 04:00:00-06:00 3.05 47.0 101868.0 \n",
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"2014-12-31 21:00:00-06:00 3.91 32.0 102219.0 \n",
"2014-12-31 22:00:00-06:00 3.68 32.0 102192.0 \n",
"2014-12-31 23:00:00-06:00 3.45 32.0 102166.0 \n",
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"[8760 rows x 9 columns]"
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" <th>2014-12-31 19:00:00-06:00</th>\n",
" <td>11.90</td>\n",
" <td>51.25</td>\n",
" <td>0.0</td>\n",
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" <td>4.37</td>\n",
" <td>31.0</td>\n",
" <td>102232.0</td>\n",
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" <tr>\n",
" <th>2014-12-31 20:00:00-06:00</th>\n",
" <td>10.35</td>\n",
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" <td>0.0</td>\n",
" <td>0.0</td>\n",
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" <td>31.0</td>\n",
" <td>102245.0</td>\n",
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" <tr>\n",
" <th>2014-12-31 21:00:00-06:00</th>\n",
" <td>8.81</td>\n",
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" <td>0.0</td>\n",
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" <td>32.0</td>\n",
" <td>102219.0</td>\n",
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" <tr>\n",
" <th>2014-12-31 22:00:00-06:00</th>\n",
" <td>7.26</td>\n",
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" <td>0.0</td>\n",
" <td>0.0</td>\n",
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" <td>32.0</td>\n",
" <td>102192.0</td>\n",
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" <tr>\n",
" <th>2014-12-31 23:00:00-06:00</th>\n",
" <td>5.72</td>\n",
" <td>44.20</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
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" <td>102166.0</td>\n",
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"application/vnd.google.colaboratory.intrinsic+json": {
"type": "dataframe",
"variable_name": "weather_data",
"summary": "{\n \"name\": \"weather_data\",\n \"rows\": 8760,\n \"fields\": [\n {\n \"column\": \"time(UTC)\",\n \"properties\": {\n \"dtype\": \"date\",\n \"min\": \"2005-02-28 18:00:00-06:00\",\n \"max\": \"2015-01-31 17:00:00-06:00\",\n \"num_unique_values\": 8760,\n \"samples\": [\n \"2010-09-10 08:00:00-06:00\",\n \"2011-08-20 12:00:00-06:00\",\n \"2010-09-07 14:00:00-06:00\"\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"temp_air\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 8.44793594686945,\n \"min\": -1.32,\n \"max\": 42.56,\n \"num_unique_values\": 3162,\n \"samples\": [\n 6.72,\n 15.36,\n 4.38\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"relative_humidity\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 20.166797421727562,\n \"min\": 12.84,\n \"max\": 100.0,\n \"num_unique_values\": 4995,\n \"samples\": [\n 46.72,\n 37.82,\n 81.1\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"ghi\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 295.2092117196595,\n \"min\": 0.0,\n \"max\": 1030.0,\n \"num_unique_values\": 971,\n \"samples\": [\n 121.0,\n 663.0,\n 40.0\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"dni\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 318.32723756297594,\n \"min\": 0.0,\n \"max\": 978.4,\n \"num_unique_values\": 3631,\n \"samples\": [\n 17.09,\n 121.99,\n 803.33\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"dhi\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 106.68914506039981,\n \"min\": 0.0,\n \"max\": 504.0,\n \"num_unique_values\": 485,\n \"samples\": [\n 420.0,\n 303.0,\n 227.0\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"IR(h)\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 41.78311291542715,\n \"min\": 255.3,\n \"max\": 476.1,\n \"num_unique_values\": 5309,\n \"samples\": [\n 306.5,\n 368.12,\n 428.52\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"wind_speed\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 1.6067234285350787,\n \"min\": 0.07,\n \"max\": 10.86,\n \"num_unique_values\": 831,\n \"samples\": [\n 5.06,\n 6.09,\n 2.2\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"wind_direction\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 88.17848681611645,\n \"min\": 0.0,\n \"max\": 360.0,\n \"num_unique_values\": 361,\n \"samples\": [\n 219.0,\n 212.0,\n 16.0\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"pressure\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 556.9392359561267,\n \"min\": 99595.0,\n \"max\": 103208.0,\n \"num_unique_values\": 864,\n \"samples\": [\n 101292.0,\n 100356.0,\n 100601.0\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n }\n ]\n}"
}
},
"metadata": {},
"execution_count": 10
}
],
"source": [
"weather_data.index = weather_data.index.tz_convert(TZNAME)\n",
"weather_data"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "ZO8h411LMAQG"
},
"source": [
"### Update the years\n",
"A TMY file uses the median months, so each month could be a different year. We need \"coerce\" all the months to be the same year. Check to see that the weather data times all using the `YEAR` we selected above."
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/",
"height": 424
},
"id": "JOa_XckbM4c6",
"outputId": "94aecf34-317d-4f0d-d1b7-74df287e26b2"
},
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
" temp_air relative_humidity ghi dni dhi IR(h) \\\n",
"2021-01-01 00:00:00-06:00 4.17 42.44 0.0 0.0 0.0 362.01 \n",
"2021-01-01 01:00:00-06:00 2.62 40.67 0.0 0.0 0.0 362.01 \n",
"2021-01-01 02:00:00-06:00 6.55 46.16 0.0 0.0 0.0 383.85 \n",
"2021-01-01 03:00:00-06:00 6.75 46.39 0.0 0.0 0.0 385.63 \n",
"2021-01-01 04:00:00-06:00 6.95 46.61 0.0 0.0 0.0 387.42 \n",
"... ... ... ... ... ... ... \n",
"2021-12-31 19:00:00-06:00 11.90 51.25 0.0 0.0 0.0 362.03 \n",
"2021-12-31 20:00:00-06:00 10.35 49.49 0.0 0.0 0.0 362.03 \n",
"2021-12-31 21:00:00-06:00 8.81 47.73 0.0 0.0 0.0 362.02 \n",
"2021-12-31 22:00:00-06:00 7.26 45.96 0.0 0.0 0.0 362.02 \n",
"2021-12-31 23:00:00-06:00 5.72 44.20 0.0 0.0 0.0 362.01 \n",
"\n",
" wind_speed wind_direction pressure \n",
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"2021-01-01 01:00:00-06:00 2.99 38.0 102033.0 \n",
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"2021-01-01 03:00:00-06:00 3.18 44.0 101918.0 \n",
"2021-01-01 04:00:00-06:00 3.05 47.0 101868.0 \n",
"... ... ... ... \n",
"2021-12-31 19:00:00-06:00 4.37 31.0 102232.0 \n",
"2021-12-31 20:00:00-06:00 4.14 31.0 102245.0 \n",
"2021-12-31 21:00:00-06:00 3.91 32.0 102219.0 \n",
"2021-12-31 22:00:00-06:00 3.68 32.0 102192.0 \n",
"2021-12-31 23:00:00-06:00 3.45 32.0 102166.0 \n",
"\n",
"[8760 rows x 9 columns]"
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" <td>3.31</td>\n",
" <td>41.0</td>\n",
" <td>101967.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2021-01-01 03:00:00-06:00</th>\n",
" <td>6.75</td>\n",
" <td>46.39</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>385.63</td>\n",
" <td>3.18</td>\n",
" <td>44.0</td>\n",
" <td>101918.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2021-01-01 04:00:00-06:00</th>\n",
" <td>6.95</td>\n",
" <td>46.61</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>387.42</td>\n",
" <td>3.05</td>\n",
" <td>47.0</td>\n",
" <td>101868.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>...</th>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" <td>...</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2021-12-31 19:00:00-06:00</th>\n",
" <td>11.90</td>\n",
" <td>51.25</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>362.03</td>\n",
" <td>4.37</td>\n",
" <td>31.0</td>\n",
" <td>102232.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2021-12-31 20:00:00-06:00</th>\n",
" <td>10.35</td>\n",
" <td>49.49</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>362.03</td>\n",
" <td>4.14</td>\n",
" <td>31.0</td>\n",
" <td>102245.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2021-12-31 21:00:00-06:00</th>\n",
" <td>8.81</td>\n",
" <td>47.73</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>362.02</td>\n",
" <td>3.91</td>\n",
" <td>32.0</td>\n",
" <td>102219.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2021-12-31 22:00:00-06:00</th>\n",
" <td>7.26</td>\n",
" <td>45.96</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>362.02</td>\n",
" <td>3.68</td>\n",
" <td>32.0</td>\n",
" <td>102192.0</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2021-12-31 23:00:00-06:00</th>\n",
" <td>5.72</td>\n",
" <td>44.20</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>0.0</td>\n",
" <td>362.01</td>\n",
" <td>3.45</td>\n",
" <td>32.0</td>\n",
" <td>102166.0</td>\n",
" </tr>\n",
" </tbody>\n",
"</table>\n",
"<p>8760 rows × 9 columns</p>\n",
"</div>\n",
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" document.querySelector('#' + key + ' button');\n",
" quickchartButtonEl.disabled = true; // To prevent multiple clicks.\n",
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],
"application/vnd.google.colaboratory.intrinsic+json": {
"type": "dataframe",
"variable_name": "weather_data",
"summary": "{\n \"name\": \"weather_data\",\n \"rows\": 8760,\n \"fields\": [\n {\n \"column\": \"temp_air\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 8.44793594686945,\n \"min\": -1.32,\n \"max\": 42.56,\n \"num_unique_values\": 3162,\n \"samples\": [\n 6.72,\n 15.36,\n 4.38\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"relative_humidity\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 20.166797421727562,\n \"min\": 12.84,\n \"max\": 100.0,\n \"num_unique_values\": 4995,\n \"samples\": [\n 46.72,\n 37.82,\n 81.1\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"ghi\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 295.2092117196595,\n \"min\": 0.0,\n \"max\": 1030.0,\n \"num_unique_values\": 971,\n \"samples\": [\n 121.0,\n 663.0,\n 40.0\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"dni\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 318.32723756297594,\n \"min\": 0.0,\n \"max\": 978.4,\n \"num_unique_values\": 3631,\n \"samples\": [\n 17.09,\n 121.99,\n 803.33\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"dhi\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 106.68914506039981,\n \"min\": 0.0,\n \"max\": 504.0,\n \"num_unique_values\": 485,\n \"samples\": [\n 420.0,\n 303.0,\n 227.0\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"IR(h)\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 41.78311291542715,\n \"min\": 255.3,\n \"max\": 476.1,\n \"num_unique_values\": 5309,\n \"samples\": [\n 306.5,\n 368.12,\n 428.52\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"wind_speed\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 1.6067234285350787,\n \"min\": 0.07,\n \"max\": 10.86,\n \"num_unique_values\": 831,\n \"samples\": [\n 5.06,\n 6.09,\n 2.2\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"wind_direction\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 88.17848681611645,\n \"min\": 0.0,\n \"max\": 360.0,\n \"num_unique_values\": 361,\n \"samples\": [\n 219.0,\n 212.0,\n 16.0\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"pressure\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 556.9392359561267,\n \"min\": 99595.0,\n \"max\": 103208.0,\n \"num_unique_values\": 864,\n \"samples\": [\n 101292.0,\n 100356.0,\n 100601.0\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n }\n ]\n}"
}
},
"metadata": {},
"execution_count": 11
}
],
"source": [
"weather_data.index = [\n",
" timestamp.replace(year=YEAR) for timestamp in weather_data.index]\n",
"weather_data"
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "EqVbA-jaMAQG"
},
"source": [
"## Interval times\n",
"For all the remaining calculations we will use the middle of the time interval to represent that interval, rather than the beginning or ending. PVGIS labels intervals at the start, so we shift the indices from the weather data by 30-minutes to the middle."
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"id": "u8p735x6UWvv"
},
"outputs": [],
"source": [
"TIMES = weather_data.index.shift(freq='30min')"
]
},
{
"cell_type": "code",
"source": [
"def july(day):\n",
" \"\"\"a convenience function to return a formated day in July\"\"\"\n",
" return f'{YEAR}-07-{day:02d}'\n",
"\n",
"print(july(4))"
],
"metadata": {
"id": "7lHaKVFuMUCQ",
"outputId": "a09c4bbc-5866-43f1-cff6-c6599f792dd3",
"colab": {
"base_uri": "https://localhost:8080/"
}
},
"execution_count": null,
"outputs": [
{
"output_type": "stream",
"name": "stdout",
"text": [
"2021-07-04\n"
]
}
]
},
{
"cell_type": "markdown",
"metadata": {
"id": "d7n76PumMAQG"
},
"source": [
"## Solar position\n",
"The first step after getting the weather data is to calculate the solar positions for the location `(lat, lon)`. Check and make sure that the zenith is smallest around solar noon, and the azimuth starts in the east, points south around solar noon, and sets in the west."
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/",
"height": 704
},
"id": "sqEhE55AVQGP",
"outputId": "d3cbb11d-ac10-4848-9048-c363a1b375b1"
},
"outputs": [
{
"output_type": "display_data",
"data": {
"text/plain": [
"<Figure size 1600x1000 with 1 Axes>"
],
"image/png": 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\n"
},
"metadata": {}
}
],
"source": [
"# get solar position\n",
"sp = pvl.solarposition.get_solarposition(TIMES, latitude=LATITUDE, longitude=LONGITUDE)\n",
"sp[july(4):july(4)][['apparent_zenith', 'azimuth']].plot(ylabel='arc-degrees', title='Solar Position')\n",
"plt.hlines(\n",
" y=90, xmin=july(4)+f'T00:00:00{TZ:+03d}00', xmax=july(5)+f'T00:00:00{TZ:+03d}00',\n",
" linestyle='dashed', color='k');"
]
},
{
"cell_type": "markdown",
"source": [
"## Extraterrestrial DNI\n",
"This is needed for the Hay-Davies transposition model."
],
"metadata": {
"id": "cX9ND2zOTDNp"
}
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/"
},
"id": "yV1octcMWIra",
"outputId": "7c130024-caa8-47d9-94c7-594b0f8e6c9d"
},
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
"2021-01-01 00:30:00-06:00 1413.981805\n",
"2021-01-01 01:30:00-06:00 1413.981805\n",
"2021-01-01 02:30:00-06:00 1413.981805\n",
"2021-01-01 03:30:00-06:00 1413.981805\n",
"2021-01-01 04:30:00-06:00 1413.981805\n",
" ... \n",
"2021-12-31 19:30:00-06:00 1413.940576\n",
"2021-12-31 20:30:00-06:00 1413.940576\n",
"2021-12-31 21:30:00-06:00 1413.940576\n",
"2021-12-31 22:30:00-06:00 1413.940576\n",
"2021-12-31 23:30:00-06:00 1413.940576\n",
"Length: 8760, dtype: float64"
]
},
"metadata": {},
"execution_count": 15
}
],
"source": [
"dni_extra = pvl.irradiance.get_extra_radiation(TIMES)\n",
"dni_extra"
]
},
{
"cell_type": "markdown",
"source": [
"## Angle of Incidence\n",
"This is needed for incidence angle modifiers (IAM)."
],
"metadata": {
"id": "gYbS4fzjTg6e"
}
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/",
"height": 802
},
"id": "rIx5CFUMXNEH",
"outputId": "ce172df8-7307-48ea-ab12-c6df1aee16c5"
},
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
" east west apparent_zenith azimuth\n",
"2021-07-04 00:30:00-06:00 89.638003 90.361997 127.151982 0.454180\n",
"2021-07-04 01:30:00-06:00 75.842993 104.157007 125.126347 17.399915\n",
"2021-07-04 02:30:00-06:00 62.212582 117.787418 119.630555 32.433959\n",
"2021-07-04 03:30:00-06:00 49.000192 130.999808 111.501086 44.839705\n",
"2021-07-04 04:30:00-06:00 36.751820 143.248180 101.562281 54.868225\n",
"2021-07-04 05:30:00-06:00 26.892622 153.107378 89.880214 63.107625\n",
"2021-07-04 06:30:00-06:00 22.866187 157.133813 78.428260 70.141065\n",
"2021-07-04 07:30:00-06:00 27.319515 152.680485 66.033364 76.480323\n",
"2021-07-04 08:30:00-06:00 37.346903 142.653097 53.282379 82.634299\n",
"2021-07-04 09:30:00-06:00 49.659989 130.340011 40.343521 89.311812\n",
"2021-07-04 10:30:00-06:00 62.899544 117.100456 27.396695 98.105280\n",
"2021-07-04 11:30:00-06:00 76.542143 103.457857 14.923035 115.347034\n",
"2021-07-04 12:30:00-06:00 90.341658 89.658342 7.202650 182.726011\n",
"2021-07-04 13:30:00-06:00 104.138301 75.861699 15.510351 245.984121\n",
"2021-07-04 14:30:00-06:00 117.770599 62.229401 28.038206 262.401527\n",
"2021-07-04 15:30:00-06:00 130.985382 49.014618 40.993187 271.014511\n",
"2021-07-04 16:30:00-06:00 143.237368 36.762632 53.929714 277.639037\n",
"2021-07-04 17:30:00-06:00 153.100448 26.899552 66.671974 283.785789\n",
"2021-07-04 18:30:00-06:00 157.180403 22.819597 79.049181 290.144674\n",
"2021-07-04 19:30:00-06:00 152.760313 27.239687 91.029029 297.221729\n",
"2021-07-04 20:30:00-06:00 142.715045 37.284955 102.125810 305.532177\n",
"2021-07-04 21:30:00-06:00 130.387470 49.612530 112.004075 315.664365\n",
"2021-07-04 22:30:00-06:00 117.137085 62.862915 120.038758 328.204498\n",
"2021-07-04 23:30:00-06:00 103.485709 76.514291 125.395760 343.376671"
],
"text/html": [
"\n",
" <div id=\"df-9c988412-b23c-436a-8c34-85b72047904c\" class=\"colab-df-container\">\n",
" <div>\n",
"<style scoped>\n",
" .dataframe tbody tr th:only-of-type {\n",
" vertical-align: middle;\n",
" }\n",
"\n",
" .dataframe tbody tr th {\n",
" vertical-align: top;\n",
" }\n",
"\n",
" .dataframe thead th {\n",
" text-align: right;\n",
" }\n",
"</style>\n",
"<table border=\"1\" class=\"dataframe\">\n",
" <thead>\n",
" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>east</th>\n",
" <th>west</th>\n",
" <th>apparent_zenith</th>\n",
" <th>azimuth</th>\n",
" </tr>\n",
" </thead>\n",
" <tbody>\n",
" <tr>\n",
" <th>2021-07-04 00:30:00-06:00</th>\n",
" <td>89.638003</td>\n",
" <td>90.361997</td>\n",
" <td>127.151982</td>\n",
" <td>0.454180</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2021-07-04 01:30:00-06:00</th>\n",
" <td>75.842993</td>\n",
" <td>104.157007</td>\n",
" <td>125.126347</td>\n",
" <td>17.399915</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2021-07-04 02:30:00-06:00</th>\n",
" <td>62.212582</td>\n",
" <td>117.787418</td>\n",
" <td>119.630555</td>\n",
" <td>32.433959</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2021-07-04 03:30:00-06:00</th>\n",
" <td>49.000192</td>\n",
" <td>130.999808</td>\n",
" <td>111.501086</td>\n",
" <td>44.839705</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2021-07-04 04:30:00-06:00</th>\n",
" <td>36.751820</td>\n",
" <td>143.248180</td>\n",
" <td>101.562281</td>\n",
" <td>54.868225</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2021-07-04 05:30:00-06:00</th>\n",
" <td>26.892622</td>\n",
" <td>153.107378</td>\n",
" <td>89.880214</td>\n",
" <td>63.107625</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2021-07-04 06:30:00-06:00</th>\n",
" <td>22.866187</td>\n",
" <td>157.133813</td>\n",
" <td>78.428260</td>\n",
" <td>70.141065</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2021-07-04 07:30:00-06:00</th>\n",
" <td>27.319515</td>\n",
" <td>152.680485</td>\n",
" <td>66.033364</td>\n",
" <td>76.480323</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2021-07-04 08:30:00-06:00</th>\n",
" <td>37.346903</td>\n",
" <td>142.653097</td>\n",
" <td>53.282379</td>\n",
" <td>82.634299</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2021-07-04 09:30:00-06:00</th>\n",
" <td>49.659989</td>\n",
" <td>130.340011</td>\n",
" <td>40.343521</td>\n",
" <td>89.311812</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2021-07-04 10:30:00-06:00</th>\n",
" <td>62.899544</td>\n",
" <td>117.100456</td>\n",
" <td>27.396695</td>\n",
" <td>98.105280</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2021-07-04 11:30:00-06:00</th>\n",
" <td>76.542143</td>\n",
" <td>103.457857</td>\n",
" <td>14.923035</td>\n",
" <td>115.347034</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2021-07-04 12:30:00-06:00</th>\n",
" <td>90.341658</td>\n",
" <td>89.658342</td>\n",
" <td>7.202650</td>\n",
" <td>182.726011</td>\n",
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" <th>2021-07-04 13:30:00-06:00</th>\n",
" <td>104.138301</td>\n",
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" <td>117.770599</td>\n",
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" <th>2021-07-04 16:30:00-06:00</th>\n",
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" <td>277.639037</td>\n",
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" <tr>\n",
" <th>2021-07-04 17:30:00-06:00</th>\n",
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" <td>26.899552</td>\n",
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" <td>283.785789</td>\n",
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" <th>2021-07-04 18:30:00-06:00</th>\n",
" <td>157.180403</td>\n",
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" <th>2021-07-04 19:30:00-06:00</th>\n",
" <td>152.760313</td>\n",
" <td>27.239687</td>\n",
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" <td>297.221729</td>\n",
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" <th>2021-07-04 20:30:00-06:00</th>\n",
" <td>142.715045</td>\n",
" <td>37.284955</td>\n",
" <td>102.125810</td>\n",
" <td>305.532177</td>\n",
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" <tr>\n",
" <th>2021-07-04 21:30:00-06:00</th>\n",
" <td>130.387470</td>\n",
" <td>49.612530</td>\n",
" <td>112.004075</td>\n",
" <td>315.664365</td>\n",
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" <th>2021-07-04 22:30:00-06:00</th>\n",
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},
"metadata": {},
"execution_count": 16
}
],
"source": [
"vert_params = {\n",
" 'east': {'tilt': 90.0, 'orientation': 90.0},\n",
" 'west': {'tilt': 90.0, 'orientation': 270.0}}\n",
"aoi = {\n",
" k: pvl.irradiance.aoi(v['tilt'], v['orientation'], sp.apparent_zenith, sp.azimuth)\n",
" for k, v in vert_params.items()}\n",
"aoi = pd.DataFrame(aoi)\n",
"pd.concat([aoi, sp.apparent_zenith, sp.azimuth], axis=1)[july(4):july(4)]"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
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"id": "hRngyFQVYxqH",
"outputId": "dfa9a830-e2d3-436b-96e9-f8a9cbaa28a0"
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{
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" <td>0.000000</td>\n",
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" <td>0.000000</td>\n",
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"application/vnd.google.colaboratory.intrinsic+json": {
"type": "dataframe",
"summary": "{\n \"name\": \"pd\",\n \"rows\": 24,\n \"fields\": [\n {\n \"column\": \"east\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 0.4843723547241926,\n \"min\": 0.0,\n \"max\": 0.9994120585655921,\n \"num_unique_values\": 13,\n \"samples\": [\n 0.7784845973764047,\n 0.9865231497627261,\n 0.0412399627862188\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"west\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 0.4844694894173878,\n \"min\": 0.0,\n \"max\": 0.9994159031939407,\n \"num_unique_values\": 13,\n \"samples\": [\n 0.9474680817326762,\n 0.9964523250035354,\n 0.0\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"apparent_zenith\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 39.607254832940406,\n \"min\": 7.202649597990273,\n \"max\": 127.151982415193,\n \"num_unique_values\": 24,\n \"samples\": [\n 53.28237902596627,\n 53.92971425125959,\n 127.151982415193\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"azimuth\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 119.16906972062503,\n \"min\": 0.4541801176817444,\n \"max\": 343.3766714761614,\n \"num_unique_values\": 24,\n \"samples\": [\n 82.63429900758399,\n 277.63903709411386,\n 0.4541801176817444\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n }\n ]\n}"
}
},
"metadata": {},
"execution_count": 17
}
],
"source": [
"iam = pvl.iam.physical(aoi, n_ar=N_AR)\n",
"pd.concat([iam, sp.apparent_zenith, sp.azimuth], axis=1)[july(4):july(4)]"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/",
"height": 755
},
"id": "pFV_zSbSaahL",
"outputId": "6323e684-c4e9-4a90-e6ea-4c0d7a9bb2f3"
},
"outputs": [
{
"output_type": "stream",
"name": "stderr",
"text": [
"/usr/local/lib/python3.10/dist-packages/pvlib/bifacial/infinite_sheds.py:344: RuntimeWarning: invalid value encountered in divide\n",
" diffuse_fraction = np.clip(dhi / ghi, 0., 1.)\n"
]
},
{
"output_type": "display_data",
"data": {
"text/plain": [
"<Figure size 1600x1000 with 3 Axes>"
],
"image/png": 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8M1A+o8HZ2dmyr+K6OHnyZLV9LlmyxJL4EUIIIYQQAiTpIIQQQgghxA3n9ttvByA2Npb333/fsmxOSUkJS5cu5YUXXqhUyPhiP/30E4899hh//fVXpeV4dDodf//9N/PnzwfgjjvuqHRcxY3qM2fOEBERYd0TukKenp589dVX2Nvbk56ezvjx41m4cGGl5XvS0tL47rvveOCBBygoKMDNzY1vvvnGkkyBf5MHTZs2pUuXLpcdd8iQIQAcO3aM06dPX1XMX331FYGBgej1ep5//nlefPFF9u3bR2lpqaWNwWDg5MmTzJo1i+jo6KvqH+Cee+6xnMeLL77I2rVr0ev1ACQnJ/P8889z5MgRAF555ZUa+2nUqBH/+c9/2Lhxo2VWRFxcHE888QTx8fGoVCr+85//VDrmtttuA2DXrl189913lmLRBQUFzJkzh48++qjGa1EIIYQQQtyapJC0EEIIIYQQtaxv376XbfPtt9/SvXt3AHr37s2wYcNYv349S5YsYcmSJTg7O1NcXIzRaKRjx46MHTu22roMZrOZ3bt3s3v3bqB8ZoOdnR35+fmWWROBgYG88cYblY4LDQ2lRYsWJCQkcN999+Hi4mJ5yv21115j8ODB1/UaXKmePXvy22+/8corr5CYmMgnn3zCJ598gqOjI2az2XLTG8qXHfrqq6/w9/e3bNNqtZZlku65554rGjM0NBQPDw+ys7NZsWIF06dPv+J43dzcWLZsGTNmzGDdunVs2LCBDRs2AODo6IiNjQ1FRUWWm/wAAwYM4Mknn7ziMVQqFd9++y1Tp04lNjaWV155hTfffBN7e3vLzBSlUsmbb75J//79a+znueeesyStNBoNtra2FBYWAuXLa82YMaPK0kyjR4/mr7/+IiwsjG+++YZvv/0WZ2dnCgsLMZlM3HHHHbRv314KSQshhBBCCAtJOgghhBBCCFHLrqTQbsWT6xW++OILunTpwsqVK0lISMBoNNKmTRuGDh3KI488UmP9gXvvvRdvb28OHjzI6dOnOX/+PEVFRbi4uNCqVSvuvvtuJk2ahK2tbaXj1Go1v/zyC99++y379+8nIyOD/Px8gEo3+utC586dWb9+PevWrWPbtm3ExMSQnZ2NUqnEz8+PLl26MHjwYO666y5LLYoKmzZtstyIr5jBcDkqlYpBgwaxdOlS1qxZwyuvvFKlcPelODk58cUXX/DUU0+xZs0aDh06REpKCnl5eZhMJjw9PWnVqhXdu3dnxIgRlZIkV8rb25uVK1eyZMkSNmzYQFxcHKWlpfj6+hIaGsqUKVNo3779JftwdnZmxYoV/Pjjj2zevJm0tDRcXV3p1q0bTz75JN26datyjI2NDT///DM//fQT69atIzU1FbPZTFBQEKNHj2bixIl89913V30+QgghhBDi5qUw11elOCGEEEIIIYQQQgghhBBC3FSkpoMQQgghhBBCCCGEEEIIIaxCkg5CCCGEEEIIIYQQQgghhLAKSToIIYQQQgghhBBCCCGEEMIqJOkghBBCCCGEEEIIIYQQQgirkKSDEEIIIYQQQgghhBBCCCGsQpIOQgghhBBCCCGEEEIIIYSwCnV9ByCqZzabMZnM9R1GJUql4oaLSYiayPUqGhq5ZkVDIteraGjkmhUNiVyvoqGRa1Y0JHK9iobmRrtmlUoFCoXisu0k6XCDMpnM5OQU13cYFmq1Ejc3RwoKSjAYTPUdjhCXJNeraGjkmhUNiVyvoqGRa1Y0JHK9ioZGrlnRkMj1KhqaG/GadXd3RKW6fNJBllcSQgghhBBCCCGEEEIIIYRVSNJBCCGEEEIIIYQQQgghhBBWIUkHIYQQQgghhBBCCCGEEEJYhSQdhBBCCCGEEEIIIYQQQghhFZJ0EEIIIYQQQgghhBBCCCGEVUjSQQghhBBCCCGEEEIIIYQQViFJByGEEEIIIYQQQgghhBBCWIUkHYQQQgghhBBCCCGEEEIIYRXq+g5ACCGEEEIIIYQQwtrMZjOJBcnsTztMXH4ijmoHXG2dcbF1xtXW5d//asq3aVQ29R2yEEIIcVOQpIMQQgghhBBCCCFuGoW6Ig6mh7M/LYz04owrPs5R7YDLhaRERULC1dYZF82/SYpGGieUClk0QoiGwGw2YzQaMJvNAJhMCsrKVOh0WoxGcz1HJ8Tl1eY1q1QqUalqLzUgSQchhBBCCCGEEEI0aEaTkeM5p9h/7jDHsk9gMpsAsFHa0M2rM90ad0ZvMpCvzSdPW0C+roC8ip+1+ehNBooNJRQbSjhXnF7jOEqFEmdNo0qzJFwrzZwoT1jYqexQKBR1dfpCiIsYDHoKC/PQ6cowX3gvqJCVpcRkMtVwpBA3ntq8ZtVqDY6OztjbO1q/b6v3KIQQQgghhBBCCFEHMorPsz8tjIPp4RToCi3bA5z96e0bTA/vLtir7S/Zh9lsptRQeiEBUZ6MKE9KXPR3bT4FuiJMZtOFZEU+Z0musU+NSlNllkSlxITGBRfbRqiVcltGCGvS6bTk5p5HqVTi6NgIGxtblEolUJ4EVKkUMstBNCi1c82aMRqNlJQUkZ+fBWD1xIP8dhNCCCGEEEIIIUSDUWbQEnE+iv1ph4nPT7Rsd7JxJNSnO719Q2ji5HPF/SkUChxsHHCwcbjkcUaTkUJ9kSURUTkpUUCernzWRKmhDJ1Rx/mSLM6XZF1ybCcbx/9JRvybnHC5sLyTo42DLOkkxBUqKspDpVLj7u59IdlQmVqtxGCQmQ6i4aita9bGBmxt7cnNzaS4uECSDkIIIYQQQgghhLi1mM1m4vPPsj/tMOHnj6Iz6gBQoKCjRzt6Nwmhk0e7Wp05oFKqLtR5cKE5fjW20xp15FckIqqZOVGxz2A2UqQvpkhfTErRuZrHVahqSEpUnkVhq9LUxmkL0WAYjUZ0ujJcXDyqTTgIISpTKBQ4ODiSl5eF0Wiwao0HSToIIYQQQgghhBDihpSvLbhQFPpwpVkDXvae9PYNIdS3O662LvUYYVW2Kg1eDo3xcmhcYxuz2UyxvuSihER+laREnraAQn0RRrORnLJccspyLzmuncqOfk17MjpwqNSTELckk8kIgFptU8+RCNFwVCQaTCYTKpX1+pWkgxBCCCGEEEIIIW4YBpOB6OyT7D93mOM5pyxFoTUqDd29gujtG0KgS0CDvrGuUChw0jjipHGkGU1qbGcwGSjQFVZdyqkiOXEhYaE16igzlrE1aScBzv508+pch2cjxI2m4b43CFH3auffiyQdhBBCCCGEEEIIUe/SijPYf+4wB9PDKdIXW7a3dGlOb99Qunt1xk5tV48R1j21Uo27nRvudm6XbFdqKGNj4ja2Ju1k+em/aOfe6rIFtIUQQojaIkkHIYQQQgghhBBC1ItSQynhGUfZnxZGYkGSZXsjjRO9fILp5RuMj6NXPUbYMNir7RjW4m6OZkaTWZrN2vhN3NtmdH2HJYQQ4hYlSQchhBBCCCGEEELUGbPZzJm8ePalHebI+WPoTXoAlAolnT3a07tJCB3c26JSWnFx6VuARmXDpLZj+TZyLrtS9hPq050AZ//6DksIIcQtSJIOQgghhBBCCCGEqHW5ZXkXikKHkVWabdnu4+BF7yYhhPp0x1nTqB4jbPjaubcmxLs7hzMi+P3kSl4P/o8kb4QQQtQ5ZX0HIIQQQgghhBBCiJuT3mQg4nwU30XO5519n7A2fhNZpdnYqWzp2ySUV3o8y9s9p3GXf39JOFjJuNbDcVDbk1qUxvaUPfUdjhBCNAh//72Wfv2CmTlzhlX6S0s7R79+wfTrF2yV/q7E/Pk/0q9fMPPn/1hnY9ZEZjoIIYQQQgghhBDCqlKL0th/7jCHMiIo1pdYtrd2bUlv3xC6enXGVqWpxwhvXo00ToxpNYzFJ1ewPn4z3RoH4WF/6ULUQgghhDVJ0kEIIYQQQgghhBDXrURfQlhGJPvTDpNUmGrZ7qJxppdveVFoLwfPeozw1tHLN5gDaeHE5Sew7PRfPBX0CAqFor7DEkIIcYuQpIMQQgghhBBCCCGuicls4nRuHPvTDhOZGY3BZABApVAR5NmB3k1CaO/eBqVCVneuS0qFkvvajeWTQ7OIzj7B0cxounp1ru+whBBC3CIk6SCEEEIIIYQQQoirkl2ay4H0MA6khZFTlmvZ3sTRhz5NQgnx7oaTxrEeIxS+jt4Man4HGxO3sez0atq6t8ZebVffYQkhhLgFSNJBCCGEEEIIIYQQl6U36jmaGc3+tDBO5Z7BjBkAe7Udwd7d6O0bjH+jZrKMzw3knuYDCM+IJLM0m7Xxm7i3zaj6DkkIcQMZP34E6elpfPPNHJycnFiwYB7HjkVSUlKKv39zRo4cw+jR41Aqq85Wi409xe+//0ZkZAR5ebk4ODjQrl1HxowZR79+/au0NxqN7N+/hz17dnH8eDSZmZlotWV4eDQmODiEyZMfplkzP6ucV2bmeebNm8OBA/soLCzAy8ubgQPv5qGHHuWLLz5hw4Z1TJ/+HkOHjrjiPlNTU1i8+BcOHz5EdnYmGo0trVq1Ztiwkdxzz9BqX6OLbd++lWXLficuLg6Adu3a8+CDjxAS0qtK28LCQnbu/Id9+/aQkBBHZuZ5FAoFTZo047bb+jNp0gM4OTld3YtSxyTpIIQQQgghhBBCiGqZzWaSi1LZfy6MwxlHKDWUWva1dWtFb98QujTuhEZlU49RippoVDZMajuWbyPnsitlHz19utPc2To39YQQN4/o6CgWLpyPUqmgefMW5OfncebMab788r9ERUXy3nsfVUoob9y4nk8++QCj0YiTkxOBga3Jysrk4MF9HDy4j7FjJ/Dyy69XGiM7O4s33piGQqHAzc0dHx8fjEYj6enprF37F9u2beHLL2fTqdP1LQWXlHSWZ599nNzcHNRqNS1bBqLVavnll/mEhR3C17fJVfd5+PBBpk9/hdLSUuzs7GjRIpCCggIiIyOIjIxg164dfPjhp6jV1d9qX7p0EbNnz8LV1RV//+akpaUSERFGREQYr7zyBqNHj6/Uft++3Xz66Yeo1Wo8PDwJCGhJUVERSUmJLFwYyz//bGHOnJ9xdna5pteoLkjSQQghhBBCCCGEEJUU6Ys5nH6E/WmHSS1Ks2x3s3W1FIX2tHevxwjFlWrn3poQ7+4czojg95MreS34eVRKVX2HJUS9MJvNaHXG+g7jmmhslLU2k+znn3+ib9/bePPN9yxP0O/atYMZM95i69ZNdO8ezMiRYwCIj4/jv//9CKPRyMSJk3nyyWfRaDQAbNiwjk8//ZBVq5bTtm17hg0baRnDwcGRN998lz59bsPNzc2yXa/Xs27dambN+pyPP57B4sUrrvk8zWYzH3zwDrm5OXTuHMSHH/4XT8/GAJw+fZLXXnuJU6dOXFWfubk5vPfedEpLS7nrrnt49dU3cXQsf40OHtzPO++8we7dO/jll/lMnfpktX3MmTObJ598lvvvfwiVSoXBYGDBgrn88st8Zs36gqCgbrRsGWhpHxjYmk8//ZKQkFAcHR0wGEwA5Ofn8dNP37N69SrmzJnNa6+9dfUvUh2RpIMQQgghhBBCCCEwmU2czIllX9phjmXGYDCX35hTK9V08exI7yYhtHVrJUWhG6BxrYcTk32ClKJz7EjZy0D/2+s7JCHqnNls5qNfwolNya/vUK5Jq2YuvDm5e60kHpycGvHuux9ia/tv3Zfbb7+DyZMfYsGCuSxatJARI0ajUChYunQRer2eTp2CeP75lyr1M2TIcOLizrB06SJ++WV+paSDk5NTpb9XsLGxYcyY8Rw7dpTNmzdw/HgMHTt2uqbziIgI4+TJ49jZ2fHhh5/h6elp2demTTveeus9Xnrpuavq888/V1BQkI+3tw9vv/1+pdkMPXv25sknn+Grrz5n2bLfue++B3FwcKjSR2hoLx58cIrl72q1mscff5qjR48QGRnB0qWLmD79Pcv+Vq1a06pV6yr9uLi48uqr09m/fy9btmxk2rQ3UKluzCSyJB2EEEIIIYQQQohbWGZJtqUodJ7235txfk5N6N0klGDvrjjaVL2JIhqORhonRrcayu8nV7IufhNdG3fGw97t8gcKIW4Jw4ePqpRwqDB27L0sWDCXc+dSSU4+i79/AAcO7ANgwoT7qu1r0qQHWLp0EefOpZKUdBZ//+aV9kdHR7Fr1w6SkhIpKirCaCxPcGdkpAMQG3vympMOBw+Wx9arV99KCYcKISG98PHxJT09rcq+mlSc79ixE6pdPmn48NHMnfsDRUVFREdHERpatUbDuHETq+173Lh7iYyM4ODB/VX2GQwG9u7dRXj4YVJTUykrK8VkKp/xUFxcRGlpKSkpyTRvHnDF51KXJOkghBBCCCGEEELcgvK0+Sw+uYLj2acs2xzU9oT4dKe3bzB+jZrWY3TC2nr7hnAwLZy4/ESWnf6Lp4IekaLf4paiUCh4++FgSkoN9R3KNanN5ZUCAlpUu93NzQ1XVzfy8nJJSjqLu7snOTnZAJWWA7qYp6cnLi4u5Ofnk5SUaEk6GAwGZs6cwZYtGy8ZS37+tc9ESU5OAqh2lkCFVq1aX1XSISnpLFDz+dra2tK0qR+nTp3g7NnEapMONb2+AQEtgfJ6F8XFRZZlm7KyMnnllRc4c+b0JWPLz8+70tOoc5J0EEIIIYQQQgghbjGxuXHMj1lMoa4IBQraubemt28IQZ4dsJGi0DclpULJfe3G8cmhWURnn+BoZjRdva6vYKsQDY1CocBWc2MuR1Of3NxqrtHj7u5OXl4uJSUllJQUV9pe8zEe5OfnU1JSYtn2+++/smXLRlxdXXnqqefo1i0YT09PywyLefPmsHDhPAyGa08KlZSUAuX1I2pyqX3VKS0tPwc3N48a23h4eFwYv7ja/TW9vhe/hiUlJZakw8yZMzhz5jRt2rTl8cefonXrdri4uGJjU/77+dlnH+fo0SPX9VrVNkk6CCGEEEIIIYQQtwiz2cy25F2sjtuAyWyiqZMvUztOxtvRq75DE3XA19GbQf792Xj2H5adXk1b99bYq6suqSKEuLXk5ubUuC8np3yfg4NDpRv2OTk5uLi41nBMtuWYChs3rgdg+vQZ9OnTr8ox1zPDoYKDgz1Q883/y+2rjr29A0VFheTmZtfYJju74nyrT2jk5ubg7e1TZXvFa1t+bPlrlZWVxeHDB7G1teXLL7/D09PdUki6gjVeq9om1Z+EEEIIIcQNrahUT0GJrr7DEEKIBq/UUMa86EX8eWY9JrOJUJ/uvNLjWUk43GLuCRiIp70H+boC1sZvqu9whBA3gMTEhGq35+XlkZeXC4C/f3OcnJxwdy9/qj8+Pq7aY7Kysiw3xf39Ayzb09LOAdC1a7dqj4uJOXZNsV/Mz88fgLi4MzW2udS+6lQsD1XT+Wq1WlJTkwFqrK9Q0+t79mz5dg8PD8ssh/T0cxf6aoGrq2uVYwoKCkhOPnvF8dcXSToIIYQQQogbVlGpnnfmHWTa7L0s3RZLcZm+vkMSQogG6VxROp+HfUtk5jFUChUT24zhofYT0ag09R2aqGMalQ2T2o4BYFfKPs4WJNdzREKI+rZ+/Rq0Wm2V7atWLQPA17cpfn7lN9979eoDwPLlS6rta9myxQA0bdqsUhHpimWUsrKyqhwTHn6Y06dPXscZlOvZszy2Awf2WmZbXCws7JAl+XGlKs531arl1S5ntH79GoqKinB0dKRz5y7V9lHxOv6vlSuXVYob/n2dcnNzMJvNVY5Ztux3S/HtG5kkHYQQQgghxA3r7/1nyS/WYTSZ2Xw4mTd/PMC28BQMRtPlDxZCCAFAeEYkn4fPJqMkE1dbF17q/jS3N+stRYRvYe3d2xDi3Q0zZpacXInRdOPfwBJC1J7CwgI++ug9iouLLNv27NnF4sW/ADB58kOW3xmTJj2AjY0N0dFRfPfd1+j1/z4UtHnzBpYtK09GPPzw1EpjVMxw+Oab/6OwsNCyPSIijPfem45GY3vd59G9ezDt23egtLSUt99+vVKCIzb2FB9//D5q9dVVGxgzZjzOzi5kZKTz8cfvV1qe6fDhA/z442wA7r33fuzt7avt4+DB/Sxe/AsmU/l3GKPRyM8//8SRI+Go1WomTZpsaduiRUtcXFzIzDzPvHlzLAkGk8nEypXL+O23BVZ5rWqb1HQQQgghhBA3pOz8MraGpwAwql8Lwk6eJzWrmMVbTvNPRAoTB7QmKLDmgm5CCHGrM5qM/HlmPdtT9gDQ1q0VUzreTyONUz1HJm4E41qPICb7JMlF59iZspcB/rfXd0hCiHry6KNPsHDhfEaNGkxAQEvy8/MsMwIGDBjEqFFjLW1btgzktdfe4tNPP2TJkt9Yu/Yv/Pz8yMrKIjPzPABjxkxg6NARlcaYOvUpwsIOceDAPsaOHYqfnz+FhUWkpaUSGNiKwYOHsXTpous6D4VCwTvvfMizzz5OVFQk48cPp2XLQHQ6PYmJ8XTo0ImgoK5s3boJpfLKnsV3c3Pn/fdnMn36q2zevIFdu7YTENCSgoJ8zp1LBeC22/pXSbJc7KmnnmP27FksWbIIX19fzp1LtSxB9fzzL9OyZStLW7VazZNPPsdnn83kl1/ms2bNKry9fUlPTyMvL5ehQ0dw7lwqkZER1/FK1T6Z6SCEEEIIIW5If+6Ox2A00c7flZF9A5jxaAgP3t0GJ3sb0rJLmLX8KF/+EUlqZtHlOxNCiFtMnjafWUd+tCQc7m5+J891fUwSDsKikcaJ0a2GArA2YTM5Zbn1HJEQor506hTEnDnzCQnpRVpaKtnZWQQGtuKll15lxoyZVWbGDRkynHnzfmXQoMHY2dkRG3sarVZLaGgvPvnkC6ZNe73KGK1bt+GHH+bTp89tqFQqEhMTUatVPPDAI/zww881zhK4Wv7+zZk//zeGDRuJi4sLiYkJ6HRaHnjgEb75Zo5liSRHx+qLPlcnJKQXCxcuYcSIMbi6uhEXF0tBQT5du3Zn+vT3mDnz80vOoJg06QE+/PBT/Pz8OHv2LDqdnm7devB///ct48bdW6X9yJFj+Oij/9K+fUdKSkpISjqLr68vr7zyJm+++e7Vvyj1QGGubnEoUe+MRhM5OVdXTb02qdVK3Nwcyc0trlIxXYgbjVyvoqGRa1Y0JHV1vSafL2LGz4cwA+88HEwLX2fLvpIyPev2nWVLWDJGkxmlQkH/rk0YdVsLnB1kbXJRmbzHiobEWtdrbG4c82MWU6grwk5lx0MdJtKlcUcrRipuFiaziVkRc4jLT6SzZ3ue7PzIVS27Je+x4kai1+vIzk7Dw8MXG5vqPxOq1Uq5Vi8yfvwI0tPT+OabOXTvHlzf4dSJBx+8l4SEeBYs+J3WrdvUdziXVdvX7JX8u7mYu7sjKtXl5zHITAchhBBCCHHDWbEjDjMQ0s6rUsIBwMHOhnsHtOKjx3vSvU1jTGYz24+k8uaPB9h4MEnqPQghbllms5mtSTv5JnIuhboimjj68HrIfyThIGqkVCi5r904VAoVx7JOcDQrpr5DEkKIWhMTE01CQjzOzi60aNGyvsO5qUnSQQghhBBC3FBOnM3lWHw2KqWCsf1r/jLg7ebAc2M789p93fD3dqJUa2DZ9jO8PfcgEaczkQm9QohbSZmhjPnRi/jzzHpMZhMh3t15Nfg5vBw86zs0cYPzdfRmkH9/AJafXk2poayeIxJCiGuXnJzE8uVLKxWrBoiKiuTdd98AypcvutqC0uLqyKsrhBBCCCFuGCazmeXbzwBwR9emeLs5XPaYds3dePfhEPZGp7FqZzzn80qZveoY7fxdmTSwNf7ejWo7bCGEqFdpxRnMPfYrGSWZqBQqxrcewW1Ne1/VMjni1nZPwEDCzh8lqzSbdfGbmNBmVH2HJIS4xf3668/s37/3itu/9NKrtGnTjuLiIr7++gtmz/4KPz9/HBwcycrK5Pz5DAA6dw5iypTHaitsccFNk3TYuXMny5cvJzIykry8PFxcXPDz86Nnz548//zzVbJXer2eX375hTVr1pCUlISNjQ3t2rXjwQcf5O67777kWMePH+enn37i8OHDFBQU4OXlxZ133skzzzyDu7t7bZ6mEEIIIcRNLezkeRLTC7HVqBjRN+CKj1MqFdwW1ITgtl5sOHiWTYeSOZmUx/sLDtM3yJext7fE1cm29gIXQoh6Ep4RyaKTK9AZdbjauvBYpwdo4dK8vsMSDYxGZcOktmOYHTmPnSn7CPXpTnNnv/oOSwhxC0tOTuLYsaNX3L6oqAiAJk2a8dBDj3L48AHS09NJSUnG1taWjh07M3Dg3YwePQ6NRurA1bYGX0jaYDDw5ptvsmbNGgB8fX3x9PQkLy+P9PR09Ho9ERERlSqSa7VapkyZQnh4OCqVilatWlFaWkpSUhIAjz/+OK+88kq1423evJmXX34ZvV6Ph4cHPj4+JCQkUFJSQuPGjVmyZAl+ftf/i1kKSQtx7eR6FQ2NXLOiIanN69VgNPH23IOczytldL8WjOzX4pr7ysovZcWOOA6dOA+ArY2KYb2bc3eIHxoblbVCFg2AvMeKhuRqrlejycifcevZnrwHgDZurXi04/000jjVRajiJrUwZgmHM47g59SEV4OfR6W89O9MeY8VNxIpJC1uRg21kHSDn+kwY8YM1qxZQ+fOnfnggw/o0KGDZV9paSn79u2rkr36/PPPCQ8Pp1mzZsydO5eWLcvXCt62bRsvvvgic+fOpXv37gwYMKDScRkZGbz22mvo9XqeeeYZnn32WdRqNYWFhbz00kvs3r2bF198kRUrVsg0ViGEEEKIq7Qz8hzn80pxdtRwd+j1PcTh6WLPU6M6cVdwPku3xRJ/roBVu+LZGZnK+DtaEdreSz6vCSEarHxtAfOjFxGXnwjA3c3vZHiLuy97g1iIyxnXegQx2SdJLjrHzpS9DPC/vb5DEkII0QA16ELSBw4cYPny5TRt2pSFCxdWSjgA2NvbM3DgQGxsbCzbsrKyWLp0KQAzZ860JBwABg4cyGOPla/pNXv27CrjzZs3j9LSUkJCQnjhhRcsSzY1atSI//u//6NRo0ZER0ezfft2q5+rEEIIIcTNrFRrYM3eBABG9WuBncY6z8a0aurC9Ad78PiIDrg1siW7QMuPa2L4ZFEE8ecKrDKGEELUpdjceD45PIu4/ETsVHY80flhRgUOkYSDsIpGGidGBw4FYG3CZnLKcus5IiGEEA1Rg046LFiwAIBHH30UJ6crm0L6zz//oNfrCQgIoFevXlX2T5o0CYCYmBjLcksVNm3aBMC9995b5TgXFxcGDx4MwIYNG678JIQQQgghBJsOJVFYosfb3YHbgnyt2rdSoaB3Rx8+fqIXo29rgcZGyZnUfD76NYyf1saQU1Bm1fGEEKI2mM1mtibt5JvInyjUFdHE0YfXQ56nS+OO9R2auMn0bhJCS5cAdEYdy07/RQNflVsIIUQ9aLBJB61Wy9695RXMe/fuzZkzZ5g5cyaPPvooTz31FF9//TWpqalVjouMjASgR48e1fbr7e1Ns2bNKrUFSEtLIyOjvMp5SEhItccGBwcDcPTolRc5EUIIIYS41eUXadl0KBmAcbe3RH0Fa4ReC1sbFSP7tuCTJ3rTt5MPAAdiMpj+0wH+2h2PVmeslXGFEOJ6lRnKmB+9iD/PrMdkNhHi3Z1Xgp/Dy6FxfYcmbkJKhZL72o5FqVByLOsER7Ni6jskIYQQDUyDrelw8uRJ9Ho9AOHh4XzwwQeWvwNs376defPm8cknnzB8+HDL9sTERAD8/f1r7Nvf35+UlBQSEhKqHGdjY4OPj0+1x1UUkE5OTkav11da1ulaqNU3Tk6ookDIlRQKEaK+yfUqGhq5ZkVDUhvX69p9iWj1RgKbutCzo3eVWgtmkxEUSqvVYGjsZs+Toztxd09/ft98mlPJeazZm8juqDTG3xFI3yBflFLv4aYh77GiIanuek0rymDO0V9ILz6PSqFiQtuR3OHXR+rSiFrl79qEewLuZEPCNpafXk3Hxm2wV9tVaSfvseJGYjJd+n2x4m1ToQCZwCMagrq8ZlUqhVXvRTfYpENmZqbl54oC0m+//Tbt2rUjLS2Nr776ig0bNvDGG2/QsmVLS72H/Px8oHw5pJpU7Cso+Hed37y8PMu+mj7cubq6AmAymSgqKsLNze2az0+pVODm5njNx9cWZ2f7+g5BiCsm16toaOSaFQ2Jta7X1MwidkSeA+CxUZ1wd6+8ZKZJr+XcwncxFufhMWgKjh36Wu1Gm5ubI93a+7DvWBoL1saQkVPC3LXH2R55jsdGdqJjSw+rjCNuDPIeKxqSiut1X1I4Pxz+Da1Bi7u9Ky/3eZw2ni0vc7QQ1jG5+0gizh8loziLTcnbmNK96lLTFeQ9VtwIyspUZGUpL3vzVJJkoqGpzWvWZFKgVCpxcXHAzq5qcvlaNdikQ3FxseVnOzs75s6da0kWNG/enC+//JLExEROnDjBnDlz+Oabb4DyZZmAS85C0Gg0AJSV/bu+79Ucd3H7a2UymSkoKLmuPqxJpVLi7GxPQUEpRqOpvsMR4pLkehUNjVyzoiGx9vU6/69jmExmurb2pKm7Pbm5xZX2lx3diO58IgDn//oKmyPbcbj9YZSNrJcQ6ODnwswnerLlUDKr9yRwJjmPN77bQ0h7LyYNaE1jN7mR0pDJe6xoSCqu15y8IpafWMO2pN0AtHVvxWOdJ+OsalTlfVKI2jSp7Ri+jpjLxtgddHUPIsDFr9J+eY8VNxKdTovJZMJoNGMwVL0eFYrya9ZoNMlMB9Eg1MU1azSaMZlM5OeXUFp6+eVmnZ3trygJ0mCTDra2tpafx4wZU2XmglKp5JFHHuH1119nz549mEwmlEql5biLl2L6XzqdDqBSdudqjvvf+K5VdW+Q9c1oNN2QcQlRHbleRUMj16xoSKxxvcal5nP45HkUivJaDv/bn1mvpSxiHQAq/y4YU2LQn40kf+lJbEPHY9NhAAqFdZ76UaLgnlB/enX04a/d8ew6eo7DJ85z5HQmg4L9GN4nAHvbBvvRWSDvsaLhyC3N54uDP3Imr3y537ub38nwFnejUqrkGhZ1ro1ra4K9uxKWEcmi4yt4tcdzqJSqKu3kPVbcCIzGS9+VrbhpKwkH0VDU5TVbU7LuWjXY+UQXJxkCAwOrbdOyZfm00+LiYsvySM7OzsC/yyxVp2JfRduLx8vPz8dcw//pijGUSiVOTk7VthFCCCGEEGA2m1m+/QwAfTv70rRx1c9OupitmEsLUDRqjP3dz+Mw7n2U3q1AX4Z27yJK1nyMMTfVqnG5OGp4eHA73p8SSocANwxGMxsOJvHmj/vZEZmKySTfUoUQtSc2N57XN3/MmbwE7FR2PNH5IUYFDqn2Jq8QdWVc6xHYq+1JLkxlZ+q++g5HCCFEA9Bgkw4VCQWoecmji2cbmEzlmZqAgAAAzp49W2PfSUlJldpe/LNeryctLa3a45KTkwFo1qzZdReRFkIIIYS4mR2Ny+Z0Sj42aiWj+7Wost+sK0V39G8AbHuMRqFUo3JrisPI6dj2fRBs7DBlnKFk5btow//CbKx5Nuq1aOblxLSJXfnP+CC83R0oKNHz68ZTzFhwiOOJOVYdSwghzGYz25J28WXYHPLKCmji5MPrIc/TpXGn+g5NCJw1jRgTOBSAtfGbyC3Lq9+AhBBC3PAabNLB29ubpk2bAv/e7P9fFdttbW0tRZ67du0KQERERLXHZGRkkJKSUqktQJMmTfDy8gIgLCys2mMrtl98nBBCCCGEqMxkMrNyRxwAdwU3w925asEy3bHNoC1G6eqLulVvy3aFQomm40AcJ8xE5d8FTEZ04X9Rsuo9jBlnrBqnQqGgaytPPpwayn0DW+NopyYls5gvlkbyzYoo0nNunPpbQoiGq8xQxvyYxaw6sw6T2US/5qG8Efo8Xg6N6zs0ISx6NwmhpUsAOqOOZadX13c4QghxSQkJ8Uyf/irDh9/FbbeF0K9fMMuW/V7fYd1SGmzSAWDIkCEArF27FoPBUGX/ihUrAAgJCUGtLl+Dd+DAgdjY2JCYmMiBAweqHLN06VIAOnToQPPmzSvtu+eeewBYtmxZlePy8/PZuHEjAIMHD77WUxJCCCGEuOntPZZGalYxjnZqhvVqXmW/uawIXVT55ypNjzEolFU/siqdPLC/50XsBj6Dwt4ZU+45SlbPpGzvb5h1pVaNV61SMijEj0+e7M1dPZqhUiqIPJPFO/MOsmRrLMVl1p1lIYS4daQXZ/BZ2GyOnI9CpVAxqd0Ynu/5CLbq668RKIQ1KRVK7ms7FqVCSVRWDEczo+s7JCGEqFZeXh7PPfc4u3ZtB6BDh0507twFT0+veo6sZmlp55g//8ebKjHSoJMOU6dOpVGjRqSkpPDBBx+g1WqB8qmpv/76K9u3b0ehUPDEE09YjvH09GTixIkAvPXWW8THx1v2/fPPP8ybNw+AZ599ttrx7OzsOHz4MF9//TVGY3lF78LCQqZNm0ZhYSEdOnRgwIABtXbOQgghhBANmVZv5K895cVRh/cJwMGu6pKUuqiNoC9F6e6HumVwjX0pFApsAkNxnPAx6ja3AWb0MdsoXv4WhqRIq8fuZG/D/YPa8MHUUIICPTCazGwJS+aNOfvZGpaMwSgFNIUQVy7ifBSfhX1LRsl5XG1deLH7U9zp3xeFQlHfod1UzGYzBcU6Us4XodUb6zucBq2Jkw+D/O8AYNnp1ZQZyuo3ICGEqMa2bZvIz8+nXbsOrFr1Nz/+uIAffpjPgAF31XdoNUpLO8eCBXNZtmxJfYdiNer6DuB6uLu788033/D000/zxx9/8PfffxMQEEB6ejqZmZkoFApeffVVevbsWem4V199lZiYGI4cOcLw4cNp3bo1JSUllloOjz76KHfdVfVC9PX15b///S/Tpk3j+++/548//sDHx4eEhARKSkrw9PRk1qxZ8iFRCCGEEKIG28JTyC3U4uFsy4DuTavsN5UWoIveAoAmeAwKxeWfkVHYOWF/x1QMrXpRtnsh5sJMSjfOQh3YE9s+k1HaO1v1HHw9HHlxQhdiEnJY+k8sqZnF/L41lu1HUrn3zlYEBXrI50EhRI2MJiN/xf3NP8m7AWjjGsijnSbTSONUz5E1bHqDifO5JaTnlP9Jy77wc3YJJdrylREUCvBxd8DfuxH+Xk74eTnh590IF0dNPUffcAwOGEh4RiRZZTmsi9/MpA6j6zskIYSoJCGh/AGn7t2D0Wjk/b2+NOikA0CfPn1YvXo1P/74I/v27ePkyZM4OTkxYMAApkyZQmhoaJVj7Ozs+PXXX1m4cCFr164lMTERGxsbQkNDeeCBByzLKFVn8ODB+Pn58eOPPxIWFsbp06fx8vJi7NixPPPMM3h4eNTm6QohhBBCNFhFpXrW7z8LwJjbW2KjVlVpozv6Nxi0KBu3QN2821X1r27WEccJH6EN+wv9sY0Y4g5iSInGrvd9qFtb/+nhji3cmTElhF1H0/hzVzxp2SV8vSKKji3cmTigFc0ayw1EIURl+dpC5kcvIi6//IbIIP87GNHyHlTKqu+Hoiqz2Ux+sY707H+TC+UJhmKy8sswm6s/TgHY2aop1RpIyy5PSBw8nmHZ7+Kowc/bCX+vRvh5OeHv7YS3mwNKpSSQ/5dGZcOktmOZfXQeO1L20qtpD9zc2tV3WEIIYaHTla+EY2srSxXWJ4XZXNOvZVGfjEYTOTnF9R2GhVqtxM3NkdzcYgwGWTpA3NjkehUNjVyzoiG5nut16bZYNh9Oxs/LifemhKD8nySAqSSP4iWvglGP/eCXUfsHXXOcxsxEynb9jCm7fCarqmlH7G57BKVz7RRmLSkzsG5/IlsOJ2M0mVEooH/Xpoy+rQXODvKEVX2S91hxoziTl8D86EUU6AqxU9nyYIeJdG3cqVIbuV7L6fRGMnJLL8xUKK6UYCjV1rxEkr2tCh93h3//eDji4+6At5s9Nmol+cU6kjKKSD5fSFJGEUnnizifU0J1N0U0aiXNvJzKZ0R4lycjmjV2xE7T4J/dtIoFMb8TlhGJf6Om/HfwmxTkl93S16y4Mej1OrKz0/Dw8MXGpvrPX2q1Uq7Vi4wfP4L09DS++WYOTk5OLFgwj2PHIikpKcXfvzkjR45h9OhxKKupsRYbe4rff/+NyMgI8vJycXBwoF27jowZM45+/fpXaW80Gtm/fw979uzi+PFoMjMz0WrL8PBoTHBwCJMnP0yzZn7XfC7z5//IggVzq93n4+PLihVrq5xzo0bO/Prrzxw9eoS8vFyee+5F7r33fgCKi4v444/f2blzO6mpySgUCpo29aN//zuZOPF+HBwcL/l6enl5M3/+j4SHH6aoqBBf3yYMGzaSSZMeqPR6PvfcE0RGRtR4XgcORNTqNXsl/24u5u7uiEp1+dno8ttSCCGEEELUuqy8Uv6JSAFgwh2BVRIOALoja8GoR+ndCpVf5+saT9U4AIcx76KL2oQu/C+MqTEUr3gL2+Cx2HQahMLKTxU72Km5985W3NG1Ccu3xxF+OpMdR1I5eDydEX1aMLBHM2zUDbqcmhDiGpnNZran7OHPM+sxmU34OnrzeOeH8HaonSRoQ2E2m8kt1P6bULho9kJ2flm1iQAoXyKpsYs9Ph4O/5NgcMDFUXPJWW2uTra4OtkSFPjvCgVanZGUzPIERHJGIcnni0jOLEKnNxF/roD4cwX/jg14uTvgf2E2hJ+XE35ejXB1uvS4N6NxrUcQk32KpMJUNsbuoI9Xr/oOSQhxHaKjo1i4cD5KpYLmzVuQn5/HmTOn+fLL/xIVFcl7731U6X1u48b1fPLJBxiNRpycnAgMbE1WViYHD+7j4MF9jB07gZdffr3SGNnZWbzxxjQUCgVubu74+PhgNBpJT09n7dq/2LZtC19+OZtOna7te4C3tw+dO3chJSWZ3NwcvLy88fb2AcDDw7NK+6NHj/DbbwtQKpU0b94CBwcHyt/pIT09nRdffIaUlCSUSiUtWrQEID7+DGfOnGbLlo3MmvU9Xl7e1cYSG3uKN9+chsFgICCgJWq1mrNnE/n++29IT0+r9NoEBraioCCf+Pg4NBoNbdu2v6bzv9HITIcblMx0EOLayfUqGhq5ZkVDcq3X69y1x9kfk0775m68MqlrlZszpqJsipe+DiYD9sNeQ920g9ViNuWnU7ZrIca0kwAoG7fA7vYpqDz8rTbG/zqVlMuSbbEkZRQB4OVqz4Q7W9G9jectd2Oqvsl7rKhPZQYtv59cQfj5owAEe3fl/nbjsVXV/ATuzXa9anXGSjMVLAmG3BK0uppnLTjYqvH1+DehUJFc8HJzqPUkrslkJiO3hOTzRRdmRhSRdL6Q/CJdte0bOdhUmhHh7+WEj4cDqmqeDL6Z7Ek9wJJTq7BV2zKjz6s4q61bQ0mIq3UlT2yrVAoMZQ20CLra+gnOiifz1Wo1ffvexptvvoeTU/kSobt27WDGjLfQ6bS89tpbjBw5BoD4+DimTn0AvV7PxImTefLJZy21EzZsWMenn36I0WjkzTffZdiwkZaxioqK2LnzH/r0uQ03NzfLdr1ez7p1q5k163OaNm3G4sUrrus8Z86cwYYN65gy5XGmTn2yxnNWqVQMHjyMF198FXt7ewC02jJsbe14+umpHDt2lFat2jBz5mc0bdoMgOTkJKZPf4WEhHi6du3O7Nk/1fh6DhkynOeff/lCMgO2bdvCjBnTAVi8eAX+/s0tx0VEhPGf/zxVaUZGhdqenSMzHYQQQgghRIOUlFHIgZh0ACbcGVjtlwhdxBowGVA1aW/VhAOA0sUH++Gvoz+1C+2BPzBlJlCyagaaLkPRdB+JQm395Y/a+rvx7iMh7DuWzsqdcZzPK+W7P4/R1s+VSQNb09ynkdXHFELcWNKLzzP32K+kl5xHqVAyrtUI+jfrc1MmHk1mM7kFWkt9hYsTDDkF2hqPUyoUNHa1w8fdAV8Px0rJhUYONvX2WimVCnw9HPH1cCS0/b9PseYX60g+X0iyJRFRRFp2MYUlemISc4lJzLW0VauUNGvseGFGRKMLsyKcsLe9eW7D9GkSyqGMCOLyEll64k+e6PxwfYckxCWZzWYK/5yJMT22vkO5Jirv1tiPnF4r741OTo14990PsbW1s2y7/fY7mDz5IRYsmMuiRQsZMWI0CoWCpUsXodfr6dQpiOeff6lSP0OGDCcu7gxLly7il1/mV0o6ODk5Vfp7BRsbG8aMGc+xY0fZvHkDx4/H0LFjpyrtrC0goCWvvfYWKtW/M6Btbe04ciScY8eOolQqef/9jy0JBwA/P39mzPiYRx65j8jICCIjI+jatXuVvv38/HnllTcr9T1w4CC2bNnAnj27OHBgb6Wkw83o5vltJ4QQQgghbkgrdsRhBkLbexHgU/UpSFPBefSn9gCgCR5bKzEoFAo07fqj9u+Cdu8iDAlh6CLXoU84jN1tU1A3sX4RTKVCQb8gX4LbNebvA0lsOpTEqeQ8Plh4mL6dfRnbvyWuTlLgToibUcT5KBadWIbWqMNF48xjnR+gpUtAfYd13Uq1BjJy/10KKe3CfzNyStBd4ilMJ3ubSssg+V74b2NXe9RX8LTkjcLFUYNLCw86tfh3eSad3khqVjFJF5ZmSjpfnpDQ6owkpheSmF4IpFnae7na43dhaSZ/r0b4ezvh1si2QSajlAolk9uPY+aBrziaGcPRzGi6NK79G4VCCOsbPnxUpYRDhbFj72XBgrmcO5dKcvJZ/P0DOHBgHwATJtxXbV+TJj3A0qWLOHculaSks1VurkdHR7Fr1w6SkhIpKirCaCyf9ZaRUf6QUmzsyTpJOtxzz9BKSYEKFecXGtqL5s0DquwPDGxFSEhPDh06wMGD+6tNOowYMbravjt27MyePbtITU25/hO4wUnSQQghhBBC1JrjiTlEJ+SgUioY2z+w2jba8NVgNqLy64zap3WtxqN0cMV+0HPoE8PR7vkNc34Gpes+xaZdf2x73ovCtmpBuOtlp1Ez9vaW9O/ShBU74zh4PIM9x9I4fPI8Q3s3554QPzQ21q0xIYSoH0aTkdVxG9iWvAuA1q4tebTTZJw1DWd2k8lkJrugrFKdhYrZC3k1LC8EoFIq8HKzr1RnoWL2gpO9TR2eQd3S2Kho4etMC99/k+oms5nMvFKSM/6tFZF0vojcQi3n80o5n1dK+KlMS3tHOzX+3v/OhvD3boSvh0ODSMg0beTLiHaD+OvEJpadXk1bt1bYqaveuBTiRqBQKGg05m1ZXqkaAQEtqt3u5uaGq6sbeXm5JCWdxd3dk5ycbABatqz+s72npycuLi7k5+eTlJRoSToYDAZmzpzBli0bLxlLfn7+dZzJlavpnJOSzgI1n1/5vlYcOnSAs2cTq93frFn1y7i6ubkDUFpaehWRNkySdBBCCCGEELXCZDazfEccAHd0a4qXq32VNsa8cxjOlD9NZNtjTJ3FZhPQA3WT9mgPLkd/Yjv6kzsxJB3Ftu8D2LQIrpUxPVzseHJkR+7q0Ywl22KJP1fAn7vi2RWZyrg7AunZ3rtBPukqhCiXry3k55hFnMlLAOAu//6MbDkYlZUL11uT0WQiKi6bhLQC0rNLSMspISOnFIOx5lkLzg42F9VZcLyQXHDA09Xupq9hcKWUCgXebg54uzkQ3M7Lsr2wRFdeqNpSK6KQc1klFJcZOHE2lxNnL16eSUETT0f8LyzNVFG42sHuxkvgjOswlD2JYWSVZrMuYTPjW1ddPkWIG4VCoUBhIzNN/1fFzfDquLu7k5eXS0lJCSUlxZW213yMB/n5+ZSUlFi2/f77r2zZshFXV1eeeuo5unULxtPT0zLDYt68OSxcOA+DwWCFM7o8O7vqE6QVMbu5eVS7H8rPr7xt9fV4a+pbeeH35K1QYlmSDkIIIYQQolYcPnGes+mF2GlUjOgbUG0bXfhqMJtRN++Gyqtlncan0Dhgd9vDqFv1omzXAsz56ZRtmY0hoAe2fR9A6eh2+U6uQWBTF956sAcHT2SwYkcc2QVaflpznG1hKTw6rD2+HtafbSGEqF1n8hL4OXoR+bpC7FS2PNj+Xrp6da7vsGpUUqZn19E0toUnk11NzQW1qvym+f8WcfbxcMDxBrzp3VA0ctDQIcCdDgH/3qjTG4ycyyoh6UKtiPLlmQop1RpJyihPTlzM08Wu0owIfy8nPFzs6jVpbavWcH/7sXwTMZcdyXsJ9e6Ov3Ozyx8ohLhh5Obm1LgvJ6d8n4ODAw4OjpW2u7i41nBMtuWYChs3rgdg+vQZ9OnTr8oxdTXD4XIqYs7Nza6xzb/nJ5/bayJJByGEEELcdEwmM18sPUJBiZ5X7+uGi6P1CwWLSzMYTazaVT7LYUhPf5wdqv4/MOYkY4g7CNReLYcrofZti+O4D9AdWYsu8m8MieEYzh3HtudEbNrdjkJh/Sd3FQoFvTr40L11YzYdSuLvA0nEnSvg08URvHxvVyk0LUQDYTab2ZGyl1Vn1mEym/B19ObxTg/i7eh1+YPrQUZOCVvDUthzLA2tvnwNbSd7G7q3aUwTj38TDJ4u9iiVMvOqLtioVTT3aVTpfd9sNpOVX3ZhRkShZWZEdkEZWfnlf47EZlna29uq8b+QiOjdyafSUk91paNnW4K9uxKWEcnvp1byao/nbuhZPkKIyhITE6rdnpeXR15e+Swsf//mODk54e7uQU5ONvHxcbRoUfWhoaysLEsCwd8/wLI9Le0cAF27dqt2rJiYY9dzClZTsRxUfHxcjW0q9lVX8+Fa3IyznSXpIIQQQoibTtip85xMygNgzl/RvHJfV1nyoY7tOJJKZl4ZLo4a7g6pfk1TXdhfAKhbhqDy8KvD6KpSqDXYhoxDHRhK2c4FmDLj0e5eiOHMfuxum4LS1adWxtXYqBjRtwX9gprwzcoozqYX8tmSCF4Y34U2fq61MqYQwjrKDFp+P7mC8PNHAQj27sp9bcdhp76xlu0wm82cTMpjy+Fkjp7JomJBh6aejgwK8aNXB2+pK3ODUSgUNHa1p7GrPd3bNLZsLy7Tk3IhAVExMyI1q5hSrYFTyXmcSs5jR+Q5Xru/G62autR53GNbjSAm+xTJhansSt3PnX5Vn2QWQtyY1q9fw5Qpj2NrW/l32KpVywDw9W2Kn1/5zfhevfrw999rWb58CQMHDqrS17JliwFo2rRZpSLStrZ26PV6srKy8PevPEMgPPwwp0+ftOo5XatevfqwePEvlpoN/5tYiI+P4/DhA5a21lDxumu1VWcfNlTy7VsIIYQQNxWT2czafYmWv59KzmP59pqfUhHWV6o1sGZvIgCj+rXAVlP1ZpYxMxFDYjgoFGjqsJbD5ajc/XAY9Ta2ve8DtQZj2imKV76N9sg6zKbaW1/WrZEtr93XjTZ+rpRqjXz5RyTH4mue0i2EqF/pxef5PHw24eePolQoGd96JI90uO+GSjjoDUb2RKUxY8FhPl9yhMgLCYegQA+mTerKB1NDub1LE0k4NCCOdja09XdjUIgfU4d1YMajofwwrT/vPxrK1GHtaefvisFo4tuVUZzPq/sipS62jRgdOASAtfEbyS3Lq/MYhBDXprCwgI8+eo/i4n+XdNuzZxeLF/8CwOTJD1mexp806QFsbGyIjo7iu+++Rq/XW47ZvHkDy5YtAeDhh6dWGqNihsM33/wfhYWFlu0REWG89950NJob43dot249CArqislkYsaM6aSmplj2paam8P77b2E2m+natTtdulQ/a+NqNWlSviRdbm5OjbNOGhqZ6SCEEEKIm0pkbBapmcXY26qYNLA1C/4+yebDybTwdaZnB+/6Du+WsOFgEkWlenzcHbiti2+1bbRhqwBQB/ZC5dakLsO7LIVSiabzPagDulO2+xeMKdHoDq/AEHcQu9un1FrtCXtbNS/f24Xv/4omKi6bb1ZE8cTIjoS0uzGXaRHiVnXk/DF+O/EHWqMOF40zUzs9QKBrQH2HZZFfrGN7RAo7jqRSUFJ+I0hjo6RvJ1/uCm4mdWNuMmqV0lLjIbitF58ujuBsRiFfLz/KWw/2qPPC032ahHIwPZz4/LMsP72aJ4IertPxhRDX5tFHn2DhwvmMGjWYgICW5OfnWZZDGjBgEKNG/bsUasuWgbz22lt8+umHLFnyG2vX/oWfnx9ZWVlkZp4HYMyYCQwdOqLSGFOnPkVY2CEOHNjH2LFD8fPzp7CwiLS0VAIDWzF48DCWLl1Udyd9Ce+++xEvvvg0sbGnue++sbRoEQiYSUiIx2Qy4efnz7vvfmi18VxdXQkJ6cnhwwd59NEHaNky0FKMes6ceVYbpy5d1UyHgoICoqKiSE5OrrFNcnIyf/311/XGJYQQQghx1cwXzXIY0L0ZtwU1YVjv8im9CzacIOV80SWOFtaQV6Rl8+EkAMb1D6x2WStjxhmMyVGgUGLbY3QdR3jllI0aYz9kGnZ3PoHC1glTTjIlqz+kbP8SzPramfqssVHx3NjOhLb3wmgyM2d1NLuPnquVsYQQV8doMrLqzDrmRf+G1qijtWtL3gh94YZJOCRlFDJ//XFe/X4va/YmUlCix62RLePvCOSLZ/ry4D1tJeFwk7PVqPjP+CDcGtmSll3Cd39GYzCa6jQGpULJfW3HoVQoOZoVw9HM6DodXwhxbTp1CmLOnPmEhPQiLS2V7OwsAgNb8dJLrzJjxswqNQeGDBnOvHm/MmjQYOzs7IiNPY1WqyU0tBeffPIF06a9XmWM1q3b8MMP8+nT5zZUKhWJiYmo1SoeeOARfvjhZ+zt7evqdC/Lx8eH+fN/Y8qUxwkIaEFqajKpqSm0aNGSqVOfZP783/Dysu4Dbe+++xEjRozG1dWV2NhTREZGEBkZYdUx6pLCbDabL98Mvv32W3788UeMxvJiU126dOHDDz+kdevWldqtWbOG119/nRMnTlg/2luI0WgiJ6e4vsOwUKuVuLk5kptbjMFQtx9ahLhacr2KhkauWes5Fp/NV8uOorFR8tnTfXB20GAymflqWSQxibl4udrz7iPBdf7U383kctfrrxtPsiPyHIFNnZn+QI9qi6KVrP8MY+pxbNrejl3/R+si7OtmKi1Au38JhjP7AVA08sTutkdQN+tUO+OZzPy2+RQ7I8sTDpMGtOLu0OprY4hLk/dYYQ352kIWxCwmNi8egLv8+zOy5WCrF8q92uvVZDYTdSabzYeTLLWMAFr4OnN3iB892jZGrZJVlW81SRmFfLI4Aq3OyG1BvjwypF2tFSmt6ZpdHbeBzWe342rrwjs9p2GntquV8YW4mF6vIzs7DQ8PX2xsNNW2UauV8nngIuPHjyA9PY1vvplD9+7B9R2OqEZtX7NX8u/mYu7ujqiu4LPFFX362Lp1K9999x2dOnXilVde4cEHHyQuLo4JEyawdevWK+lCCCGEEKJWmc1m1l6oI3BH16Y4GfIx5p5DqVTw5KhOeDjbcT6vlJ/WHsd0Zc9ciKuUll3MrqNpAEy4o1W1NzgM505gTD0OShWa7iPrOsRrprR3xn7Ak9gPfhmFkwfmwixK//6C0u1zMZdZfwaNUqngoXvaMrhneaJh6T9n+Gt3PFf4vJAQwori8hL57+FZxObFY6ey5bFODzKm1TCrJxyuRpnOwLbwFKb/dIBvVkZxMikPpUJBSDsvpj/Yg3ceDqZnB29JONyi/L0b8dTIjigUsDsqjQ0Hk+o8hiEBA/G0cydPm8+6hM11Pr4QQoj6dUWfQBYuXEiXLl1YsmQJU6dOZfr06axbt45WrVrx4osvsnr16tqOUwghhBDikk4l5XEmNR+1Ssngbh4U/zmDkpXvYMw6i5O9Dc+N7YyNWklUXLYlOSGsa+XOeExmM11bedLGz7XKfrPZjC7sTwBs2vVH2cizjiO8fmr/IBwnzMSm0yBAgSF2L8XL3kR/5oDVEwIKhYIJdwQyrn95DYk1exNZsjVWkmZC1BGz2cz25D3MOjKHfF0hPo7evBb8PN28OtdbTFn5pSz75wzTvtvH4i2nOZ9bir2tmsE9/fnvU715enQnWjV1qbf4xI2jSytP7htYvjLFih1xhJ08X6fja1QaJrYdA8CO5L0kFaRc5gghhBA3kysqJB0XF8fTTz9d6Wk1b29vFi1axLPPPsubb76JVqvl3nvvrbVAhRBCCCEupaKWw+1dfLGP34FOW75MYdnO+TiMeZfmPo146J62zF9/gtV7Emju04iurRreTe8b1ZmUfCJOZ6JQwLg7AqttY0yNwZh+GlRqNN1GVNumIVDY2GHXZzI2rXpRtnMBptwUyv6Zgyp2H3a3PYzSycN6YykUDOsdgL2tmkWbT7M1PIVSrYFHhrartl6GEMI6zGYzy2NXszNlHwA9vLpwf7vx2Klt6yWWuNQCNh9OIvx0JhV5R283e+4K9qNvZx/sNFf01V7cYu4K9iMjt5Rt4SnMXXccd2c7WjZxrrPxO3i0Jdi7K2EZkfx+aiWv9niuXmcICSEall9//Zn9+/decfuXXnqVNm3a1WJE4mpc0ScTnU5nqZh9MTs7O+bMmcMLL7zAe++9h1arxcVFnqoQQgghRN06k5LPibO5qJQKhnT1RLd+S/kOpQpTdhK6yL+x7T6Svp19iU8rYHtEKnPXHufdR4LxdnOo3+BvAmazmeU7zgDQr7MvTT2rFio1m81oD68EwKbDQJSObnUaY21QeQXiMHYGuqN/o4tYgzE5iuLlb2EbMg6bDgNRWDEpMKB7M+w1auavP8He6HRKdUaeHNkRG7UkHoSoDesTtrAzZR8KFIxrPYI7mvWttTXxa2Iwmgg7dZ4th1NISCuwbG/f3I1BIX4EBXqgrOOYRMNz38DWZOaVEhWXzTcro3j7oR54utRdsdaxrUYQk32K5MJUdqXu506/fnU2thCiYUtOTuLYsaNX3L6oyPpLnoprd0WFpEeNGkWXLl344IMPqt1vMBh4+eWX2bJlC127diUyMlIKSV8nKSQtxLWT61U0NHLNXr9Zy48SFZfNbUG+3O91Al3EGpTufmi6DKFs+0+gVOEw9n1U7s0wGE389/cI4lILaNrYkbcfDMZWI0/dXanqrtcjsZl8u/IYGrWST57sjVujqk8CG84eoXTT16DW4HjfFyjt6+5Jy7pgzDuHdtfC8pkcgNIrELvbH0Xl3tSq40SczmTO6mgMRjMdA9x4bmyQXL+XIe+x4mptT97Ditg1AExsM4bbm/Wus7HVaiVqWxv+/CeWrWHJ5BZqy7erlPTq6M2gYD/8vJzqLB5xcyjVGvh0cQTJ54to6unImw/0wMHOOrNjruQ9dk/qAZacWoWtSsM7PV/Bzc7VKmML8b+kkLS4Gd3UhaR79erF5s2b0el01e5Xq9XMmjWLYcOGceTIkSvpUgghhBDCKs6mFxIVl41CAUN7eKI7Vj7LQdNjFOpWvVE37wYmI2U752M2GVGrlDwzujPOjhpSM4tZsOGEFOe9DkaTiRU74gAYFOJXbcLBbDahDVsFgKbToJsu4QCgcm2C/Yg3sO33ENjYYTofR8mqd9GG/YnZqLfaON3bNObFCV2wtVERk5jLF38cobjMev0Lcas7lB5hSTgMb3F3nSYc0rKLWfj3CR75YDPLt58ht1CLs6OG0f1a8MUzfXh0aHtJOIhrYm+r5oXxQbg6aUjNKuaH1dEYjHV307VPk1BaujRHa9Sx/LTUBBVCiFvBFSUdRo0aRZ8+fYiJiam5I6WSzz//nEceeYTg4GCrBSiEEEIIcSnrLtRy6NnBG9fk3aAvRenuhzqgOwqFovwmsMYBU2YCuqiNALg1suWZ0Z1QKRUcOnGeLYeT6/EMGra9x9JJyy7B0U7NkJ7Nq21jSAjHlJ0MNnZogobUcYR1R6FQoukwAMcJH1uSXbqI1ZSsfA9jeqzVxukQ4M4rk7riYKsmLrWA/y4+Qn5x9Q8HCSGuXHTWCX47sQyAO5r1ZXDAwFof02w2E52QzVfLjvLW3IP8E5GKTm/E39uJqcPa8/nTfRjZrwXOjpd/8lCIS3F3tuOF8V3Q2CiJScjh9y2n6+yhC6VCyaS2Y1EqlBzNiuFoZs33loQQQtwcrijp0KFDB7788ku6det2yXYKhYI33niD3377zSrBCSGEEEJcSmpmEeGnM1EAw3o0RndsM1A+y0GhKP+Yo3R0w673fQDowv/EmHcOgDZ+rkwc0AqAZdvjOHk2t+5PoIHT6o38tTsegBF9AqpdqsFsMqEL+xMATed7UNjd/E/pKp3csbv7P9jd9QwKe2dMeecoWfMxZXt+w6wrtcoYgU1deH1yd5wdNaRkFvHponCy88us0rcQt6IzeQnMi/4Nk9lEiHd3xrUeUas1HHR6IzsjU3ln/iG+/OMox+KzUQDd2njy8dN9+fCxnvTt7Ct1W4RVNfdpxJMjOqIAdkSeY9OhunvooqmTL3f59wdg2em/KDPI7ywhhLiZyScYIYQQQjRY6/afBaBH28Z4pu4GfRlKj/JZDhdTt+mHyi8IjAbKdv6M2VS+pMDAHs3o3dEbk9nMD6ujySmQL8BXY2tYMnlFOjxd7Lize7Nq2xjiDmDKOwe2jmiC7qnjCOuPQqHApmUojhM+xqbtbYAZ/fFtFC9/C8PZSKuM4eflxJsPdMfD2Y6M3FI+WRxOWvaNUxNMiIYitSiNOVEL0JsMdPJox4PtJ6BU1M5X5bwiLat2xfHK9/v4ZeMpzmUVY6tRcVePZnz8ZC9eurcrnVt51nnRanHr6NamseWhi+XbzxBxOrPOxh4SMBAPO3fytPmsT9hSZ+MKIYSoe5J0EEIIIUSDlJ5TwqETGQCMCG6MLvpCLYfuoy2zHCooFArsbnu4fK39jDPoL7RVKBQ8NLgdfl5OFJbo+e7PaPRSWO6KFJbo+PtAedJnzO0tq30a12wyog0vX7tZEzQEhcahTmO8ESjsnLDrPxX7Ya+haNQYc3EOpZtmUbr1e0wl+dfdv7ebA28+0B1fDwdyCrR8ujiCpIxCK0QuxK0hsySbbyPnUmooI9AlgKmdHkCltH5x9rPphcxdG8Or3+9j3b6zFJXq8XC2Y+KAVvzfM324f1AbvN1uvfdIUT8GhfhxZ7emmIGf1saQmF5QJ+NqVBomth0DlBdsTypMqZNxhRBC1D2rJh2Ki4tZvHgxH374Ie+++y5z5sxh+/btZGRkWHMYIYQQQgj+3n8Wsxm6BHrglb73olkO1S8HqXTywLbXJAC0h1diyi//fGJro+LZsZ1xtFOTkFbA71tP19k5NGRr9iRQqjXi7+VEzw7e1bYxnN6LuSADhV0jNJ3uquMIbyzqph1wnPARmi5DQaHEEH+I4uXT0Z/afd1rars72/H65O40925EYYme//5+hNiUPOsELsRNLF9bwLeRcynUFdHUyZengqagUVmvdoLJZCb81Hk+XRTO+wsPsz8mA6PJTKtmLjwzuhOfPtWLe0L9cbCzsdqYQlwJhULB/YNa06mlOzq9ia9XRNXZbM+OHm3p4dUFM2aWnFyJySwPewghxM2o6sK71+jUqVNMnTqV7Ozsavd7eHjQvn17OnToQMeOHenQoQPNmlU/DV8IIYQQ4lKy8krZH5MOXJjlsOMHoPpZDhezadcfQ/whjKnHKdv1M/bDX0ehUOLlas8TIzsya9lRdkaeo4WvM7d3aVIn59IQpWcXszWs/OnE8XcGoqxmGRCz0YA24sIsh65DUdjY1WmMNyKF2hbbnveiDgylbOcCTNlnKds5H9WZ/djd9ghKZ69r7tvZQcOr93XjmxVHOZ2Sz//9EclzYzvTqYWHFc9AiJtHib6E2ZHzyC7LwdPeg2e7PIaDjb1V+i7VGth99Bxbw1PIulBrRaVUENLOi0EhfrTwdbbKOEJcD5VSydOjOvHJonBSMouZtTyKNx/ojr2t1W4T1Whc65EczzlFUmEqO1P2cadfv1ofUwghRN2y2kyHzz77jKysLMxmM8HBwQwdOpQuXbpgZ2eH2WwmKyuL3bt389NPP/HCCy8waNAgevbsaa3hhRBCCHEL2XAwCaPJTIcAN5pm7b/sLIcKCoUCu9ungNoWY9op9Mf/sezr3NKD0be3BGDR5lPEn6ubpQYaosUbT1pe/5puautP7cJclI3CwRWbDgPqOMIbm8ozAIcx72Lb815Q2WBMPU7x8rfRHd2A2WS85n4d7NS8NLErnVt6lD+5ujyKsJPnrRi5EDcHnVHHD1ELOFecjrOmEc93fQwX20bX3e/5vFKWbI1l2nd7WfrPGbLyy3C0UzOsd3M+e7oPT4zsKAkHcUOxt1XzwvguuDhqSMksYs7qGIym2p954GLbiFGBQwFYG7+R3LK8Wh9TCCFE3bJaCjsiIgKFQsEnn3zC6NGjLdvNZjOJiYmcOHGC48ePc+LECU6cOEFOTg4FBfJlXgghhBBXJ7dQy+6ocwCMDG6MbvePwOVnOVRQNmqMbc8JaPcuQntwOWq/LiidGwMwrHdzEtMKOBKbxXd/HuO9R0JwdrTeUhs3g8T0AnZElM9ymHBHq2rbmA06dBFrANB0HY5CbVtn8TUUCqUKTZehqAN6ULZ7IcZzJ9Ae/APj+TjsBj6FQnltH9NtbVQ8P64zc9ce5/DJ8/ywOppHdO24LUhm7ggBYDQZmRv9G/H5Z7FX2/Nc18fwtL/2GUFms5nTyXlsPpxMZGwWFYul+Xo4MCjYj96dfLC1sX6NCCGsxcPFjv+MD+K/iyM4Fp/Nkq2xTB7UptaLmfdtEsrBtHASCs6yPHYNT3R+qFbHE0IIUbeslnRQq9XY2tpWSjhA+ROFLVq0oEWLFgwdOtSyPSMjgxMnTlhreCGEEELcIjYeTMJgNNO6mQv+OQfQX+Esh4vZdBiAIf4wxrRTlO1egP3QV1EoFCgVCqYO68CHv4aRkVPCnNXRTJvUFZXSqmWwGrRl284A0KujN819qn8yWH9iO+aSPBSO7ti071+X4TU4Shdv7Ie9hv7ULrR7fsOQEEbZtjnXlXhQq5Q8ObIj9rYqdh1NY8HfJynTGhkU4mfl6IVoWExmE7+e+IPj2aewUdrwTJcpNHXyvaa+DEYTh05ksPlwMkkZRZbtnVq4MyjEj44t3Ktdek6IG1ELX2ceH9GB7/+M5p+IVLzdHGr9d4ZSoeS+dmP59PDXHM2M5mhmDF0ad6zVMYUQQtQdq32DDgwMvKpMuLe3N3fccYe1hhdCCCHELaCgWMfOyFQARoU0Rh+zFQBNjyub5VBBoVBid/ujoNJgTD2O/uROyz4HOzXPje2MrY2Kk0l5rNwRb92TaMBiEnKITshBrVLUPMtBr0UXuR4ATfeRKFRSIPVyFAoFmnb9sb/7OVCqLYkHs8lwzX0qlQoeHtyOe0LLbxot2RbL6j0J1120WoiGymw2syJ2DWEZkSgVSh7v/CAtXQKuup+CEh1r9ybw6vf7mLfuBEkZRdiolfTv2oQPH+vJyxeWOJOEg2hoerT1YvydgQAs3RZLZGxWrY/Z1MmXu/zLH05Ydvovygx1U8xaCCFE7bNa0mH06NGUlZURFhZmrS6FEEIIISrZfDgZncFEC99GtMw/dKGWgz/q5t2vui+lize2IeMA0B5Yiqko27KvqacjU4e1B2DjoSQOnciwzgk0YCazmeU7ymc5DO3TgsZu1Rdc1cVsxVxagKJRY2zaSmHIq6H272rVxINCoeDeO1sx5kKtktV7Eli67QwmSTyIW9DfiVvZmbIPBQoebj+Rjh7trur4lMwiFm44wavf7+PP3QnkF+twcdIw9vaWfPFMHx4e3I6mno61FL0QdWNwqD+3d2mCGfhxTQxn0wtrfcwhAQPxsHMnT5vP+oQttT6eEOLmN378CPr1CyYi4sa9R/3cc0/Qr18wf/+9tr5DqTVWSzqMHz+ejh07MnPmTMrKJDsthBBCCOsqKtWz7UItgZGVZjmMuuZ1h206DULp3Qr0ZZTtXljpKfDgdl4M6ekPwIK/T5KSWVRTN7eEQ8czSMoowk6j4t672lTbxqwrRXf0bwBse4y+5uWBbmW1kXgY0SeAyYPK/59tCUtm4d8n66RQqBA3ih0pe/n7ws3M8W1GEuxzZcvxmc1mouKy+L+lR3h3/iF2HU1DbzDR3KcRj4/owOdP92F4nwAaOUjtH3FzUCgUPHB3GzoGuKHVG/l6xVFyC7W1OqZGpWFi2zEAbE/eQ1JhSq2OJ4QQom5YLemgVqv57rvvMBgMTJgwgbi4OGt1LYQQQgjBtvAUtDojzRo70bYo7LpmOVRQKJXY9X8UVGqMyccwnN5Taf/Y/i1p37z8i/d3q45RUnbtN38bMr3BxKpd5ctMDe8TgItT9YWhddGbQVuM0sUHdavedRniTcXaiQeAgT2aMXVYe5QKBXuOpTFndQx6gyQexM3vcPoRlp9eDcDQFoO4o1nfKzouK6+UL5ZGMmt5FDGJuSgU0KNtY96Y3J13Hw6md0cf1Cqp9yNuPmqVkqdHd6aJpyN5RTq+XnGUMl3tfv7p6NGWHl5dMGNmycmVmMzy+0kIIRo6q35KysrKokWLFsTGxjJixAgmT57Mzz//zKFDhygqurWfDhRCCCHEtSvVGtgalgzAqBBPq8xyqKBybYKmR/kTdmX7l2Aqzv13n1LJk6M64uFsS0ZuKfPWHb8ll6bZcSSVrPwyXJw03BPqX20bs7YYXdRGADTBY1BI8e3rUhuJh76dfXlmTCfUKgXhpzL5ZmUUWp3RShELceOJyT7Jryf+AKB/sz4MDbjrsseYzWZ2RKbyzs+HOHE2F42NkrtD/Pj0yd48O6Yzbfxcr/v3jhA3Ogc7NS+OD8LZwYakjCJ+WnMck6l2P/+Maz0Se7UdSYWp7EzZV6tjCSGEqH1W+zZ48OBB7rvvPrZsKZ+2ajKZCA8P5/PPP+fhhx8mNDSUe+65h5dffpn58+dz4MABCgtrf31AIYQQQjR8/0SkUFxmwMfdgY5lEVaZ5XAxTdBglI1bgK6Est2/VFpmydlBwzNjOqNWKYk8k8X6fYlWGbOhKCkzsPbCOY/u1wJbjaradrqojaArReneDHXLkDqM8OZVG4mH7m0a88KELtjaqIhJyOH//oikpExvpYiFuHHE5SUy99hvmMwmgr27Mr71yMsmC3IKyvhq2VF+3XgKrc5I62YuvP9oKJMGtqaxa/V1bIS4WXm62vP8uCBs1OWff5b+E1ur47nYNmJU4FAA1sZvJLcsr1bHE0IIUbusttDut99+i06nw9bWlpEjR+Lt7U1qaionT54kNjYWg8HA2bNnOXv2LBs2bADK1ws8fvy4tUIQQgghxE1IqzOy6dBFsxwiFwKg6THaak+bKpQq7PpPpWTVexiTIjHEHcDmouWBWvg68+A9bVjw90n+2p1Acx9nggI9rDL2jW7DwbMUlerx9XCgX5BvtW1MpQXojm0GLsxyUMgsB2upSDyUbp5tSTzYDXzquupldAxwZ9qkrsxadpQzqfl89vsRXp7YFWdHWZde3BxSi9L4IWoBepOeDh5teaj9RJSXeF8ym83si07n962xlGoNqFVKxvVvyaBgP5RKmdUgbl2BTV14bHgHfvgrmq1hKXi7OTCwR7NaG69vk1AOpoWTUHCWFbFreLzzQ7U2lhCi3PjxI0hPT+Obb+bg5OTEggXzOHYskpKSUvz9mzNy5BhGjx6HsppZzLGxp/j999+IjIwgLy8XBwcH2rXryJgx4+jXr3+V9kajkf3797Bnzy6OH48mMzMTrbYMD4/GBAeHMHnywzRr5mfV8zt9+uQVn9P1xpebm8vy5UvYt28P586lYjIZ8fT0onPnIIYOHUG3bj2uKOazZxN56aVnOX8+g/HjJzJt2mvX9RrUF6slHU6cOIFCoeD777+nb9/K62Tq9XpOnz7N8ePHLX9OnTolBaeFEEIIcVk7j56jqFSPp4sdQbojGCyzHK6sEOiVUrk3Q9N9FLqwVZTtXYSqSQeUDi6W/bcFNSEhrZAdR1L5aU0M7z4SjJebg1VjuNHkFmrZcrg84TOufyCqGpZM0h39GwxalJ4BVpt9Iv5VJfHwz4/YDXjyuhIPrZq68Nr93fjyj0iSzhfxyeIIXpnYFQ8XOytGLkTdyyrNZnbkPEoNpbR0CeDxTg+iUlY/Qwsgv0jLLxtPEXkmCyhPMj82vD2+Ho51FbIQN7SQdl6c79+SlTvj+X3raRq72hEU6FkrYykVSu5rN5ZPD39NZGY0UZkxBDXuWCtjCSEqi46OYuHC+SiVCpo3b0F+fh5nzpzmyy//S1RUJO+991GlB742blzPJ598gNFoxMnJicDA1mRlZXLw4D4OHtzH2LETePnl1yuNkZ2dxRtvTEOhUODm5o6Pjw9Go5H09HTWrv2Lbdu28OWXs+nUqXO9nNP1xBcVFcmbb04jPz8fpVKJv39zNBoN586dY8OGdaSlnWP27J8uG3NMTDSvvfYC+fn5PPbYUzzyyGMXYmx4S/xaLemgVquxt7evknAAsLGxoWPHjnTs+O8vC5PJRHx8vLWGF0IIIcRNSG8wsvHgWQBGBjfGEP0rYN1ZDhfTdB2KISEMU3YS2r2/YT/ouUr77xvYmuSMQuLOFTB7VTRvPdQDW5uab2Y1dKv3JKAzmGjV1IVurau/wWAqyUMfsw0A2+CxstZ5LVH7d8V+0HOUbpmNIf4wZXDdiQd/70a8+UAPvlh6hIycEj5ZHM4rk7rh435zJ9PEzStfW8i3R+ZSoCukiaMPTwc9gkZV/Qwes9nMoRPnWbT5FMVlBtQqBaP6tWBwT/8aE6xC3KqG9mpORm4pe6LS+GF1DNMf6IGfl1OtjNXUyZeBfrezJWkHy06vpo1bK+zUtrUylrg1mc1mtEZdfYdxTTRKm1r7rP3zzz/Rt+9tvPnmezg5lf/73rVrBzNmvMXWrZvo3j2YkSPL6+DFx8fx3/9+hNFoZOLEyTz55LNoNOW/bzdsWMenn37IqlXLadu2PcOGjbSM4eDgyJtvvkufPrfh5uZm2a7X61m3bjWzZn3Oxx/PYPHiFVY5z6s5p+uJLzPzvCXh0K/f7Uyb9gaNG3tZ9p88eYLjx6MvG++hQwd4661X0Wq1vPLKG4wePf66X4P6ZLWkQ7t27Thy5AhGoxGV6vJfvpVKJa1atbLW8EIIIYS4Ce05lk5ekQ63RrZ0N0ZirKVZDhUUSnX5Mkt/foAhIQx9/CFsWoZa9tuolTwzpjPvLzhESmYRv2w4yeMjOtyUN9rPZRWzO+ocABPuDKzxHHVH1oFRj9K7FSo/6zyVJKqnbm79xIO3u8OFxEMk6TklfLoonJcndsXfu5H1AheiDpToS/nu6DyyynLwtHPnua6P4WBTfQKtoETHb5tOEX4qEwB/byceG96BZo1r5yaqEA2dQqHgoXvakpVXysmkPL5ecZS3HwrG1al2kgFDW9xFxPmjZJflsj5hM+Naj6iVccStx2w28/nh74nLS6zvUK5JS5cAXu7+dK1893ByasS7736Ire2/s15vv/0OJk9+iAUL5rJo0UJGjCh/8Gvp0kXo9Xo6dQri+edfqtTPkCHDiYs7w9Kli/jll/mVkg5OTk6V/l7BxsaGMWPGc+zYUTZv3sDx4zF07NipTs/peuJbvPhX8vPzadeuAx999BlqdeXP5u3ataddu/aXjHXr1k189NF7KBQKZsz4mAED7rqeU78hWO0RjvHjx6PT6di5c6e1uhRCCCHELcxgNPH3/vJZDiN6eGI8Uf40fW3Ncqig8myOptswALR7fsNUVlhpv1sjW54e3QmlQsGB4xlsDU+ptVjq08qdcZjN0K21J62buVbbxlSUjf7EDkBmOdSVisQDSnV54uGfH6+7uLS7sx1vTO6Ov5cTBSV6/vv7Ec6k5FspYiFqn86o44eoBaQWpeGsacTz3R7Hxda52rbhp87zzryDhJ/KRKUsn93w9kPBknAQ4jLUKiXPju2Mr4cDOQVavl4RhVZnrJWxNCoNE9uWP328PXkPyYWptTKOEOJfw4ePqnRzvsLYsfcCcO5cKsnJ5d/NDhzYB8CECfdV29ekSQ9YjklKOltlf3R0FN9//w1vvPEyzz33BE8/PZWnn55KZGQEALGxJ6//hLi6c7qe+Hbt2g7ApEmTqyQcrsTKlX/w/vtvY2Oj4bPPZt0UCQew4kyHESNGsH79ej766COCgoLw9KydNf6EEEIIcWs4EJNBdkEZzo4aQomq9VkOF9N0G4khIQJTbgravYuxH/hUpf1t/d2YOKAVS7bFsuyfM/h7OdHW362G3hqe2JQ8jsRmoVCU13KoiS5iLZgMqHzboW7aoQ4jvLXVxowHZ0cNr93fjVkrojiTks8Xfxzh+bFBdGzhbr3AhagFRpORedGLiM9PxF5tx3NdH8PT3qNKu6JSPb9vOc2B4xkANG3syGPDOtDcR2b1CHGlHO1seGFCFz76JYyz6YX8tDaGFyZ0qZWxOnq0o4dXF8LPH+X3kyt5Nfi5SxaEF+JKKBQKXg15lhKdtr5DuSa1ubxSQECLare7ubnh6upGXl4uSUlncXf3JCcnG4CWLav/nuDp6YmLiwv5+fkkJSXi798cAIPBwMyZM9iyZeMlY8nPt87DL1d6Tv7+AdccX0lJMefPl3+26NQp6KpjXLlyGadOncDV1ZXPP/+a9u1vnjo2VnvHfuqpp2jevDlFRUWMHj2aHTt2WKtrIYQQQtxiTCYz6/cnAjC8e93NcqigUKmx6/8oKBQY4g6gT4yo0uau4Gb06uCN0WTmh9Ux5BY2zC8v/8tsNrN8exxQXjy7iWf1xVSN+efRn9oNgCZkbJ3FJ8rVxowHBzsbpk3sSqcW7uj0Jr5ecZTwU+etFLEQ1mcym/jtxDJisk9io7ThqaApNHXyrdLu6Jks3pl/kAPHM1AoYFjv5rz7cIgkHIS4Bl6u9vxnXBBqlZIjsVn88U9srY01rvUI7NV2JBWmsCtlf62NI24tCoUCW5WmQf6pze9Bbm41P2ji7l6+r6SkhJKS4irbqz/Gw3JMhd9//5UtWzbi6urKG2+8zR9//MW2bXvYsyeMPXvCeOSRx4Dym//WcKXndD3xFRf/+3o4Ol79rMnU1GQAXF3d8PGp+hmmIbNa0mHHjh38+uuvFBYWkp2dzdNPP03//v159913Wb58OcePH7faRXMpO3fupG3btrRt25YBAwbU2K64uJivvvqKwYMHExQURK9evXjyySc5ePDgZcc4cOAATz75JL169SIoKIjBgwcza9asSheqEEIIIa7doZMZZOSW4minprcyCvRlKD2a18kshwoqr5ZogoYAoN39C+ayokr7FQoFDw9uR7PGThQU6/j+z2PoDaY6i6+2HInN4kxqPhq1klH9qn86CKAs7C8wG1E164Tap03dBSgsaiPxYGuj4j/jgwhu2xiD0cz3f0Wz91ialSIWwnrMZjMrYtdyOOMISoWSxzo9QCvXyu9ZJWUGfl5/gq9XRJFfpMPH3YHpD/ZgXP9AbNTyxLQQ16pVMxceHdYOgA0Hkthw4UERa3OxdWZUYPlnsbXxG8kty6uVcYQQkJubU+O+nJzyfQ4ODjg4OFbZXv0x2ZZjKmzcuB6A6dNnMHz4aJo2bVZp+SNrzXCocKXndD3xOTr++3oUFxdV2X85TzzxLD16hJCYmMB//vMUubm5V93Hjcpqn7SmTJlCz549cXZ2xmw2YzabycjIYPny5bz77ruMGzeObt26MXbsWN5++21+//13jh49aq3hgfJEwowZMy7bLicnh3HjxjFnzhxSU1MJDAzE1taWHTt28PDDD7N48eIaj/3tt9945JFH2LFjB7a2tgQGBpKamsoPP/zA+PHjycvLs94JCSGEELcgk9nM+n3la2sO6+aB6eQ/ANjW0SyHi2l6jEbp6ou5NJ+yA0uq7LfVqHhubCccbNXEnStg6bbae9qvLhhNJlbuLJ/lMCjED7dG1ReI1GWnoju9Fyiv5SDqT20kHtQqJU+N6kS/IF/MZpi//gRbwpKtFLEQ1rExcRs7U8rfhx5sfy+dPCsXaIxOyOad+QfZcywNBXBPqB8zpoQQ2MSlHqIV4ubTq4MPo28rT/TNWRVFVFx2rYzTt0lPWjj7U2bUsiJ2Ta2MIYSAxMSEarfn5eWRl1d+I9zfvzlOTk6WWQzx8XHVHpOVlWW5QV+xdBFAWto5ALp2rf5BspiYY9cUe02u9JyuJz4HB0e8vX2A8loQV8vOzo7//vcrevQIISEhnv/858mbJvFgtaTD66+/zsKFCzl48CD//PMPs2fP5tlnn+WOO+7Ax8cHs9mMXq/n+PHjrFy5kg8//JD77qu+4Mi1+uqrrzh37hwDBw68ZLu33nqLhIQEOnbsyNatW/nzzz/ZsWMHH3zwAWazmZkzZ3LixIkqx0VHR/Pxxx8D8MEHH7Bjxw7+/PNPtm7dSseOHYmLi+Odd96x6jkJIYQQt5ojp7NIzSrG3lZFP5toyywHVfOudR6LQq3Brv9UQIHh9F4MSVU/SHq5OfDEyI4ogO1HUtkdda7O47SWPVFppGWX4GRvw5CezWtsl7vrDzCbUTfvhsqrZR1GKKpTfeLh+op7KpUKpgxpx90hfgAs2RrLmr0JmM1ma4QsxHXZlbKPdQmbAZjQehShPt0t+0q1Bn7deJIv/zhKbqEWL1d7Xp/cnYkDWqOxUdVXyELclEb0CaBvZ19MJjPfrYoiJfPqn/K9HKVCyX3txqFUKInMjCYqM8bqYwghYP36NWi1VZeLXbVqGQC+vk3x8yv/ftCrVx8Ali+v+lAWwLJl5Q9zN23arNJN/YpZA1lZWVWOCQ8/zOnT1ikgXeFqzul64uvf/04A/vhjMUbj1X8Gt7Oz47PPvqJHj1ASEuJ54YWbY8ZDrcwpbdKkCXfddRfPP/88P/zwA9u3b+fAgQMsWLCAV199laFDhxIQEGDVMSMjI1m8eDEDBw7krrtqrvJ9/Phx/vnnH5RKJV999RXe3t5A+RIJEydOZNSoURiNRr7//vsqx37//feYTCZGjRrFxIkTLU9bent78+WXX6JUKtm8eTMnT1r3H4kQQghxqzCbzazblwjA4C7umE9tB+pnlkMFlXcrbDrfDUDZ7gWYdVWXUwwK9GDUhaf9ftt0msT0gjqN0Rq0OiN/7Sl/GmhEnwAc7KovSmzMTqb4+D4ANMFj6iw+cWn/Jh5UFxIPc6478aBQKJg4oJXlSda/difwxz9nJPEg6lVY+hGWnV4NwNCAu7jDr69l38mzubz38yF2RJYnfwd2b8b7j4bSxs+1PkIV4qanUCh4dFh7Orb0oFRr5OvlUeQX66w+TlMnXwb63Q7AstOrKTPcHHW0hLiRFBYW8NFH71VaImjPnl0sXvwLAJMnP2T5PjZp0gPY2NgQHR3Fd999jV6vtxyzefMGli0rT0Y8/PDUSmNUzCD45pv/o7Cw0LI9IiKM996bjkZT/Szrujin64nv/vsfwsXFhRMnjvPOO2+QlZVZaf/Jkyf4888Vl4zV1taOzz77kh49QomPj7spEg/Vf5u8Avv376dnz54olVeWt3B1daV379707t3bsq2srOxah69Er9fzzjvvYGdnx7vvvsu+fftqbLtp0yYAevXqRfPmVZ/gmzhxIqtXr2bnzp2UlJRY1vYqLi5m9+7yYon33ntvleMCAgLo1asX+/btY+PGjbRr184apyaEEELcUo7F53A2oxCNjZI7bI/X6yyHi9mGjMVwNhJzQQbaA0uxu/3RKm2G9wkgMa2QyDNZfLfqGO8+EkIjB009RHttNoclk1+kw9PFjju6Na2xXemhVYAZm8BQVB7+dReguKzyxMPzlG75tjzxANgNeAqF8tqf7lYoFIzs2wJ7WzVLtsay+XAypVoDDw9uh1JZP4lAceuKyT7FLyf+wIyZ25v2YWiLQQBo9UZW7IhjW3gKAB7Odjw6rD3tm7vVZ7hC3BJs1EqmPxLKy7N2kpFTwjcronjt/m7YWnlm0dAWdxFx/ijZZbmsT9jMuNYjrNq/ELe6Rx99goUL5zNq1GACAlqSn59nWW5owIBBjBr175KqLVsG8tprb/Hppx+yZMlvrF37F35+fmRlZZGZeR6AMWMmMHRo5X+nU6c+RVjYIQ4c2MfYsUPx8/OnsLCItLRUAgNbMXjwMJYuXVQv53Q98Xl6Nubjj/+PN9+cxq5d29mzZyf+/gFoNDakpaVRWFhA167dGTNm/CXjrUg8vPbay4SHH+KFF57i66/n0Lixh9Vek7p0zTMdpkyZQu/evXnttdfYuHHjNRVRtrOzu3yjK/Djjz9y+vRpXnjhBXx8fC7ZNjIyEoDg4OBq9wcFBaHRaNBqtZWWWDpx4gQ6nQ6NRkNQUFC1x/bo0QPA6rUqhBBCiFuB2Wxm7b7yJ+3vDnKD0/U/y6GCQm2LXf/yRIP+5C4MKdFV2igVCh4b3gFvN3uyC7TMWR2D0dQwCksXlOjYcKC8jsbY21vWWGDVmJmIPiEcUGAfIrMcbkQViQdrzngAGBTsx9Rh7VEoYHdUGnPWxGAwNozrW9wc4vMTmXvsV0xmE8HeXZnQZiQKhYIzKfm89/MhS8Khf9cmfDA1VBIOQtQhZ0cN0yZ1xdFOTUJaAfPWHcdk5VlxGpWGiW3LP3tsT97Dmbzq12oXQlybTp2CmDNnPiEhvUhLSyU7O4vAwFa89NKrzJgxs8r3sSFDhjNv3q8MGjQYOzs7YmNPo9VqCQ3txSeffMG0aa9XGaN16zb88MN8+vS5DZVKRWJiImq1igceeIQffviZ/2fvvsOjKtP/j7/P9GTSKaH33puAoijYwAoW7ApiL7ur2/zuqqvr7rr7W3d17R0Vu4KCoqiA2Og1kITeW0JISJ1MPb8/QmIiCYRkUoZ8XteVa5KZc87zTLg5mZn73M8dFRXVoM+pNvMbOHAQb7/9IddeeyMdOnTiwIF97N69m8TERC644GJuvfWuas25NPEwbFhJxcNvfnNnxFY8GGYN66MvvfRSNm7cWHIQw8But3PqqacyduxYxo4dS4sWLcI60aps3bqVCRMm0L17dz766COsViszZ87k//7v/2jbti0LFiyosP2ZZ57JgQMHeOKJJ7j44soz4+eddx47d+7k73//O1dcUZKF+uijj3jwwQfp1KlTWbXEL82ePZvf//73tG7dmoULF9bqeQWDIfLyPLU6RjhZrRbi4qLIy/MQ1BtMaeQUrxJpFLMl0rZn8893VmG3WnhiVAas/xJri07EXvFogycdShX98BbedfOwxDYn7qq/YziOfuG5J7OAR6ctx+sPcuFpHblqbPcGmOmJefvrjXy9bDedWsXyyNThWKr4fed//h8Cu9YS0280rjG3Nel4bex8O1ZTOPdpCAWxdx2O+9w7a1XxUGr5hkxe+GQdgaDJgK7NuPeKAWG/mjXcdI6NfHvz9/PE8ucpCnjo26wndw2eQihkMGPhNuYu2YkJJMY6mXpRHwZ0jcyrAUspXiXSlI/Z1G2H+Nc7qwiGzDp7DfRqyjssP7Aal83F/cPuoGNcu7CPIZHL5/OSmbmPZs1aY7cfXXFsGCUxGwyG0GqRJa644mIOHNjP00+/yJAhlV+gLQ2nPmLW7/dx6NB+WrZsU60lruLiorBaj1/HUOPllWbNmsW+ffuYP38+8+bNY+XKlXz33Xd8//33PProo/Tr149zzjmHs88+m65du9Z0mGMyTZMHH3yQQCDAo48+itV6/Dc8pd3T4+Pjq9ym9LG8vJ/XYz6R/Uq3rQ2LxSAx0V3r44RbXFx4s44idUnxKpGmqcfsF++vAeCiYS0wNr6PCTQ/62rcSTENOq/y4sdNZs+uFAK5mYRWf0LzcbcetU1ioptfXz2Y/zd9BXMW7aR/95aMGtCmAWZbPQcOFbLgyBXCUy/tR7Mqft/FezaSs2stGBYSz5iEvYnHa6OXeDqFMS4yPv43/q3L8DustJxwX60TD+ed2pkWSW7+/sYyUrYe4skP1/Lw1JG4o+xhmnjdaern2EiVWZDFM6tfpSjgoUezLvzxrDvZta+Ip95fxe6MkjWaxw5rz60T+hMTAXFYXYpXiTRxcVGcOqgdvw6a/PfdVcxZtJPObRM5f+TRy1rXxr2jbuLx7/NJP7iFp1e9wl/G/IaOCUo8SIniYitZWRasVgNbFZW7QLU+MG1qrFbLMX9n0rDqMmZDIQOLxUJ8fHTYViWCWiQdoKRh9A033MANN9xAXl4eCxcuZN68efz444+kpKSwbt06nnzySTp06MDZZ5/N2LFjGTp0aNiuVnz33XdZtWoVN9xwA/3796/WPqVdy+32ql+QOhwl2dDyPSdOZL/KOqOfqFDIJC/vxJesqiu64kYiieJVIo1iFjbtPkzKliysFoPR9nWY/mKsLTrhbd4bX05hQ0+vAteZUyiY/S/yVs4l1G4w9ra9j9qmX8cExo/swJdLdvHUe6uId1lp26LxJE/Ke21WyVXr/bok0bGFm5wqft/5898BwNn7DOxJrZt0vEaM5r1xj7uXwrlPU5i+mD2+YFgqHjq1dPOHawbznw/WkLY9mz8++wO/v2Ywce7G2cNE59jIlevN49/LniOnOJc2Ma2Y2udGps/ewOeLdhIyTeLdDqZc2JshPVrgL/aRUxz+Brb1TfEqkeaXMTuoSxITzujMpz9s54UZa3E7LPTtnBTWMe/oP5mnVr7M9txd/HXBU/xu+N20crcM6xgSmXw+L6FQiGDQJBA4+hyqSoeqBYOhSn9n0rDqI2aDQZNQKERubhEez/GXZa3zSoejB4zjkksu4ZJLLsHn87FkyRLmzZvHt99+y86dO3n99deZNm0aiYmJjBkzhrFjx3L66afjdNasM3lGRgb//e9/SU5O5je/+U2193M6nXg8ngqd1X/J5yt5sVo+u1M6z+rsV9Pn9EuN8T+7TkISSRSvEmmacszO+qFkXd4xfeKwbHofAMeQSwkGTaBxvSMwWvXG3uss/BsWUrjgVdxX/A3DfvTf/stGd2H7vjw27DrMUx+l8NCNw4h2he2lV1jsPJDPktQMAC4f3bXK+Avs20BgTypYrDiHXAI07XiNJJZ2A8uaS/u3LqPANGvdXBqgc+s4/nDNYP77wRp2Hsjnb2+u4HdXDyIpLnxXR4WbYjayFPk9/G/1Kxz0HKKZK4kJba7m/721jj0HSxKjI/okc925PYiJsp+U/66KV4k05WP24tM6ceBQEUvSMnj64xT+fMNQ2jQP30oONhzcNWAqT69+id0F+/jv8he5b8idtIiO7OXVpPZK3jtUrfRDWyUcIsNbb73O4sU/VXv7++77PT169KrDGdW/+ozZqpJ1NVUn73wdDgejR49m9OjRAKSkpDBv3jzmz5/P1q1bmTFjBjNnzsTlcnHaaadx9tlnc/bZZx9z6aJfeuyxxygoKODxxx8nJqb6Vw7GxcXh8XiOuQRS6WNxcXFl91Vn6aTqLMEkIiIiFe04kMe6bYcwDBgXtxH2ebE074i1w6CGnlqVnCOvIrA7BTP/IN7lM3Cddu1R21gtFu64tB+PvrGcjOwiXpuTxt2X9a+yX0JD+GjhFgBG9k2mY6vYSrcxTRPfipkA2HudiTWufvp2SfiUNpf2fPNMSXNpDFxjb6914qFDciwPXD+UJ95fzYHsIh5/eyW/u3owyUnRYZq5NFW+oI8XU6axt2A/sfYYegfH8dS7GwmGTGKi7Nx4fk+G9dJVzSKNlWEYTLmgF1l5xWzZk8tTH63lwRuHhbUiLtoexT2DbuV/q19iX+EB/rf6Je4bcifNotREXuRksXv3LtatW1vt7QsKCupwNnKi6uVyuwEDBjBgwADuv/9+du7cWdYHYs2aNcyfP58FCxawb98+7rnnnmofMy0tDYBHH32URx99tMJjpcsi7d+/n1GjRgHwzDPPMGTIEDp16kRGRgY7d+6s9Lh+v599+/YB0KlTp7L7S7/ft28ffr+/0mWWdu3addR+IiIicmyf/bQDgNG9YrFv+QAA59AJjaZ5dGUMRxSu0ZPxfPlf/Ou/wdblFGytjm6WGOd2cPfE/vzznZWs3pzFF4t3ctFpnep/wpVYv/0QaTtysFkNLjujS5XbBfemEjywCaw2HIMvrscZSjhVTDwsoxjCknholRTN/103lCc+WENGdhGPv7OK3141iPYtG+dyYtL4BUNBXlv/Dltzd+C0OLHtOpVvdmcDMLRHC244v2ejXcpLRH5mt1m597L+/P2tlWQe9vDMzBT+cM1g7Lba/d0pL8bh5t7Bt/LkqhfILMri6TUvc9+QO0hw6kJQker6+OPPGnoKVfrznx/hz39+pKGnITVU7x1COnbsyM0338y7777Ljz/+yN/+9jfGjBlDVFTNGmVlZWUd9VWa2QqFQmX3lS6LNGjQIABWrlxZ6fFSUlLw+/04nU569/55jebevXtjt9vx+XykpKRUum/pMUvHEBERkWPbk1nA6s1ZGMCF8Zsh0PirHErZ2g/A1uN0wKT4u9cwA5WvJd6lTRzXn9cTgE++38b6bYfqcZaVC5kmH3+7FYAxg9vRPKHy12GmaeJdfqTKofdYLG5dPRjJShIP94DFWpJ4WPASZuj467YeT7N4Fw9cN4T2LWPIK/Txr3dWsWVv1dXBIlUJmSGmp3/E+kPpWLBSmD6IfbutuF02bru4D3dN7KeEg0gEiY128OsrBxDttLF1bx6vzUknFOY1QuIcsfxq0G00cyWR5TnE06tfId+nq51FRBpag7YlT0pK4oorruD5559n6tSpJ7TvggUL2LhxY6Vfjz/+OABt27Ytu2/EiBEAnH/++QAsXbq00mqHDz4oucJy9OjRuN0/rzkYExPD6aefDsCHH3541H47duxgyZIlAIwbN+6EnouIiEhT9fniHQCc1iMG57bvgMZf5VCe69RrMKITMHMP4F3xSZXbjR7YhtED22ACL81O5eBhT/1NshJL0zLYlVlAlNPKRad1rHK74K41hA5uA5sDx6AL63GGUldsHQfXSeIh3u3gj9cOplvbeIq8AZ54fzWpO7LDMGNpKkzTZObmz1mesQpMA8+mgfhzExnQtRl/nTqCkX1bRczfBhH5Wetmbu6+rD9Wi8Gy9Ew+/WFb2MdIdCXw68G3kehMIKMok6dXv0yhvyjs44iISPXVSdIhIyODrKysujh0rfXt25cxY8YQDAa57777yMzMBEpe5H7wwQfMmjULi8XCnXfeedS+d911F4ZhMGvWLD744APMIxn6zMxM7r//fkKhEOeccw69ep1cTUtERETqwv5DhSxPL/k7fEnCpiNVDp0iosqhlOF04zrjJgD86+YSzKz6jfR15/agc+s4CosDPDdzHV5/7T/orQl/IMQn35fM84KRHYmNrvyqYdMMlSVSHH3PwRKtpQpOFnWVeIh22fntVYPo2zkJnz/E/z5ay8qNB8MwY2kKvtwxn2/3/AiAb1t/nJ7WTLmgF7++YgCJsc4Gnp2I1EbvjoncNK7kc5LPF+3kx5T9YR+jWVQSvxp8K/GOWPYVHuDZNa/gCTTsRR7SkNQpWqT66ub/S9iSDqZp8uKLLzJ06FDOOusszjjjDIYMGcI111zDY489xowZM0hPTycQCIRryBr7xz/+QadOnUhNTeXss89m4sSJjBkzhocffhjDMPjTn/5E3759j9pvwIABPPDAAwA8/PDDjBkzhokTJ3L22WeTmppK586deeyxx+r76YiIiESkL5bsxARGdInGteMHILKqHErZOg7G1u1UME2Kv3sVM+ivdDu7zcLdE/sRG21nV2YBb83dWHYBQ336dtUesnKLSYhxcM6w9lVuF9i+ktChXWB34Rh4QT3OUOpDXSUenA4rv7p8AEN7tiAQNHnh0/X8tC78Hy7JyWXOpu+Ys/1rAHw7e9Erti+PTR3BGQPaRNzfBBGp3OkDWnPhqSXVlW/O3cCGnTlhH6NldAvuHXwbMXY3u/L38vza1ykOeMM+jjRehlHyMWcwGGrgmYhEjlCo5P9LuF9zhS3p8O677/LUU09RWFiIaZqYpklRURGrV6/m3Xff5cEHH+Syyy5j8ODBXHbZZTz44IO8++674Rr+hCQlJTFjxgzuuOMO2rRpw5YtW/B4PIwePZo33niDG264ocp9J0+ezLRp0xg9ejQej4ctW7bQpk0b7rjjDmbMmEFSUlI9PhMREZHIlHXYw+L1GQBc2mxzuSqHgQ08s5pxnXYdRlQcoZx9+FbNrnK7pDgXd1zaD4thsDj1AAtW7a3HWUJRsZ/PFu0AYMIZXXDaK2/maIZC+FYeqXLofz6GS02BT0Z1lXiw2yzccWlfRvVvRcg0eW1OOvNW7A7DjOVkEzJN3lyygDm75wBg7u/GdYPO5/6rBpEU52rg2YlIuE0c3YXhvVsSDJk898k69h8qDPsYrd3J3DvoVqJtUWzL3cmLKdPwBSvvuyUnH6vVisViw+tVlYtIdfl8XgzDgtVqC+txDTNMl9hdcsklbNq0iWHDhvHHP/6RhIQEdu7cSXp6OmlpaaSlpbFr164KV/QZhkF6eno4hj/pBIMhsrPD/we4pmw2C4mJbnJyCgkElDGWxk3xKpGmKcbsW3M3sHDNPoZ2cHJj8VsQ8BJ1/m+wdRzU0FOrMf+25RTPew4MC9ETH8bavFOV2361bBcfLNiC1WLw+2sG06N9Qr3MccZ3W5mzeCetm0Xz16nDsVoqv/7Ev2UxxQteAkc0Mdf8G8P5c5+rphivJ7vAztV4vnkWQkFsXYbjGns7hqXyhNSJCJkm78/fzLwVewCYeEZnLjqtU71fua6YbZyycj08P+9bDsR/h2ExiSnqxm9HXU/LxOiGnlqDUrxKpDnRmPX5g/z7vdVs3ZdHy4Qo/nzj0CqXeqyNnXm7eXr1KxQHi+md1IPbB0zGbgnvB2rSOOXl5eDxFJCU1BK7/ejl+Ww2i86vElHqMmZDoRCHDu3HbneQkNCiWvskJbmxWo9fxxC2M+7u3bsxDIP//Oc/JCcnA9C+ffuy5ssABQUFbNiwgdTUVFJTU5VwEBERaYKy84r58chyKxNbbIXtkV3lUMre5RQCXU4hsG05xQtfI3riXzCquFrkvFPas31/HsvSM3nh0/U8PPmUOl+zPCffyzfLS642v+KsrlUmHMxQEO/KTwFwDBxfIeEgJ6fSigfPN8+WVDxAWBIPFsPgmrO743bZmfXjdj75YTtF3gCTxnTTkjlNmGma/JCyn/cXL4OuSzEsJm1t3fnDBTdjC0OyS0QaN4fdyr2XD+Bvb60g87CHZ2eu43dXD8ZuC2/L0Y5x7blr4M08u/ZV0rM38dr6t7m13w1YdZ456cXExOP3e8nOzsTlcuN0Rh35gLTktUcoZBAMqueDRI66iFnTNAkG/RQW5hMKhYiJSQjr8SGMSYeYmBgcDkdZwqGqbYYNG8awYcPCNayIiIhEmLnLdhEImgxo5yB2909AZPZyqIxz1A0E96YTyt6Nb80cnEMvrXQ7wzCYMr43e7MK2XuwkBc+Xc8frh2MrRpXjNTUpz9swxcI0b1dPIO6Na9yu8DmRZi5GRiuWBz9zq2z+UjjUleJB8MwuPT0zkQ5bbw/fzNfLdtNoSfA9ef1wFHF8l5y8srJ9/LGlxtYv38Hzt7LMaxBusZ25VdDpyjhINKExLkd/PrKgfxj+ko278ll2hfp3Hpxn7C/Fuya0Ik7B0zm+bWvsy4rjWlp7zGlzzVKPJzkLBYLiYktKSjIpbi4CI8n/6jHS9ewF4kEdRmzDoeLuLiW2Gz2sB87bEmHgQMHsnDhQnw+Hw5H+EvjREREJPLlFvr4fs0+AK5suRV2eLG06BzxVQ6lLFFxOEddT/GCF/Gtno2t8xCsSZU3a3Y6rNwzsT9/fXMFW/bm8sH8LVx3Xo86mdferMKy6pIrz6r6KnMzGPi5ymHQBRh2ranelNg6DibqnHvwzAtv4gFKqnuinFbe+HIDP67bz44Dedx+aT/aNlclTVNgmiaLUw/w7jeb8Zh5OPuswLD56RTXgbsHT8GmJU9Empy2zd3cNbEfT324liVpGbRMjGLCGV3CPk6PxG7c2v8mXk55g9WZKdgtNm7oPQmLUXcXekjDs1gsxMUlEhubQDAYxDRLPrC1Wg3i46PJzS1StYNEhLqMWYvFitVad0nYsL26u/rqq5k3bx7z5s3jggsuCNdhRURE5CTy9fJd+AIh+rSyE7entMrh0pOiyqGUresIbFuXEti5umSZpQkPVfmhbXJSNLde3IenP05h/qo9dGody6j+rcM+pxkLt2KaMKRHC7q1i69yO//G7zELDmFExWPvMzbs85DGz9ap7hIPZwxoQ2Ksk1c/S2PPwUIee2M5V5/TnTMHtjmpzgFSUW6hj7fmbmD15iyweYnpv4qg3UtrdzJ3DbwZp1UXrIk0VX07JXHD+T1548sNzP5pB8mJ0Zzar1X4x2nWk5v7Xc+r66ez7MAq7BYb1/S8XH97mgDDMLDZfv7o02az4HK58HiC6usgESGSY7ZGqd2pU6fy3//+l7lz57J7d8nawKeffjoXXXQR//znP8nIyAjrJEVERCTyFXj8LFi1F4BJrbZCwFdS5dD+5KhyKGUYBs4zbgKnm1DWDnxrvzzm9oO6NeeSUZ0AeOurjew8kH/M7U/Upt2HWbMlC4thcPmZVV9BaAZ8+FZ/BoBj8MUYtrrtMSGNV2niAYu1JPGw4CXMUDAsx+7XuRmPTh1Bv85J+AIh3pq7kRc+XU9hsT8sx5fGZVl6Bg+9upTVm7Ow2gO0HLqOoL2AZq5E7hl0C257024aLSIwemAbxo/oAMC0L9PZtPtwnYwzsEVfJve5GgODn/Yt46PNszFNXekuIlJXapR0+Omnn3jllVe47777OO+88xg+fDg33XQTCQkJ+Hw+JkyYwPz588M9VxEREYlg81bsxusL0qOFlcR9i4CTr8qhlCU6Adep1wLgW/kpwZx9x9z+ktM7M6BrM/yBEM99so4CT3g+gDVNk4++3QLA6IGtad2s6qVs/OkLMQtzMNxJ2HufGZbxJXLVZeIh3u3gN5MGMmlMN6wWgxUbD/LI68vYvOdwWI4vDS+/yMfzn67nxVmpFHj8tE+OouuoTeSbWcTaY7hn0C0kOKuuuhKRpuXys7oytGcLAkGTZ2akkJFTVCfjDE0exPW9rwTguz0/MWvrl0o8iIjUkRolHW6//XZOP/10mjVrhmma5OXlsXTpUt555x1yc3M5fPgw99xzD6NHj+Yvf/kLH3/8Menp6QQCgXDPX0RERCJAUXGAeSv2AHB16+0nbZVDebbup2FtPwBCAYq/ew3zGM2/LIbBrRf3oWVCFFm5xbw0O5VQqPZvgldtOsjWfXk47BYuOb1zlduZfi++NZ8D4BhyCYY1/I3EJPLUZeLBYhiMG9GBP90wlJaJURzK8/LPd1Yx+6ftYYl9aTirNh3koVeXsmJDJhbD4KLTOtBqyAZ2F+3CZXVx96CptIxu0dDTFJFGxGIY3HJRHzq3jqOwOMBTH6WE7QKMXxrZehhX97wMgG92LeSL7d/UyTgiIk2dYdYyrZuRkUFaWhqpqamkpaWRlpbGgQMHfh6g3NWLdrudbt260bdvX/r06UPfvn0ZMGBAbYY/aQWDIbKzCxt6GmVsNguJiW5ycgojbg0xaXoUrxJpmkLMzlm8gxnfbaNLksGvbe9BwEfUuN9g6zCooadWp0IF2RR+9Gfwe3COvArHgPHH3H53ZgF/n74Cnz/Ehad25PIzu9Z47GAoxIOvLiMju4iLTuvEZaOrXlrJu+YLfMs+xIhtgfuqxzGO0dS1KcSrVBTYsRrPvGchFMTWZXjYejyU8ngDvP31JhanlryH6Nk+gVsv7kNSXHgamStm60dhsZ93v9nE4tSSpXbbNndz84W9+CFnLksPrMRusXH3wFvonhj+RrEnE8WrRJpwxmxugZe/vbWCQ3leerZP4LdXD8JmrZuGz9/u/pGPN88G4NKu4zmv45g6GUcaF51jJdI0xphNSnJjrca5udaNpJOTk0lOTmbMmJ9P0NnZ2aSnp1dIROzevRufz0daWhrp6elASUIiLS2ttlMQERGRRszrC/LVspIeUNe22QH7Tv4qh1KWmCScp16N9/tpeJfPxNZhMJaEqhsktm8Zw+TxvXh5dhpzFu+kU6s4hvas2RXBP6zdT0Z2ETFR9rK1kitj+jz4134BHFnu6hgJB2ma6rK5NECU08atF/ehb+dEpn+9iY27D/OX15dx8wW9GdxDV8RHgpSth3jjy3QOF/gwDBg3ogOXjurM7B1zWHpgJRbDwtR+1yvhICLHFB/j5NdXDuQf01eycfdh3vhyA1Mv7F0nS3GOaX86/qCfWdu+ZNbWL7Fb7Ixpf3rYxxERaarq5F1lUlISo0aNYtSoUWX3FRQUlCUgUlNTSU1NZceOHXUxvIiIiDQi363ZS4HHT8cEkxaZi4GTt5dDZew9RxPYuozg3lSKv3+dqIsfwDCqvjJkZJ9W7Nifz9fLd/PanDTaNB92zF4MlfH6gsz6cTsAF4/qRJSz6pd8vvVfY3oLsMS3wtbt1BMaR5qOoxIPhoFrzG1hrXg4rV9ruraN56VZqew4kM8zM9cxdkhbJo3phsMevnEkfDzeAO/P38wPKfsBSE6K5pYLe9O1bTxzdyzg290/AnB9ryvp37xPQ05VRCJEuxYx3DWhH099lMKi9QdITozi4lFVLxFZG+d1GoMv5OfLHfP4ePNs7BYbp7cdWSdjiYg0NTWuU1u0aNEJbR8TE8Pw4cOZPHky//73v/niiy9YtWpVTYcXERGRCOAPBPly2S4Armu7o0n0cvglwzBwjZ4CdhfBA5vwp84/7j5XnNWVnu0TKPYFeXbmOjzeE+uL9fXyXeQW+miR4GLM4LZVbmd6C/GlzAXAMXRCWD9AlpOPrdNgXOfcXdLjYetSir99OWw9HkolJ0bzpxuGMm54SXXOglV7+dtbK9ib1XiWHZUSqduzefi1pfyQsh8DOO+U9jwy5RS6to3nh71L+Gxbybnl8u4XM6L10IadrIhElH5dmnHdeT0A+OSH7SxJO3CcPWruws7nck6HMwF4f+MnLN2/ss7GEhFpSmqcdLj55puZOHEis2bNqnGDaJcrPOu0ioiISOP0Y8p+cgt8tIsNkXxwKQDOoROaTJVDKUtsc5zDrwTAu+wjQnmZx9zeZrVwx4R+JMY62X+oiNfnpFPdNlx5RT6+XFqS6LlsdNdjroXsS5kLPg+WxHbYug6v5rORpszeaUidJx5sVguTxnbj/kkDiYu2s+dgIY+9sZyFa/ZW+/+B1J2M7CKemZHCfz5Yw6E8Ly0SXPzh2sFcfXZ3nHYrqzJT+GDjJwCM6ziWse3PaOAZi0gkGjO4Leed0h6A1+dsYMue3DoZxzAMJnS9gDPbjcLEZHr6h6zMWFsnY4mINCW16siTnp7OAw88wNlnn82rr75Kfn5+uOYlIiIiES4QDPHFkp0AXN9uR7kqhwENO7EGYu8zBmvrXhDwUfz9NEzz2I3A4t0O7prYD5vVYOWmg2WJhOP57KcdFPuCdGwVyym9W1a5XciTh2/9NwA4hk085pJPIuXVR+IBSq50fXTqCPp1TsIXCPHW3I288Ol6Cov9YR9Ljq+w2M/78zfz4KtLWb05C4thcPbQdjx683B6dkgEIP3QJt5IfQ8Tk9PbjOCiLuc38KxFJJJNGtONwd2bEwiGeHpGCpk5RXUyjmEYXNH9Yk5rPRwTkzfS3mPtwdQ6GUtEpKmo8bvL999/n/POOw+LxUJGRgb/+c9/OPPMM/nHP/7B3r17wzlHERERiUCL1x/gUJ6X1u4grQ8tA5pmlUMpw7DgOvNmsDkI7kvHn/7dcffp2iaea88tWV5gxndbSd2efcztM3OKWLi65HXYlWd1xXKM37Vv7RfgL8bSvCO2TkNO4JmI1F/iId7t4DeTBjJpTDesFoMVGw/yyOvL2LzncNjHksoFgiG+WbGbB15czNfLdxMMmfTv0oxHpw7nunN74HKU9IzZnruTl9e9SdAMMqTlAK7qObHJnu9FJDwsFoPbLu5Lx1axFHj8/O/jlDpLPFsMC9f0uoxTkocQMkO8vv5t0g5trJOxRESaghonHQYNGsTTTz/NN998w0033YTb7aaoqIjp06dz/vnnc99995GSkhLOuYqIiEiECIZCzFGVw1EscS1xnnIFAN6lHxAqOHTcfc4c2IYzBrTGNOGl2alkHfZUue3M77cRDJn065xEn05JVW4XKjqMP3UBAM5hl+mDQamR+ko8WAyDcSM68KcbhtIyMYpDeV7++c4qZv+0nVBIyy3VFdM0WbM5i4deW8Z78zZTWBygbXM3908ayH2TBtK2+c8N7vcVHOCFtdPwhfz0TurBTX2uxqLqKREJA6fDyq8uH1C25OTzn6wnEDx2tWhNWQwLN/S+ksEtBxAwg7y87k025Wypk7FERE52tX4l2KZNG/7v//6PhQsX8sADD9CmTRsCgQBz587lqquu4vrrr2f+/OM3TBQREZGTx/L0TDJzPCRHBWiXsxxo2lUO5dn7noMluRv4i48ss3TsD00Nw+D683rQ6chVfs99sh6f/+gPdrfvz2NZeiYGJY2oj8W3+nMI+rC07NrkE0FSO/WVeADo3DqOv0w+hVP7tsI04dMftvPv91aTnVdcJ+M1Zbsy8nni/TU8PSOFjOwiYqPt3Hh+Tx65+RT6dWlWYdtDnmyeXfMqhYEiOsV14JZ+N2Cz2Bpo5iJyMkqMdfLrKwbgdFhJ35nDW19trLMeP1aLlSl9rqF/8974QwFeSHmDrYd31MlYIiIns7BdfhITE8PkyZP55ptvePLJJxk4cCCmabJixQruuecezj//fN5//328Xm+4hhQREZFGKGSafL74SJVD+x1Hqhy66MPtIwyLhagzp4LVTnDPegIbfzjuPnablbsn9icmys7OjHym/+LNtmmafLxwKwAj+7aiQ3JslccKFRzCn74QAOcplysRJLVWn4mHKKeNWy/uwy0X9cbpsLJx92H+8voyVm06WCfjNTW5BV7e+DKdR6ctJ31nDjarwfiRHfjn7ady1uC2WC0V3z7m+wp4ds2r5PryaOVO5s6BU3DZnA00exE5mXVIjuXOS/tiGPBjyn5e+SyNYl+gTsayWqxM7Xs9vZN64Av6eH7t6+zM210nY4mInKzCXvNqsVgYP34877//Ph9++CHjxo3DYrGwc+dOHn30Uc4880yefvppsrOPvSaxiIiIRKbVmw6yL6uQ5k4/HXJWAKpy+CVLQmucwyYCULzkPUKFOcfdp1m8q+zN9k/rD5T1bgBYvz277APCiWd0PuZxfKs/g1AAa+ueWNv0rt0TETni6MTDK3WWeAA4rV9rHplyCp1axVJYHODZmeuY/vXGSquA5Ph8/iCfL9rBAy8v4fu1+zGBU3q15O+3juTKs7oR5Ty6csETKOa5Na+S6ckiyZXIvYNuIcbuPvrgIiJhMqBrc24a1wuLYbAkLYO/vrGCPZkFdTKW3Wrntv430j2hC8XBYp5d8yp78vfVyVgiIiejOl1oc8CAATz11FN88803TJ48GbfbzeHDh3nhhRcYM2YMDz30UF0OLyIiIvXMNE0+W7QDgBva7yhZwqdFF6zt+zfovBoje/9xWFp0AZ+H4h/eqNYyAb07JXHlWd0AeHfeZrbsySVkmnz0bUmVw9gh7WieEFXl/qG8TPwbSiorHOrlIGFWlngwrAS2LqnzxENyYjR/umEo44Z3AODbVXt57K0V7D1YNx9AnYxM02RJ2gH+/MoSZn6/Da8vSOfWcfzp+qHcOaEfLao4n3gCxbyYMo3dBfuIsbu5Z9AtJDjj63n2ItIUjR7Yhj9cO5jEWCcHsov421sr+GHtvjpZbslhdXDHgCl0jutIUcDDM2teYX9hRtjHERE5GdVLd682bdpw//33M2PGDK6++mpsNhter5ePP/64PoYXERGRepKy9RC7MgpIcvjolKsqh2MxLBZcZ04Fi43grrUEtiyu1n7nD2/PsF4tCYZMnvt0HV8t28WegwVEOW1cdFqnY+7rXTUbzCDWdv2wte4ZhmchUpG90xBc59Zf4sFmtTBpbDfunzSQuGg7ew8W8tibK1i4Zm+drfd9stiyN5e/T1/Jy7PTOJTnJSnOyW0X9+HPNw6lW7uqEwiHvbk8ueoFthzejsvq5O5BU0mOblGPMxeRpq5H+wT+MuUU+nVJwhcIMe3LDbw2Jx2vL/x/b1w2J3cPupkOsW0p8BfyzOqXySzKCvs4IiInmxp3+Prmm2/Iz88v+yooKKjw8y/v9/v94Zy3iIiINDIVqhza7YDDflU5HIc1qS2OIZfgWzGT4kXvYG3bB0t0wjH3MQyDmy/oxb6sQvZlFZZVOVx4akdiouxV7hc6vJ/A5p8AcA67LGzPQeSX7J2GwLl3U/zNcyWJB8A15lYMi7XOxuzXpRmPTh3Ba5+nsX57Nm/N3Ujq9mwmj+9FfIx6DJSXddjDx99tZVl6JgBOu5ULTu3Ieae0x2k/9r/R3oL9PL/2dQ57c4l1xHDXgJvpENuuPqYtIlJBXLSD31w5kC+X7GTm99tYtP4A2/fncdeEfrRtERPWsaJsUdw96Bb+t+ol9hUe4OnVL3PfkDtoFpUU1nFERE4mNU463HvvvRWuWqzOlURRUVG43W5iY2OJiYkhNrbqJociIiISWdJ35rBtXx6Jdi+d81cCqnKoDsegCwhsX0no0E68P07Hde49x/2duRw27rmsP4+9uRyPN0hirJNzhh77gz/vyllgmlg7DMLasks4n4LIURoi8RDvdvCbSQP5etluZny3lZUbD7J9fx53TujPyET1GvB4A8xZvJOvl+8mEAxhAKcPaM3E0V1IqEZiZkP2Zl5ZN53iYDHJ0S25e+DN+sBNRBqUxTC48NROdGsbz4uzU9l/qIjH3lrBDef1ZFT/1mEdK8bu5t7Bt/LUqpfIKMosSTwMvVNLy4mIVKHGSYfyTj31VE499dQKyQS32132fUxMDDExMVitdfcmQ0RERBrW50eqHK5vuwMjz4+lpaocqsOw2HCdNZWimY8S2LGSwLbl2LsOP+5+rZKiuePSfrw/fzNXntUNxzGuUA5m7yGwdSlAWQNrkbrWEIkHi2EwbkQHenZI4KXZqWTmePjH9BVck1HAeUPb1tm4jVkoZPJ9yj4+/X4beUUl1ee9OyZy1dhudEiu3kVgS/ev5O0NHxEyQ3RL6Mzt/W8i2h5dl9MWEam2nh0SeXTKcF75LJXUHTm8NiedjbsOc915PY5bwXUi4hyx/GrwrTy58gWyirN5evXL/GbIHcQ5dEGtiMgvGWYNFzu99957mT9/PqFQCMMwGDp0KFOnTmXMmDHhnmOTFAyGyM4ubOhplLHZLCQmusnJKSQQCDX0dESOSfEqkeZkiNlNuw/zz3dWEW8t5tGkTzCCfqLG34+t/YCGnlrE8K74BN+qWRiuWKKv/DuWqLiwHdvz9TMEdqzE1nkYUefeU6tjnQzxKvXLv2MVxd88B2YQW9eRdZ54KOXxBnj7600sTj0AQM8OCdx6UR+S4lx1PnZjkbo9mw8WbGbPwZL3FclJ0Vw1phsDuzWrVhWaaZp8tXMBn237CoChLQdyQ5+rsFvCcu2aVELnWIk0jSlmQ6bJnEU7+PTH7ZgmtG3h5q4J/WjdLLzVboc8OTy56gVyvIdp427Fr4fcToxdFXWRoDHFq0h1NMaYTUpyY7Uev010jRtJP/PMM3z11Vdcd911uFwuVqxYwV133cWFF17IRx99hM/nq+mhRUREJMKUVTm024ERPFLl0E5VDifCMfhiLEntMIvz8f70dtiOG8zaQWDHSsDAMVRVDlL/jmouveAlzIC3zseNctq49eI+3H5JX6KcVjbuOsxfXl/Gqk0H63zshrYvq5CnPlrLfz5Yw56DhbhdNq45pzuPTR3OoO7Nq5VwCIaCvLthRlnC4dwOZzG57zVKOIhIo2UxDC4e1ZnfXT2YeLeDvQcL+esbK8qSz+HSLCqRXw2+jXhHLPsKD/Dsmlcp8nvCOoaISKSrcaVDeXl5ebz33nu8/fbbHDx4EMMwaNasGddffz3XXHMN8fFa4+5EqdJBpOYUrxJpIj1mt+/P47E3VxBnKeavzVTlUBvBgzso+vSvYIZwnXsv9s5Da33MorlPEty1Flu3U4kae3utjxfp8SoNp3zFg6VZe6LOuQdLfHKdj2uzWfAETf75xnK2788DYMyQtlw15tjLkkWi/CIfs37czsLV+wiZJlaLwdgh7bh4VKdjNpr/peJAMa+tf4e07I0YGFzZ41LObHdaHc5cSukcK5GmscZsboGXlz9LI31nDgCjB7bh2nO6h/W8f6AwgydXvUiBv5DOcR24Z9AtuGxNp5ouEjXWeBWpSmOM2TqvdCgvLi6O22+/nQULFvD444/TvXt3srKy+N///sdZZ53F3/72N/bs2ROOoURERKSRKa1yuK7tdlU51JK1RSccAy8AwPvjm5jFBbU6XjBjC8Fda8Gw4Bx6aTimKFJj9k5DiLrwdxhRcYQO7abwk0fw71hVL2O3aR7DQ5OHMW54BwC+XbWXx95awd6Dtfs/1lj4AyHmLt3FAy8tYcGqvYRMk8Hdm/PYLSO45pzuJ5RwyPXm8dSqF0nL3ojdYue2/jcq4SAiESc+xslvrxrEJaM6YQDfr93H395ayYHsorCN0cqdzK8G34bbFs32vF28kDINX1CrfoiIQJiSDqXsdjsTJ05k9uzZvPbaa5x22ml4PB7eeecdzj//fO677z5SUlLCOaSIiIg0oN2ZBazenEWs4aFn8RoAnEMnVGvpDqmcY8glWBLaYHryKF78bq2O5V3xCQD2HqOwxLcKx/REasXWpjfRlz2KJbkb+DwUf/003mUfYYaCdT+21cKksd24f9JA4qLt7D1YyGNvrmDhmr2Eofi7QZimycqNmTz06lI+/HYLHm+ADi1j+P01g7n38gG0SjqxZs/7CzN4YuVz7C7YR4zdzW+G3M6AFn3raPYiInXLYjGYcEYX7r96EHHRdvYcLODRN5azNC0jbGO0jWldUuFgdbHl8HZeSnkTf9AftuOLiESqsCYdyhs1ahSvvfYan332GRMmTMBqtfLll19y1VVXccMNN7Bw4cK6GlpERETqyZzFOwC4to2qHMLFsDlwnXkzGAaBzYsI7FpTo+ME9m0guDcVLFYcQy4J7yRFasHiTiT64gew9zsPAN+aOXi+eIJQUW69jN+vSzMenTqCfp2T8AVCvDV3I89/up7C4sj6kGjHgTz+9e5qnvtkPZmHPcS7HUy5oBcPTz6F3h0TT/h4m3O28p+Vz5NdnEPLqOb8bug9dIrrUAczFxGpX307JfHIzcPp1SEBry/IS7NTeeurjfgD4Ul4d4hrx92DbsZhdbAhZzOvrn+bQCgQlmOLiESqsPR0qI6srCzefvtt3nvvPfLyStZS7dKlC3PmzKmP4SOOejqI1JziVSJNpMbs/kOFPPjKUmIMD481/1S9HMKseMn7+FPmYkQn4L7y7xhOd7X3NU0Tz2ePEzywCXufsbhOvzFs84rUeJXGyb91GcXfvw7+YozoBFzn3I2tVfewjlFVzIZMk6+X7WbGd1sJhkyS4pzcdnFferRPCOv44ZaT72Xmd1tZtP4AJuCwWTh/eAfGj+yAy1GzJs8rDqxmevqHBMwgXeI7cnv/ycQ4qn/OkfDROVYiTSTFbDAUYtaPO5izaAcm0KFlDHdO7Edy4olVhVVlU85Wnl/7Gv5QgEEt+nNz32uxWk6u3kGRLpLiVQQaZ8xWt6dDzV6VVqKoqIj8/HwKCgooKCgo+z4/P5/CwkLy8/MpKiritNNOY968efj9frZt2xau4UVERKSezVm8ExO4uvU2jGI/lpZdVeUQRs5hlxHYuRozNwPvkvdxnTm12vsG96YSPLAJrDYcgy+uw1mK1I6963AsSe0o/uZZQof34fnsnzhHXoW937l1vkybxTAYN6IDPTsk8NLsVDJzPPzr3VVcOqozF53WCYulcS0T5/UF+XLpTuYu24XPX/Km89S+yVx+ZleS4mrWuNQ0Tb7ZtZBZW78EYFCL/tzU52oc1ur3gBARiRRWi4XLRnehR/t4Xp6dxq7MAh6dtpwpF/TmlF4ta338Holdub3/ZF5Mmcaag+uYnv4hN/a5CotRZ4uMiIg0WjVOOlxyySVlCYbCwkJCoepnWyJ1zVQREREpkXnYw5LUDGIND319Jf2a1MshvEqWWZqKZ/bj+Df+gK3rCGzt+h13P9M08S6fCYC99xgs7hNfZkWkPlkT2xA98WGKv59GYOtSvIvfJZixBdfoKRiOqDofv3PrOP4y+RTe/noTi1MP8OmP20nbmcNtF/ep8Yf54RQyTRavP8CM77ZyuKCkQWm3dvFcc3Z3OreOq/Fxg6EgH22ezQ97FwMwtv0ZTOx2oT4cE5GTXr/OzXj05uG8NGs9m/bk8sKn69k4pC1Xje2O3Va7c2DvZj24pf8NvLzuLZZnrMZusXFNr8t1bhWRJqfGSYdNmzYddxvDMIiJiSE2Npa4uLiy2/Lfi4iISOT5cslOQqbJpFZbMXylVQ7H/0BcToytVQ/sfc/GnzqP4u+n4b7ib8f9EDa4ay2hg9vA5sAx6MJ6mqlI7Rh2F66xd+BP7oZ38fsEti2jKHs3rnPvwZrYts7Hj3LauPXiPvTtnMj0rzexafdh/vL6MiaP783Qni3qfPyqbNyVw/vzt7AzIx+A5vEuJo3pxtCeLWqV5PUGfUxLfYd1WekYGFzW/SLGtj8jXNMWEWn0EmOd/P7awXz6w3bmLN7JglV72bo3jzsn9KVlLZdb6t+8D1P6Xsvr699h0f7l2Cx2JvW4VBfniEiTUuOkw4033lgheVBZQiEmJkYnVRERkZNMdl4xP6bsJ9bw0D+wDlCVQ11yDr+SwK61mPkH8S79ENcZN1W5rWmG8K4oqXJw9D0HS3RCPc1SpPYMw8DR71ysLTrjmfccocP7Kfrkr7hGT8HebWS9zOG0fq3p2jael2alsuNAPs99so4xg9ty1dhuOOz1ty53Rk4RH3+7lZWbDgIQ5bRy0WmdOGdoO+y22s0jz5fPi2vfYGf+buwWGzf1uYbBLbU0nog0PVaLhcvP7Er3dgm8+nkaOzPyefSN5UwZ35thtVxuaUjLAQT6BHgr7QO+37sIu9XGxK4X6vWyiDQZYWsk7fP5cDgc4TiUoEbSIrWheJVIE2kx++43m5i3cg9TWq5jUGA1lpZdib70Qb2JqkOBfel4Pv8XAFEX/gFb2z6Vbufftpziec+B3UXMNU9guGLCPpdIi1eJTCFPHsXzXyC4Lx0Ae79zcY64CsN64tdM1SRmA8EQM7/bxtxluwBo28LNHZf0pW2L8P+fKq+o2M9ni3Ywb8UegiETw4CzBrXl0jM6Exdd+/daGYWZPLf2dQ4VZ+O2R3PHgMl0ie9U+4lL2OgcK5HmZInZ7LxiXpydypY9uQCcM7QdV47pVuvlln7at5R3N8wAYHyns7moy/m1nqvU3MkSr9J0NMaYrW4j6bAtKvfII4+E61AiIiLSSOUW+vhu7T5iDQ8DQusBVTnUB1ub3th7jwGg+PtpmH7vUduYoRC+lZ8C4Oh/Xp0kHETqiyUqjqgLfo9j0EUA+Nd/Q9Hn/yRUkF0v49usFiaN7cb9kwYS53aw92Ahf31zBQtX762T/nSBYIj5K/fwwEtL+GrZboIhk35dkvjrzcO54fyeYUk4bD28g/+sfJ5Dxdk0dyXx26F3K+EgInJEUpyLP1wzmPEjOgAwb+Ue/vnOSg4e9tTquKPajODKHpcC8OWO+Xy1Y0Gt5yoiEgnClnSYOXMmH330UbgOJyIiIo3QV8t24Q+EuKz5Jiwh9XKoT84RkzDcSSXLLC3/+KjHA9uWEsrZC45oHP11FZ1EPsNiwTn8CqLO/zU4oghlbKFo5l8I7E2rtzn061LSbLRf5yT8gRBvfbWR5z9ZT4HHH5bjm6bJ2i1Z/OX1ZbzzzSYKPH7aNHdz36SB3D9pUNgqK1ZlpvD0mpcpDBTRMa49vxt2D8nRDderQkSkMbJZLVw5phu/umIAbpeN7fvzeXTaclYdWequps5qN4oJXS8AYPa2uSzY/UM4pisi0qiFLekQHR3N3/72N1JTU6u1vWma/Otf/wrX8CIiIlLHCjx+vl21l1jDwyCz5O+9c9hEVTnUE8MRhWv0FAD86+cROLCp7DEzFMRbWuUwYByG090QUxSpE7aOg3Ff9iiWZh0wi/PxfPFvvKs/xzTrp8Q83u3gN5MGMmlMN6wWg5WbDvLItGVs2n24Vsfdk1nAfz9Yw/8+TmH/oSJio+3ccH5PHr35FPp3aRaWuZumyfxd3/P6+ncIhAIMaN6X3wy+nViHKqFERKoyqFtzHpkynK5t4ijyBnh25jren7+ZQLDmf3fO7XgWF3Q+F4AZmz/jh71LwjVdEZFGKWxJh3/84x94vV5+9atfcfjw4WNuW7rdG2+8Ea7hRUREpI59s3w3Xn+QCUmbsIQCWJK7YW3bt6Gn1aTY2vfH3vMMwKT4u9cwAyXLLAU2L8LMzcBwxuDod27DTlKkDljiWhJ96YMl8W+a+JZ/jOer/2F666cHmsUwGDeiA3+6YSgtE6PIzvPyr3dXMfvH7YRCJ7bcUm6hjzfnbuAv05aRuiMHm9Vg/IgOPH7bqYwZ3BarJTxv0UJmiI83z2bmls8xMRnd9jRu7X8DDqv68ImIHE+zeBd/vG4I553SHoCvl+/mn++sIiu35sstXdDpHM7tcBYA72+cyZL9K8IxVRGRRilsSYdx48Zx/fXXs3fvXn73u99VuV12djY33HAD33zzDS6XK1zDi4iISB0qKg4wb+UeYg0PQ4wjVQ7q5dAgnCOvxohOwMzNwLviE8xgAO+qWQA4Bl2I4Yhq4BmK1A3D5sB15lSco6eA1UZw11oKZz5CMGtnvc2hc+s4/jL5FE7r1wrThE9/3M7/e2812XnFx93XHwgyZ/EO/u+lxXy3Zh+mCcN6teRvt47kyjHdiHadeJPsqviCfl5d/zYL9/wEwMRuFzKpx6VYjLC9/RMROenZrBauPrs7917Wn2injW378nh02nLWbM6q0fEMw+DSruM5q90oAN5O/4iVGWvCOGMRkcYjrK86H3jgAQYOHMhPP/3E//73v6Me37p1K1deeSUpKSk0b96cN998M5zDi4iISB1ZsGoPHm+ASxI3qsqhgRlON64zJgPgX/cV3p/ewszPwoiKx953bMNOTqQeOHqdSfSlD2LEtsDMP0jRrMfwb/i+3saPctq45aI+3HpRH5wOK5t2H+Yvry9j5cbK1/w2TZNl6Rn86eWlzPhuG8W+IJ1bx/J/1w/hrgn9aJkQ3kRhvq+Ap1e/xNqD67EZVm7uey3ndDhTSWIRkRoa3KMFj0w5hc6t4ygsDvD0jBQ+XLClRsstGYbBFd0vYVSbEZiYvJH2PmsPrq+DWYuINCzDNM0Tqwc+jv379zNhwgTy8/N5/vnnOeusswBYvHgxv/71r8nLy6N79+689NJLtGnTplZjmabJ6tWrWbBgAStXrmTbtm0UFBQQGxtLnz59mDBhAhdffHGVL7ALCwt5+eWX+eqrr9i3bx/R0dEMHDiQm2++mREjRhxz7CVLljBt2jTWrl1LUVERbdq0Ydy4cdx2221ER0fX6nkBBIMhsrPrp1y8Omw2C4mJbnJyCgkE6mf9XJGaUrxKpGnsMev1Bfn9C4swivP4a7NPsIQCRF3wO2xqIN2gPAteIrBlcdnPztOuq5ellRp7vErTYXoL8Xz7MsFdawGw9xyNc9T1GLaKywfVZcxm5BTx0qxUdhzIB2DM4LZcNbYbDrsVgK37cnl//ma27s0DIDHWyRVndWVEn2QsdZAEyCzK4vm1r3HQc4hoWxS3D5hMt4TOYR9H6o7OsRJpmlLMBoIhPvx2C/NW7AGga9s47ry0H0lxJ76KR8gM8Xb6Ryw9sBKrYeX2ATfRt1mvcE9ZfqEpxaucHBpjzCYlubFaj1/HEPakA8D333/P7bffTlxcHB9//DHLli3jkUcewe/3c/rpp/PUU08RE1P75mWLFy9m8uTJZT+3b9+euLg49u7dW9ZX4qyzzuKZZ57B4aj45iM7O5trr72W7du343A46NatG9nZ2Rw4cADDMHjooYe47rrrKh13+vTp/P3vf8c0TVq1akVSUhJbtmzB5/PRtWtX3n33XRISEmr13JR0EKk5xatEmsYes18t28UHC7ZwbeJqRhjrsCR3I/qSP+uq2QZmFhdQ+NGfMD15GO4k3Ff986gPW+tCY49XaVpMM4RvzRx8K2aCaWJp1pGoc+/GEteybJu6jtlAMMTM77cxd+kuANq2cHP12O78uG4/S9MyAHDarVwwsgPnDe+A80hCIty25+7kxZQ3KPAX0syVyF0Db6aVO7lOxpK6o3OsRJqmGLMrNx7k9S/S8XgDxETZueWi3gzo2vyEjxMMBXkj7T1WZaZgt9i4c8DN9EzqVgczllJNMV4lsjXGmK3TpMPUqVPp168fffv2pU+fPrRr1+6obf73v//xwgsv0KxZM7KzszFNk2uvvZYHH3wQS5iaoy1atIiHHnqIm266iQsvvJBmzZqVPfbpp5/y0EMP4fP5uOWWW/j9739fYd8777yTBQsW0LdvX1544QWSk5MxTZMPP/yQhx9+GKvVyowZM+jdu3eF/davX8+VV16JaZo8+uijTJo0CcMwyMjI4M477yQ1NZXzzjuPZ555plbPTUkHkZpTvEqkacwx6/MH+eOLizGLDvNo0qdYTFU5NCaBPesp/vEtnCOvwt5paL2M2ZjjVZquwJ5Uihe8iFmcD45oosbchq3jIKD+Ynb99kO8+nk6eYW+svsMYNSA1kw8owuJsc46G3vtwfVMS30Pf8hPh9i23DHgZuKdsXU2ntQdnWMl0jTVmM087OGFT9ez80il2/iRHbhsdBesJ/h5VzAU5NX1b5OSlYrDYufuQbeoQq0ONdV4lcjVGGO2TpMOvXr1qnB1Y1xcXFkCom/fvvTr14+2bdtyyy23sGjRIiwWCw888AA33njjiQ51TAUFBTidTux2e6WPv/jiizz55JMkJCSwePHismRHWloaEydOxGKxMHfuXDp27Fhhvz/84Q/MmjWr0uTBXXfdxfz585kwYQL/+te/Kjy2Y8cOxo8fTygUYtasWfTqVfPSOCUdRGpO8SqRpjHH7PyVe3jnm01ck7CKkZb1qnKQRh2v0rSFCg7hmfc8ocytADgGX4xj6ETsDlu9xWxuoY/X5qSxfls2vTokcPXZ3emQXLcf/i/c/RMfb56NiUnfZr24ue91uGx1l+CQuqVzrESaphyz/kCIDxdsYf6qkuWWureL545L+51wktkfCvByypukZW/EZXVy7+Bb6RTXoS6m3OQ15XiVyNQYY7a6SYcalRzcfvvtnH766TRr1gzTNMnNzWXRokW89tpr3H///Zx33nmMHDmSrKwsDMPgoosuYtSoUYR7JaeYmJgqEw4Ao0ePBuDw4cNkZ2eX3f/VV18BMHLkyKMSDgBXXXUVAN999x1FRUVl9xcWFvLDDz8AMGnSpKP269SpEyNHjgRg7ty5J/p0REREGpVAMMSXS3cSZxQx3LoBAOfQCUo4iEijZIlpRvTF/4e97zkA+FZ/hufLJwh58uptDvFuB/ddOZD/3D2K318zuE4TDiEzxMzNn/PR5lmYmIxqM4Lb+9+khIOISD2x2yxcd14P7prQjyinlc17cvnL68tYv+3QiR3HYuPW/jfSI6ErxUEvz655jd35++po1iIi9cNWk53uu+++su8zMjJIS0sjNTWVtLQ00tLSOHDgAHl5eeTllbzA/+yzz/jss89wuVz06NGDXr160adPH3r37s2AAQPC80wqUVxcXPa9y/VzY581a9YAMGzYsEr3GzBgAA6HA6/XS3p6OkOHlixXkJ6ejs/nw+FwVDnvoUOHsmjRItauXRumZyEiItIwFq0/QHael6viNmAxA1iSu2Ft27ehpyUiUiXDasM16nqsyd0o/v51gnvTyPvwYdxX/h6i29bPHAyjTpdSAvAH/byZ/gGrM1MAuKTLOM7rOEZJYRGRBjCsV0vaJ8fwwqfr2ZVRwH8/XMuFp3Zkwhmdq73cksNq5/YBk3lu7Wtsy93Bs2te4deDb6dNTKs6nr2ISN2oUdKhvOTkZJKTkxkzZkzZfdnZ2aSnp1dIROzevRuPx8PatWtJSSl5cWwYBmlpabWdQpXmzJkDlCwHVb5x9Y4dOwDo0KHycjW73U7r1q3ZuXMn27dvL0s6bN++HYA2bdpUWWFReszSbWvDZgtP74twKC2bqU75jEhDU7xKpGmMMRsMhfhiSUmVw0j7BjAhevhl2OuoAapEjsYYryK/ZOt1Go6WHSiY+wyhw/vZ99ZDuE+/FnvfsyP+g/lCfxHPr53GlsPbsRpWbuw7iZFt6qeni9Q9nWMl0ihmS7RtEcPDU07h3W82s2DlHuYs3snWvbncObF/tRPRMbYofjVkKk+ufImdeXt4Zs0r/O6Uu0h2t6jj2TcdileJNJEcs7VOOlQmKSmJUaNGMWrUqLL7CgoKyhIQqamppKamln34XxfWr1/P+++/D8Btt91W4bHc3FwA4uPjq9y/9LHSao0T3a9025qyWAwSE921OkZdiIuLaugpiFSb4lUiTWOK2YUrd5OZ42HSkSoHZ7uetOg/POI/rJPwaUzxKlKpxJ4k3fJvDn7+HIUbFlP4/Vu4D22jxQV3YHFEZvxmFmTxxOLn2JefQbQ9it+Nup1+yT0belpSB3SOlUijmC1x37VDGda7Fc98tIYNuw7z8GtL+e21Qxncs2W19k/EzV/G/oZHFz7FzsN7eGrVSzw69n6SY5R4CCfFq0SaSIzZOkk6VCYmJobhw4czfPjwsvvKL38UTllZWdx7770EAgHOPfdcLrzwwgqPe71egGP2g3A4HEfN8UT2K922pkIhk7y8ouNvWE+sVgtxcVHk5XkIBhtH4xKRqiheJdI0tpgNmSbvfb2xQpWDffClHD7ceP4uScNpbPEqcjyuc+7C1b4Xh+a/RWHqj3j2bSdm3L1YE9s09NROyI7c3Ty7+jXyfQUkuhK4d/BU2jpak5NT2NBTkzDSOVYijWL2aP06JfDo1OE8OyOFXRkF/OXlxVxyemcmju6CxVK9C3juHXQL/1n+AvsLM3hk/pP87pS7SIpKrOOZn/wUrxJpGmPMxsVFVavyot6SDpUp32chXPLz87n11lvZt28fffv25Z///OdR2zidTjweD36/v8rj+Hy+o+bodJaUxFVnv9Jta6OxdCUvLxgMNcp5iVRG8SqRprHE7IoNmezLKuTK2DSsR3o50Kp3o5ibNB6NJV5Fjsdms5A4/CJ8MW0o+Oo5Qjl7yfv4EVxn3oy9y/DjH6ARWJeVxuvr38EX8tM2pjV3DbyZBGe8/g+exHSOlUijmK2oeZyLP10/lPfmb+a7NfuY9eN2Nu7K4fZL+hIfc/zPi6Is0dw76DaeWv0CmUVZ/GfFi9w35A4SnFWvvCHVp3iVSBOJMRt5C0IdQ2FhIbfccgtpaWl0796d1157rUIvh1JxcXHAsZdAKn2sdFuo3tJJ1VmCSUREpLEyTZPPFu0gzijiVMcmAJxDJ2pZJRGJeLbWPYm+7BGsrXuBv5jiec9TvPg9zFCgoad2TD/sXcxLKW/iC/npndSD+4bcqQ+dREQigMNu5aZxvbj14j447VY27DrMX6YtJ31HdrX2j3fG8qtBt9HMlUSW5xBPr36FPF9+Hc9aRCQ8Tpqkg8fj4fbbb2fNmjV06tSJadOmkZhYeelZp06dANi5c2elj/v9fvbt21dh2/Lf79u3r8pqh127dh21n4iISKRYu/UQuzMLOM9dUuVgTe6OtW2fhp6WiEhYWKITiLrw9zgGXgCAf91XeD77F6HCnAae2dFCZohZW7/k/Y2fYGIysvUw7hwwhShb+KvFRUSk7pzatxUPTx5G2xZu8gp9PPH+Gmb9uJ1QyDzuvomuBH49+DYSnQlkFGXyzOpXKPBpWT0RafxOiqSD1+vlzjvvZPny5bRt25Y33niDFi2qbrIzaNAgAFauXFnp4ykpKfj9fpxOJ7179y67v3fv3tjtdnw+HykpKZXuW3rM0jFEREQihWmafH6kyuE0Z0mVg2PoBFU5iMhJxbBYcY6YhOu8e8EeRTBjM0Uz/0JgX3pDT62MPxTgzbT3+XrntwBc2Plcru91JVaLtYFnJiIiNdG6mZsHbxzGGQNaYwKzftzOfz9cQ26h77j7NotK4leDbyPeEcu+wgM8u+YVivyeup+0iEgtRHzSwe/3c++997J48WKSk5N58803ad269TH3Of/88wFYunRppdUOH3zwAQCjR4/G7XaX3R8TE8Ppp58OwIcffnjUfjt27GDJkiUAjBs3rmZPSEREpIGk7cxh2748zo1OVZWDiJz07J2G4r7sL1iS2mN68vDM+X9413yBaR7/ytO6VOQv4rk1r7IiYw0Ww8L1vSdxQedzlQAWEYlwTruVKRf0ZuqFvXHYLaTtyOGR15exYefxq+1aRjfnV4NvJ9Yew+6CfTy79lU8geJ6mLWISM1EdNIhGAzy29/+lu+++44WLVrw5ptv0r59++Pu17dvX8aMGUMwGOS+++4jMzMTKLnC84MPPmDWrFlYLBbuvPPOo/a96667MAyDWbNm8cEHH5S9KcnMzOT+++8nFApxzjnn0KtXr/A+WRERkTr22U8lVQ6jXJsBVTmIyMnPEt+K6AkPYus+CkwT37IPKf7mGUxfUYPM55Anh/+seoHNh7fhsjq5a8DNnNp6WIPMRURE6sao/q156KZTaNPcTW6hj3+/v5rPftpO6DhJ71bulvxq8G247dHszNvN82tfpzjgradZi4icGMNs6Et5auHzzz/nt7/9LQBt27YlOTm5ym0feugh+vT5+WrN7OxsrrnmGnbs2IHD4aBbt27k5OSwf/9+DMPgz3/+MzfccEOlx3rjjTf45z//iWmatG7dmsTERLZs2YLP56Nz5868++67JCUl1eq5BYMhsrMbzzp9NpuFxEQ3OTmFEdctXZoexatEmsYQsxt35fCvd1dzuXs5o53pWJO7E3XJn5R0kKM0hngVORHViVnTNPFv+A7vT29DKIARl0zUufdgbXb8C5rCZXf+Xl5Y+zq5vnziHXHcNfBm2sW2qbfxpXHQOVYijWK25ry+IG9/vZGf1h8AoG/nJG69uA9x0Y5j7rcrfw9Pr34FT8BDj4Su3DnwZhxWe31MOeIpXiXSNMaYTUpyY7Uev47BVg9zqTM+389r3+3du5e9e/dWuW1+fn6Fn5OSkpgxYwavvPIKc+fOZcuWLURHRzN69GimTp3KyJEjqzzW5MmT6dmzJ6+//jopKSkcOnSINm3aMG7cOG677bYKSzKJiIhEgs8X7yypclAvBxFpggzDwNH7LKzNO+L55lnMvAyKPn0M1xk3Ye8xqs7HTz20kdfWT8cb9NHG3Yq7Bt5MoiuhzscVEZGG43RYmXpRH3p2SOTtrzeSuj2bR15fxh2X9qNH+4Qq9+sQ2467B07l2TWvsOnwVl5e9ya3D5iM3RLRH/GJyEkmoisdTmaqdBCpOcWrRJqGjtlt+/L421sruDx6OaNd6Vhb9SDq4v9T0kEq1dDxKnKiTjRmzeICPN++RHD3OgDsvc/Ceeq1GLZjX3laU4v2LeO9jTMJmSF6JHbjtv43EGWLqpOxpPHTOVYijWI2PPYcLOCFT9ez/1ARFsNg4ujOjB/ZEcsxXo9vObyd59a8ii/kp3/z3tzS7wZsSjwck+JVIk1jjNnqVjpEdE8HERERqb3PF5X2clCVg4iI4Yohatx9OIZOBAz86Qsp+uxxQvkHwzqOaZp8vu0r3tnwMSEzxPBWQ7h74M1KOIiINEHtWsTw0E3DOLVvMiHTZMZ323j64xSKigNV7tMtoTN3DJiC3WJjXVY601LfIxgK1uOsRUSqpqSDiIhIE7YrI581W7I4J2o9VoJYW/XA2qZ3Q09LRKRBGYYF59BLiRp/PzjdhA5up3DmIwR2p4Tl+IFQgOnpH/LljvkAjOt0Njf2vkpXqIqINGEuh41bLurD5PG9sNsspGw9xN+nr+BAdlGV+/RM6sZt/W/CZlhZc3Adb6V/QMhsHFdDi0jTpqSDiIhIE1bay+F012ZAVQ4iIuXZ2vfHfdmjWFp0Bm8hni+fxLviE8xQzT/Q8QQ8vLB2GksPrMRiWLi25+Vc3OV8nXtFRATDMBg9sA3/d/0QEmOd7D9UxGNvrmD9tkNV7tOnWU9u6X8DFsPCiow1ZRV0IiINSUkHERGRJmpfViErN2SqykFE5Bgssc2JvuRP2PuMBUx8q2bhmftfQsX5J3ysnOLD/HflC2zI2YzD6uCOAZMZ1XZE+CctIiIRrVOrOB6+aRjd2sbj8QZ48qO1zF26i6rasvZv3oeb+16HxbCwZP8KPtj0aZXbiojUByUdREREmqg5qnIQEakWw2rHdfqNuM66FawOgnvWUzTzEYKZ26p9jL0F+3li5XPsKzxAnCOW+4bcQd9mvepw1iIiEsniY5z8/prBnD6gNaYJH367hVc/T8cfqLxvw+CW/bmx91UYGPy4dwkzNn+mxIOINBglHURERJqgzJwilqZlcLaqHEREqs3eYxTREx/CiEvGLDhE0ex/4EtbcNwPdTZkb+a/K1/gsDeXVtEt+d3Qu+kQ266eZi0iIpHKbrMwZXwvrj2nOxbDYHHqAf75zmpy8r2Vbn9Kq8Fc1+sKAL7d8yOztn6pxIOINAglHURERJqgL5bsIpZCRqnKQUTkhFiT2uO+7C/YOg2FUADvj29RvPAVzEDlHwAt2b+C59a+RnGwmO4JXfjt0LtoFpVUz7MWEZFIZRgG5wxrz/1XDcTtsrF9fx5/fXM5W/flVrr9qW1O4eqelwHwza6FfLH9m/qcrogIoKSDiIhIk5N12MNP6/ZzdtR6bKpyEBE5YYYjGte59+AccRUYFgKbF1H06WOEcg+UbWOaJl9un8f09A8JmSGGthzI3YNuIdoe3YAzFxGRSNWnUxIP3TSMts3d5Bb4+Nc7q/lp3f5Ktz2j7Uiu6H4JAF/smMdXOxbU51RFRJR0EBERaUpWbTrIY2+tIMZUlYOISG0YhoFj4HiiLvwDRlQcoew9FM58FP/2lQRDQd7d8DGfb/8agHM7nMXkvtdgt9gaeNYiIhLJWiZG86cbhjK4e3MCwRCvzUnn/fmbCYZCR207pv3pTOh6AQCzt81lwa7v63u6ItKE6VWviIhIE1BUHOC9eZv4aX3JVbg3NtuIzVSVg4hIbZmtuhG4+A/k/DCNwpydFP30Ekt3tmdDKB8DgyvajmZ0i6FQlItpc4DNARabkr0iIlIjUU4bd1/Wn09/2M7ni3bw9fLd7M0q5I5L++J22Stse27Hs/CH/MzZ/g0ztnyO1WLjzHanNdDMRaQpUdJBRETkJJe+M4fX56RxKM+LAUwYGsfQXekQVJWDiAhAMBSkKOAp+fJ7KAoUHbk9+udCfxGesm2L8IX8JQdxA+4jvRpC+dhDJtccOEyfLR9RyEe/GNEAmwPjSBKi7NbqqPR+rJVsW3brBKu95NbmwLDZweYsedzqwLCouF1E5GRjMQwuG92F9i1jeG1OGqnbs/nbmyu49/IBtGnurrDt+E7nEAgF+WrnAj7c9Cl2i43T2gxvoJmLSFOhpIOIiMhJyucP8vF3W5m3Yg8ALRKc3DOwgIRN0yAYUJWDiJxUQmYIT6D4F0mCIopDxYT2BziUl0uhr6gscVCaUPAEPBQHK28CXV0GBlE2F9G2KKJCJrFF+ZxdYNLOGgdRPsyADwI+MEuXvzAh4C1rPm3W8rkfk8V2dLKiqiRGpfc7wWb/xePOkuSGPQrD6caw6m2liEhDOKVXS5ITo3hmRgoZOR7+Pn0Ft13cl4HdmpdtYxgGF3c5H3/Iz4LdP/DuhhnYLDaGtxrSgDMXkZOdXh2KiIichLbvz+PVz9PYf6gIgAv7ujjf/B5z3QYALM064DrzZlU5iEijEjJDeINeCo+qNigqV3VQ7udylQjFAS9mLT++d1ldRNujiLZFEW2PLrm1RRFtj8JtiybKXvHn0m1dNhcW4/gVBWYoAIGfkxBH3QYru9+LGfQf+dkLAX/JbdD/8+OBio8T9JX7pQbAF8D0lfw9qJMEh81ZknxwujGc0RjOGAxnNJTdV/kXjiiMavzeRESkah2SY3noplN4/pN1bNqTy9Mfp3D5WV0ZP6JD2Wt9wzC4rNtFBEIBvt+7mLfSPsBqWBmaPLCBZy8iJyslHURERE4igWCIzxft4PNFOwmZJokxNn7Vez9JO77BDAbA6sA5bAL2/udjWKwNPV0ROYmFzBBFfg95vnzyfPnk+wrI9+VTUJZA+DmRUBgownMkoVDbxIHD6ihLFrjt0bgd0SS4Y7GF7ERZo8olEn5OGkTboomyubDW8XnRsNjAYcNwRNfpOKYZgqD/5wRF2a3vSALDW82ExzHuD3jB76V81YZZmH2CMzXAGV0xGeGIxnDFHLl1YzjccOTWKHeL1aHEuYjIEXFuB7+7ZjDvfrOJhWv28fHCrezOLGDy+F447SV/2wzD4MoelxIIBVi0fzlvpL2HzWJlYIt+DTx7ETkZKekgIiJyktiXVcgrn6ex80A+AOO7BRkXmg9b9wJgbdsX1xk3YYlr2ZDTFJEIZpomhYEi8rw/JxFKkgoF5PsKjiQXjvzsLyBUtpzQibFbbBWrDewliYHySYKjKhKO/GyzVHyLY7NZSEx0k5NTSCBQs/lEGsOwgM1ZUoFATJ2NY5oh8HkwvYVVfuEtxPQWYXoLjtweuT9wJGFRuu2JDm6xVayaKFdh8fPtLyorSisxLHobLCInH5vVwo3jetG+ZQzvztvM0rQMDmQXce9l/UmKcwFgMSxc0+tyAmaQZQdW8dr6d7it/430a64lV0UkvPRqS0REJMKFTJN5K/bw8cKtBIIhEl0m93bdSrP9iwETwxmD89RrsHU/TVeFishRTNOkKOCpkDAorUyoWKVQ8vOJJhLctmhiHTHEOWKJdcQQ43BXSBq47dFElatMiLZFYbfa6+jZSjgZhqVsCaUTZQYDv0hMHOPLVwTFBZi+IsziQjCDEApgenIxPbknPnG7q5LlnkqSFRWSFw53SdVFVFzJlyoERSQCjBnSjjbN3Tz3yXp2Hsjnr2+u4J6J/enWLh4oSTxc3+tKAqEAqzJTeGX9dO4cMIVeSd0beOYicjJR0kFERCSCZeV6eH1OOht2HQbggvaHOc/8AWN/DgC27qNwnno1FldsA85S6oIv6GPtwVQ25mwh1hFDy6jmJLtb0DKqBW57tBJMTZxpmngCnnJVCEcnE/LLVSgEzeAJHT/aFkWsI5a4csmEktuK98U6Yo6qPBABMKw2jOh4iI4/of1M88hyTlVWVZT/Kl9hUQA+T8lB/MWY/mLMgkMnMmOMqFiMqHiM6HiMqHgsR26N6J+/LFHx4NA5WEQaVs8OiTx80zCenrGOPQcL+Ne7q7jx/J6cMbANAFaLlcl9riEQCpKSlcqLKW9w98CpdE/s0sAzF5GThd4BiIiIRCDTNPlx3X7em7eZYl+QZo5i7mmfRlLOegCM2Ba4zrgJWzut0XoyCZkhNuVsZdmBVaw5uA5v+Wax5UTbomgZ3YKW0c1Jjm5R8n1Uc1pEN8dpddTzrCVcShIJxVVWJJS/r8BXQOAEEwlRtijijiQNqkoixDliiXHEYFciQRqIYRgllQp2F8Q0O6F9zVAIfEXHrqrwFoH356oK01uA6ckDM4TpySv5Pnv3sQey2o4kIxIqJiai4rFEJ/ycpIiKw1BVj4jUkeYJUfzphiG8NiedlRsPMu3LDezOLOCqs7thtViwWqzc3O86Xl73JmmHNvJCyuvcM+hWusR3bOipi8hJwDBNs3ad2qROBIMhsrMLG3oaZZriWrgSuRSvEmlONGZzC328+eUG1mzJwsDkkuQ9jGEJht8DhgXHgHE4hl6KYXPWw+ylPuwrOMCyA6tYnrGaw96flxJp5kpicMv++IJ+MosOklF0kBzv4WMeK8EZ/3MiIro5LaOa0zK6Bc1cidVqoqtzbPj5g34Oe/M47M2t0HC5sl4JJ55IcJWrOog9KqlQ/rGTNZGgmJXaMkOhkuRDUclyTmZRLqGiXMyiw2U/m56S+/AVndjBnW4s5aolrO4E3M1aUGxEYzpjMUqTFE53yXJWIo2MzrGNX8g0+fynHXz643YAendM5M4J/YiJKkl6+oJ+XkyZxsacLbisLn41+FY6xrVvyCnXGcWrRJrGGLNJSW6s1uO/JlHSoZFS0kGk5hSvEmlOJGZXbjzIm3M3UODx09qWx52tVxNfuBMAS/NOuEZPwdpcVyedDHK9+azIWM2yA6vYU7Cv7P4oWxRDWw5geKuhdInveNQSHr6gn4OeLDKLssgoOkhm0UEyi7LI9Byk0F/1h2FWw0rzqGYliYjo5iRHHUlKRLckzhFTNo7OsdVXusRRjjeXw948cr255Hhzy92WJBqO9e9SGZfVRZwzhlj7kSoEZ2zF70srE+wx6o2AYlbqlxnw/ZyYKE1IFFVMTJQ+TihQ/QMbVozouLKqiV9WUJRVVUTH66IDqVc6x0aOlRsP8urnaXj9QVokuPjV5QNo2yIGAG/Qx3NrXmNr7naibVH8evDttItt08AzDj/Fq0SaxhizSjpEOCUdRGpO8SqRpjoxW1Qc4N15m1i0/gBWglzWbDOjjFUYoQDYnDhPuQx733PU5DLClfZpWHZgFenZmzApeZlmNaz0a9aL4a2G0Ld57xpfkV7gLyxJQJQmIooOkukpufUf48Mvl9V5JAHRglbuFnRp2Z4Y4khyJBFlc9VoLpEuZIbI8+Vz+EhC4XBx7pHvS75yvXnkeHPxh/zVOp7dYifBGVduSaNf9kb4uSrBoUTCCdHrAmmMTNMEb+HPiYnSRERxLvZAIcWHDxEqPHJ/cf6JHdzuKusvUVJBkVB5DwpXHIZF1RNSOzrHRpY9mQU8PSOFrNxinA4rt13Uh8E9WgBQHCjm2TWvsj1vFzF2N78Zcget3ckNPOPwUrxKpGmMMaukQ4RT0kGk5hSvEmmOF7NpO7J5/Yt0svO8dLFlMrX5CmJ8WQBY2w/AdfqNWGKb1/e0JUyO1aehc1wHhrcaypDkAcTY3XU6h8Pe3AoJidIqiUPFOWXJj8rEOWKPLNPU4kgj65LkRPOopIhtIOwL+o8kDipWJJQlGI4sgxQyq/c3xm2LJsEVT7wzjkRnPPHOeBKccSQ4E0g4cl+ULUqNZ+uIXhdIJKksXs1g4Eg/ifIVFIfLKijKV1RQRa+fShkGhiv2SBIiEYs7EcOdVHIbk/Tz946oOnq2cjLQOTby5Bf5eOHT9WzYdRiAiWd05qLTOmEYBkV+D8+seZld+XuJc8TymyF3kBzdomEnHEaKV4k0jTFmlXSIcEo6iNSc4lUiTVUx6/UHmbFwK/NW7sFl+JiUkMJQIw0AIyoO56nXYus6Qh9URqiq+jQ0dyVxSqshDG81mJaN4E2ePxTgkOcQGUcSEgeLs8j2ZbM3N4M8X9VX3xoYNItKOtI/oiQpUdrYOt4Zh6UB1iY3TZOigKdCRUJZlYIvl8PFJQmGwkD1ljuyGBbiHLEkOOOPfMX94vsE4p1xqkxoYHpdIJGkNvFqmib4iysmIo4kKMov62QW5WIW50F1PwqwR2GJKU1IJGEcSUqUT1LgiNbrkSZK59jIFAiG+GD+Fuav2gPAsF4tmXpBb5wOKwX+Qp5e/TJ7C/aT4IznviF30DyqWQPPODwUrxJpGmPMKukQ4ZR0EKk5xatEmspidtu+PF79PI0D2UUMsO/i2oQVRAULALD3PAPniKswXDENOW2pgVxvHisy1hzVpyHaFsWQY/RpaEzKx2t+cWG5qoiKyzV5j3G1rcNip8WR5ZqSj1RGtIxuQXJ0c6Lt0TWaV4Xljop/rkj4ZYKhussdOSx2Epwl1QmlFQkJrorJhThHbIMkT+TE6HWBRJL6ilczFMIszvu5WqIoB7MwB7Mwm1BBNmZhDqHCbPB5qndAu6ssCWG4y1VNlKuYwOlu1H/fpGZ0jo1s363Zy9tfbyIYMunQMoZ7Lu9P8/go8n0FPLXqRQ4UZdLMlchvhtxBkiuxoadba4pXiTSNMWaVdIhwSjqI1JziVSJN+Zgt9gb4fNEOPl+0k1gKuTp+OX0sJY2ijfhkXGdMxtamdwPPWE6EN+hj7cH1LDuwig3Zm8Pep6G+Vecca5omub68o5dr8hwky5N9zGWJYuzuoyojWka3wGaxHZVAKL/8Ua4375jLQJXntkdXWp0Q74wn8ch9Wu7o5KHXBRJJGlu8mj5PSUKi4EhCojAbs6AkIVGWmPBW832r1YERk1hWLWFxJ1WomDDciSXLPencG1EaW8zKidu0+zDPfbKO/CI/sdF27p7Ynx7tE8j15vHUqhfJ9GTRIqoZvxlyBwnO+Iaebq0oXiXSNMaYVdIhwinpIFJzileJNKUxu35TBi9+msqujDxGOTcyIWYNdtMHhhXHwPE4hlyCYXM09HSlGo7dp6Ejw1sNqfM+DXWltufYYCjIoeLsCn0jMouyyPRkVVhmqiZKlztKLJdAiK+w5FG8ljtqgvS6QCJJJMarGfAelYgwC3OOVEyUfF/tZthW28+9JMrdliQrmpUkJqJiMVRl1mhEYszK0Q7lFvPMzBR2ZRRgtRhcd24Pzhrclpziwzy56kUOFWeTHN2S3wy5nThHbENPt8YUrxJpGmPMKukQ4ZR0EKk5xatEGovV4Id1Gbw1J41mZHNtzBI6WjNLHmvZBdfoKViT2jfwLKU69hbsL+nTcGA1ub68svubu5IY3moIp7QaQsvoyG76XZfn2OKAl4Oe8tURWWR6ShITwVCwZHkjR3zZMkeljZlLEwqxjhgtdyRH0esCiSQna7yaAV9Jb4kjiYhQYQ5m+e8LszE9ecc/EIDF+nOlRIVlnMrdFxWPYdHfg/pwssZsU+T1B5n2RTrL0kveh4wZ3JZrzulOrq8k8ZDjPUwbdyt+Pfh2YhyRd+EMKF4l8jTGmFXSIcIp6SBSc4pXiSRZhz28/kU6W3Yd4tyodZwbtR4rIbC7cJ5yBfY+Y/WmuZHL9eaxPGM1yw6sYm/B/rL7o21RDEkeyIhWQ+gc17j7NJwInWMl0ihmJZI05Xg1gwHMopyjExIF5RITRblQnaX0DCuGO6FCIqJsOaeYZhgxSRhRcaqYCIOmHLMnI9M0mbN4J598vw0T6Nk+gTsn9qOYXJ5a9SK5vnzax7ThV4NvJ9oe1dDTPWGKV4k0jTFmlXSIcEo6iNSc4lUigWma/Jiyn/fmb6ZtaB9XxyyhpaVkaRlbx8E4R12PJaZZA89SqnLMPg3Ne5f0aWjWK2L6NJwInWMl0ihmJZIoXo/NDAVKml+XS0SUJCYOHfk5B7MoB6rzMYfF+nOVREyzI0mJZj//HNMMwxF5H6rWN8XsyWnN5ixe/iyVYl+QZnEufnXFAOzuQp5c9SIF/kI6xXXgnkG3EGVzNfRUT4jiVSJNY4xZJR0inJIOIjWneJXGLrfQx5tfbmDj1r1cErWS01xbADCi43Gedj22zsNOmqviTyYhM8TGnC1H+jSsx1euT0OX+CN9GloOxG2PbsBZ1j2dYyXSKGYlkihea88MBTE9eSUJiaMqJrJLqiiqm5iwR5VVRpQs4ZRU7udmJf0mrCffBQYnQjF78tqbVcgzH6eQediDw27hlgv70LpdkP+teonCQBFd4ztx96BbcFojp+ec4lUiTWOMWSUdIpySDiI1p3iVxmzFhkze+moD3QJbuNy9jDhLMQCxg8/FMuQyQlZdUdfY7C3Yz9IDK1lxYE3FPg1RzRiePPik6NNwInSOlUijmJVIonitH2YogFl4+EgS4lBJcqL0trDkFm913o8bJcs0la+QaGLLOClmT24FHj8vzlpP2o4cAC4Z1YnBAx08s+ZlPIFieiR2484BU3BY7Q080+pRvEqkaYwxW92kQ9NOyYuIiNSTomI/73yzmfT0rVwTvZR+UXsAsCS0Jvqsm2nRdwg5OYWEGskLiaauqfVpEBERaUoMiw0jtjmW2KovGjD9XkKFh0oqJArK3Rb+/DNBP6YnF9OTS+jgtsoPZLGV9JT4RYVEhZ+1jJM0UjFRdu6bNJAPF2zlmxW7mf3TDvYcbMGtZ07hpfWvsSlnCy+ve5PbB0w+KZcVFZGa0xlBRESkjqXuyGbanFT6+VL4v/jVuIwAWKw4Bl2EY/BF2J3Ohp6iAMUBLylZqU2yT4OIiIhUZNidWBPaQEKbSh83TROzOL9CEqLs9kgFhVl0GEIBzPyDBPMPVj3YL5dx+mWPCS3jJA3IarFwzTndadfSzfSvNrJq00Eyc4q49vzreWfLdNKzN/Ha+unc0u8GbHqdLCJH6GwgIiJSR7z+IB8v3Er6mnXc5F5MJ3cWANbk7jhHT8aa2LaBZyjq0yAiIiI1YRglSysRFYe1eadKt6l6GadDZT0n8BaC30MoZw/k7CFY+WhHL+P0ix4TJ/syTtLwzhjQhtbN3Dw3cx17Dhby1gwfF593BXMyPmJdVjpvpL7HlL7XYrVYG3qqItIIKOkgIiJSB7buy+WNz9cx2LOE38WlYjVMsEfhHHEl9t5n6U1hAztmn4ZWQxiePIQW0c0acIYiIiIS6aq3jFPxzw2vw7CMkxEdj+F0Y7hiMJwx5b53/+L7GLC7tFSknJBubeN56KZhPDtzHTsO5PPB7MOMOfMClnnmsPrgOqzpH3BTn6ux6L2OSJOnpIOIiEgYBYIhZv+0g03LFzMlegktovIBsHUainPU9VjciQ08w6brsDeXFRlrjurT4LZFMyR5IMNbDaFzXAe9+RYREZF6Y9hdWBPbQOJxlnEqyD66x0QlyziZx1rG6ajBrRgud1lygkoTFEcnLpSsaNqS4lw8cN0Q3pi7gSWpGcxf6KP/4DFscyxgRcYabBYb1/W6QokHkSZOSQcREZEw2XuwgOmfrWJY4XfcHbu15M7oBFyn34C909CGnVwTVRzwsvbgepYdWMXGnC1lfRpsv+jToPVnRUREpDGqsIxTi06VblO2jFPBoZIEhbcQs7gAvIWY3gLM4iO3R+43vQUQDIAZxPTkYXryKj1ulSzWsmoJS1QM3ph4AlYXpsNddn/5ZEZpwgKbU8mKk4TDbuXWi/rQvmUMH3+7lXWrbbTtNpKcpMUs2b8Cm8XG1T0m6t9bpAnTO2wREZFaCoVMvl62i+1L5nOjaxmxzmJMDBx9xuIcfgWGI6qhp3hSMk0TT8BDni+/5Mt75NZXQJ4vn1xvHtvydv6iT0OnI30aBqhPg4iIiJwUqrOM0y+ZAe+RZERpYqKg3PeFPycsvIU/Jy2KCyAUgNDPyYrQYQhUd1CL7UgSonx1ReUJivKVFtgc+vC6ETIMg/EjOtK2uZuXZqeyd0scce0G42+zih/3LsFu2Li8+8X6txNpopR0EBERqYWDhz18+NlShuV+zajofQCY8W1wnzkFa6vuDTy7yOQL+ipJJJT78pYkFfJ9+QTMytstlteitE9DqyE0j1KfBhERERHD5sSIcUJMUrX3MU0TAr4KVROWQBFRFj8F2dkEPfklyYpfJDBMbwGEgiVLQB3pTXFCrLaKSQlHNNidGDZHSfWEzVnxZ7vzyP2Oco85S5IXpY+p2XHYDOjanAdvHMbTM9aRsaclTn9/LB3X8e2eH7FZbFzadbwSDyJNkJIOIiIiNWCaJj+s3cOeH2ZzlWM1TkeAkGHFNeQSHIMuxLDqT2x5wVCQfH9B5UkEX8n9+Ud+Lg56T+jYUbYo4hyxxDliSm6dsUd+jqW1O5kOse30RkdERESklgzDKPkA3+6EmJILOWw2C3GJboI5hQQCoUr3K0lWeMst71TZsk+F8IsloMziQjCDEAxgFh0u6V0RLhbr8RMUlSYzSu4/1mMlSY2m1c+gdTM3D904lBdnp7J+G1hDQRyd0/hm10LsFhsXdjmvoacoIvVMn4iIiIicoNwCL7M/+54hOXMZ7DwEQLBFd+LG3IwloXUDz67+hMwQRX5PJUmEkmqE/HI/F/gLT+jYdou9LHHwcxIh5qj7Yu0x2K32OnqGIiIiIlJbJckKF4bdVZasqA7TNMFffCRJUT5hUViSxAj4Sm793rKfy3//y8cIeMEs6e9FKAi+IkxfUclY4X7SVltZFYZhc1SRzPhF9cUvHjOiYjHcSRhR8RGRxIh22fnNFQP5+LutzF0KPksIR8cNfLFjHjaLjfM7jW3oKYpIPVLSoYaWLFnCtGnTWLt2LUVFRbRp04Zx48Zx2223ER2tNaJFRE5WK1P3kLHwAy62rcdqMwlYXUSfejWO3qMxjMb/ZqA6igPeo5II+UdVKJQscRQyK7+irTIWw0KsPaZCJUJliYVYRywuqxoNioiIiDRlhmGAI6qkP9oJ9KuoimmaEPSXLBEV8GIGvOAv+f7nBEX5n48kLn7xPVUmN3yUpS+CgZIKDW9h7RMahgUjOh7DnYjFnVTh1ohJwuJOxIhObBSV1haLwaQx3WjfIoZpX1rwW0LY229i9ra52C02xnYY3dBTFJF60vBnpAg0ffp0/v73v2OaJq1ataJ169Zs2bKFF154ga+//pp3332XhISEhp6miIiEUWGxn/mff0X/g3PpYS8AwNd2CIljbsQSndCwkzuOYChIYaCIQn8RBb5CCv2FFPgLyT+SOKjQP8FfUKHxcnW47dHHSCLEEnukQsFtj8ZykiRmRERERCSyGIYBNkdJdQExYT9+aVKjJJlxdEKisuTGMR/z5GEW5oAZwizMwSzMIcS2qp9fVByG+0gSwp2EEVM+SZFYkqSwOcP+vCtzar9WJCdF8+xMGwV7QtjbbWHGls+xWWyMbndavcxBRBqWkg4naP369fzjH/8A4K9//SuTJk3CMAwyMjK48847SU1N5aGHHuKZZ55p4JmKiEi4pG/cxaFv32KMZQtYwWOLI37MFGI7D673uQRCgZLkgb+wwm3hL34uf78nUHzC4zitjkqTCLHllzg68rPNopcTIiIiItK0lSY1DJsDXLFhOaYZCmEW52EWZBMqzMEszC5JPpTeFpTcljTpzsP05BHK2lH1AZ3uitUS5RITZQkLR1RY5t6lTRwPTz6FZ2Y62b0viL3Ndj7Y9ClWw8qotiPCMoaINF76lOAEPf/884RCISZMmMBVV11Vdn9ycjL//e9/GT9+PF9//TUbNmygV69eDThTERGprWJvgKVzPqVH5je0s3gxTSjqfCbJY64pWZO2lvxBP4WBIjweD3t9QfZnHyKvuPCYCYQTbbJcysAg2h6F2x5NjN1dVp0Q+8sKhSOJBFc9XQUlIiIiIiKVMywWjOgEiE7AWsU2pmmWNN4u+EVC4shtScIiu2T5J28hIW8hZO8mWNWg9igsMUeqJaITy763lEtM4HRXaynUhBgnD1w7hDfnRrP8QAhbq528u2EGFmyc2nZoDX8rIhIJlHQ4AYWFhfzwww8ATJo06ajHO3XqxMiRI1m0aBFz585V0kFEJILt2LSVvG9fZ4ixFyyQa29Js/NupVXb7pVu7wv6Kk0UHKsS4USXMSplYOC2R+O2u4n5xW2l9zvcRNuitLSRiIiIiMhJxjAMDFdsSXVF846VbmOaJviKyqolQkeSERWTFDngKwK/h1COB3L2VT2o1fGL5ZsqVk8Y7iQMVwyGYcFuszL1wj60XxbDzO2zsbXczdsbPiQYhNM7KPEgcrJS0uEEpKen4/P5cDgcDBgwoNJthg4dyqJFi1i7dm09z+7kEwwGCVH9BqUipUzDgj/gxx/0EwgqhuTEBP1B1nz5Pi2yf8LuMkm3uMhuOwhntz6s8W6ncGNqpQkEf8hfo/EshoUYu5s4VwxR1iiibdHHTiDY3UTZXEogiIiIiIhItRiGAU43VqcbktpVuZ3pLy5LQJiF2WXLN5VVTRTmYBbnQ9CHmZtBMDej6kEt1goJiTPdifRs1ZZXDuVzOPEw723+kKKiAGO6D6mDZ1zF89NnBVJLdqu9oacQMZR0OAHbt28HoE2bNtjtlQdZhw4dKmxbGzZb4/lAyWq1VLita+s3reK1LW9T1Ih+ByLShMQD8Ynl7tgGW6pu2lbKaliJcbjLljCKsUcf+dld6f0xdjcumwubzUpcXBR5eR6CevErjVx9vyYQqS3FrEQSxatEGsXsScYWDVHR0LxtlZuYAR+hwhxCBUeSEUeWbyr5+UifiaJcCAUx87MI5meV7dsM+APwoS2ONbEuZu2bwax9M+r+eYmEgWGaDCpuxh2X/qnexozkc6ySDicgNzcXgPj4+Cq3KX2sdNuaslgMEhPdtTpGXYiLC09DoeOx2yFgOf76gCIidcWKhfioOGIdbmKdMcQ43cQ5jtw6Y4hxVLyNdZb0QajO2qZVqa9zrEg4KF4l0ihmJZIoXiXSKGabEje0SDzmFmYwQLAgh0D+IQJ5hwjkHyJ45DaQl81VeVkYZjGr42rfJ0+kvpiGQcAINMjntZF4jlXS4QR4vSXNO6uqcgBwOBwVtq2pUMgkL6+oVscIJ6vVUq9X4fbsPITHk7uTX1C75I00TVaLBXeMi8KCYoIhXTUuJy42Jh53VEz1Ewh+KPYHKaZm5+36PseK1IbiVSKNYlYiieJVIo1iVqoWDe5ocLeH1mABHEe+ooHbQyEOZWfiDwXqbUb6rEBqw2qx0rJ5a3JyCutvzEZ4jo2Li6pW5YWSDifA6XQC4PdXvW63z+ersG1tBAKNI5jKCwZD9TYvl8ONK6nxVXtI42ezWUhMdJOTU9go/x9JZAgGTcCs5zHr7xwrUluKV4k0ilmJJIpXiTSKWamJhISW9TqePiuQ2mqouInEc2zkLQjVgKqzdFJ1lmASERERERERERERETkZKelwAjp16gTAvn37qqx22LVrV4VtRURERERERERERESaCiUdTkDv3r2x2+34fD5SUlIq3WblypUADBo0qB5nJiIiIiIiIiIiIiLS8JR0OAExMTGcfvrpAHz44YdHPb5jxw6WLFkCwLhx4+p1biIiIiIiIiIiIiIiDU1JhxN01113YRgGs2bN4oMPPsA0S5qMZmZmcv/99xMKhTjnnHPo1atXA89URERERERERERERKR+KelwggYMGMADDzwAwMMPP8yYMWOYOHEiZ599NqmpqXTu3JnHHnusgWcpIiIiIiIiIiIiIlL/bA09gUg0efJkevbsyeuvv05KSgqHDh2iTZs2jBs3jttuuw23293QUxQRERERERERERERqXeGWbo+kDQqpmkSCjWufxqr1UIwGGroaYhUi+JVIo1iViKJ4lUijWJWIoniVSKNYlYiieJVIk1ji1mLxcAwjONup6SDiIiIiIiIiIiIiIiEhXo6iIiIiIiIiIiIiIhIWCjpICIiIiIiIiIiIiIiYaGkg4iIiIiIiIiIiIiIhIWSDiIiIiIiIiIiIiIiEhZKOoiIiIiIiIiIiIiISFgo6SAiIiIiIiIiIiIiImGhpIOIiIiIiIiIiIiIiISFkg4iIiIiIiIiIiIiIhIWSjqIiIiIiIiIiIiIiEhYKOkgIiIiIiIiIiIiIiJhoaSDiIiIiIiIiIiIiIiEhZIOIiIiIiIiIiIiIiISFko6iIiIiIiIiIiIiIhIWCjpICIiIiIiIiIiIiIiYaGkg4iIiIiIiIiIiIiIhIWSDiIiIiIiIiIiIiIiEhZKOoiIiIiIiIiIiIiISFgo6SAiIiIiIiIiIiIiImGhpIOIiIiIiIiIiIiIiISFkg4iIiIiIiIiIiIiIhIWSjqIiIiIiIiIiIiIiEhYKOkgIiIiIiIiIiIiIiJhoaSDiIiIiIiIiIiIiIiEhZIOIiIiIiIiIiIiIiISFko6iIiIiIiIiIiIiIhIWCjpICIiIiIiIiIiIiIiYaGkg4iIiIiIiIiIiIiIhIWSDiIiIiIiIiIiIiIiEhZKOoiIiIiIiIiIiIiISFgo6SAiIiIiIiIiIiIiImGhpIOIiIiIiIiIiIiIiISFkg4iIiIiIiIiIiIiIhIWSjqIiIiIiIg0ImPHjqVnz57MnDmzoaciIiIiInLCbA09ARERERGRk9kzzzzDs88+W+3tN27cWIezOb6lS5eybNky2rZty2WXXVbj41T1vB0OB4mJifTp04dLLrmE8ePHYxhGlccJBoPMmTOHefPmsX79erKzszEMg+bNmzNo0CDOP/98zjnnnBOa25VXXklKSgoAjz32GJMmTTqxJ/cLe/bs4eyzzz7qfofDQUxMDImJifTs2ZMBAwZwwQUXkJycXKvxGqtnnnkGgIkTJ9KuXbsGno2IiIiINBQlHURERERE6knz5s0begrHtWzZMp599lmGDx9eq6RDeeWfd35+PhkZGWRkZPDtt9/yySef8Nxzz+FwOI7aLy0tjd/+9rds27at7L7o6GhM02TXrl3s2rWL2bNnM2DAAJ588slqfdC9adOmsoQDwIwZM2qddCgvJiYGl8sFlCRM8vPzyc7OZuvWrXzxxRf8+9//Zvz48fz5z38mKSmp0mO0b98eh8NBbGxs2OZVH0qTTMOHD1fSQURERKQJU9JBRERERKSe/PTTTw09hQZR/nmHQiG2bt3K448/zk8//cT333/Pk08+yR//+McK+yxfvpzbbruNoqIi4uPjufPOO7noooto0aIFAHv37uWTTz7h1VdfJSUlhUmTJjF9+nS6du16zLl8/PHHAFx22WV89dVXrFmzhi1bttCtW7ewPNc///nPRyVrMjMzWbNmDR999BHff/89n3/+OcuWLeO9996r9MP5N998MyxzERERERFpCOrpICIiIiIi9cZisdC9e3deeOEFOnbsCMAHH3xAIBAo2+bQoUPcd999FBUV0apVKz7++GOmTJlSlnAAaNu2Lffccw/Tp08nLi6OQ4cO8etf/xqv11vl2D6fj9mzZwNw9dVXc/755wM/JyLqSsuWLTnvvPN45ZVXePLJJ7Hb7WRmZnL77bdXeN4iIiIiIicDVTqIiIiIiDRiBw8eZO7cuSxatIgdO3aQmZmJ3+8nOTmZ4cOHM3nyZLp3717l/j/88AMffPABKSkpZGdnl/VU6NixI6NGjeLyyy8nISHhqL4Ey5Yto2fPnhWO9fjjj4dtySWn08m4ceN46aWXKCwsZNu2bfTo0QOAV155hYMHDwLw//7f/6NDhw5VHqd///78+c9/5o9//CObN2/m448/5rrrrqt02/nz55OTk0Pnzp0ZOHAgxcXFzJw5k9mzZ/Pb3/4Wu90elud2LBdccAH79+/n//2//8eWLVv45JNPuPLKKytsM3bsWPbu3Vvp77v03+Stt96iW7duvPzyyyxcuJADBw5QXFx8VE+QhQsXMmPGDNasWUNOTg5RUVH06NGDCy+8kCuuuKLSZa1K7d+/n+nTp/PTTz+xZ88e/H4/LVu2pHv37px//vmMHz8ep9PJAw88wCeffFK234033ljhOG3btmXBggU1+n2JiIiISORR0kFEREREpBH7z3/+U/aBrs1mIyYmhuLi4go9DZ544omyq/bLe/bZZ8ua+wJERUVhmiZ79uxhz549/PTTT/Tr148RI0ZgtVpp3rw5RUVFFBUVYbfbiY+Pr3C80l4F4VK+oXJBQQEAfr+fjz76CCjpDTBixIjjHufSSy/lueeeY9euXbzzzjtVJh1KKxomTJhQdvy2bduyd+9evv32W84777zaPJ1qu/7663nllVfIycnh008/PSrpUB27du3i/vvvJysrC6fTic1W8a1dcXExf/jDH/jqq6/K7ouJiSE/P58VK1awYsUKZs2axcsvv3zUvzPAp59+ysMPP1xWOWK323G73ezfv5/du3ezYMECevbsSe/evYmJiaF58+ZkZWUBEB8fXyGBk5iYeMLPT0REREQil5IOIiIiIiKNWIcOHfjDH/7AGWecQZcuXbDZbGV9EV566SU+++wzHnjgAQYNGlThQ/y9e/fy3HPPATBlyhSmTJlS9nh+fj4bN25kzpw5uN1uAFq3bs1PP/3EM888w7PPPsvgwYOZPn16nT63vXv3ln1f+sH3+vXryxIQlSVSKmMYBueccw6vv/46W7duJSsr66im3fv372fRokUYhsEll1xStt+ll17K888/z8cff1xvSQen08nIkSP58ssvWbt2LV6vF6fTeULH+Mc//kFycjJPPPEEI0aMwGKxsH379rLHH3roIb766ivat2/Pr3/9a8aMGUNMTAxer5cff/yRxx9/nDVr1vCnP/2pLE5KLVy4kAceeADTNBkyZAi//e1vGTJkCBaLBZ/PR0pKCrNmzSpLLDz44IM8+OCDZVUYzzzzTLWSRSIiIiJyclLSQURERESknowaNeqYj48fP54HH3ywwn133XXXUduV9kV44oknyM/PL1tCp/y2a9euJRQK0alTJx544IEK+8fGxjJs2DCGDRtWi2dTOwUFBXz22WcAJCQk0LlzZwC2bNlStk3v3r2rfbxevXqVfb958+ajkg4zZswgFAoxcuRI2rRpU3b/hAkTOG499wABAABJREFUeP755/nxxx/JyMiokLipS7169eLLL7/E7/dz4MCBsv4W1WWxWHjjjTdo1apV2X2lv8MVK1Ywe/ZsmjVrxvTp02ndunXZNk6nk7PPPpu+ffsyfvx45s2bR3p6etnvOhAI8Nhjj2GaJkOHDuWNN96osASTw/H/2bvvsKjO9I3j3ynM0ESKigUUe8fejTXGnmjUmGZiyqZs2qb+Ujbd9G76JqZ3TVNjN/beG9g7YkGkwzDt9weBSERFHDwg9+e69lqcOeU+8O4snOe872MzfOyIiIiISNmmRtIiIiIiIhdIUlLSGf+T/4T/uejZsycAa9asKfR6SEgIAJmZmWRlZZ1/eB9JS0tj2bJl3HDDDRw9ehSAMWPGYDbn/Wly4sSJgm1DQ0OLfdyTl/A5+RgAXq+XX375Bfh7aaV8derUoU2bNrjd7kJ9CUrbyUsapaamnvP+V1xxRaGCw8nyl5EaOnRooYLDyapXr14wG2HRokUFr69YsYKDBw8C8Nhjj52x54OIiIiISFE000FERERE5AL5Z5Pf4tq6dSs//PADa9asISEhgaysLLxeb6Ftjhw5UujfsbGxhIWFcezYMa666iquvvpqunTpQr169TCZTCW+hpL4Z0Pqk11++eXceeedpXr+5cuXk5CQQGBgYJFLKA0fPpx169bxyy+/cMcdd5RqFl9p27btad9bu3YtkFd8mDp16mm3S09PB+DQoUMFr61btw6AqlWr0rJlS19EFREREZEKRkUHEREREZEy7JtvvuGFF17A4/EAeX0IKlWqVPAEek5ODhkZGafMZggJCeHNN9/kwQcfZMeOHTz//PPA30srDRw4kEGDBhVq+FtaTl7qyGazERYWRtOmTRk6dCidO3cutO3JMxZSUlKKfY6TZzf8s3Fx/pP/l156aUEPi5MNHDiQF154gX379rFy5Uo6duxY7POW1MmzG85lRke+iIiI076XP4MkIyOjWLNncnJyCr4+duwYQKElqEREREREzoWKDiIiIiIiZdSuXbt48cUX8Xg8DBgwgFtuuYUmTZoUWvJm4sSJp/SByNe1a1fmzp3LrFmzWL58OevWrWPv3r3MmzePefPm8cknnzBhwoRS72OwZMmSYm9bv379gq/j4uJo165dsfaLj48v+LpBgwYFX6empjJ79mwAJk+ezOTJk894nEmTJl2QosPWrVuBvCJMSb7/+ctRFcXtdgPwzDPPcM0115zTcS/0LBgRERERufiop4OIiIiISBk1Y8YM3G439evX56233iI2NvaUNfaTkpLOeIzAwECGDRvGyy+/zMyZM1m4cCEPPfQQdru90AyIsqJly5YFsxFmzZpVrH28Xi9z5swB8ooWVatWLXhvypQpOByOYp9/5syZJeqtcS4cDgfLly8HoHXr1tjtdp8eP//6T142qbjyZ6WUZF8REREREVDRQURERESkzDp8+DAATZo0Oe2T7UuXLj2nY0ZGRvKvf/2Lm266CTh1FkL+k+7/7Blxofj5+TFq1CgAVq5cyYoVK866z++//86BAwcAuPbaawu9l7+00g033MDatWtP+581a9YQHh5OTk7OGfsg+MI333xTsBzU8OHDfX78Nm3aADB//vxz3je/V8SxY8fYtGnTOe1r9NgRERERkbJBRQcRERERkTIqODgYgO3btxd5I3fBggWsXLmyyH1zc3PPeGx/f3/g1GV68s+ZlpZ2znl95V//+ldBz4JHHnmE/fv3n3bbzZs388ILLwB5sxxGjhxZ8N6WLVsKll0aMmQIQUFBp/1PcHAw/fr1A/4uVJSGadOm8dZbbwHQqFEjLr/8cp+fY/To0UDeuPnuu+/OuG1WVlahsdKpUyeio6MBeOmll846jk6WP3byG1SLiIiISMWkooOIiIiISBnVo0cPAHbs2MGzzz5b0Fg5KyuLH374gfvuu++0TYj/97//ceutt/Lbb78VzJiAvGLEtGnTmDBhAgC9evUqtF+jRo0A2LlzJ2vXrvXtBRVTlSpVeOuttwgICODw4cOMHDmSL774otBSUomJibz//vtcf/31pKWlERYWxvjx4wuKKfB38aBWrVq0atXqrOcdOHAgAJs2bWL79u0+u55jx44xa9YsbrvtNu6//36cTieRkZF89NFHWK2+b7PXsWNHrrzySgCee+45XnzxxYKZIJA3BtavX8+rr75K7969SU5OLnjPYrHw5JNPYjKZWLNmDWPHjmX16tUFjcxzc3NZsWIFDz30EDt37ix03oYNGwJ5S1plZ2f7/LpEREREpHxQI2kRERERkQukW7duZ93m3XffLVjipkuXLgwePJg//viD77//nu+//56QkBAyMzNxu900b96cK6+8ssi+DF6vl0WLFrFo0SIgb2aDv78/qampBbMm6tevz6OPPlpov44dO1K3bl327NnDNddcQ+XKlQueYH/kkUcYMGDAeX0PiqtTp058/fXXPPTQQ+zdu5eXXnqJl156iaCgILxeL1lZWQXbtmjRgrfeeovatWsXvOZwOAqWSerfv3+xztmxY0ciIiI4fvw4kyZN4vHHHz/n3C+88AJvvPEGAB6Ph/T0dJxOZ8H7FouFIUOG8Pjjj5+2YOQLzz77LBaLhYkTJ/Lll1/y5ZdfEhgYiJ+fH+np6QVFBDi1eXTPnj15+eWXefLJJ1mzZg3XXXcdNpuNwMBAMjIycLlcANxyyy2F9rv66qtZu3YtM2fO5M8//yQ8PByr1UpkZCTff/99qV2riIiIiJQtKjqIiIiIiFwgZ2v6DBS6QQ3w+uuv06pVK37++Wf27NmD2+2mUaNGDBo0iLFjx562/8BVV11FZGQkK1asYPv27Rw9epSMjAwqV65MgwYNuOyyy7j66qtPaWJstVr58ssveffdd1m2bBlHjhwhNTUVoNCN/guhZcuW/PHHH0ydOpW5c+eyZcsWjh8/jtlsJjo6mlatWjFgwAAuvfTSU26cz5w5s2CJqPwZDGdjsVjo168fP/zwA5MnT+ahhx46pXH32WRkZBQ0ovbz8yM4OJjw8HAaN25Mq1atGDhwIJGRked0zJKw2WyMGzeOESNG8NNPP7F69WqOHj1KVlYWERER1K1blw4dOtC/f/8i8wwbNoz27dvz1VdfsWTJEg4dOoTD4aBmzZo0atSIyy67jPr16xfa54orrgDgxx9/ZPv27Rw7dqxQcUNEREREKgaTV12+RERERERERERERETEB9TTQUREREREREREREREfEJFBxERERERERERERER8QkVHURERERERERERERExCdUdBAREREREREREREREZ9Q0UFERERERERERERERHxCRQcREREREREREREREfEJq9EBpGherxePx2t0jELMZlOZyyRyOhqvUt5ozEp5ovEq5Y3GrJQnGq9S3mjMSnmi8SrlTVkbs2azCZPJdNbtVHQoozweL8nJmUbHKGC1mgkLCyItLQuXy2N0HJEz0niV8kZjVsoTjVcpbzRmpTzReJXyRmNWyhONVylvyuKYDQ8PwmI5e9FByyuJiIiIiIiIiIiIiIhPqOggIiIiIiIiIiIiIiI+oaKDiIiIiIiIiIiIiIj4hIoOIiIiIiIiIiIiIiLiEyo6iIiIiIiIiIiIiIiIT6joICIiIiIiIiIiIiIiPqGig4iIiIiIiIiIiIiI+ITV6AAiIiIiIiIiIlI8Xq8XvJ6//+PJ/9oL9kBMJj1fKiIixlLRQUREREREREQuWp6cdNwJceB24vW4827OF9ysd4PXg9dz0o18j/vvm/hez1/7nHRj/6/9vAXH8OYd56+b/96C7Qrv5y10bA94vP84TuH9vKcUFU7a5jQs1RsRMORRTGYVHkRExDgqOoiIiIiIiIjIRcfrdJC7aSa5G6aDM9voOBeE+/B2nFvnY2vWx+goUsa43S48Ho/RMQzl8ZjIybGQm+vA7T598U6krCjNMWs2m7FYSq80oKKDiIiIiIiIiFw0vB43zm2LyF3zG96sFADMoTUxVaoCJlPe8kMmM5gtef9tMoHZjMn017/Nf7321zYF25/0Gn+9ZjKboNB+eduZTtrm73OcdCzzSe+ZzUW/bvrr9X9se7rXnXHzcCz9Fseqn7HW64DZv5KxPwgpE7KzM8nMTMPlyjU6SpmQlGSu8MUXKV9Kc8xarTaCgkIICAjy/bF9fkQRERERERERkQvM6/Xi2ruW3JUT8aQeBsBUqSr2DiOw1u940fc68GvWB+e2hXiOHyB35UT8e9xsdCQxWHZ2JqmpSdhsAYSGVsVisQAmo2MZymIxaZaDlCulM2a9uN1usrIySE1NAvB54UFFBxEREREREREp11yJ23Cs+AnP0V0AmPwrYWt7OX5Ne2Gy+Bmc7sIwmS3Yu91A9uQXcG5dhF+TXliq1TM6lhgoMzMNmy2AsLCqmEwVu9iQz2o143JppoOUH6U1Zv38wG4P4MSJY2RmpqnoICIiIiIiIiIC4E5OwLFyIu796/NesNqwxQ7AFjsQky3A0GxGsFZviLVhN1w7lpCz5GsChz150c/wkKK53S5crlxCQ1VwEJGimUwmAgODSElJwu12+bTHg4oOIiIiIiIiIlKueDKO41j9G64di8HrBZMZvyY9sbW7AnNgqNHxDGXvNArX3rV4ju3BuXUhtqa9jI4kBshfAz5vSSURkaLlFxo8Hg++/LhQ0UFEREREREREygWvI5Pc9X+Qu3k2uJ0AWOu2x95hJObQ6ganKxvMgaHY2w/Dsex7cldOwq9ue0z+wUbHEsNoloOInEnpfEao6CAiIiIiIiIiZZrXlYtzyxwc66ZCbhYAlhqNsXcchSWygcHpyh6/5pfi3LoIz4mDOFb9jP8lNxodSUREKhAVHURERERERESkTPJ6PLh2LMGx+le8mckAmMOisHcaiSW6ldaqPw2T2YK9+xiyp7yEM34+fk16YqkaY3QsERGpIFR0EBEREREREZEyxev14t6/AcfKiXhOJABgCgrH3uFKrA26YjKrOfLZWGs0xtqgM66dy8lZ8hWBV/xXTaVFROSCUNFBRERERERERMoM95GdOFZOxJ24Le8FexD21kPwa94Xk9VmbLhyxt5pNK596/Ec3Y1r22L8mvQwOpKIiFQAKnGLiIiIiIiIiOE8KYlkz3qXrN/H5RUcLH7YWg0i+OpXsbUaqIJDCZiDwrC3uwIAx8qJeB2ZBicSkQtpz57dPP74wwwZcimXXNKB7t3b89NP3xkdq0y5++7b6N69PWvXri70+oQJH9O9e3smTPjYoGTlm2Y6iIiIiIiIiIhhPFkp5K75DefWheD1gMmEX6Pu2NoNwxwcYXS8cs+vRT+c2xbhOXEIx6pf8O8+xuhIInIBpKSkcPfd/yI1NZXQ0FCaNWuB2WymSpVqRkc7rcTEQ0ybNoVKlSpx1VXXGh2nXFi4cD47dmyjTZt2tG3b3ug4BVR0EBEREREREZELzpubTe6GaeRumgmuXACsddpg6zASS3gtg9NdPExmK/ZuY8ie+grO+D/xa9IDS5U6RscSkVI2d+5MUlNTadKkGR988Ck2W9mfLZaYeIjPP/+E6tVrGF50CA0NpXbtOoSGhhqa42wWLZrP9OlTAVR0EBEREREREZGKyet24oybR+66KXhz0gEwRzbA3nEU1hqNDU53cbLWbIq1Xkdcu1eSs+RrAi9/XE2lRS5ye/bsAfJuRJeHgkNZM2LEaEaMGG10jHJLRQcRERERERERKXVerwfXrhU4Vv2CN/0YAObK1bF1GoW1TltMJpPBCS9u9s5X49q/Ac+Rnbh2LMWvUXejI4lIKcrNdQBgt9sNTiIV0UVTdFiwYAETJ05k/fr1pKSkULlyZaKjo+nUqRP33HMPVmvhS3U6nXz55ZdMnjyZ/fv34+fnR5MmTRgzZgyXXXbZGc8VFxfH//73P1atWkVaWhrVqlWjd+/e/Pvf/yY8PLw0L1NERERERESk3HEd3IxjxU94ju8HwBQYiq3dMPwaX4LJbDE4XcVgDg7H1vYKclf+hGPFT1jrtMFkDzI6lkiZMHLkUA4fTmT8+I8IDg7m888/ZdOm9WRlZVO7dh0uv3w4w4aNwGw+dYbQjh3b+O67r1m/fi0pKScIDAykSZPmDB8+gu7de56yvdvtZtmyxSxevJC4uM0cO3YMhyOHiIiqtG/fgeuuu5GoqOgSX8uECR/z+eefFPz7888/Kfh39eo1mDRpyinXXKlSCF999RkbNqwjJeUEd9/9n4LljTIzM/jxx+9YsGAeCQkHMJlM1KoVTc+evRk9+loCA0/9HDn52NWqRTJhwsesWbOKjIx0atSoyeDBl3P11dcX+n7effdtrF+/FoDDhxPp3r3wUkGLFxdu9HwuDhzYz6effsSaNSvJysqmZs1aDBw4mKuvvv60++R/H2+66V/ccsvtBa+vXbuae++9o+B7OXXqb/z++6/s27eXrKxMpk+fR6VKlYC8vho//vgtS5YsJDHxEF6vl6io2vTt249Ro67B39+/yHNnZWXyyy8TWbhwPvv37yU310mVKlVo3Lgp/fsPpHv3niQmHmLUqMsL9jn55wwwcOAQnnjimRJ/z85XuS86uFwuHnvsMSZPngxAjRo1aNKkCSkpKWzevJl169Zx2223FSo6OBwObrrpJtasWYPFYqFBgwZkZ2ezcuVKVq5cyb/+9S8eeuihIs83a9YsHnjgAZxOJxERETRs2JA9e/bw9ddfM2PGDL7//nuio0v+wSAiIiIiIiJysXAf24tj5UTcCVvyXvALwNZ6ELaWl2Gy6unbC83W8jJc2xfhSUnEseY3/LteZ3QkkTJl8+aNfPHFBMxmE3Xq1CU1NYWdO7fz5puvsHHjep5+elyhWVkzZvzBSy89h9vtJjg4mPr1G5KUdIwVK5ayYsVSrrxyFA888H+FznH8eBKPPvogJpOJsLBwqlevjtvt5vDhw0yZ8htz587mzTffo0WLliW6hsjI6rRs2YqDBw9w4kQy1apFEhlZHYCIiCqnbL9hwzq+/vpzzGYzderUJTAwEMi7xsOHD/Of//ybgwf3YzabqVu3HgC7d+9k587tzJ49g7ff/oBq1SKLzLJjxzYee+xBXC4XMTH1sFqt7Nu3lw8+GM/hw4mFvjf16zcgLS2V3bt3YbPZaNy4aYmu/5/i47dw333/JisrE5vNTt269UhLS+PDD99l8+ZN53Xs119/md9+m0TVqtWoU6cOCQkJBe/FxW3mkUfuJyXlBH5+ftSsWQu328OePbv4+OPtzJs3h7ff/pCQkJBCx9y3by8PPXQfiYl5x4qKiiYoKJgjRxKZN28O8fFb6N69Jzab7bQ/Z4Do6NrndW3nq9wXHZ555hkmT55My5Ytee6552jWrFnBe9nZ2SxduvSUdctee+011qxZQ1RUFJ988gn16uX9D2bu3Ln85z//4ZNPPqFt27b06dOn0H5HjhzhkUcewel08u9//5u77roLq9VKeno6999/P4sWLeI///kPkyZN0rRQERERERERqbA8aUdxrPoZ164VeS+Yrfg174utzRDM/pWMDVeBmSxW7F2vJ3vaazi3zMGvcQ8sEXpwsqLyer3kOj1GxygRm5+5VO69ffbZ/+jW7RIee+xpgoODAVi4cD7PPPMEc+bMpG3b9lx++XAAdu/exSuvjMPtdjN69HXcfvtdBfcgp0+fyssvP88vv0ykceOmDB789xPpgYFBPPbYU3TteglhYWEFrzudTqZO/Z23336NF198hm+/Ldn9xSFDrmDIkCt44YVnmD59KoMHX17oSf1/+uKLTxkwYDD/+c/DBAQEAOBw5ADw7LNPcPDgfho0aMQLL7xKrVpRQN7Mgccff4g9e3bz3HNP8t57/yvy2B9++C4DBw7hnnse+KuYAXPnzuaZZx7n118nMXLk1dSundfY/v77HymYRRAeHsGHH04452v/J4fDwdNPP05WViZdu3bnv/99ruAm/7Jli3nyyUdxuVwlOvaxY0eZPn0KL7zwKj175t1DdjqdWCwWTpxI5tFHHyQl5QTXXDOGm266tWBGSGLiIZ577r9s2rSRt99+jaeeer7gmNnZ2TzyyH9ITEygZctYHnvsKerVq4fLlfe/0/3797Jo0QIgr4D04YcTiv1zvtDKddFh+fLlTJw4kVq1avHFF18UfBjkCwgIoG/fvoVeS0pK4ocffgDghRdeKCg4APTt25dbb72VDz74gPfee++UosOnn35KdnY2HTp04L777it4vVKlSrzxxhv07duXzZs3M2/evFP2FREREREREbnYebLTyF07GWf8PPC4ARPWBp2xd7gSc6WqRscTwBrVHGvd9rj2rMax5GsChj6mBycrIK/Xy0vfrGVnQqrRUUqkQVRlHrvO971ggoMr8dRTz2O3/73sTY8evbjuuhv4/PNP+OabLxg6dBgmk4kffvgGp9NJixax3HPP/YWOM3DgEHbt2skPP3zDl19OKFR0CA4OLvTvfH5+fgwfPpJNmzYwa9Z04uK20Lx5C59eX1FiYurxyCNPYLH8vdSd3e7PunVr2LRpA2azmWeffbGg4AB5T9E/88yLjB17DevXr2X9+rW0bt32lGNHR9fmoYceK3Tsvn37MXv2dBYvXsjy5UsKig6l4c8/Z3PoUAJBQUE89dS4QveOu3Tpztixt/LRR++V6Nhut5vbb7+7oOAAeT9DgO+//4bk5OMMGDCYu+66r9B+NWrU5PnnX+Gaa0YwZ85M7rjj7oKZIpMn/0JCwkGqVYvkjTfePWXpqtq1Y7juupgS5b3QTl2IrBz5/PPPAbj55ptPKTiczp9//onT6SQmJobOnTuf8v7VV18NwJYtW9i/f3+h92bOnAnAVVdddcp+lStXZsCAAQBMnz69+BchIiIiIiIiUs55nTk41vxO5g+P4NwyBzxuLNEtCbzyGQL63K6CQxlj73INWG24D2/HtXOZ0XHEKKo1nWLIkCsKFRzyXXll3r3AQ4cSOHBgHwDLly8FYNSoa4o8Vn6/gEOHEti/f98p72/evJEPPhjPo48+wN1338add97CnXfeUtDXYMeOred/QcXQv/+gQkWBfPnX17FjZ+rUiTnl/fr1G9ChQycAVqwo+nNk6NBhRR67efO8paMSEg6WNHaxLF++BIABAwYXee942LCRp/QBPhcDBw4p8vX58+cCFMyK+acqVarStGkzPB4P69evK3h9wYJ5AAwfPqrIXhnlSbmd6eBwOFiyJG/gdOnShZ07d/Ljjz+ya1feul9NmzZl5MiR1KpVq9B+69evB6Bdu3ZFHjcyMpKoqCgOHjzI+vXrqV07b/2rxMREjhw5AkCHDh2K3Ld9+/ZMnDiRDRs2+OISRURERERERMo0r8eFc+tCctf8hjc7DQBzlRjsna7CWqvZWfYWo5iDI7C1uZzcVZNwLP8xr6m0LcDoWHIBmUwmHruurZZX+oeYmLpFvh4WFkZoaBgpKSfYv38f4eFVSE4+DkC9evWL3KdKlSpUrlyZ1NRU9u/fW/BEv8vl4oUXnmH27BlnzJKaemFmoZzumvMLJae7vrz3GrBy5XL27dtb5PtRUUX3FQgLCwfylhMqTfv25V1DTEy9It8PDg6matVqJCYeOudjh4aGFloeK192djaHDuX1Y3jvvbeLLLpA3hJVAMeOHSl4be/ePQAl7udRlpTbosPWrVtxOp0ArFmzhueee67g3wDz5s3j008/5aWXXmLIkL+rTnv37gUoKCYUpXbt2hw8eJA9e/acsp+fnx/Vq1cvcr/8BtIHDhzA6XQWTKkpKau17ExEsVjMhf5bpCzTeJXyRmNWyhONVylvNGalPClP49Xr9eLctYrsFRPxpObdMDGHVCOg8yj86nfAZCr711DRWdoOzGsqnXoE57rfCOx27k2ly9OYrWg8nrPfkDeZTNhtRd8QvRjl1yhMJvB6i94m/2Z4UcLDw0lJOUFWVhZZWZmFXj/9PhGkpqaSlZVV8Np3333F7NkzCA0N5Y477qZNm/ZUqVKlYIbFp59+xBdffFriXgPnyt//1JkdQEHmsLCI0+4bHh7x17aZRb5/umObzXmfGd7T/SB8JDs7/xpOLQ7kCwsLL1HRwd+/6EJtRkZ6wddxcZvPepycnJyCrzMzMwAKZmUUZ8z6isVi8um96HJbdDh27FjB1/kNpP/73//SpEkTEhMTeeutt5g+fTqPPvoo9erVK2gwnV8lrFy58mmPnf9eWlpawWspKSkF752ukhoaGgqAx+MhIyPjjAP6bMxmE2FhZW8aTUiInnyQ8kPjVcobjVkpTzRepbzRmJXypKyP1+x9m0n+8xsch3YAYAmqTGj3UYS0uRST5fwevpMLy3/gvzj8wzgcG2dTteMAbNVO/4DmmZT1MVsR5eRYSEoy+/xG4sXgTEWytLQTp/1+nTiRDOTdEA4JCT5pnxQiIoouPCQn/71P/nFnzpwGwJNPPku3bpecsk96et69S7P5/H52+fcvz3Yci8Vc5PvBwXn3JVNSkk+7f0pK3vUFBQUVuc3pjm02mwoynvz+yT8bX4zb/ObVqakpZ/25/jNrfsZ/fv/OlrFSpb/v506fPvec7g8HBQWTlpZKdnbWac/5T8X9OZ+Ox2PCbDZTuXLgaYtEJVFuiw6ZmX9X0Pz9/fnkk08KigV16tThzTffZO/evcTHx/PRRx8xfvx4IG9ZJuCMsxDyO82fXGk6l/1O3r6kPB4vaWlZZ9/wArFYzISEBJCWlo3bXT6n3knFofEq5Y3GrJQnGq9S3mjMSnlS1serK2k/2ct/wrV/Y94LVjv+bQbh32oAHlsAKWm5QK6hGeUchTfCr247nHvWcPiPjwm+4tyaSpf1MVuR5eY68Hg8uN1eXC79bCDvaXGLxYzb7TntU+O7du0u8vuVkpLCiRMnAIiKisbfP4jw8AiSk4+zffsOoqNjTtknKSmJ1NSUv/apXXDc/KV3WrZsXeS5Nm3aBOTdGzyfn13+LIKzHcft9hT5fv7SSLt27Tzt/jt37gTyGhwXtc3pju3xeAsynvx+/uuAT8Zt7dp12LFjO7t37yryeJmZGRw7drTIrPlZ/vn9O/mzrqhj+vsHUa1aJEePHmHHjh20bdu+2Hnr1avP+vVr2bBhA7GxbYo1Zk/OW5LvmdvtxePxkJqaRXa2+6zbh4QEFGt2W7ktOtjt9oKvhw8ffsrMBbPZzNixY/m///s/Fi9ejMfjwWw2F+x38lJM/5Sbm/dL0snVnXPZ75/5Sqos/p/C6T4sRMoijVcpbzRmpTzReJXyRmNWypOyNl496Uk4Vv+Ka8dSwAsmC35Ne2FreznmwMq4AcpQXjk3ts5X49y/EdehreRsW4Zfg87nfIyyNmYl70aiFJZ/0/ZMN2//+GMyN930r1Pu6/3yy08A1KhRi+jovN4MnTt3Zdq0KUyc+D19+/Y75Vg//fQtALVqRRX0cwCw2/1xOp0kJSVRu3bhVU7WrFnF9u0XpoH02XTu3JVvv/2yoGfDP5tJ7969i1Wrlhds6wv53/fzfZg7X6dOXZk7dzYzZ07jttv+TVBQ4WbSv/32c6ksY9W7d19+/PE7fvjh23MqOvTo0Zv169fy22+TGDHiqoKZGmcaszabb75nvi5Qltv5VScXGerXL7qhSb16eU1CMjMzC5ZHCgkJAc7cjCX/vfxtTz5famrqadcbyz+H2WwusiO6iIiIiIiISHnhzckgZ9n3ZP74KK4dSwAv1nodCbrqRfy7j8EcePpli6X8MFeqiq1NXi9Mx/If8OaWbmNXkbIsPT2NceOeLlhbH2Dx4oV8++2XAFx33Q0Fs4Guvvp6/Pz82Lx5I++//06hB5VnzZrOTz99D8CNN95S6BytW7cBYPz4N0hP/3v9/7VrV/P0048X3EQ2Wps27YiNbY3H4+GZZx4nIeFgwXsJCQd59tkn8Hq9tG7dllat2vjknDVrRgF5Sx7lN1U+H3379qNGjZpkZGTw3HNPFvp+L1++lC++mIDV6vtn8q+77kbCwyNYunQR48Y9TVJSUqH3nU4nK1cu57///b9Crw8dOoyoqGiOHDnMQw/dW9DMO9/+/XsLxmK+WrXyvmebN2+8YH1AiqPcznTILyjA6Zc8Orkq6fHkVWpiYmJYu3ZtQffyouzfv79g23z5XzudThITE6lZs+Yp+x04cACAqKio824iLSIiIiIiImIEr8tB7ubZ5K7/A/66AW2p2RR7x1FYqtU7y95SHtliB+LcvgRv2lEcayfj33m00ZFEDHHzzbfxxRcTuOKKAcTE1CM1NaWgyXCfPv244oorC7atV68+jzzyBC+//Dzff/81U6b8RnR0NElJSQVL9gwfPopBg4YWOsctt9zB6tUrWb58KVdeOYjo6Nqkp2eQmJhA/foNGDBgMD/88M2Fu+gzeOqpcfznP3eyY8d2rrnmSurWrQ942bNnNx6Ph+jo2jz11PM+O19oaCgdOnRi1aoV3Hzz9dSrV79gJZr33vvfOR/Pbvfn6adf4P7772LJkkUMGzaAunXrk5aWyqFDCVxySS/S09NYv36tz64B8hpsv/76Ozz66IPMmPEHs2ZNJyoqmkqVQsjMzCAh4WCRq+kEBATw8stv8tBD97Jx43quvXYE0dG1CQoK5vDhRFJSTlC9eg2uu+7Ggn169OjFJ598wMaN6xkxYgg1a9bCYrHQqVNXxowZ69PrOhfldqZDZGQktWrVAv6+2f9P+a/b7faCJs+tW7cGYO3aogfTkSNHOHjwYKFtAWrWrEm1atUAWL16dZH75r9+8n4iIiIiIiIi5YHX4yZ36wIyf3yU3JWTIDcbc0Q0AQMfJGDwIyo4XMRMVhv+Xa8FwLlpFu4ThwxOJGKMFi1i+eijCXTo0JnExASOH0+ifv0G3H//wzzzzAun9DwZOHAIn376Ff36DcDf358dO7bjcDjo2LEzL730Og8++H+nnKNhw0Z8+OEEuna9BIvFwt69e7FaLVx//Vg+/PAzAgLKTmP26tWrM2HC19x007+IialLQsIBEhIOUrduPW655XYmTPiaatUifXrOp54ax9ChwwgNDWXHjm2sX7/2vIoCLVq0ZMKEr+jTpx/+/v7s3r0Lm83OHXfczbhxr/gweWGNGjXhq69+5Pbb76Zp0+YkJyezdWscx48fp2HDxowdeyuffXZqcSkmpi5ffvk9t956B40aNeH48ST27NlFUFAQffv244EHCo+pWrWiePXVt2nXrgMOh4PNmzeyfv1a9u/fW2rXVhwm7+nWCioHXnvtNT799FOioqKYOXPmKdNh7rjjDubNm0f37t2ZMGECkNfEpVevXjidTr788ks6dy68VuE777zDBx98QLNmzfj1118LvTdu3Di+/vprOnTowDffFB4Uqamp9O3bl/T0dD744AP69u17XtfmdntITs48+4YXiNVqJiwsiBMnMrVOo5R5Gq9S3mjMSnmi8SrljcaslCdGjVev14tr3zpyV07Ck5J3s9kUHIG9wwisDTpjMpXb5xXlHGXNeBv3/vVYajUjYNDDZ20qrc/YssvpzOX48UQiImrg52czOk6ZYbWaixyrI0cO5fDhRMaP/+ic1uAXKW2nG7O+cq6fFeHhQcVqJF2uf3O45ZZbqFSpEgcPHuS5554raJjh9Xr56quvmDdvHiaTidtuu61gnypVqjB6dN40wSeeeILdu3cXvPfnn3/y6aefAnDXXXcVeT5/f39WrVrFO++8g9ud19E7PT2dBx98kPT0dJo1a0afPn1K7ZpFREREREREfMV9ZCfZk18kZ9b4vIKDPQh752sIGv0yfg27quBQwfh3vRYsVtwJcbj2rDI6joiIlFPltqcDQHh4OOPHj+fOO+/kxx9/ZNq0acTExHD48GGOHTuGyWTi4YcfplOnToX2e/jhh9myZQvr1q1jyJAhNGzYkKysrIJeDjfffDOXXnrpKeerUaMGr7zyCg8++CAffPABP/74I9WrV2fPnj1kZWVRpUoV3n777bM+CSAiIiIiIiJiNOf2xeQsmABeL1hs2Fpehq31IEy2QKOjiUHMIdWwtRpM7trfcSz7AWt0LCY/f6NjiYhIOVOuiw4AXbt25ffff+fjjz9m6dKlbN26leDgYPr06cNNN91Ex44dT9nH39+fr776ii+++IIpU6awd+9e/Pz86NixI9dffz39+/c/7fkGDBhAdHQ0H3/8MatXr2b79u1Uq1aNK6+8kn//+99ERESU5uWKiIiIiIiInLfcLXNxLPkaAGu9jti7XIM5KMzgVFIW2FoPxrljKd70Y+Sum4K94yijI4lUaF999RnLli0p9vb33/8wjRo1KcVExnjrrVfZvn1bsbcfN+4VIiKqlGIiOZNyX3QAiImJ4aWXXjqnfWw2G7fddluhpZeKq3nz5owfP/6c9xMRERERERExWu6G6ThW/AiAX/NLsXe9VssoSQGT1YZ/l2vJnvUOuRtn4NeoO+bQGkbHEqmwDhzYz6ZNG4q9fUZGRimmMc6uXTvP6fuQm5tbimnkbMp1I+mLmRpJi5ScxquUNxqzUp5ovEp5ozEr5Ulpj1ev10vumt/IXfs7kPdEu63DSC0RLKfwer1kz3gL94GNWKJaEDDwwSLHiT5jyy41ki5aaTflFfE1NZIWERERERERkTLJ6/XiWPHj3wWH9ldi7zhKBQcpkslkwr/rdWC24j64GdfeNUZHEhGRckRFBxEREREREZGLmNfrwbHka5wbZwBg73IN9raXG5xKyjpz5UhsrQYC4Fj2PV6Xw+BEIiJSXqjoICIiIiIiInKR8nrc5CyYgDPuT8CE/ZKx2Fr2NzqWlBO2NkMwBUfgzThO7rqpRscREZFyQkUHERERERERkYuQ1+0i58+PcG1fAiYz/r3/ha1pL6NjSTlistqxd7kWyGtA7kk9bHAiEREpD1R0EBEREREREbnIeF25ZM9+F9fuVWC24H/pv/Fr2NXoWFIOWWPaYolqAR4XOUu/w+v1Gh1JRETKOBUdRERERERERC4iXqeD7Jlv496/ASx+BFx2H3512xsdS8qpvKbS14PZgvvARlz71hkdSUREyjgVHUREREREREQuEt7cLLKnvY47IQ6sdgIGPoC1dqzRsaScM4dWxxab31T6O7yuXIMTiYhIWaaig4iIiIiIiMhFwJuTQdbUV3Ef2QG2AAIHP4y1ZlOjY8lFwtZmKKagcLzpSeSu/8PoOCIiUoap6CAiIiIiIiJSznmyUsia8jKepL2Y/CsROORRLJENjI4lFxGTnx17l2sAyN3wB560owYnEhGRskpFBxEREREREZFyzJNxnKwpL+E5cRBTYCgBQx/FUqWO0bHkImSt2x5LrWbgdpGz9Fuj44iISBmlooOIiIiIiIhIOeVJO0rW5Bfxph7BFBxB4OWPYwmrZXQsuUiZTCbsXa8HkwX3/g3k7lVTaZGyauTIoXTv3p61a1cbHeW07r77Nrp3b8+0aVMMz/DP79OECR/TvXt7Jkz42KBk5ZuKDiIiIiIiIiLlkPtEQl7BIeM4psqRBF7+OOaQakbHkoucJawmfi0vAyB78bd41FRaRMQwCxfOZ8KEj8tccUlFBxEREREps7xeLz/+uYPPp8WTke00Oo6ISJnhTtpH9pSX8WalYA6LInDoY5iDI4yOJRWEve3lmAJD8aQdJXXZ70bHERHxudDQUGrXrkNoaKjRUc5o0aL5fP75J6xbt8boKIVYjQ4gIiIiInI62w+kMHPlAQC27U/hnpGx1KoSZHAqERFjuY/sJGv6m5CbhblKDIGDHsLkH2x0LKlATLYA7J2vJufPj0hZ+guVaneAQBW9ROTiMWLEaEaMGG10jHJLMx1EREREpMyavfogACbgaEo2L3y1mvU7kowNJSJiINeheLKmvZ5XcIhsQOCQR1RwEENY63fCWqspXlcu2Uu+MzqOiIiUIZrpICIiIiJl0rGUbNZtPwbA/13Xll8X7mbbgRTe/XkjV/asx6DOdTCZTAanFBG5cFwHNpI9611wO7HUakbAZfdh8rMbHUsqKJPJROAlY0j76Umce9ZgPbARa3Ss0bFESmTkyKEcPpzI+PEfERwczOeff8qmTevJysqmdu06XH75cIYNG4HZfOrz2zt2bOO7775m/fq1pKScIDAwkCZNmjN8+Ai6d+95yvZut5tlyxazePFC4uI2c+zYMRyOHCIiqtK+fQeuu+5GoqKifXp927dvLfY1nW++EydOMHHi9yxduphDhxLweNxUqVKNli1jGTRoKG3atCtW5n379nL//Xdx9OgRRo4czX33PVTi3/0PHNjPp59+xJo1K8nKyqZmzVoMHDiYq6++/rT7TJjwMZ9//gk33fQvbrnl9oLX165dzb333kH16jWYNGkKU6f+xu+//8q+fXvJyspk+vR5VKpUCYCUlBR+/PFblixZSGLiIbxeL1FRtenbtx+jRl2Dv79/kefOysrkl18msnDhfPbv30turpMqVarQuHFT+vcfSPfuPUlMPMSoUZcX7PP555/w+eefFPx74MAhPPHEMyX6fvmCig4iIiIiUibNXXMQL9C8bjiNokN58OrWfD9nB/PWJfDzgt0cPJbJ2IFNsPtZjI4qIlLqnHvWkDP3A/C4sdRuRcCld2Gy2oyOJRWcJTyKyh0GkbpiCjlLviVoVFNMFj+jY4mU2ObNG/niiwmYzSbq1KlLamoKO3du5803X2HjxvU8/fS4Qje+Z8z4g5deeg63201wcDD16zckKekYK1YsZcWKpVx55SgeeOD/Cp3j+PEkHn30QUwmE2Fh4VSvXh23283hw4eZMuU35s6dzZtvvkeLFi0Nuabzybdx43oee+xBUlNTMZvN1K5dB5vNxqFDh5g+fSqJiYd4773/nTXzli2beeSR+0hNTeXWW+9g7NhbS3z98fFbuO++f5OVlYnNZqdu3XqkpaXx4YfvsnnzphIfF+D111/mt98mUbVqNerUqUNCQkLBe3Fxm3nkkftJSTmBn58fNWvWwu32sGfPLj7+eDvz5s3h7bc/JCQkpNAx9+3by0MP3UdiYt6xoqKiCQoK5siRRObNm0N8/Ba6d++JzWajZctWHDx4gBMnkqlWLZLIyOoFx4mOrn1e13a+VHQQERERkTIn2+Fi0cZDAPRrn/ckldViZkz/xkRVC+a72dtZEXeEw8lZ3HNlS8JDin5KSETkYuDcsZSc+Z+C14O1Xgf8e9+OyaI/56VsCLvkKtI2LcSbdoTcjTOwtxlqdCQpJq/XC65co2OUjNVWKjNeP/vsf3TrdgmPPfY0wcF5S9ctXDifZ555gjlzZtK2bXsuv3w4ALt37+KVV8bhdrsZPfo6br/9Lmy2vGLw9OlTefnl5/nll4k0btyUwYP/fiI9MDCIxx57iq5dLyEsLKzgdafTydSpv/P226/x4ovP8O23k3xyjedyTeeT79ixowUFh+7de/Dgg49StWq1gve3bo0nLm7zWfOuXLmcJ554GIfDwUMPPcqwYSNLfO0Oh4Onn36crKxMunbtzn//+1zBTf5lyxbz5JOP4nK5SnTsY8eOMn36FF544VV69uwD5H2PLBYLJ04k8+ijD5KScoJrrhnDTTfdSmBgXl+6xMRDPPfcf9m0aSNvv/0aTz31fMExs7OzeeSR/5CYmEDLlrE89thT1KtXD5fLA8D+/XtZtGgBABERVfjwwwm88MIzTJ8+lcGDLy80I8No+i1FRERERMqcpZsPk+1wExkeSIt64YXe692mFjUjAnn/183sO5zOc1+u5u4rW9KgVmWD0oqIlJ7c+Pk4Fn0JeLE26oZ/j5sxmTXDS8oOsz2QgK7XkDXnI3LXTsGvYVfMwWoqXdZ5vV6yJr+A58hOo6OUiCWyIQGXP+7zwkNwcCWeeup57Pa/H2jp0aMX1113A59//gnffPMFQ4cOw2Qy8cMP3+B0OmnRIpZ77rm/0HEGDhzCrl07+eGHb/jyywmFig7BwcGF/p3Pz8+P4cNHsmnTBmbNmk5c3BaaN29xQa/pfPJ9++1XpKam0qRJM8aNexWrtfBt5yZNmtKkSdMzZp0zZybjxj2NyWTimWdepE+fS8/n0vnzz9kcOpRAUFAQTz01rqDoAtClS3fGjr2Vjz56r0THdrvd3H773QUFB8j7HgF8//03JCcfZ8CAwdx1132F9qtRoybPP/8K11wzgjlzZnLHHXdTrVokAJMn/0JCwkGqVYvkjTfeLShU5KtdO4brrospUd4LTUUHERERESlTPF4vc1YfAKBf+yjMRfwx2bh2GE/e2J53f97IwWOZvPrdWsb0b8wlsTUvdFwRkVKTu2kWjmV5DXr9mvXB3u16TKZT1xMXMZqtYRccW+bhTtyGY9n3BPS72+hIUgwm1Bvrn4YMuaLQzfl8V155FZ9//gmHDiVw4MA+ateOYfnypQCMGnVNkce6+urr+eGHbzh0KIH9+/dRu3adQu9v3ryxYM3+jIwM3G43AEeOHAZgx46tPik6nMs1nU++hQvn/XXd151ScCiOn3/+kbfffh1//wBefPE1OnTodM7H+Kfly5cAMGDA4EIFh3zDho3k008/KvFsh4EDhxT5+vz5cwEKzSA5WZUqVWnatBlr165m/fp1XHbZAAAWLMj7Hg4fPuqUgkN5o6KDiIiIiJQpm3Yd58iJbALsVrq2qH7a7aqGBvD4mHZMmBrPmu3H+HzaVhKOZTKqd30sRTT5ExEpTxzrppC76mcA/GIHYO80ulSWEhHxBZPJhL3b9WT9/DSuPatxHdyMNer8b5ZK6TGZTARc/riWV/qHmJi6Rb4eFhZGaGgYKSkn2L9/H+HhVUhOPg5AvXr1i9ynSpUqVK5cmdTUVPbv31tQdHC5XLzwwjPMnj3jjFlSU1PP40r+Vtxryi86lCRfVlYmR48eAaBFi3NvKP/zzz+xbVs8oaGhvPbaOzRt2vycj1GUffv2ARATU6/I94ODg6latRqJiYfO+dihoaGFlp/Kl52dzaFDef0Y3nvvbSyWomcnHjiwH4Bjx44UvLZ37x4An/XzMJKKDiIiIiJSpsz+a5ZDz1Y18bed+ddVf5uVO4e3YPLiPUxespdZqw6QcCyDO4a1IMhfjSxFpPzxer1kL59I7topANjaDcPW9goVHKTMs4RH49e8L87Ns3Es+QbLyHHqPVLGmUwm8LMbHaNMCQsLP+174eHhpKScICsri6yszEKvn36fCFJTU8nKyip47bvvvmL27BmEhoZyxx1306ZNe6pUqVIwG+HTTz/iiy8+LfHT9/9U3Gs6n3yZmX9/P4KCTp1RcDYJCXm//4eGhlG9eo1z3v90srPzrquo4kC+sLDwEhUd/P0Dinw9IyO94Ovi9LDIyckp+DozMwOgyFkZ5Y0+/UVERESkzEg4lkHc3hOYTNCnXa1i7WM2mRh2ST2iqgbz6R9xbNl7gue/XM29I2KpWaV8T0sWkYrF6/VyfPZn5KydBoC902hsrQYanEqk+Ozth+PatQJP6mFyN83E3nqw0ZFEzsmJE8mnfS85Oe+9wMDAQkvfJCcnU7ly6Gn2OV6wT74ZM/4A4PHHn6Fr1+6n7OOrGQ75intN55MvKOjv70dmZgaVKlU6p4y33XYXCxb8yZo1q7j33jsYP/7jMxYKiisgIO+6Tpw4cdptzvT9OZ9zAkyZMvucriMoKJi0tFQyMjJ8mskImncuIiIiImXG7NUHAWjbqCpVKhf99NDptG9Sjcevb0dEiJ2jJ7IZ99VqNuxMKo2YIiI+5/V4yJr/GWmr/io4dL9BBQcpd0y2QOydRgOQu3Yyngzf3swTKW35y9v8U0pKCikpeTeua9euQ3BwMOHheQ3Td+/eVeQ+SUlJBTfoT+6XkP9UfevWbYrcb8uWTSXKfjrFvabzyRcYGERkZN6yqJs3bzznjP7+/rzyylu0a9eBPXt2c++9t5+xUFBcderkXdfevbuLfD8zM4Njx46e93lOFhwcXNAYes+eosfG6eQv1bV5c/HHQFmdCamig4iIiIiUCRnZTpZtyWtM1699dImOUTuyEk/e2IFGUZXJyXUzftJGpi3fh9fr9WVUERGf8npc5Mz/H7nxC8BkJrDPv7A162N0LJESsTbsiiWyIbgcOJb/YHQckXPyxx+TcTgcp7z+yy8/AVCjRi2io/NuZHfu3BWAiRO/L/JYP/30LQC1akUVuqmfv0xRUtKpD8esWbOK7du3nscVnOpcrul88vXs2RuAH3/8tqDp9Lnw9/fn1Vffol27juzZs5v77rvjvAsPnTrl/YxmzpxWsHTRyX777WefLWN1st69+wLwww/fntN+PXr0/ivXpEJLXp2JzZa3RFpRP2MjqeggIiIiF6WsHBcZ2U6jY8g5WLA+AafLQ53ISjSMqlzi44QE2Xjomjb0al0TLzBp/i4+mRJHrvPc//gRESltXreTnDkf4Nq5HMwWqg2/H3uTS4yOJVJiJpMJe/cxYDLh2r0SV0Kc0ZFEii09PY1x454udIN68eKFfPvtlwBcd90NBU+WX3319fj5+bF580bef/8dnM6///aYNWs6P/2UV4y48cZbCp0jfwbB+PFvkJ7+9/r/a9eu5umnHy+4iWzENZ1PvmuvvYHKlSsTHx/Hk08+SlLSsULvb90az6+/TjpjVrvdn1dffZN27Tqye/eu8y489O3bjxo1apKRkcFzzz1Z6HqWL1/KF19MwGr1ffeB6667kfDwCJYuXcS4cU+fUsBxOp2sXLmc//73/wq9PnToMKKiojly5DAPPXQv+/fvK/T+/v17C35u+WrVigLyZpiURgGlpNTTQURERC46uU43z36xkmyHm+dv7UTlIJvRkeQsXG4Pf65NAODS9lHnPU3YajFzw4AmRFcL5tvZO1ged4TDyVncMyKWsEpqmCgiZYPX5SB71ru4D24Gi5Wg/vcQ3LQrJ05knn1nkTLMElEbv2Z9cG6Zm9dUesRzaiot5cLNN9/GF19M4IorBhATU4/U1JSC5Yb69OnHFVdcWbBtvXr1eeSRJ3j55ef5/vuvmTLlN6Kjo0lKSipYsmf48FEMGjS00DluueUOVq9eyfLlS7nyykFER9cmPT2DxMQE6tdvwIABg/nhh28MuabzyVelSlVefPENHnvsQRYunMfixQuoXTsGm82PxMRE0tPTaN26LcOHjzxj3vzCwyOPPMCaNSu57747eOedj0rU48Fu9+fpp1/g/vvvYsmSRQwbNoC6deuTlpbKoUMJXHJJL9LT01i/fu05H/tMwsMjeP31d3j00QeZMeMPZs2aTlRUNJUqhZCZmUFCwsFCRap8AQEBvPzymzz00L1s3Liea68dQXR0bYKCgjl8OJGUlBNUr16D6667sWCfHj168cknH7Bx43pGjBhCzZq1sFgsdOrUlTFjxvr0us7FOc10SEtLY+PGjRw4cOC02xw4cIDffvvtfHOJiIiIlNiijYkcS8khI9vJrJX7jY4jxbBm2zFOpDsICbLRsWmkz47bu20UD17dmuAAP/YeTue5L1axK8G3zflERErCm5tN9vQ38woOVhsBAx7AFlP0+tki5ZG9/ZWY/CvhSTmEc/Nso+OIFEuLFrF89NEEOnToTGJiAsePJ1G/fgPuv/9hnnnmhVMejBk4cAiffvoV/foNwN/fnx07tuNwOOjYsTMvvfQ6Dz74f6eco2HDRnz44QS6dr0Ei8XC3r17sVotXH/9WD788DMCAs6tr5mvr+l88rVq1ZpvvvmJa6+9gdq1Yzh8+BAHDhwgLCyMQYOG8q9//btYmfMLD+3b5814+M9/7izxjIcWLVoyYcJX9OnTD39/f3bv3oXNZueOO+5m3LhXSnTM4mjUqAlfffUjt99+N02bNic5OZmtW+M4fvw4DRs2ZuzYW/nss1OLNzExdfnyy++59dY7aNSoCcePJ7Fnzy6CgoLo27cfDzxQeEzVqhXFq6++Tbt2HXA4HGzevJH169eyf//eUru24jB5i7nA7bvvvsvHH39csCZXq1ateP7552nYsGGh7SZPnsz//d//ER8f7/u0FYjb7SE5uew83WK1mgkLC+LEiUxcLo/RcUTOSONVyhuNWd9yuT08+vEyktPy1rS02yy8dmdXggP8DE52cSit8Truq9XsPpTGFd3rckX3uj47br5jKdmM/3kjCccysVpM3DigCd1a1vD5eaTs0WeslEVeRyZZ097Ac2w3+AUQMPABrNUbarxKuXO2MevcupCchZ+Bnz9BV72EOejcn1SWknE6czl+PJGIiBr4+WnWbz6r1VzkWB05ciiHDycyfvxHtG3b3oBkIkU73Zj1lXP9rAgPD8JiOfs8hmLNdJgzZw7vv/8+LVq04KGHHmLMmDHs2rWLUaNGMWfOnOIcQkREROSCWLb5MMlpDioH2YiqGowj183sVaefpSnG25WQyu5DaVgtJnq1qVUq56gaGsDj17ejTcMquNxeJvwRzw9zd+D26KaeiFxYnuw0sqa+nFdwsAcROOT/sFZvePYdRcoha+PumKvVA2cOjuU/Gh1HREQukGIVHb744gtatWrF999/zy233MLjjz/O1KlTadCgAf/5z3/4/fffSzuniIiIyFl5PF6mLc9rttW/Y20u7xYDwJw1B8nKKTtNtaSw2avzikKdmkWWav+NALuVu65sydCuMQDMWnWAdyZuJCtHDcdF5MLwZJ4ge8pLeI4fwBQQQuDQx7BUjTE6lkipMZnM+He7ATDh2rUc1yGtiiEiUhEUq4vPrl27uPPOOwut8RUZGck333zDXXfdxWOPPYbD4eCqq64qtaAiIiIiZ7N621GOnMgmyN9KrzY1sflZqFkliENJmcxde7DgZrOUHclpOazZdgyAfu2jS/18ZpOJ4T3qEVUtmAlT49i8J5nnv1rDvSNaUiMiqNTPLyIVlyftGFl/vIo3/RimoHAChzyCuXJ1o2OJlDpL1Rj8mvbCGT/vr6bSz2Iyq6m0SHF99dVnLFu2pNjb33//wzRq1KQUExnjrbdeZfv2bcXefty4V4iIqFKKieRMivUpn5ubi7+//ymv+/v789FHH3Hffffx9NNP43A4qFy5ss9DioiIiJyN1+tl6tK8WQ792kfjb8v7NWdIlzr8b0ocs1cdoF/7qILXpWyYty4Bt8dL4+hQakdWumDn7dCkGtVCA3j3l40cSc5i3Feruf3yFsTWj7hgGUSk4vCkJJL1x2t4M5MxhVQjcPAjmCvpRohUHPYOI3DtXoXnRALOzXOxxfY3OpJIuXHgwH42bdpQ7O0zMjJKMY1xdu3aeU7fh9zc3FJMI2dTrL+6o6Ki2Lx5c5EzGfz8/Bg/fjwPPPAAL774Iq1bt/Z1RhEREZGz2rDzOAePZWC3WejTLqrg9Q5Nq/Hb4j0cPZHN/HWHGNCptoEp5WQOp5sF6w8BcOkFmOXwT3WqV+KpGzvw/q+b2HEwlXcmbmBU7wb07xhdaIaviMj5cB8/QPa01/Bmp2EOrUnA4IfVTFcqHJN/MLaOI3Es+gLHml+xNuiEOTDU6FgiBSZNmmJ0hNN64olneOKJZ4yOYbj33vuf0RHkHBSrp0Pnzp2ZNWvWaStEVquVt99+m8GDB7Nu3TqfBhQRERE5G6/Xy9RlewHo06YWwQF+Be9ZzGYGd6kDwIyV+8l1uo2IKEVYvuUwGdlOqlT2p01DY574DQmy8fA1bejRqgZe4Kd5O/l0ahxOl8aJiJw/99HdZE19Oa/gEFGbgKGPquAgFZZfkx6Yq9bNayq94iej44iISCkqVtHhiiuuoGvXrmzZsuX0BzKbee211xg7dizt27f3WUARERGRs9m67wS7D6XhZzVzWcdTZzJ0aV6diBA7aZm5LNqYaEBC+Sev18uc1QcB6NsuCrPZuJkFVouZGwc04bp+jTCbTCzbcoSXv13HiXSHYZlEpPxzHd5O1h+vgiMTc7X6BA75P8wBIUbHEjFMXlPpMYAJ146luA5vNzqSiIiUkmIVHZo1a8abb75JmzZtzridyWTi0Ucf5euvv/ZJOBEREZHimLosr5dDj9iaVA6ynfK+1WJmUOe82Q7Tlu/D5fZc0Hxyqrh9J0hIysRus3BJbE2j42AymejbLooHR7ciyN/KnsQ0nvtyFbsPpRkdTUTKIdfBLWT/8To4c7DUaELgoIcw2dWsXsRSrR5+TXoA4Fj8NV6PZhaKiFyMilV0EBERESmrdiWkEr/vBBaz6Yz9GrrH1iA02MaJdAdLNmm2g9HmrDoAQPcWNQj0LzvNvZvGhPPkje2pVSWI1IxcXv52LUs3a7yISPG59q0je+Zb4M7FEh1LwMAHMNkCjI4lUmbYOo4EexCe5AM44/40Ok4F4DU6gIiUaaXzGaGig4iIiJRrU5fuBf5aQqmy/2m387NaGNApb7bDH8v24fZotoNRjiRnsWHXcQAubR91lq0vvGphgTw+ph2tG1TB5fbw6dR4fpq3E49Hf7SLyJk5d60ke9Z74HZhjWlHwGX3YLKeOgNPpCIz+1fC3mEEAI7Vv+DJSjU40cXJbM675ed2azaJiJye2+0C/v7M8BWfPlaWmZnJb7/9xu7du3E6ndSsWZPGjRvTrFkzIiMjfXkqEREREfYfSWfDruOYTDDor2bRZ9KzdU3+WLaXpNQcVsQdoWuLGhcgpfzTnDV5vRxi60cQGR5ocJqiBdit3D2iJb8t2s3UpfuYsWI/Cccyuf3yZgT6+539ACJS4Ti3LSJn4Wfg9WJt0AX/XrdiMluMjiVSJvk16YVz6wI8SftwrJxIQK9bjY500bFYrFitNrKyMrDbAzCZjOufJSJlk9frJSsrE6vVhsXi29nnPjvatm3buOWWWzh+/HiR70dERNC0aVOaNWtG8+bNadasGVFRZe/JNhERESk/pi3P6+XQoUk1qhfj5rXdz0L/jrWZNH8XU5fuo3Oz6oY2MK6IsnJcLP5reat+HaINTnNmZpOJK3vUJ6pqMJ/9Ec+m3ccZ99Ua7h0ZW6zxJiIVR+6WuTiW5PU29GvSC/slN2AyaWEBkdMxmfOaSmf9Pg7X9sW4m/bCEtnA6FgXnaCgEFJTkzhx4hiBgUF/3VSs2L/7ejwm3G7NXpXyo3TGrBe320VWVia5udlUrlzFx8f3YdHh1VdfJSkpCYAOHTpQrVo1EhIS2LZtG9nZ2SQlJbFo0SIWL15csE9ISAgrVqzwVQQRERGpQA4nZ7Eq/igAg7vEFHu/3m1qMX35Pg4nZ7F621E6NtVszAtp8cZDOHLd1KoSRLM6YUbHKZaOTSOJDAvk3V82cjg5i+e/XM2dVzSnRb0Io6OJSBmQu2EajhU/AeDX4jLsXa7RE8UixWCJbIBf40vyZgkt/prA4U9j8vHyHhVdQEBeA/vMzDRSUpIMTlM2mM1mPFpmVcqR0hyzVquNypWrFHxW+PTYvjrQ2rVrMZlMvPTSSwwbNqzgda/Xy969e4mPjycuLo74+Hji4+NJTk4mLS3NV6cXERGRCmbasn14gdYNqhBdLbjY+wXYrfRrH81vi/cwdele2jephlk3hy4Ij8dbsLTSpe2jytVNuTrVK/HkjR14/5dN7ExI5a2JG7iqdwMu6xBdrq5DRHzH6/WSu+Y3ctf+DoCtzVBs7a/UZ4LIObB1HIVzzxo8x/fhjJ+HrXlfoyNddAICgggICMLtdlX4m+0Wi4nKlQNJTc3SbAcpF0pzzJrNZp8vqXQynx3ZarVit9sLFRwATCYTdevWpW7dugwaNKjg9SNHjhAfH++r04uIiEgFkpSazbIthwEYXIxeDv/Ut30UM1bu5+CxTDbsSKJNo6q+jihFWL8ziaTUHIL8rXRuXt3oOOescpCNh69pwzeztrFoYyI//rmTg0czuGFAY/ysWrddpCLxer04VvyIc+MMAGwdRmJvM8TgVCLljzkgBHuHK3Es+QbHqp+x1uuAOSDE6FgXJYvFiqWC/7pitZrx9/cnO9uNy1WxCzBSPpTnMeuzeWv169c/pyc6IiMj6dWrl69OLyIiIhXIjBX7cXu8NK0TRv1alc95/yB/P/q2y+stNWXpXrxePel0IcxedQCAXm1qYfcrn3/1+lnNjB3YhGsvbYjZZGLJ5sO88t06UjIcRkcTkQvE6/XgWPxVQcHB3vU6FRxEzoNf0z6YI2pDbha5KycZHUdERHzAZ0WHYcOGkZOTw+rVq311SBEREZFTpGY4WLghrxHxkBLMcsjXr0M0Nj8zew+ns3lPsq/iyWnsP5LOtgMpmE0merepZXSc82Iymbi0fTT3j25FkL+V3YfSeO6LVexJ1NKhIhc7r8dNzvxPccbPA0zYe9yErUU/o2OJlGv5TaUBnNsW4j66y+BEIiJyvnxWdBg5ciTNmzfnhRdeICcnx1eHPWcLFiygcePGNG7cmD59+px2u8zMTN566y0GDBhAbGwsnTt35vbbby9WY+vly5dz++2307lzZ2JjYxkwYABvv/02WVlZvrwUERERKcKsVQdwuT3UrxlCk/NoRBwSaKNX67yb31OWaLZDaZu9Om+WQ/smVQkP8Tc4jW80jwnnvze2p2aVIFIycnnpm7UFy36JyMXH63aRM/dDXDuWgsmMf5/bsTXpaXQskYuCpXpDrI26AZCz+Gu8Fbz3gIhIeeezooPVauX999/H5XIxatQodu268JXpzMxMnnnmmbNul5yczIgRI/joo49ISEigfv362O125s+fz4033si333572n2//vprxo4dy/z587Hb7dSvX5+EhAQ+/PBDRo4cSUpKiu8uSERERArJyHby57oEAAZ3jTnvZp0DOtXGajGzMyGVbftTfJBQipKamcuKuCMA9GsfbXAa34oMC+SJMe1oVT8Cl9vDJ1PimDhvJx6PilgiFxOvK5fsWeNx7VkNZiv+/e7Gr0Fno2OJXFTsHa8CvwA8SXtxbl1gdBwRETkPPis6ACQlJVG3bl127NjB0KFDue666/jss89YuXIlGRkZvjxVkd566y0OHTpE3759z7jdE088wZ49e2jevDlz5szh119/Zf78+Tz33HN4vV5eeOGFIptcb968mRdffBGA5557jvnz5/Prr78yZ84cmjdvzq5du3jyySdL5dpEREQE5q45iCPXTVTVYFrVjzjv44UG2+nRqgaQ19tBSseCdQm43F7q1QwpUQ+Osi7AbuWeEbEFTc2nr9jP+J83kpXjMjiZiPiC15lD9oy3cB/YCBYbAf3vwy+mrdGxRC465sDK2NsPB8CxahLenNK/jyQiIqXDZ0WHFStWcM011zB79mwAPB4Pa9as4bXXXuPGG2+kY8eO9O/fnwceeIAJEyawfPly0tPTfXV61q9fz7fffkvfvn259NJLT7tdXFwcf/75J2azmbfeeovIyEggb23e0aNHc8UVV+B2u/nggw9O2feDDz7A4/FwxRVXMHr06IKnKyMjI3nzzTcxm83MmjWLrVu3+uy6REREJE+2w8Wcv5boGdK1znnPcsg3sFMdLGYT8ftOsPNgqk+OKX9zujwFs1MutlkOJzObTYzoWZ/bLm+Gn9XMxl3HeeHr1RxJ1vKbIuWZ15FJ1rTXcR+KBz9/AgY9iDW6pdGxRC5afs37Yg6PAkcmDjWVFhEpt3xWdHj33XfJzc3FZrMxatQo7r77boYPH06TJk2wWCx4PB727dvHtGnTeP3117npppvo1KmTT87tdDp58skn8ff356mnnjrjtjNnzgSgc+fO1KlzavPJ0aNHA3m9IU7u0ZCZmcmiRYsAuOqqq07ZLyYmhs6d86bXzpgxo2QXIiIiIqe1YP0hMnNcRIYH0r5xNZ8dN6KyP91aVgdg6rK9Pjuu5Fm19QhpmbmEVbLTrnFVo+OUus7NqvPodW0Jq2Qn8XgWz3+5ms17jhsdS0RKwJOTTtYfr+I5shNsgQQOfgRrjcZGxxK5qJnMFuz5TaW3LsB9bI/BiUREpCSsvjpQfHw8JpOJDz74gG7duhV6z+l0sn37duLi4gr+s23bNp81nP7444/Zvn07jz32GNWrVz/jtuvXrwegffv2Rb4fGxuLzWbD4XAQHx9Pu3btgLzryy+qxMbGFrlvu3btWLp0KRs2bCj5xYiIiMgpnC43M1fuB2BQ59qYzb6Z5ZBvUOc6LNqYyMZdx9l7OI2Y6iE+PX5F5fV6mb3qIAB92tbCavHpyp5lVt0aITx1Y3ve+3UTuxLSeOunDYzu05B+7aN8NkNHREqX1+0iZ9a7eJL2YfKvRMDgh7FE1DY6lkiFYK3RGGuDLrh2LiNn8dcEDvsvJlPF+B1CRORi4bOig9VqJSAg4JSCA4Cfnx/NmzenefPmBa95PB5279593ufdtWsXH3/8Mc2bN2fMmDFn3X7v3r0A1K5d9C+Mfn5+1KhRg3379rFnz56CosOePXnV9Zo1a+Ln51fkvvnHzN/2fFmtZef/VC1/3SSwVJCbBVK+abxKeaMxe3bz1yeQmplLRIg/l7Sq6fOb1zWrBtOleXWWbj7MH8v2cd+oVj49/sXkXMbrtv0p7DuSjp/VTJ92UWXqd5vSFhEawONj2vPFtHgWbUzkh7k7SDiWwdhBTfGrQN+HskCfsVISWUt/wH14O9gCqDTscSzhtS7IeTVepbwprTEb1O0aUvetw3NsN54di7E36+XT40vFpM9YKW/K85j1WdGhSZMmrFu3DrfbjcViOev2ZrOZBg0anNc5vV4v//3vf3G5XDz77LPFOm9qat5azZUrn76JYf57aWlpJdovf9vzYTabCAsLOu/j+FpISIDREUSKTeNVyhuN2aK53B5mrMib5TCyb0OqVqlUKue5flAzlm05zJptx0jNcRNTQ7MdzqQ443Xe5C0A9GkfTe1aYaUdqUx6+IYONF60m88mb2bRxkSOpebw+NiOhIX4Gx2twtFnrBRX+sZ5ODbPASBy2H8Iqt/ogmfQeJXyxudjNiwIS8/RJM/5kpwVE6natgeWgNL5HVAqHn3GSnlTHsesz4oOI0eOZMWKFSxYsIA+ffr46rBn9N1337F27VrGjBlDy5bFa+blcDgATjtbAcBmswEUWv7pXPbL3/Z8eDxe0tLKTuNBi8VMSEgAaWnZuN0eo+OInJHGq5Q3GrNntmjDIY6eyKZykI0Ojapw4kRmqZwn2GamQ5NqrIw/yrfT4vj3lWoUWpTijteklGyWbUoEoGdsjVL7uZUHPVpWJyzQj/d/3cTWfSe478353DeqFfVqqrB1IegzVs6F6+ge0qd9DIB/+2HkVmlK7gX8/NJ4lfKmNMest35PzGvn4ElO4PCsrwnscaNPjy8Vjz5jpbwpi2M2JCSgWDMvfFZ0GDp0KH/88Qfjxo0jNjaWKlWq+OrQRTpy5AhvvvkmkZGR/Oc//yn2fna7nezsbJxO52m3yc3NBcDf/+8n0Ox2O0Cx9svf9ny5XGVjMJ3M7faUyVwiRdF4lfJGY/ZUHo+XKUv2AnBZh2jMJlOpfo8Gda7DyvijrIg7wtBuMdSIKHuzDsuKs43XWSsP4PVCs5gwqocHVvix3bROGE/e0J7xP28k8XgWL3y1mpsGNaFzszP3IxPf0WesnI0nJ52sGePB7cRSuxXWNpcbNmY0XqW8KZ0xa8be9Xqyp76CY8ufWBr1wFKljo/PIRWRPmOlvCmPY9ZnC0Ldcccd1KlTh4yMDIYNG8b8+fN9degiPf/882RkZPDf//6X4ODgYu8XEpL3RNmZlkDKfy9/Wyje0knFWYJJREREim/N9mMcTs4i0G6lV5vSX0+7dmQlWjeogheYtmxfqZ/vYpWT62LhhkMAXNo+2uA0ZUdkeCBPjGlPbP0InC4P/5scx6T5u/B4vEZHE6nwvB43OXM/xJtxHFPlSAJ636bGtSJlgLVmU6z1O4HXS86Sr/F6y9dNNxGRispnMx3mz5+PyWQq+Pedd95JtWrV6NmzJy1btqR58+Y0atQIq9U3p4yLiwPg2Wef5dlnny30Xv6ySImJiQWNrd99913atm1LTEwMR44cYd++om8kOJ1ODh3K+yM5Jiam4PX8rw8dOoTT6SxymaX9+/efsp+IiIiUjNfrZerSvQBc2j6KALvPfm05oyFdY1i/M4llW45wefe6VA0tf+tnGm3p5sNkOVxUCwsgtn6E0XHKlEB/K/eOiOXnhbuYvnw/05bvI+FYBrdd3vyCjXEROZVj5STcCXFgtRPQ715Mds10Eykr7J2vxrV/A54jO3FtX4Jf40uMjiQiImfhs79sbrrpJuLj44mPjy944v/IkSNMnDiRiRMn5p3MaqVhw4Y0a9aMZs2a0bx5c1q1anVe501KSjrtex6Pp+D9/GWRWrduzYoVK1izZk2R+2zcuBGn04ndbqdp06YFrzdt2hQ/Pz9yc3PZuHEj7dq1O2Xf/GO2bt26pJcjIiIif9m46zgHjmZg97Nc0Kfl69UMoXndcLbsSWb68n3cMKDJBTv3xcDj9TJn9UEALm0Xhfmkh1Ikj9lsYlSvBkRVDeaL6VvZsOs4475azb0jY4kMCzQ6nkiF49y1EufG6QD497oFS3jpz6wTkeIzB4Vhb3s5jhU/4VjxE9aYtioMioiUcT4rOvzf//1fwdeHDh0iLi6O+Ph44uLi2Lp1K4mJiTidzoLXf/75Z0wmU8GMhXP1559/nva9X375hccee4xatWqdsl3//v35+OOPWbFiBfv27aNOncLrAf74448A9OjRg6Cgv/9PLDg4mO7duzNv3jx++umnU4oOe/fuZfny5QAMGDCgRNckIiIiebxeL1OX7QWgd5taBAecOsOwNA3tGsOWPcks3pTIkK4xhIf4n30nAWDz7mQOJ2cRYLfQrWUNo+OUaV2aV6d6eCDv/tXnYdyXq7lvZCsaRGmpTpELxZ18kJwFEwCwtRqEX72OBicSkaL4tbgM57ZFeFIScaz+Ff9u1xsdSUREzqBUFqmsWbMml156Kffccw8ffvgh8+bNY/ny5Xz++ec8/PDDDBo0yLAliJo3b07v3r1xu93cf//9HD16FMi7ufHjjz/y+++/YzabufPOO0/Z99///jcmk4nff/+dH3/8Ea83b/3do0eP8sADD+DxeLj00ktp0kRPRIqIiJyPbftT2JWQhtVi5rKOF74nQKPoUBpHh+Jye5mxYv8FP395Nnv1AQAuia2p5YKKoW6NEJ4a24F6NUPIzHEx/ueNHEvJNjqWSIXgdWSSPetdcDmw1GqOrcMIoyOJyGmYLFbs3cYA4Iybi/voLoMTiYjImZS46LBs2TI8nuI38AkNDaVLly7ccsstvPHGG0yfPp21a9eW9PTn5cUXXyQmJoYtW7bQt29fhg8fTu/evXnqqacwmUw8/vjjNG/e/JT9YmNjefTRRwF46qmn6N27N8OHD6dv375s2bKFunXr8vzzz1/oyxEREbno5M9yuKRVDUKD7YZkGNotBoAFGw6RmplrSIbyJiEpky17kjGZoG+7KKPjlBuhwXYevqYNdapXIiPbyfhJG8l2uIyOJXJR83o9ZP/5Md60I5iCI/Dvewcms8XoWCJyBtZazbDW6wheL9kz3sadcsjoSCIicholLjrcdNNNdOnShUceeYQZM2aQlZV1zsfw9zdmqYLw8HB+/vln7rjjDmrWrMnOnTvJzs6mR48efPHFF4wZM+a0+44dO5bPP/+cHj16kJ2dzc6dO6lZsyZ33HEHP//8M+Hh4RfwSkRERC4+uw+lEbf3BGaTiYEdaxuWo2mdMOrXDMHp8jBzpWY7FMfcv2Y5tG5QRQ24z5Hdz8K9I2KpHGwjISmTj37fgsfjNTqWyEUrd83vuA9sBIsfAZfdg9m/ktGRRKQY/HvchLlqXbw56WT/8TqejGSjI4mISBFM3vw1gs7RFVdcwbZt2/IOYjLh5+dHly5d6NOnD3369KFq1ao+DVrRuN0ekpMzjY5RwGo1ExYWxIkTmbhcxZ/hImIEjVcpbzRmCxs/aSPrdybRrUV1bhnSzNAsG3Ym8c6kjdj9LLz2764XvLdEWXS68ZqR7eSh95eQ6/Lwf9e2oXHtMANTll97EtN4+du1OF0eLusQzdV9GxodqdzTZ6z8k2vvOrJnvQOAf69/4deom8GJ/qbxKuWNEWPWk51G9uQX8aQexhxak8DLH8fkH3xBzi3lmz5jpbwpi2M2PDwIi+Xs8xhKPNPh999/588//+SJJ56gY8eOeDweFixYwDPPPEPPnj256qqr+N///seuXVpnT0RERIrn4NEM1u9MwgQM6lLH6DjE1o+gdmQwDqebWasOGB2nTFu44RC5Lg/R1YJpFB1qdJxyq26NEG4Z3BSAWasOsGB9gsGJRC4unpREsuf9DwC/5n3LVMFBRIrHHBBCwOCHMQWF4Uk5RNaMN/E6c4yOJSIiJzmvRtI1a9ZkzJgxfPnllyxdupRXX32Vfv364e/vz8aNG3nrrbcYMmQI/fv359VXX2X16tWUcGKFiIiIVAB/LN8HQLsm1agREWRwmrzZnEO7xgAwd80BsnKcxgYqo1xuD3PXHASgX/toTCaTwYnKt45NIxnWvS4A38zaztZ9JwxOJHJx8OZm5zWOdmZjqd4Ie5drjI4kIiVkDo4gYNBDYA/Cc3Q32bPfw+tWPyQRkbLivIoOJwsJCeHyyy9n/PjxLF++nP/973+MGjWKKlWqsG/fPj777DPGjBlDt27deOKJJ5g7dy4Oh8NXpxcREZFy7siJLFbGHwFgSBmY5ZCvTaOq1KoSRLbDzdy1euq8KGu3H+NEuoNKgX50albN6DgXhaHdYujYtBpuj5f3f93EkRPn3j9NRP7m9XrJWTABT8ohTIGh+F/6b0xmq9GxROQ8WMJqETjgfrDacB/cTM78T/B6y8byIyIiFZ3Pig4ns9ls9OjRg+eee45Fixbx008/cdttt1GvXj2Sk5P5+eefufvuu+ncuTN33XUXv/zyC6mpqaURRURERMqJacv24fXmL2lUdhp6mk0mBnfNK4LMXnWAnFw9RfdPc1bnzXLo3aYWflaLwWkuDiaTiZsHNaVujRAyc1y8M3GjZtqInIfcDX/g2rMazBYC+t2NOTDU6Egi4gOWyAYE9LsHzBZcu1bgWPKtVtgQESkDSqXo8E+xsbE88MAD/PHHH8ycOZNHHnmENm3a4HA4mDt3Lk888QRff/31hYgiIiIiZVByWg5LNx8GYEiXGGPDFKFjk0giwwLIyHYyf90ho+OUKXsS09iZkIrFbKJ3m1pGx7mo2Pws3DOiJWGV7BxOzuLD3zbj9ugJTpFz5Tq4mdxVPwNg73o9lsgGBicSEV+yRrfEv9e/ABPOuLnkrv3d6EgiIhXeBSk6nKxOnTrcfPPNfPfddyxevJhx48bRu3dvAgICLnQUERERKSOmr9iP2+OlSe1QGkRVNjrOKcxmU0Fj6xkr95PrdBucqOyYvTqvwXbHppFUDrYbnObiExps594Rsdj8zGzZe4If5uw0OpJIueJJO0b23A/B68WvcQ/8mvYyOpKIlAK/Bp2xd7sOgNw1v5G7Za7BiUREKrYLXnQ4WXh4OCNHjuSDDz7glltuMTKKiIiIGCQtM5eFG/JmDwz+q2lzWdSleXUiQvwL5a3oTqQ7WBV/FIB+HaIMTnPxqlO9Ev8a0hyAuWsP8ufagwYnEikfvC4H2bPHgyMTc9W62Ltdr0b3IhcxW/NLsbW9AgDHkm9w7lxucCIRkYqrVIoOR44cISkpqTQOLSIiIheZWasO4HR5qFsjhGZ1woyOc1pWi7lgtsP0FftxurTMzbx1Cbg9XhpGVSameojRcS5q7RpXZUTPegB8N3sHW/YmG5xIpGzzer3kLPwCz/EDmPwrEdDvbkxWm9GxRKSU2doNw69ZX8BLzrxPcB3YZHQkEZEKyWdFB6/Xy0cffUS7du3o1asXl1xyCW3btuWaa67h+eef5+effyY+Ph6XS80XRUREJE9mjrPgqe0hXeqU+SdQu7esQWiwjRPpDpZuTjQ6jqFyXW7mr0sAoF/7aIPTVAyDOtehS/PqeLxePvx1M4nHM42OJFJmOTfPxrVzGZjM+F96F+bgCKMjicgFYDKZsHe7Dmv9TuB1kz37XdxHtDShiMiFZvXVgb777jvefvvtQq9lZWWxbt061q9f//cJrVYaNmxIs2bNaNasGddee62vIoiIiEg5M3fNQXJy3dSqGkSrhlWMjnNWflYzAzvV4fu5O/hj2T66tayB1WLoapWGWbb5MBnZTiJC7LRpVPZ/dhcDk8nE2IFNOJaSzc6EVN6ZtJH/3tCe4AA/o6OJlCmuQ1txLP8BAHvn0VhrNjE4kYhcSCaTGf9e/yLbkYn74GayZrxF4OWPYwmrZXQ0EZEKw2d/Jf/4448AtG/fnokTJzJ79mw+/fRTHnzwQQYMGEDt2rUBcDqdxMXFMWnSJJ5//nlfnV5ERETKmZxcF7NX5TUhHtylDuYyPsshX4/WNQkJ9CMpNYcVcUeMjmMIr9fLrJV5P7u+7aKxmCtm4cUIflYzd1/ZkogQO0dPZPPBr5twubXUl0g+T0YyOXM/AK8Ha4PO+LW4zOhIImIAk8VKQL97MFerB45Msqe9jiddy4CLiFwoPpvpcODAAUwmE2+88QaRkZEAREdH071794JtMjIy2Lp1K1u2bGHLli3Ex8f76vQiIiJSzixYf4jMHBfVwgLo2CTS6DjFZvez0L9jbSbO38XUZfvo0rw6ZnP5KJj4yqZdSRw4moHNz8wlrWoYHafCCQmyce/IVrz4zRq27k/h29nbuaF/4zK/PJlIafO6nWTPfg9vdhrmiGj8e9yk/12IVGAmPzuBAx4ga/KLeFIOkTXtdQIvfxxzgPpQiYiUNp89lhYcHExISEhBweF027Rv354bb7yRV199lSlTpvjq9CIiIlKOOF1uZqzcD+StU1/ebtr3alOLIH8rR5KzWL3tqNFxLrjJC3cD0K1lDYL8tbSPEaKrBXP70OaYyCvgzVlz0OhIIoZzLPkGz7HdYA8ioN89mKx2oyOJiMFM/sEEDHoIU3AE3tTDZM94C29uttGxREQuej4rOrRq1YrMzExyc3N9dUgRERG5SC3edJjUjFzCKtnp2qK60XHOWYDdWtA8ecrSvXi8XoMTXThHkrNYGXcYgEvbRRmcpmJr3bAKo3o3AOCHuTvYuOu4wYlEjJMbPx/n1gWAiYA+d2AOqWZ0JBEpI8zB4QQOegiTfyU8x/aQPWs8XrfT6FgiIhc1nxUdrr76alwuF3PmzPHVIUVEROQi5HJ7mL58HwADOtUut42YL20fRYDdQsKxTNbvqDhrBM9efQCvF2LrR1AjIsjoOBVe/47RdI+tgdcLH/2+mYRjGUZHErng3Ed34VjyDQC2DldijW5pcCIRKWvMoTUIGPgA+PnjPhRPzp8f4/WoJ5KISGkp0V/5t9xyC2+++SYzZszgwIG8JoLdu3dnyJAhvPzyyxw5UjGbKoqIiMjZrYg7QlJqDpUC/ejRqqbRcUos0N+PPm3znvSfsnQv3gow2yHb4WLh+kMAXNaxtsFpBMBkMnFD/8Y0ig4lJ9fNO5M2kp6lmcdScXiyUsme/R54XFhj2mFrPcToSCJSRlmq1iXgsnvBbMW1ZzWOxV9ViN/fRESMUKKiw5IlS/jkk0+4//77ueyyy+jYsSM33ngjoaGh5ObmMmzYMObOnevrrCIiIlLOebxepv01y+GyDtHY/SwGJzo//TpEY/Mzs+9wOpv3JBsdp9Qt3phITq6b6MhgWtYLNzqO/MVqMXPX8BZUqexPUmoO7/+yCZdbT2/Kxc/rcZEz5328mScwh9bAv9etahwtImdkrdUM/z63AyacW+eTu/oXoyOJiFyUSlR0uP322+nevTsRERF4vV7S0tJYsWIF3377LampqaSkpHD33XfTo0cPnn76aSZNmkR8fDwul8vX+UVERKQcWbvtGInHswiwWwtmCZRnIYE2erepBcCUJRf3bAePx8ucNXkzXId2r6cbe2VMpUAb941qRYDdwvaDqXw1Y9tFPR5FABzLf8R9eDv4+RNw2b2YbAFGRxKRcsCvXgfsl9wIQO66KeRummVwIhGRi4+1JDvdf//9BV8fOXKEuLg4tmzZQlxcHHFxcRw+nNdc8OjRo/z000/89NNPAPj5+dGgQQOaN29Os2bNaN68ObGxsT64DBERESnrvF4vU5ftBaBvuygC7CX6NaTM6d+xNnPXJLAzIZWt+1NoWifM6EilYsOuJI6l5BDkb6V3u2iysxxGR5J/qFUliDuuaMHbEzeweFMiNasEMaCTlsGSi5Nzx1Kcm2cD4N/7NsyhNQxOJCLlia1pL7zZaeSu/gXHsu8w+Qfj17Cr0bFERC4a5/3XfmRkJJGRkfTu3bvgteTkZOLj4wsVIg4cOEBubi5xcXHEx8cDeWvQxsXFnW8EERERKQc27U5m/5EMbH5m+rUv/7Mc8oUG2+nZqiZz1x5k6tK9F23RYfaqvFkOvdrUwt9uVdGhjGpZL4Kr+zbk+zk7mDhvJ9XDA2ndsIrRsUR8yp20j5yFnwNgazMUv5i2BicSkfLI1mYo3px0nJtnkzN/AiZ7ENbarYyOJSJyUSiVRwzDw8Pp1q0b3bp1K3gtIyOjoACxZcsWtmzZwt69e0vj9CIiIlLGnDzLoVfrWlQKtBkbyMcGdKrN/PUJxO87wc6DqTSIqmx0JJ86cDSDrftTMJtM9G0fbXQcOYtL20WRmJTJ/PWH+HjKFh6/vh3R1YKNjiXiE96cDLJnvwtuJ5boWGzthhsdSUTKKZPJhL3LNXhzMnDtXEb27PcJGPww1uoNjY4mIlLulainA8DSpUvPafvg4GA6duzI2LFjee2115g2bRpr164t6elFRESkHNl+IIWdB1OxWkz073jxLfcSUdmfbi2rAzBl6V5jw5SC2avzZjm0bVyVKpX9DU4jZ2Mymbi2XyOa1gnDketm/KQNpGbmGh1L5Lx5PR6y536INz0JU0g1Avrcjslc4j9pRUQwmcz497oFS3QsuHPJnvEW7uQDRscSESn3Svwb2s0338zw4cP5/fffS9wg2t9ff7SKiIhUBFOX7QOge2xNwirZDU5TOgZ1icFsMrFp93H2Hk4zOo7PpGXlsnzLEQAu0yyHcsNqMXPnsBZUCwvgeJqD93/ZhNPlNjqWyHnJXTUJd8IWsNoIuOweTPYgoyOJyEXAZLYS0O8uzJENIDeL7Glv4Ek7ZnQsEZFy7bweC4mPj+fRRx+lb9++fPrpp6Snp/sql4iIiFwk9iSmsWVPMmaTiYEXcVPbaqEBdGoWCcCUJXuNDeNDC9Yl4HJ7qFujEvVrhRgdR85BcIAf942MJdBuZWdCKl9M34rX6zU6lkiJOHevInfDNAD8e9yMJVxFUBHxHZPVTuCA+zGHReHNSiFr2ut4slKNjiUiUm6VuOjwww8/cNlll2E2mzly5AhvvPEGPXv25MUXXyQhIcGXGUVERKQcm/rXckOdmkVSNTTA2DClbEjXOpiAdTuSOHg0w+g4583l9vDnurzf6y5tH43JZDI4kZyrGhFB3Dm8BWaTiWVbjjBt+T6jI4mcM3dyAjnzPwXAL3YAfg06G5xIRC5GJnsQAYMexFSpCt60I2RPfxNvbpbRsUREyqUSFx1at27N+PHjmT17NjfeeCNBQUFkZWXx9ddf079/f+6//342btzoy6wiIiJSzhw8lsG6HUmYgMFd6hgdp9TViAiifZNqAAWNs8uzVVuPkpqRS+VgGx3+ui4pf5rHhHNdv7ymmD8v2M2abUcNTiRSfF5HJtmzx4PLgaVmU+wdRxkdSUQuYuagMAIHPYQpIATP8X1kz3wHr0t9kUREztV5d92qWbMmjz32GPPnz+fRRx+lZs2auFwuZsyYwejRo7n++uuZO3euL7KKiIhIOZP/VHXbxlWpWaVirL09pGsMAKvij5J4PNPYMOfB6/Uye1VeI8U+bWphtahZa3nWu20UfdtGAfDJ1Dj2HdayqFL2eb0esuf9D2/qEUzBEfj3vROT2WJ0LBG5yJkrVydg4IPg5487cRs5f36E16O+SCIi58Jnfz0GBwczduxYZs+ezVtvvUWrVq3wer2sXr2au+++m/79+/PDDz/gcDh8dUoREREpw46eyGJFXF4D4iFdYowNcwFFVwumdYMqeIFpy8rvUja7EtLYezgdq8VMzza1jI4jPnD1pQ1oXjecXKeH8T9vJCVDv5dL2Za7djLu/RvAYiWg3z2YA9RXRkQuDEuVOgT0vw8sVlx71+JY9KX6IomInAOfP7JmNpsZOHAgP/zwAz/99BMDBgzAbDazb98+nn32WXr27Mn48eNJTk729alFRESkDJm2fD9eL7SoF06d6pWMjnNBDe0WA8CyLUc4mpJtbJgSmr06b5ZD5+aRhATaDE4jvmAxm7nziubUiAjkRLqDd3/eRK5TT25K2eTat57cNb8B4N/9RixVYwzNIyIVj7VmU/z73gkmE85tC8ldOdHoSCIi5UapzpOPjY3l7bffZvbs2YwdO5agoCBSUlL48MMP6d27N08++WRpnl5EREQMkpyWw5JNiUDFmuWQr26NEFrUDcfj9TK9HDbuPZ6aw5ptxwDo1z7a4DTiS4H+ftw7MpYgfyt7EtP4bFq8ntyUMseTepjseR8D4NesD36NLzE4kYhUVH4x7fC/5CYAcjdMI3fDdIMTiYiUDxdkcd6aNWvywAMP8PPPP3P11VdjtVpxOBxMmjTpQpxeRERELrAZK/fj9nhpFB1Ko+hQo+MYIn+2w+KNiSSn5Rgb5hz9ufYgHq+XJrVDia4WbHQc8bHIsEDuGt4Si9nEyvijTFmy1+hIIgW8zhyyZ42H3GzMkQ2wd7nW6EgiUsH5NemBreNVADhW/Ihz2yKDE4mIlH3Wku44e/Zs0tPTC/6TkZFR6N//fN3pdPoyt4iIiJRRaVm5LFx/CIAhXesYnMY4DaNCaVI7lK37U5i+Yj/X9WtkdKRiceS6Wbgh7+fXr4NmOVysmtQJY0z/xnwxfSu/Ld5D9YhAOjaNNDqWVHBer5ecBRPwnDiEKaAyAZfehclS4j9ZRUR8xt56EN6cNJwbZ5Cz8HNM9mCsMW2MjiUiUmaV+De4e+65B5PJVPDv4kzLDggIICgoiEqVKhEcHEylShVrfWcREZGKYPaqA+S6PMRUr0TzmHCj4xhqSNcYtu5fz8INhxjSpQ6Vg+1GRzqrpVsOk5njomqoP63qVzE6jpSiHq1qcigpk1mrDjDhj3iqhgZQt4Ya9YpxnBun49q9CkwW/PvdjTkozOhIIiIF7J1G483JwLV9Mdlz3ydg0MNYazQ2OpaISJnkk8dGunTpQpcuXQoVE4KCggq+Dg4OJjg4GIvF4ovTiYiISBmVlePkz7UHARjcJabQAwoVUdM6YdSvFcKuhDRmrjrAVb0bGB3pjDxeL3P+aiB9abtozOaK/fOrCK7q3YDDyVls3HWc8T9v5KkbOxBWqewXx+Ti4zq4BcdfTVrtXa/FWr2hwYlERAozmUz497iJHEcmrn3ryJ7xNoFDH8VSpeLO7BUROZ0S93To168fJpMJr9fLsmXLWLBgAZGRkQwZMoSePXvSvn17mjRpQq1atahcubIKDiIiIhXA3LUJZDvc1KoSRJtGekreZDIxtGsMAPPWJpCelWtsoLOI25NM4vEs/G0WusfWMDqOXABms4nbL29OrSpBpGbkMn7SRhy5bqNjSQXjST9GztwPwevF2qg7fs36GB1JRKRIJrMF/753YqnRGJzZZE9/A0/aUaNjiYiUOSUuOrz77rvMnDmT6667Dn9/f1avXs2///1vBg8ezMSJE8nNLdt/VIuIiIhvOXLdzF6V95T8oC51MFfwWQ75WtaLoE5kJRxON7NXHzQ6zhnl5+seW4MAu9ZRrygC7FbuHRlLcIAf+46k8+kfcXiKsXSqiC94Xblkz3oPryMDc5UY/LvfUOFnyYlI2Way2gjofx/miGi82Wlk/fEanqwUo2OJiJQpJS46AERHR/Pkk0+yYMEC7r//fqpUqcKuXbt46qmn6NOnDx999BGpqam+yioiIiJl2IINh8jIdlI11J+OTasZHafMMJlMDPlrtsPcNQfIynEaG+g0Eo9nsmn3cUzApe2ijI4jF1jV0ADuvrIlFrOJNduO8duiPUZHkgrA6/WSs+hLPMf3YfKvRMBl92Cy2oyOJSJyViZbIAEDH8QUUg1v+jGyp72B15FpdCwRkTLjvIoO+UJCQrj99tv5888/eemll2jYsCFJSUm888479OrVi3HjxnHwYNl+sk9ERERKzunyMGPFPgAGda6DxeyTXzEuGm0aVaFW1SCyHW7mrimbvxPN+StXqwZVqBYWaHAaMUKj6FBuHNAEgKlL97J8y2GDE8nFzrllLq4dS8Bkwr/vnZiDI4yOJCJSbObAUAIHPYQpoDKe5ANkz3wHr8thdCwRkTLBp3cE/Pz8GD58OJMnT2bChAl07dqV7Oxsvv32W/r378/999/Pxo0bfXlKERERKQOWbE4kJSOXsEp2urZQL4B/MptMDOkSA8CsVQfIyXUZG+gfMnOcLNmUCEC/9prlUJF1j63BwE61Afhs2lZ2JWjWspQOV+I2HMu+B8De6SqstZoZnEhE5NyZQ6oRMOghsAXgPryd7Dkf4PWUrd/zRESMUGqPIXbr1o0JEyYwZcoUhg0bhsViYfr06YwePZoxY8Ywf/780jq1iIiIXEBuj4fpy/NmOfTvWBs/q2Y5FKVDk2pEhgWQmeNi3roEo+MUsmhDIrlOD1FVg2hSJ8zoOGKwEb3q06ZhFVxuD+/+sonjqTlGR5KLjCfzBDlz3gevG2v9Tvi1HGB0JBGRErNERBPQ/z9g8cO9fwM5Cz7H6/UYHUtExFClflegYcOGvPTSS/z555/ccccdhISEsHr1au68804GDx5c2qcXERGRUrYy7ijHUnIIDvCjZ6uaRscps8xmE4P/mu0wc8V+cp1uYwP9xe3xMHdNXgPwS9tHq4GrYDaZ+NfQZkRXCyYtM5d3Jm0sc7NzpPzyup1kz34Pb3Ya5vAo/HvcrM8dESn3rDUaE3DpXWAy49qxBMfyH/F6vUbHEhExjNVXB8rKyiI9PZ2MjAwyMjIKvk5PTyczM5P09HSysrLo2rUrc+bMwel0snv3bl+dXkRERAzg8Xr5469ZDpd1iMZusxicqGzr3DySyUv2kJSaw8INh7i0fbTRkVi3PYnjaQ6CA/zo3CzS6DhSRvjbrNw7Ipbnv1zFwWMZ/G9yHHePaIlZN4flPDmWfovn6C6wBRJw2b2Y/OxGRxIR8Qlrndb497yFnPmf4Nw0E1NAJeythxgdS0TEECUuOlx++eUFBYbMzEw8nuJPHVO1V0RE5OKwbnsSh5IyCbBb6NNWvQDOxmoxM6hzHb6auY3pK/bTs3Utw5ejmr06b5ZDrzY1sfmpaCR/i6jsz90jYnn1u3Ws35nEzwt2MapXA6NjSTmWu3UBzvj5gImAPndgDqlmdCQREZ/ya9QNb046juU/kLtyEib/Stia9DQ6lojIBVfiosP27dvPuo3JZCI4OJhKlSoREhJS8N8nfy0iIiLlk9frZeqyvQD0aRtFoL/PJlBe1Lq1rMGUpXs5ke5gyeZEerWuZViWvYfT2HEwFYvZRO82KhrJqRrUqsxNg5rwyZQ4pi/fT82IILq1VLN4OXfuo7txLP4aAFv74VhrxxqcSESkdNhiB+DNSSd3/R84Fn2ByR6EX932RscSEbmgSnx34IYbbihUPCiqoBAcHKz1OUVERC5SW/Yks+9wOjY/M/06GL9MUHnhZzUzoFNtvp+zg2nL9tG9ZQ2sFmNmO8xedRCADk2rEVZJS5xI0bo0r07i8SymLt3LF9O3UjU0gEbRoUbHknLEk51G9uz3wOPCWqcNtjZabkRELm62DiPx5qTj3LqQnLkfYRr0INaaTY2OJSJywZS46PD4448X+ndubi42m+28A4mIiEj5MHVZXi+Hnq1qERKo3wHORY9WNflj6V6SUnNYEXfEkCfHUzIcrIw/AkC/MtBbQsq2YZfUJfF4Jmu2HeO9Xzbx5I3tqRoaYHQsKQe8Hhc5c97Hm5mMqXJ1/Hv/C5PJ2GXlRERKm8lkwt79Rrw5mbj2riF75jsEDn0US5UYo6OJiFwQPvtt75lnnvHVoYrN6/Wydu1aXn/9da655ho6depE8+bN6dy5MzfffDOTJ08+Y/+IzMxM3nrrLQYMGEBsbCydO3fm9ttvZ8WKFWc99/Lly7n99tvp3LkzsbGxDBgwgLfffpusrCxfXqKIiEiZtP1ACtsPpGAxmxjQqbbRccodu5+F/h3zvm9Tl+3D47nw/a7mr0vA7fHSoFZl6tbQkpdyZmaTiVsHN6NOZCUysp2Mn7SRbIfL6FhSDjiW/4Q7cRv4+ec1jrYFGh1JROSCMJkt+Pe5HUvNpuDMIXvaG3hSDhsdS0TkgvBZ0eGXX35h4sSJvjpcsSxfvpxrrrmGTz75hLVr11KpUiUaN26M1+tlyZIlPPzww9xxxx3k5uaesm9ycjIjRozgo48+IiEhgfr162O325k/fz433ngj33777WnP+/XXXzN27Fjmz5+P3W6nfv36JCQk8OGHHzJy5EhSUlJK8apFRESMl9/LoVvLGlqWp4R6talFkL+VI8lZrNp69IKe2+lyM29dAgCXtlcvBykeu83CPSNaUjnYRkJSJh9P3mJIwUzKD+fOZTg3zwLAv9etWMJqGpxIROTCMlltBFx2L+YqdfDmpJM17TU8mSeMjiUiUup8VnQIDAxk3LhxbNmypVjbe71eXnnllfM6p9frJSoqiieeeIKlS5cyZ84cfvnlF1asWMErr7yCzWZj/vz5vPPOO6fs+8QTT7Bnzx6aN2/OnDlz+PXXX5k/fz7PPfccXq+XF154gfj4+FP227x5My+++CIAzz33HPPnz+fXX39lzpw5NG/enF27dvHkk0+e13WJiIiUZXsPp7F5dzImEwzqrFkOJRVgtxb0wpi6bC+eM8zO9LUVcUdJz3ISHmKnXeOqF+y8Uv6Fh/hz74hY/KxmNu46zk/zdhodScood9I+chZ8DoCt9RA1URWRCstkCyBg4IOYKkfizThO9rTX8eZkGB1LRKRU+azo8OKLL+JwOLj33nvP+qR//nZffPHFeZ0zNjaWGTNmcMMNNxAREVHovWHDhnHXXXcBMGnSJDweT8F7cXFx/Pnnn5jNZt566y0iIyOBvDX3Ro8ezRVXXIHb7eaDDz445ZwffPABHo+HK664gtGjRxc0yo6MjOTNN9/EbDYza9Ystm7del7XJiIiUlb9sTSvl0OnZpFUC9MyGefj0nZRBNgtJBzLZP2OpAtyTq/Xy+zVBwDo0zYKi1lrq8u5qVsjhFsG5zXDnLXqAAs3HDI4kZQ13pyMvMbR7lwsUS2wtb/S6EgiIoYyB4QQOOghTIGheE4kkDXzbbxOh9GxRERKjc/+yhwwYADXX389CQkJPPTQQ6fdLjk5mTFjxjB79mz8/f3P65zBwcH4+fmd9v0ePXoAkJKSQnJycsHrM2fOBKBz587UqVPnlP1Gjx4NwIIFCwr1aMjMzGTRokUAXHXVVafsFxMTQ+fOnQGYMWPGuV6OiIhImZeQlMma7ccAGNz51P8PlXMT6O9H33Z5yxtNWbL3jL2ofGX7gRQOHM3AZjXTo5WWOpGS6dg0kmHd6wLw9cxtbN2npSIkj9fjIfvPj/CmH8NUqSoBfe7ApOKmiAjmSlUJGPQw2IPwHNlJ9pz38XrUH0lELk4+/e3v0UcfpVWrVixZsqTIJY127drFqFGj2LhxI1WqVOHLL7/05elPkZOTU/D1yQWO9evXA9C+fdFTfGNjY7HZbDgcjkJLLMXHx5Obm4vNZiM2NrbIfdu1awfAhg0bzje+iIhImTNtWd4sh7aNqlKrarDBaS4O/dpHY/ezsO9IOpt2J599h/M0a1XeLIeuLaoTHHD6hzdEzmZotxg6Nq2G2+Pl/V83ceRE1tl3kote7upfcB/cDBYbAZfdg8lf/18hIpLPEl6LwAH3g9WG+8BG/p+9+w6PqkzfOP6dSe+dkEoSWuhIrxaKgqACooKiP1x7W3vX1V177xUVFBREsNG7Ir0TegkJCem915n5/REyEgk9ySRwf67La8mcMs9J3k0593nfp/SPr7BYzKc+UESkibGv05PZ2/P+++8zatQovvjiC7p06cKll14KwNq1a3nwwQfJz8+ndevWfPHFFwQH1+/TdfPmzQMgOjoad/e/f9mNj48HIDy89nWoHRwcCAoK4vDhw8TFxVmDhLi4OACCg4NPOMOi+pzV+54Le/vG80SQnZ2xxv+KNGYar9LUNJUxm55TzPrdaQBcPSCyUf2casp8PJ0Z1D2UBesOM3dtPBe18bcu31jX0nOKrcs4XdE7/Ky+hk1lvErDuPPqDmTmlXIoOZ8PZ8Xwn1t74ubcuMIsjdmGUx67kfJtcwFwu+xfOAZG2LagJkjjVZoajdkzZx/SBuOwf1M4/z0qD66jwsUDlwET6u33P/mbxqs0NU15zNZp6AAQFBTEW2+9xV133cWTTz7JrFmz2LBhAy+++CIVFRUMGDCA999/v0YIUB927tzJjBkzALjzzjtrbMvLywPAy8vrhMdXb8vPzz+r46r3PVtGowEfH7dzOkd98PR0sXUJIqdN41WamsY+Zn9YdhCzxcJFbQLo3iHI1uWcV8ZfEc3STYkcPJJHYlYJXVrXT3Pn2SvjsAAXtQmgY5vAczpXYx+v0nBeuKMvj7z/JylZxXz5+25euL1Po/zDSGO2fpVnHiF3xSQAPHuNxL/3UBtX1LRpvEpTozF7hnz64mpXSfpv71O2YwmuPn74DLzO1lVdMDRepalpimP2rEKH2267jY4dO9KhQwfat29PaGhoje0XX3wxd999N5999hnjxo0jOzsbi8XCjTfeyHPPPYexntf0zMzM5IEHHqCyspKhQ4cyYsSIGtvLyqqa9ZysH4SjoyNQc4mmMzmuet+zZTZbyM9vPFPU7eyMeHq6kJ9fgsmkqX/SuGm8SlPTFMZsdn4pSzdULa00vHc4OTlFNq7o/HNJ12CWbjrC9wv2EO5f9w26S8oqWbw+HoBB3ULO+mvYFMarNCwD8OB1nXn5201s3Z/BxzO3csuwaFuXZaUxW/8s5SXkz3odS3kp9sHRGC8ao58TZ0njVZoajdlzENINlwETKFk1jZyVMyjDCaeOg21d1XlN41WamsY4Zj09XU7rAaOzCh1Wr17NmjVrjnkzT2sA0aFDBzp27MgDDzzA9u3bWbNmDUajkaeffppbbrnlbN7ujBQUFHDHHXeQnJxMhw4deP3114/bx8nJiZKSEioqKk54nvLycqBmLwgnJyeA0zquet9zUVnZOAbTsUwmc6OsS6Q2Gq/S1DTmMTt/7WEqTRZah3rRKsSr0dbZlA3rFc6KLUnsOZzDnvhsWod61+n5/9yaREmZiUBfV9q18Dnnr2FjHq/S8EL93bljZAc++WUHSzcdobmvK4O6hZ76wAakMVs/LBYzpUs+x5ybgsHNF6fB92KyGEGf63Oi8SpNjcbs2bFvPwTH4nzKt/xO8crvMDu44dCyl63LOu9pvEpT0xTH7FmFDnfddRe7d+9mz549ZGZmkpeXx5o1a1i7dq11Hw8PD5o3b47BYGDkyJH0798fi8VSr2vUFRUVcfvtt7N7925at27N119/XesyTp6enpSUlJx0CaTqbZ6entbXTmfppNNZgklERKQpKSgu549tSQCM7Bdh22LOY76ezvTvFMTK7cnMWRPPI9d3rbNzmy0Wlm4+AsDQHqEYtWaw1IPubQO49pIoZv95iB+WHCDQ15UOEb62LkvqWfnWuVQe3gpGe1yG3o/RxfPUB4mIiJVj99FYSgqo2LOC0hVfYHByxT60o63LEhE5J2cVOjz88MPWf6elpbF792527drF7t272b17N6mpqeTn51v7IcyZM4c5c+bg7OxMmzZtiI6Opn379rRr147OnTvXyYWUlJRw1113sW3bNiIiIpg8eTI+Pj617hsREUFaWhqHDx+udXtFRQXJycnWfY89DiA5OZmKiopal1lKSEg47jgREZGmbMmmI5RXmGkR6EHHSN1ArE9X9m3BqpgUdh7KJi4ln8igurl5FxObRXpOCS5O9vTr2LxOzilSmyv7tCA5s4i1u9L47JedPHtLd4L8Gl+fMqkblQkxlG/6BQCnATdj1yzKxhWJiDQ9BoMBp/43YykrovLQBkoWf4TryCf1PVVEmrRzbiQdGBhIYGAgl112mfW17Oxs9uzZUyOISExMpKSkhO3btxMTEwNUfWPdvXv3uZZAWVkZ99xzDxs3biQkJIQpU6YQEHDiBoxdu3Zl/fr1bN68udbtMTExVFRU4OTkRLt27ayvt2vXDgcHB8rLy4mJiaF79+7HHVt9zq5du57bRYmIiDQCxaWVLDv6hPyIvi3qdcaiQDNvF/p0CGTNzlTmronngWvr5uGMpZsSAbikSzDOjuf865/ICRkMBiYOjyY9t4TYpHw+nBXDs7f0wN3lxD3RpGky56VRsvxzwIJDu0txjL7E1iWJiDRZBqMR58vuoKSsCFPSLkoWvIvL1c9g5xNs69JERM5KvXR09vX1pX///tx55528//77LF68mI0bN/Ldd9/x1FNPMXLkSCIjI+vkvSoqKnjggQdYu3YtgYGBfPvttwQFBZ30mCuuuAKA9evX1zrb4ccffwSqGmK7uf39ZJa7uzsDBgwAYObMmccdFx8fz7p16wAYNmzY2V2QiIhII7Ji6xFKyioJ8nOlW9sTB/pSd0b0bYEB2Hogk8T0wnM+35GMQnbH52AwwKDuIedeoMgpONjbcf+Yzvh5OpGWU8Jnv+6kspE0vpO6YSktpGTxR1BejLFZS5z63WTrkkREmjyDnQMulz+AMSASS1khJfPfwpyXZuuyRETOSr2EDrVxd3enV69eTJw4kbfeeov58+ezZcuWczqnyWTi0Ucf5c8//yQgIIBvv/2WsLCwUx7XoUMHLrvsMkwmEw8//DDp6ekAWCwWfvzxR3777TeMRiP33HPPccfee++9GAwGfvvtN3788UcsFgsA6enpPPLII5jNZoYMGUJ0dPQ5XZuIiIitlVWYWLyx6gn5EX1bqA9AAwnyc6Nnu2YAzFsbf87nW7qpaqZKtzYB+Hu5nPP5RE6Hl5sj/x7bBSdHO/YczuH7JfutvzdL02YpLaR4/luYc45gcPHEZej9GOw0k0VEpC4YHJxxGf4IRp9gLEU5FM99A3N+uq3LEhE5YwZLE/7tf+7cuTz66KMAhISEEBgYeMJ9n3/+edq3b2/9ODs7m/HjxxMfH4+joyOtWrUiJyeHlJQUDAYDzz77LDfffHOt55oyZQqvv/46FouFoKAgfHx8OHjwIOXl5URGRvLDDz/g63tua16bTGays4vO6Rx1yd7eiI+PGzk5RU2uW7pceDRepalprGN2yaZEpi89gL+XM6/d1Qc7Y4M9q3DBS0wv5IVvNmAAXr6j91mviV9QXM5jn66hotLMUzd1o02Y9znX1ljHqzRO2w5k8tHsGCzA+CGtGdrj1A8I1TWN2bpjDRwyD2Nw9sBl5JPY+YbauqzzisarNDUas/XDXJxHydw3MOcmY3DzxfWqpzF6atbxudJ4laamMY5ZX1837OxOfW+gSS/qW15ebv13UlISSUlJJ9y3oKCgxse+vr7Mnj2bSZMmsXDhQg4ePIirqysXX3wxt912G3369DnhuSZOnEjbtm355ptviImJISsri+DgYIYNG8add95ZY0kmERGRpqjSZGbh+gQAhvdpocChgYU1c+ei1v5sPZDJvLWHuX1k+1MfVIs/tyVTUVnVBLx1qFcdVylyal1b+3PdZa2YueIgM5YdoLmvK52i/GxdlpwFS1mRAgcRkQZidPXCZeQTlMx5HXNeKsVzX8f1qqcweih4EJGmoUnPdDifaaaDyNnTeJWmpjGO2ZXbk5myYC9e7o68eXdfHOztbF3SBScuJZ+Xvt2E0WDg1bv60Mz7zJZGqjSZeeKzNeQWlnP7yHb063jynlenqzGOV2ncLBYLk+fvZdWOFFyc7Hjm5h6E+DfcQzoas+fOUlZE8bw3FTg0AI1XaWo0ZuuXuTiX4jmvY8lLxeDhj+vIpzB6+Nu6rCZL41WamsY4Zk93poMeWxQREZEaTGYz89ceBmBYr3AFDjYSGeRJxyhfzBaL9etxJjbtSye3sBxPN0d6Rp94CUqR+mYwGLhlWFvahHpRUmbi/ZnbScsptnVZcpqqAgfNcBARsQWjqzeuI5/E4BmIpSCzqsdDYZatyxIROSWFDiIiIlLDxr3ppOeW4O7iwKVdQ2xdzgXtqn4RAKzekUJ2fukZHVvdQHrQRSE42OtXPrEtezsj943pRDMfF7LyS3lt2hYS0gpOfaDY1N+BQ7wCBxERGzG6+RwNHpphKcigeM7rmAuzbV2WiMhJ6S9QERERsTJbLMw7+lT90B6hODlqloMttQ71JjrcG5PZwoKjPTZOR2xSHoeS87G3M3DJRQqOpHHwcHXk6Zu6EdbMnfyict74YQv7EnJsXZacQFUPh7ePCRyeUOAgImIjRnffquDBI6AqeJj7OuYi/QwVkcZLoYOIiIhYbT+QSVJGEc6OdgzqrptLjUH1bIeV25PJKyw7rWOWbEoEoHf7QLzcHOurNJEz5uXuxJM3XmRdaundmdvZdiDT1mXJP1gDh4y4YwKHMFuXJSJyQTO6++F61VNVwUN+uoIHEWnUFDqIiIgIUNXsde7aeAAGdQvFzdnBtgUJANEtfGgZ4klFpZlFGxJPuX92fimb9mYAMLSHbhJK4+Pq7MAjN3Slayt/KirNfPzzDlbvSLF1WXLUcYHDCAUOIiKNhdHd7+iMB38seWlVPR6Kc21dlojIcRQ6iIiICAC743OISynA0d7I5T11g6mxMBgMXNUvEoAVW5MoKC4/6f4rtiZhtlhoG+ZNeKBHQ5QocsYcHey4b0xH+ndsjtli4et5e1h4BkuISf2oETg4uVcFDn76eSAi0pgYPfyrggd3Pyx5qZQoeBCRRkihg4iIiAAw7+gsh4u7BOOpJXkalU5RvrRo7kFZhcm6dFJtyipM/LE1CYAhmuUgjZyd0citI9pxRa+qsTpzxUFm/RGLxWKxcWUXpuMCh5FPKnAQEWmkjB4BVcGDmy/m3BRK5r6JuTjP1mWJiFgpdBAREREOHsljb0IudkYDw3qH27oc+Yeq2Q4RACzbfITi0opa91u3K5Wi0kr8vZy5qLV/A1YocnaMBgPXX9aKsZe2BGD+usN8u3AvJrPZxpVdWBQ4iIg0PUbPZlU9Htx8MecmUzLvTcwl+bYuS0QEUOggIiIiYO3l0K9jc3w9nW1bjNSqa2t/QgLcKCkzsXTzkeO2WywWlm6qen1w91CMRkNDlyhyVgwGA1f2acHE4dEYDLByewqf/bqLikqTrUu7IFQFDu8cEzhoSSURkabC6NmsasaDqzfmnKSqGQ8KHkSkEVDoICIicoE7nFpATGwWBgNc2beFrcuREzAaDIzsGwHAko2JlJRV1ti++3AOSZlFODnaMbBzsA0qFDk3F3cJ5t5RHbG3M7Blfwbvzdx+3DiXumUpLz4aOBw6JnDQbDcRkabE6BVYNePB1RtzzhFK5r2FubTA1mWJyAVOoYOIiMgFrrqXQ692gQT6uNq2GDmpntHNCPR1pai0kj+2JdXYtmRjVa+HAR2DcHW2t0V5Iuese9tmPHxdF5wc7dibkMubP2wlv+jkzdPl7FjKiyme9zbmjEPg5KbAQUSkCTN6Na+a8eDihTk7kZJ5b2IpLbR1WSJyAVPoICIicgFLySpi874MAEZolkOjZzQaGHn067RofQJlFVXLz6RlFxMTmwXAkB6hNqtPpC60i/DlyRsvwt3FgcNpBbz2/RYy80psXdZ55Z+Bg+vIJxU4iIg0cUbvIFyuehKDiyfmrESKFTyIiA0pdBAREbmAzV97GAtwUWt/QgPcbV2OnIbe7QPx93Imv7iClduTAay9HDq39CPQV7NVpOmLaO7JMzd3x8/TibTsYl6btoWkDN04qQtVSyodEziM0AwHEZHzhZ13MC4jq4OHBIrnv4WlrMjWZYnIBUihg4iIyAUqM7eEtbvSABhxtFeANH72dkZr742F6xPILypn1Y4UAIb2VPNXOX8093Xl6QndCfZ3I6egjNe/30JsUp6ty2rSrIFD+jGBg79muYmInE/sfEJwGfEkBmcPzJmHKZ6n4EFEGp5CBxERkQvUgvUJmC0W2kf4EBXsaety5Az07xiEj4cTOQVlvPfTdsoqTIT4u9G+hY+tSxOpU76ezjx1UzdaBntSVFrJWzO2svNQlq3LapKsTaMVOIiInPfsfENwGfnE0eAhnuL5b2MpL7Z1WSJyAVHoICIicgHKLSzjr5iqp+NHapZDk+Ngb2RY76rlUA6nFgBVvRwMBoMtyxKpF+4uDjw27iI6RvpSXmHmg1kxrN+dZuuymhRLecnRwCFWgYOIyAXCzjcMlxFPYHByx5wRdzR4UI8kEWkYCh1EREQuQIs3JFJpMtMqxIu24d62LkfOwiVdgvF0dQDAzdmePh2a27gikfrj5GjHv8d2ple7ZpjMFr78fRfLtxyxdVlNQlXg8LYCBxGRC5CdXxguIx4HJzfM6YcoXvCOggcRaRAKHURERC4whSUVrNiaBMDIfi30dHwT5ehgxzUDIgEY1jscJwc7G1ckUr/s7YzceXUHBnULwQJMW7yf31bFYbFYbF1ao6XAQURE7Pxb4DriiargIe2gggcRaRAKHURERC4gMbFZvPTtRsoqTIQ3c6dTlJ+tS5JzcFm3UN6+tx9X9tFNRLkwGA0Gbhraxhq4/bYqjh+WHMCs4OE4lvISihccu6TS4wocREQuUFXBw+Pg6Io57SAlC9/DUlFq67JE5Dym0EFEROQCkJ1fyie/7OD9n7aTkVuKj4cTtwyL1iyH84Cvp7O+jnJBMRgMXDMgkpuGtsEALNtyhElzdlNpMtu6tEbDGjikHTwmcIiwdVkiImJDdv4RR4MHF0yp+ylZ8K6CBxGpNwodREREzmOVJjML1yfw7KT1bN6XgdFg4PKeYbx8e2+igj1tXZ6IyFkb3D2UO65uj53RwPrdaXw4K4aycpOty7I5BQ4iInIidgGRuF75ODgcDR4WvoeloszWZYnIeUihg4iIyHnqwJFc/jdlIzNXHKSswkSrEC9euLUn4wa3xsXJ3tbliYicsz7tm/PvsZ1xdDCyMy6bt2dspbCkwtZl2UyNwMHRVYGDiIgcx65ZFK4jHgMHZ0wp+yhZ9D6WSgUPIlK3FDqIiIicZwqKy/lm3h5em7aFIxlFuLs4cOvwaJ6a0I2wZu62Lk9EpE51ivLjsXEX4eZsT2xyPm98v4Wcggvv5snxgcMTChxERKRWds1a4nrl0eAheQ8liz7AUllu67JE5Dyi0EFEROQ8YbZY+HNbEs98uY5VO1IAuLhLEK/e2YeBXYIxat1/ETlPtQrx4qmbuuHt7khSZhGvTt1ManaxrctqMLUGDgERti5LREQaMbvAVrgMf7QqeEjareBBROqUQgcREZHzQEJaAa9N3cy3C/dRVFpJaIA7z0zozsTh7XB3cbB1eSIi9S7k6Pe9QB8XsvJLeW3aZuJT821dVr2zlJdQsuDdmksqKXAQEZHTYN+8NS7DHwF7J0xJuyhZ/KGCBxGpEwodREREmrCSskqmLz3Af6dsJDY5HydHO8YNasULt/agVaiXrcsTEWlQ/t4uPD2hOy0CPSgoruDNH7ayOz7b1mXVm+rAwZR24JjAIdLWZYmISBNi37zN0eDBEdORnZQs+UjBg4icM4UOIiIiTZDFYmHDnjSenbSOJZsSsVigR3QzXr2jD5f3CsfOqB/xInJh8nRz5IkbLyI63JvSchNvT9/K2h3Jti6rzlnKSyhZ+N7RwMFFgYOIiJw1+6C2uAx7GOwcMSXuoGTJx1hMFbYuS0SaMN2REBERaWLSsot5d+Z2Pv9tF7mF5TTzduHh67tw76iO+Hg42bo8ERGbc3Gy5+Hru9CtTQCVJguvf7uRP7cm2bqsOmMNHFL3Hw0cnlDgICIi58Q+uB0uwx46GjzEKHgQkXOi0EFERKSJqKg08etfh3j+6w3sisvG3s7INQMieen2XnSK8rN1eSIijYqDvR33jOrAJV2DMVvg63l7mL/uMBaLxdalnRNLRWnNwOFKzXAQEZG6YR/S/mjw4IApYTulSz/FYqq0dVki0gQpdBAREWkCdhzK4vmvNvD76ngqTWY6RPry0m29uGZAJA72drYuT0SkUbIzGvnXiHaMHdQagFl/xDJzxcEmGzxYKkqrejgcGzg0i7J1WSIich6xD2mPyxUPgp09lYe3UrrsUyxmBQ8icmbsbV2AiIiInFhOQRnTl+5n074MALzdHRk/pA092gZgMBhsXJ2ISONnMBj4vxHtcTDC9KUHWLQhkcLiCiZeGd2k+t8ocBARkYZiH9oRl8sfpGTxB1TGb6F06Wc4D7kHg1G3EUXk9Oi7hYiISCNkMptZuukIv66Ko6zchNFgYEiPUK4ZEImLk358i4icqeF9WuDqZM/k+XtZvTOVotJK7r6mA44OjX+2WI0llRwUOIiISP2zD+uEy+X/pmTRh1TGb6Z02ec4D75bwYOInJam82iPiIjIBeLAkVz+O3kTPy4/SFm5iZYhnvxnYg/GDW6twEFE5Bz07xTEfWM64mBvZNvBTN6duZ3i0sa9ZIQ1cEjZVxU4jFDgICIiDcM+rDMulz8ARnsq4zZRuvxLLGaTrcsSkSZAoYOIiEgjUVBczjfz9/DatC0cySjEzdmeicOjeXpCd8IDPWxdnojIeeGi1gE8cn0XXJzs2J+Yyxs/bCGvsMzWZdXKUlGmwEFERGzKPrwLLkPvB6MdlYc2ULpCwYOInJpCBxERERszWywsXn+YJz5by6qYFAAGdA7i1Tv7cHGXYIzq3SAiUqfahvvw5I3d8HRzJDG9kNembSE9t8TWZdVQFTi8e0zg8JgCBxERsQn7Fl1xGXI0eIhdT+kfk7CYzbYuS0QaMYUOIiIiNpSYXsgr327io5nbKCqpIDTAjacndONfV7bDw9XR1uWJiJy3wgM9eGZCN/y9nEnPLeG1qZtJTC+0dVnAiQKHlrYuS0RELmD2ERfhPOReMNhReXCdggcROSmFDiIiIjZQUlbJjGUH+O/kjRw4koezox3jh7TmPxN70jrU29bliYhcEJr5uPLMzd0JDXAjr6icN77fwv7EXJvWdFzgcOWjChxERKRRcIjojvOQe8BgpPLgWkr//FrBg4jUSqGDiIhIA7JYLGzcm86zk9axeGMiZouFnu2a8dmTgxnepwX2dvrRLCLSkLzdnXjypm60CvWiuKySd3/cxvaDmTap5bgeDlc+il1gK5vUIiIiUhuHyB44Dz4aPBxYTenKb7BYFDyISE26syEiItJA0nKKeW/mdj77dSe5heUEeDvz0HVdeODazvh7u9i6PBGRC5abswOP3tCVzi39KK8089HsHazdmdqgNfwdOOwFB2cFDiIi0mg5RPXEedDdVcHD/lWUrZys4EFEarC3dQEiIiLnu4pKE/PXJTBv7WEqTWbs7Qxc2acFV/ZpgaODna3LExERwMnBjvvHdGLy/D2s3ZXGpLm7KSypYGjPsHp/b0tFGSWL3j8mcHhMgYOIiDRqDi17gcVM6YovqNj3FxgMOA2ciMGg55tFRKGDiIhIvdoZl8W0xftJzykBoH2EDxMub0tzX1cbVyYiIv9kb2fktpHtcXdxZMmmRKYvO0BBSTmjB0ZhMBjq5T0tlUcDh+Q9ChxERKRJcWjVB7BQuuJLKvauBIMRpwG3KHgQEYUOIiIi9SGnoIwZyw6wcW86AF7ujowf3Jqe0c3q7caViIicO6PBwLjBrfBwdeDnlYeYu+YwhcUVTLi8LUZj3X7/tlSWUbJQgYOIiDRdDq36gsVC6YpJVOz5oyp46H+z/uYRucApdBAREalDJrOZZZuO8MuqOMrKTRgMMLh7KKMHRuHipB+7IiJNgcFgYGS/CNxdHJi6aB9/bEumsKSCO67qgIN93Ty9qcBBRETOFw6t+1UttfTH11TsXg4YcOo/QcGDyAVMdz9ERETqyMGkPKYu2kdieiEALYM9ufmKtoQHeti4MhERORuXXhSCu4sDX87ZxaZ9GRSVbuf+MZ3OOUQ+LnAYrqbRIiLStDm0GVA14+HPb6jYvQyMRpz63qjgQeQCpdBBRETkHBWWVDDrj4Os3J4CgJuzPWMvbcnALsEY9Uu2iEiT1iO6GS7O9nw8ewd7Dufw9oytPHRdFzxcHc/qfLUGDs1b13HVIiIiDc+h7UAsFjNlKydTsXMJgIIHkQuUOruIiIicJbPFwl/bk3nmy3XWwKF/p+a8cmcfLukaosBBROQ80SHClyduvAh3FwfiUgp4bdoWsvJKz/g8VU2jP1DgICIi5y3H6EtwGjgRgIqdSyhbNwOLxWLbokSkwSl0EBEROQuJ6YW8/v0WJi/YS2FJBSEBbjx1UzduG9Eez7N8+lVERBqvyCBPnp7QDV9PJ1Kzi3l12maSM4tO+3hr4JC0W4GDiIic1xzbXYrTgP8DoGLHIsrW/6jgQeQCo+WVztK6deuYPHky27dvp7i4mODgYIYNG8add96Jq6urrcsTEZF6UlJWyW+r4li66QhmiwUnBzuuGRDJkB6h2NspyxcROZ8F+bnxzITuvPPjNlKyinn9+y08dF0XooI9T3pcVeDwoTVwcFHgICIi5znH9pcBFspWfUdFzEIMBiOOva7TUksiFwjdHTkLU6dOZeLEifzxxx84OTnRsmVLkpKS+Oyzzxg7diy5ubm2LlFEROqYxWJh0950nvtqPYs3JmK2WOjeJoBX7ujNsN7hChxERC4Qvp7OPHVTNyKDPCksqeCt6VvZFZd9wv0tleVHA4dd1sDBXoGDiIhcABzbD8Kp/wQAyrfPp3zjbM14ELlA6A7JGdq5cyevvvoqAP/73//4448/+OWXX1i6dCkdOnQgNjaW559/3sZViohIXUrPKea9n7bz6a87ySkow9/LmYeu68x9Yzrh6+ls6/JERKSBebg68vj4rnSI8KGswsT7P21n49704/arChw+OCZweESBg4iIXFAcOwzBqd9NAJRvm0v5pp8VPIhcABQ6nKFPP/0Us9nMNddcww033GCdFhYYGMi7776L0Whk8eLF7N2718aViojIuaqoNPP7qjie+2oDOw9lY29n4Kp+Ebx8e286t/S3dXkiImJDzo72/HtsF3pEN8NktvD5rztZsTXJur1G4GDvdDRwaGPDikVERGzDseNQnPqOB6B86xzKN/9q24JEpN6pp8MZKCoq4q+//gLg+uuvP257REQEffr0Yc2aNSxcuJDo6OiGLlFEROrIrrhspi3eR1pOCQDtWvgw4fI2BPm52bgyERFpLBzsjdx9dQemuTjwx9Ykpi7aR2FxOSN6BVO6+MO/A4crH1XgICIiFzTHTleAxULZuhmUb/kNDEacul9j67JEpJ4odDgDe/bsoby8HEdHRzp37lzrPt27d2fNmjVs3769gas7/2QcSaA498Tr44qciNFoIN3ViaLiMsxmTduUM2M2W9i8L4Pdh3NwATq62zOkRxjtI9wxVKZgSquHN7UzUFrkQmVBCSaTxqw0chqvci7+sZzCyT76574nfv3k+1nsjJTkOVNx7JitcY6TjOOT7XfMh+OjzUSYKtiwJ419647QPjaOZqVxmO0cye15FxWmQEjKO/H7iBxlZ2fAM6+MfH2PlSZCY1bOiF9fXKOL8dj7O+WbfyE7r4jyZu0b7O11r0DOicFAcOt2ODg62rqSJkGhwxmIi4sDIDg4GAcHh1r3CQ8Pr7HvubC3bzyrX9kdbZBq10CNUuNjtuG16l20UrqcC29bFyBN1hXAFZ7HvBADJTH1+54F9Xt6kTql8SpNTWEDvMdFwEUeRz8ohTKLPZ/nXMahebnA5gaoQEREpCnwZrBzN6523YL7wcVwcLENKhA5O/s2taHrbc812Ps19P3YuqTQ4Qzk5VU9neTl5XXCfaq3Ve97toxGAz4+jW8JD09PlwZ5n8pWkRxYG4STqahB3k9E5Fh2RgMero44NKLwV0TkvHG0J1rtm47dZqj1n//44MTnO8G5jt/9RO95Ouc9/twFxRWk5Jv5kx4UezWnee1nERERuWDtohfOFle6sxMjZluXI3JaLBhwiuhsk/u1DXU/ti4pdDgDZWVlACec5QDgeHSKTfW+Z8tstpCfX3xO56hLdnZGPD1dyM8vwWSq/x8I9q5etLvrjXp/Hzk/NfR4FTlXGrPSlGi8SlPT0GPWFQgEutb7O8n5SN9jpanRmJWz16/B31HjVepCTk7DPSDdGMesp6fLac28UOhwBpycnACoqKg44T7l5eU19j0XlZWNYzAdy2QyN8q6RGqj8SpNjcasNCUar9LUaMxKU6LxKk2Nxqw0JRqv0tQ0xTGrdSPOwOksnXQ6SzCJiIiIiIiIiIiIiJyPFDqcgYiICACSk5NPONshISGhxr4iIiIiIiIiIiIiIhcKhQ5noF27djg4OFBeXk5MTEyt+2zevBmArl27NmBlIiIiIiIiIiIiIiK2p9DhDLi7uzNgwAAAZs6cedz2+Ph41q1bB8CwYcMatDYREREREREREREREVtT6HCG7r33XgwGA7/99hs//vgjFosFgPT0dB555BHMZjNDhgwhOjraxpWKiIiIiIiIiIiIiDQshQ5nqHPnzjz11FMA/Oc//+Gyyy5j9OjRDB48mF27dhEZGclLL71k4ypFRERERERERERERBqeva0LaIomTpxI27Zt+eabb4iJiSErK4vg4GCGDRvGnXfeiZubm61LFBERERERERERERFpcAZL9fpA0qhYLBbM5sb1pbGzM2IymW1dhshp0XiVpkZjVpoSjVdpajRmpSnReJWmRmNWmhKNV2lqGtuYNRoNGAyGU+6n0EFEREREREREREREROqEejqIiIiIiIiIiIiIiEidUOggIiIiIiIiIiIiIiJ1QqGDiIiIiIiIiIiIiIjUCYUOIiIiIiIiIiIiIiJSJxQ6iIiIiIiIiIiIiIhInVDoICIiIiIiIiIiIiIidUKhg4iIiIiIiIiIiIiI1AmFDiIiIiIiIiIiIiIiUicUOoiIiIiIiIiIiIiISJ1Q6CAiIiIiIiIiIiIiInVCoYOIiIiIiIiIiIiIiNQJhQ4iIiIiIiIiIiIiIlInFDqIiIiIiIiIiIiIiEidUOggIiIiIiIiIiIiIiJ1QqGDiIiIiIiIiIiIiIjUCYUOIiIiIiIiIiIiIiJSJxQ6iIiIiIiIiIiIiIhInVDoICIiIiIiIiIiIiIidUKhg4iIiIiIiIiIiIiI1AmFDiIiIiIiIiIiIiIiUicUOoiIiIiIiIiIiIiISJ1Q6CAiIiIiIiIiIiIiInVCoYOIiIiIiIiIiIiIiNQJhQ4iIiIiIiIiIiIiIlInFDqIiIiIiIiIiIiIiEidUOggIiIiIiIiIiIiIiJ1QqGDiIiIiIiIiIiIiIjUCYUOIiIiIiIiIiIiIiJSJxQ6iIiIiIiIiIiIiIhInVDoICIiIiIiIiIiIiIidUKhg4iIiIiIiIiIiIiI1AmFDiIiIiIiIiIiIiIiUifsbV2AiIiIiIjIhWjQoEEkJSXx2muvMWbMmOO25+bm8vHHH/PHH3+QmppKRUUFABs3bsTT0xOA5ORkPvroI9auXUtmZiYVFRV4eHiwadOmBr0WEREREZFqCh1EREREROrARx99xMcff3za++/bt68eqzm19evXs2HDBkJCQmq94X26TnTdjo6O+Pj40L59e66++mqGDx+OwWA44XlMJhPz5s1j6dKl7Ny5k+zsbAwGA/7+/nTt2pUrrriCIUOGnFFt1113HTExMQC89NJLXH/99Wd2cf9w5MgRBg8efNzrjo6OuLu74+PjQ9u2bencuTNXXnklgYGBZ/1eJpOJiRMnsmfPHgBcXV3x8vICwGismrBeUFDA+PHjSU1NBcDDwwMvLy/c3d3P+n1FRERERM6VQgcRERERkTrm7+9v6xJOacOGDXz88cf06tXrnEKHYx173QUFBaSlpZGWlsaKFSv45Zdf+OSTT3B0dDzuuN27d/Poo49y6NAh62uurq5YLBYSEhJISEjg999/p3Pnzrz33nuEhoaespb9+/dbAweA2bNnn3PocCx3d3ecnZ2BqoCgoKCA7OxsYmNjmT9/Pm+99RbDhw/n2WefxdfXt9ZzhIWF4ejoiIeHx3HbVq9ezZ49e3BwcGDKlCn06NHjuH3mzp1LamoqXl5eTJ8+nZYtW9bZ9YmIiIiInC2FDiIiIiIidWz16tW2LsEmjr1us9lMbGwsr732GqtXr2blypW89957PPnkkzWO2bhxI3feeSfFxcV4eXlxzz33MHLkSAICAgBISkril19+4auvviImJobrr7+eqVOnnvIG+6xZswAYM2YMixYtYtu2bRw8eJBWrVrVybU+++yzx4U16enpbNu2jZ9++omVK1cyd+5cNmzYwPTp02sNSr799tsTnn///v0AtGnTptbA4dh9+vTpo8BBRERERBoNNZIWEREREZE6ZzQaad26NZ999hktWrQA4Mcff6SystK6T1ZWFg8//DDFxcU0b96cWbNmceutt1oDB4CQkBDuv/9+pk6diqenJ1lZWTz44IOUlZWd8L3Ly8v5/fffARg3bhxXXHEF8HcQUV+aNWvG5ZdfzqRJk3jvvfdwcHAgPT2du+66q8Z1n47S0lIA3NzcTrmPq6vr2RctIiIiIlLHNNNBRERERKQRyMjIYOHChaxZs4b4+HjS09OpqKggMDCQXr16MXHiRFq3bn3C4//66y9+/PFHYmJiyM7OtvZUaNGiBf379+faa6/F29v7uL4EGzZsoG3btjXOdaLGxmfDycmJYcOG8cUXX1BUVMShQ4do06YNAJMmTSIjIwOAN998k/Dw8BOep1OnTjz77LM8+eSTHDhwgFmzZnHTTTfVuu+yZcvIyckhMjKSLl26UFpays8//8zvv//Oo48+ioODQ51c28lceeWVpKSk8Oabb3Lw4EF++eUXrrvuuhr71NZI+qmnnuKXX36x7vPPr8/999/Phg0b2LBhg/W1X375pcYx1ef7+eefefrppwkJCWH58uW11nnseFi2bNlxMzJiY2OZMmUKGzZsIDU1FbPZjK+vL4GBgfTp04drrrmm1lkWZrOZuXPnMmfOHHbt2kV+fj7u7u60b9+eMWPGMGLEiJP2+BARERGRpkuhg4iIiIhII/DOO+9Ybxzb29vj7u5OaWlpjZ4Gb7/9tvWp/WN9/PHHfPTRR9aPXVxcsFgsHDlyhCNHjrB69Wo6duxI7969sbOzw9/fn+LiYoqLi3FwcLA2KK5W3augrhzbULmwsBCAiooKfvrpJwB69epF7969T3mea665hk8++YSEhAS+//77E4YO1TMaRo0aZT1/SEgISUlJrFixgssvv/xcLue0TZgwgUmTJpGTk8Ovv/56XOhQG3d395N+faobSvv7+1NQUEBZWRlOTk41+kLU1ddv9erV3H333ZSXlwPg4OCAi4sLqamppKamsn37dhwcHHjggQdqHJebm8v999/Pxo0bra95eHiQk5PD6tWrWb16NfPmzeODDz6otceHiIiIiDRtCh1ERERERBqB8PBwnnjiCQYOHEhUVBT29vbWvghffPEFc+bM4amnnqJr1641buInJSXxySefAHDrrbdy6623WrcXFBSwb98+5s2bZ12mJygoiNWrV/PRRx/x8ccfc9FFFzF16tR6vbakpCTrv6tvoO/cudMaQNQWpNTGYDAwZMgQvvnmG2JjY8nMzDyuaXdKSgpr1qzBYDBw9dVXW4+75ppr+PTTT5k1a1aDhQ5OTk706dOHBQsWsH37dmtAcDLPPfcczz333Gl9fapnRVx55ZW8/vrrdV7/iy++SHl5OQMGDODJJ5+0zlApKysjISGBRYsWERwcXOMYk8nEAw88wMaNG2nXrh0PPvggffr0wcXFheLiYhYvXsybb77J8uXLefvtt3nmmWfqvG4RERERsS2FDiIiIiIidax///4n3T58+HCee+65Gq/de++9x+1X3Rfh7bffpqCggD/++IPZs2fX2Hf79u2YzWYiIiJ46qmnahzv4eFBjx49TtiIuCEUFhYyZ84cALy9vYmMjATg4MGD1n3atWt32ueLjo62/vvAgQPHhQ6zZ8/GbDbTp0+fGjfER40axaeffsqqVatIS0urEdzUp+joaBYsWEBFRQWpqanW/haNXVZWFgkJCUDVck3NmjWzbnNycqJ169a1Lvc1Z84cNmzYQFRUFFOnTq0xA8PV1ZVRo0bRqlUrxo4dyw8//MBdd92Fn59f/V+QiIiIiDQYNZIWEREREaljmZmZJ/2v+gn/M3HJJZcAsHnz5hqve3p6AlBUVERxcfG5F19H8vPzWbt2Lbfccgvp6ekA3HzzzRiNVX+C5OTkWPf19vY+7fP6+PhY/33sOQAsFgs///wz8PfSStVatGjBRRddhMlkqtH/oL4duzRSXl5eg73vuXJzc7N+rar7bpyO2bNnAzB+/PgagcOxOnbsSOvWramoqGD9+vXnXqyIiIiINCqa6SAiIiIiUsf27dt3Vsft3buXGTNmsHnzZpKSkiguLsZisdTYJy0trcbHnTt3xsfHh4yMDK6//nrGjRtH3759iYqKavBGvf9sSH2sq6++mnvuuade33/dunUkJSXh6upa6xJKo0ePZuvWrfz888/cfffd9VpLU+fs7Ezfvn1ZvXo1t99+O+PGjePSSy+lXbt2J+zDYDKZ2LZtG1DVZ+SLL7444fmrA5hjl94SERERkfODQgcRERERkUZg2rRpvPLKK5jNZqCqD4GHh4f1Bm9paSmFhYXHzWbw9PTk3Xff5dFHH+XAgQO89NJLwN9LKw0fPpwrr7wSBweHer+GY5c6cnR0xMfHh3bt2nHVVVfRp0+fGvseO2MhNzf3tN/j2NkNx54D/m4gPWTIEGsPi2MNHz6cV155hcOHD7NhwwZ69ep12u97to6d3XAmMzoag5dffpl77rmHvXv38umnn/Lpp5/i4OBAp06dGDx4MGPHjq1xTXl5edam06c7q6O0tLQ+ShcRERERG1LoICIiIiJiY7Gxsbz66quYzWaGDRvGbbfdRnR0dI0nyn/66afj+kBU69evH8uWLWPx4sWsW7eOrVu3Eh8fz4oVK1ixYgWTJk3i66+/rvc+BqtXrz7tfVu2bGn99+7du+nevftpHbdnzx7rv1u1amX9d15eHkuWLAHg999/5/fffz/peWbNmtUgocPevXuBqhCmofpI1JXg4GB++eUXVq9ezZ9//smWLVvYt28fW7ZsYcuWLXz55Zd88MEH9O3bF6ia6VBt0qRJXHzxxbYqXURERERsSD0dRERERERsbOHChZhMJlq2bMl7771H586dj1vCJjMz86TnqG7S+/rrr7No0SJWrlzJY489hpOTU40ZEI1Fp06drLMRFi9efFrHWCwWli5dClSFFgEBAdZtc+bMoays7LTff9GiRWfVW+NMlJWVsW7dOgC6du2Kk5NTvb7fP9nZ2VnrOJFTfQ6MRiMDBw7kueee4+eff2b9+vW8/fbbBAcHk5eXx2OPPWad3eDt7Y29fdVzbcnJyXV0FSIiIiLS1Ch0EBERERGxsdTUVACio6OtzXv/ac2aNWd0zsDAQO644w5uvfVW4PhZCNX9Hv7ZM6KhODg4cN111wGwYcOG02oo/Ntvv5GYmAjAjTfeWGNb9dJKt9xyi/VJ/Nr+27x5M76+vpSWljJ37tw6vqqapk2bZl0OavTo0fX6XrWpbmKdlZVlDQb+afv27Wd0Tnd3d6666ipeeeUVoCoM279/P4B16SWAFStWnG3ZIiIiItLEKXQQEREREbExd3d3APbv319rCPDnn3+yYcOGWo890c3kas7OzgDHhRnV75mfn3/G9daVO+64Az8/PwCeeOIJEhISTrjvzp07rTe6W7ZsydixY63bdu3aZV12aeTIkbi5uZ3wP3d3d4YOHQr8HVTUh/nz5/Pee+8B0KZNG66++up6e68TiY6OBqqCpeqlp45VWlrKlClTaj32VOPq2Fkbx46tG264Aagas3/++edJz3EmvTxEREREpOlQ6CAiIiIiYmPVa98fOHCA//73v9abscXFxcyYMYMHH3zwhE2Iv/zyS26//XZ+/fVX64wJqLppPH/+fL7++msALr300hrHtWnTBoCDBw+yZcuWur2g0+Tv7897772Hi4sLqampjB07lilTptRYSiolJYVPPvmECRMmkJ+fj4+PDx9++KE1TIG/w4OQkBC6dOlyyvcdPnw4ADt27LA+pV8XMjIyWLx4MXfeeScPP/wwFRUVBAYG8vnnn1uXHWpIzZs3t/bKeO2111izZo2178LOnTuZOHEi2dnZtR67detWrrrqKqZMmUJsbKy1wbnFYmHLli28+OKL1vdo27at9birr76afv36YbFYuO+++/j0009JS0uzbi8uLmbdunX897//ZciQIfVx2SIiIiJiY2okLSIiIiJSx/r373/KfT766CO6desGQN++fRkxYgTz5s1j+vTpTJ8+HU9PT4qKijCZTHTo0IExY8bU2pfBYrHw119/8ddffwFVMxucnZ3Jy8uzzppo2bIlTz31VI3jevXqRWRkJHFxcYwfPx4vLy/r7IcnnniCYcOGndPn4HT17t2bqVOn8thjjxEfH89rr73Ga6+9hpubGxaLheLiYuu+HTt25L333iM8PNz6WllZmXWZpCuuuOK03rNXr174+fmRlZXFrFmzeOaZZ8647ldeeYV33nkHALPZTEFBARUVFdbtdnZ2jBw5kmeeeeaEgVFDeP7555kwYQIZGRnceuutODk5YWdnR3FxMf7+/rz55pvceeedtR67f/9+69fDwcEBNzc3CgsLqaysBKpmy7zzzjvW3hFQdd0fffQRjz32GCtWrOCDDz7ggw8+wN3dHaPRSEFBgXVc2iKIEREREZH6p9/yRERERETq2KmaPgM1blADvP3223Tp0oXZs2cTFxeHyWSiTZs2XHnllUycOPGE/Qeuv/56AgMDWb9+Pfv37yc9PZ3CwkK8vLxo1aoVl19+OePGjTuuibG9vT3ffvstH330EWvXriUtLY28vDyAGjf6G0KnTp2YN28ec+fOZdmyZezatYusrCyMRiNhYWF06dKFYcOGMWTIEGsvimqLFi2yLhFVPYPhVOzs7Bg6dCgzZszg999/57HHHjuucfepFBYWWpswOzg44O7ujq+vL23btqVLly4MHz6cwMDAMzpnfWjXrh0zZ87kk08+Yd26deTn5+Pv78/o0aO55557TthkulOnTrz//vusX7+emJgY0tPTyc3NxdHRkdatW9O/f39uueWWWq/R3d2dzz//nD///JNff/2Vbdu2kZmZicViITAwkFatWtG7d+/T/nqJiIiISNNisNiqc5yIiIiIiIiIiIiIiJxX1NNBRERERERERERERETqhEIHERERERERERERERGpEwodRERERERERERERESkTih0EBERERERERERERGROqHQQURERERERERERERE6oRCBxERERERERERERERqRP2ti5AamexWDCbLbYuowaj0dDoahI5EY1XaWo0ZqUp0XiVpkZjVpoSjVdpajRmpSnReJWmprGNWaPRgMFgOOV+Ch0aKbPZQnZ2ka3LsLK3N+Lj40Z+fjGVlWZblyNyUhqv0tRozEpTovEqTY3GrDQlGq/S1GjMSlOi8SpNTWMcs76+btjZnTp00PJKIiIiIiIiIiIiIiJSJxQ6iIiIiIiIiIiIiIhInVDoICIiIiIiIiIiIiIidUKhg4iIiIiIiIiIiIiI1AmFDiIiIiIiIiIiIiIiUicUOoiIiIiIiIiIiIiISJ1Q6CAiIiIiIiIiIiIiInVCoYOIiIiIiEgdKSkqJG7bJvIy0m1dioiIiIiITdjbugAREREREZGmzGw2k7grhrztywgu2oO/oRKARIs7uc4hWPyj8IqIJqhVNI5OTjauVkREzgcmkwmz2WTrMpoUs9lAaakd5eVlmEwWW5cjckr1OWaNRjvs7Ozq9JzHUuggIiIiIiJyFvIyMzm8dhEeKRvxJxdfAAMUWpxxpRRvQyHeZfsgaR8kLaBolZF4YwAlHi1wDG5FQKv2+DYPxmjUBHQRETk95eVlFBbmUl5eautSmqTMTCNms9nWZYictvocs46Ozri7e+PoWPcPxSh0EBEREREROU2VlRUc2riG8r0rCS0/RKSh6qmzcos9SW7ReHQaRItOXSktKiJ1/24KE/dhlxOHX3kKboZSgixpkJ8G+RtgL6RaXMh2DMbsF4lHeFuCWnfA2c3VxlcpIiKNUWVlBTk56djZ2ePl5Ye9vQNgsHVZTYqdnUGzHKRJqZ8xa6GysoKiogJyctLx82t+9PtJ3VHoICIiIiIicgpph+NI3bAE/+xtBBmKq140QIohkIqIfkT2HUxnd3fr/q4eHkR17w3dewNVSzBlJSWScXA3FakHcS1MJMCcgYehBI+KWEiNhdSllK43cMTgR5F7GPbNW+Hfsj0BYS00G0JERCgoyMVoNOLrG6ifC2fJ3t5IZaVmOkjTUV9j1sHBCScnV7KyUigszMXbO6BOz6/QQUREREREpBalRcUcWrccu7g1BJuTiQLr8knpPl1o1mMobaJanda5jEYjAWEtCAhrYX2trKSElAN7yD+8F2NWHD5lSXgaigkkEwoz4eBWOAgZFieyHIKo9InANawNQW064ubpWT8XLSIijZLFYqG8vBQ3Nw8FDiJSJ4xGI87ObhQXF2CxWDAY6m7mlEIHERERERGRo8xmM4l7dpC3bTlBhbsJM1RUvW4xcMQxAvvWA4jqNZAgR8dzfi8nFxciOneDzt2sr2WnppB+YBdlKQdwzk8gwJSGq6EM18p4yIiHjD+o3AxxBh8KXEMxNmuJb2Q7AiNbYWdff80ARUTEtkymSiwWMw4Odb/2uohcuBwdnSgqysNkqqzTJZYUOoiIiIiIyAUvPzuL+DWL8UjegD851qbQ2RZP8gJ7ENb3cjoENq/3OnybB+HbPAgYAkBFeTmpsfvJjd8LGbF4lRzBx1CAPzn4F+dA/A6I/5Wc5fZk2Den3KsFLiFtaN62I56+fvVer4iINAyLpWpNd81yEJG6VP09pfp7TF1R6CAiIiIiIhckU6WJQ5vXULZnJaFlB49pCm1Hkms0Hp0upUXn7rSw4Q0eB0dHwtp1JKxdR+tr+VmZpO7fRUnSfhzzDhNQmYqToZJQ0xHIPgLZq2EHHLZ4ku8SAgEt8Y6IpnnLNjjUwQwNERGxJTWOFpG6VD/fUxQ6iIiIiIjIBSUj8TDJ6xfjn7WN5oaiqhcNkGpoRll436qm0I24Z4Knnz+efS8BLgGqwpO0uINkx+3GnH4Ij+IjVbM1DPn4luZD4h5InEvBSjsy7JpR6hmOU1BrmrXucHRWhYiIiIhI3VHoICIiIiIi573SkmL2/7UMY9waQkxJ1qbQRRYn0ry6ENB9MK1bt7V1mWfFzt6O4NZtCT6m/qL8PFL276I4cT/2OfH4VSTjaign2JwCuSmQux72QJLFjRynYMx+UXi2aEtQ63Y4ubjY8GpEREREpKlT6CAiIiIiIucls9nM4V072b5tBc1yY45pCg1JDi0wth5IVK+BNHc6/5pyunl60apHP+jRD6j6XKQnxJMdu5uKtFjcCxPxt2ThaSjCs/wApByAlEWUrDWQYAyg2D0Mh+atCGjVHr+QMK0hLiIiIiKnTaGDiIiIiIicVwpyc4hfvQS3pHUEkI0ngAFyLB7kNOtOWJ/LaR8UbOsyG5TRaKR5RBTNI6Ksr5UUFZJ6YA8FCfswZsXhW56Mh6GE5pZ0KEiHgs1wANItzmQ5BmHyicQ9rC3N23bA1d3dhlcjIiIiIo2ZQgcREREREWnyTJUm4rauo2T3n4SWHiTCYAagwmIkxa0drh0uIbxLd8KNdjautPFwcXMnsmtP6NoTqJoNkZ2STMbBXZSnHMSlIIEAcwZuhlLcKuIgPQ7Sl1OxCQ4ZfCnwak2znkMJimpl4ysRERG5MMTFHWLSpM+IidlKXl4eFouFf//7Ea6//kZbl9Zo3H//nWzbtoUPP/ycbt16WF//+usvmDx5Erfeege33XbXccfNnz+H2bNncvhwHKWlpQAsWLACDw+P09ouNSl0EBERERGRJivzSCJJ6xfjl7mFwGOaQqcRQElYb1oPvJxLI0PIySmistJs22IbOaPRiH9IKP4hocAVAJSXlpJycB95h/diyDyEd2kS3oZCAsgmIG89LF3PPmMQpqgBtOw7SP0gRERE6klubi73338HeXl5eHt70759x6qf3f7NbF3aCaWkJDN//hw8PDwadTAyf/4cXn31vwCEh7fAy8sbADs7u9PaLsdT6CAiIiIiIk1KeWkpsev+gNjVhJoSrU2hiy2OpHp2wr/7EFq1aQeAvb16EZwLR2dnWnTsAh27WF/LSUsjbf8OTAfXElJ+qKo59cGfyDvwGylenQnoeTnBLdvYsGoREZHzz7Jli8jLyyM6uj2ffvoVjo6Oti7plFJSkpk8eRLNmwfZPHTw9vYmPLwF3t7ex22bPXsmAPfd9xDjx0844+1yPIUOIiIiIiLSJBzZt5usLUsJyt9JqKH879ftwqDVAFr2voRAZ2cbVnhh8AkMxCcwEAYOISctlbi1i/BJ24i3oZCo/E2wbBP7VzSnImIALfsPwtnF1dYli4iINHlxcXEAdOvWo0kEDo3NtdfewLXX3lDrtvj4QwD07dv/rLbL8RQ6iIiIiIhIo1WYl0vcmqW4Jq6jGZl4ARgg1+JOdkA3QnpfTruQUFuXecHyCWyOz6j/w1Q5gbit6yjd9QehZQcJMqfCoVkUxP7GPs9O+HcfSsjR2SciIiJy5srLywBwcnKycSXnn7Kyk39uT7VdjqfQQUREREREGhWT2UTc1o2U7PyDkNL91qbQlRYjR5xb49LhEiK79ibMXuvoNhZ29na06tkfevYnLyOduDWL8E7dgI+hgKiCLfDHFg78GUh5RD+i+g3Gxc3d1iWLiMh5bOzYq0hNTeHDDz/H3d2dyZO/YseObZSUlBAW1oKrrx7NqFHXYjQevwzjgQP7+OGHqWzbtoXc3BxcXV2Jju7A6NHXMmDAJcftbzKZWLt2FatWrWT37p1kZGRQVlaKn18APXr05Kab/o/Q0LCzvpbqBsjVJk+eZP24efMgZs2ac9w1e3h48t1337B9+1Zyc3O4//6HrMsbFRUV8uOPP/DnnytISkrEYDAQEhLGJZdcxg033Iirq9tJP5/NmgXy9ddfsHnzRgoLCwgKCmbEiKsZN25Cjc9ndUNngNTUFAYM6FHjnKtWbTrrz0liYgJfffU5mzdvoLi4hODgEIYPH8G4cSde+qi2RtLV11Xtuuuutv771lvvYMGCuSfdftttd1n7PQwfPpJnn32x1veufp+ffvqdoKBg6+tlZaX89NMMli9fSmJiAhUV5Xh5eREQEEi3bj0YO/YGgoODjjvfmjWr+P33n9m9exf5+Xl4enrRuXMXxo+/hQ4dOp76E9gAFDqIiIiIiEijkJWczJH1i/BN30ygobDqRQOk40dxaG8i+g2lk7ePbYuUU/IKaEbna27GZL7xaHi0nNDSgzQnDeJ+oejQHA54dMS32+WERre3dbkiInIe27kzhilTvsZoNNCiRSR5ebkcPLifd999g5iYbbzwwssYDAbr/gsXzuO11/6HyWTC3d2dli1bk5mZwfr1a1i/fg1jxlzHI488WeM9srIyeeqpRzEYDPj4+NK8eXNMJhOpqanMmfMry5Yt4d13P6Zjx05ndQ2Bgc3p1KkLR44kkpOTTbNmgQQGNgfAz8//uP23b9/K1KmTMRqNtGgRiaurK1B1jampqTz00L0cOZKA0WgkMjIKgEOHDnLw4H6WLFnI++9/SrNmgbXWcuDAPp5++lEqKyuJiIjC3t6ew4fj+fTTD0lNTanxuWnZshX5+XkcOhSLo6MjbdvWzYzHPXt28eCD91JcXISjoxORkVHk5+fz2WcfsXPnjjM6V3R0ewICmrFjx3brxw4ODkDV5/1U28+FyWTi4YfvJyZmGwDBwSF4eXmRm1s1Rvfu3U3Hjp1rhA5ms5nXX3+J+fOrgiZvbx+iolqSnJzMH38s56+//uTxx59h5Mhrzqm2uqDQQUREREREbKa8rIzY9X9iObiKkIoEogyAAUosjqR4dMC322Ai27Sv9UlEadzsjHa06t4HuvchPyuTuDWL8Epej68hn8jCbbByGwdXBlDaoh9R/Ybg6uFh65JFRJo0i8VCeYXZ1mWcFUcHY42b/3Xlm2++pH//gTz99Au4u7tjb29k+fLlvPjisyxduohu3Xpw9dWjATh0KJY33ngZk8nEDTfcxF133WftnbBgwVxef/0lfv75J9q2bceIEX8/8e7q6sbTT/+Hfv0G4uPz98MRFRUVzJ37G++//xavvvoi338/66yuceTIaxg58hpeeeVFFiyYy4gRV1uf1K/NlClfMWzYCB566HFcXFyAqifqAf7732c5ciSBVq3a8MorbxJydInKxMQEnnnmMeLiDvG//z3Pxx9/Weu5P/vsI4YPH8kDDzxyNMyAZcuW8OKLz/DLL7MYO3Yc4eEtAHj44SfYsmUT//733fj6+vHZZ1+f8bX/U1lZGS+88AzFxUX06zeA5577H56engCsXbuK559/isrKytM+38svvwFgnYXx0kuv15iJUH3z/kTbz8WqVSuJidlGs2aBvP32B0RFtbJuKysrZeXKPwgODqlxzJQpXzF//hxCQ8N56qnn6Nq1G1D1//3ffpvNe++9xTvvvE6HDp2sgZKtKHQQEREREZEGl3RgH5mbl9A8bwehhqp1cjFAkl0o5qj+tOxzKc2O/qEsTZ+nnz+dr7oJs3k88ds2UbRjOaGl+wk0ZMDh3yiOn8dB9/b4dBtKSNsOCplERM6QxWLhtWlbOJiUZ+tSzkqrUC+evqlbnQcP7u4e/Oc/L+Hk5Gx97eKLL+Wmm25h8uRJTJs2hauuGoXBYGDGjGlUVFTQsWNnHnjg4RrnGT58JLGxB5kxYxrffvt1jdDB3d29xsfVHBwcGD16LDt2bGfx4gXs3r2rQZa+iYiI4oknnsXO7u9lKJ2cnNm6dTM7dmzHaDTy3/++ag0cAMLCwnnxxVeZOHE827ZtYdu2LdYb2scKCwvnsceernHuwYOHsmTJAlatWsm6dautoUN9WL58CcnJSbi5ufGf/7yMu/vfyzX27TuAiRNv5/PPP663969LCQmHAbj00kE1Ageo+noNHTqsxmt5ebn88MN3ODo68vrr7xAREWndZjAYGDVqLImJCfz44w/MnDmdJ598tv4v4iQUOoiIiIiISIMoys8nbs0SnBLX0dySgSeAAfItbmT6dyO41xCiw+rvD1WxPaPRSFS3XtCtFwXZWcStWYxn8nr8DLlEFsXAXzHE/eVHcXg/ovoNxe3o04siInIa6n6iQJM3cuQ1NQKHamPGXM/kyZNITk4iMfEw4eERrFu3BoDrrhtf67nGjZvAjBnTSE5OIiHh8HE313fujGHlyj9ISIinsLAQk8kEQFpaKgAHDuxtkNDhiiuurBEKVKu+vl69+tCiRcRx21u2bEXPnr3ZsGEd69evrTV0uOqqUbWeu0OHTqxatZKkpCPnfgEnsW7dagCGDRtRI3CoNmrUWL766vMzmu1gK9XLM23atIG8vFy8vLxPuv/ataspLS2lR49eNQKHYw0ceCk//vgDW7durutyz5hCBxERERERqVclRYXsXzyL4PTVtDBUAFVNoZOcWuHU7mKiuvclRE2hLzgevn50Hjkes/kGDsdsoXDHckKK99LMkAUJcyg9PJ9Yt/Z4dR1MWPvOmv0gInISBoOBp2/qpuWV/uFEN2d9fHzw9vYhNzeHhITD+Pr6k52dBUBUVMtaj/H398fLy4u8vDwSEuKtoUNlZSWvvPIiS5YsPGkteXkNMwvlRNdc/WT9ia6valsrNmxYx+HD8bVuDw0Nr/V1Hx9fAEpKSs6g0jN3+HDVNURE1L50kLu7OwEBzUhJSa7XOurCxRdfSmhoGIcOxTJmzAi6d+9Fly5d6dLlItq163BcuBMbexCAuLhD3HPPbbWes7y8HICMjLT6Lf40KHQQEREREZF6UV5Wxr5lv+OfuIwoQykYIBMfCoN706LfUDr6+tm6RGkEjEYjkV17QNceFOTmEr96Me5Ja/E35BBZvAPW7CB+jS9FoX2J7D8U91M8CSgicqEyGAw4OSrEP1b1zfDa+Pr6kpubQ3FxMcXFRTVeP/ExfuTl5VFcXGx97YcfvmPJkoV4e3tz9933c9FFPfD397fOsPjqq8+ZMuWrBnv63tn5+JkdgLVmH58T//7le/R3s2M/H6dz7uoHAywWy2nXeTZKSqqvweeE+/j4+DaJ0MHZ2ZlPPpnEN998yfLlS1mz5i/WrPkLqPo6jB9/MzfccCNQ9bktLCwAqhqXZ2VlnvTcZWVl9Vr76VDoICIiIiIidcpUaWLfyoW4H1hIhKEADJBt8aQ4egRtBg7BzqgbIlI7D29vOo24HrN5LIm7YsjbtpTQ4j0EGLIJODKP8hkLiXGNxqPzYFp06qrZDyIiclI5Odkn3JadXbXN1dUVV1e3Gq+faKmb6tkQ1U2UARYunAfAM8+8SL9+A447pqFmOJxKdc05OVkn3Ofv63M74T625OJSfQ05J9znZF/z+lA9Q+dkgUtpae0zQPz8/Hn88Wd49NGniI09wPbtW1mzZhUbNqzjk0/ex2Ixc8stEwGsTcFHj76ORx99sm4voh4odBARERERkTphNps5sH4lDjt+J4xsMECBxYXsiKG0HTQSBwdHW5coTYTRaKRFp67QqSuFebnErVmKW+IaAgzZRJbsgvW7OLy+atZMxIAr8PA+8ROPIiJy4YqPj6v19dzcXHJzq25ch4e3wN3dHV9fP7Kzszh0KJbIyOOX78nMzLQGCOHhEdbXq5+q79r1olrfa9euHedyCXWmejmoQ4diT7hP9bbaej6cjbpeMqtFixYcPLif+PhDtW4vKiokIyO9Tt/zVKpnf1SHWP+Un59Pbm7uSc9hNBpp3botrVu3ZezYcXz//bd89tlH/PrrbGvoUL0sVlzcib9+jYkeCxERERERkXMWt20TB795huAdUwggmxKLI3HNh+B7yzt0vGKMAgc5a+5e3nQaPpaI298mu//DxLl2otxijz85RCQvpPLHR9nx3RvEbduI2dw01zIXEZH6MW/e77UuNfPzzzMBCAoKISys6mZ8nz79APjpp+m1nmvmzO8BCAkJrdFEunoZpczM45e82bx5I/v37z2HK6g71dd3op4Nhw7FsnHjuhr7nisnJyeg7pb76d27qq5Fi+ZTVFR43PZff53d4E2kq/tcHDiwz9pT4Vi//PLTGZ+zY8cuQM0x1a/fQBwdndi+fSt79uw6y2objkIHERERERE5a0n797D7mxfx3/AxQeZUyi12HPLph+u4N+l89QScXVxPfRKR02A0GmnRoQudJzyK8/h3ORx+Fen4Y28wE1G6B/8Nn5Dw1cPEzPmB/OwTLx0hIiIXjoKCfF5++YUaN6hXrVrJ999/C8BNN91ifRp/3LgJODg4sHNnDJ988gEVFRXWYxYvXsDMmVVhxP/9X80mvtUzHD788B0KCgqsr2/ZsokXXngGR0en+rm4M3TRRd3p3LkrZrOZF198hqSkI9ZtSUlH+O9/n8VisdC1aze6dKl91saZCg4OBaqWPDrRrJMzMXjwUIKCgiksLOR//3u+xud73bo1TJnyNfb2DbuwT8uWrQgMbE5OTjaffvoBJpPJum3ZssVMnTq51ppmzJjG9OnTjpuZkZ+fz/Tp3wHQtm209XVfXz8mTPg/LBYLTzzxMCtX/nHckk6pqSn88MNU5s79tQ6v8OxoeSURERERETlj6YnxpK34kYjSPXgCJouBwx5dCR88ji6BgbYuT85zbp6edBx2LWbzaJL27SZnyxKCC3fhZ8jDL2UxlT8tZYdza1w7XkbERT3VR0RE5AL1r3/dyZQpX3PNNcOIiIgiLy/XuhzSoEFDueaaMdZ9o6Ja8sQTz/L66y8xffpU5sz5lbCwMDIzM603hkePvo4rr7yqxnvcdtvdbNq0gXXr1jBmzJWEhYVTUFBISkoSLVu2YtiwEcyYMa3hLvok/vOfl3nooXs4cGA/48ePITKyJWAhLu4QZrOZsLBw/vOfl+rs/by9venZszcbN67nX/+aQFRUS+tyRB9//OUZn8/JyZkXXniFhx++j9Wr/2LUqGFERrYkPz+P5OQkBg68lIKCfLZt21Jn13AqRqORBx54mOeff4pZs35k4cL5hIaGkZGRRlZWFrfeegcLFswlNTWlxnFpaWn89NN0PvnkfZo1C8TPz5+yslKOHEmkvLwcd3cPHnro8RrH3HrrHeTl5TJ79kyeeeYxPDw8CQkJxWKxkJmZTlZWlnU/W1PoICIiIiIipy03I53DS6bTomAbEYaqp6vinaIJvHQcXepo/V+R02U0Gglr15Gwdh0pLizk0JqlOB1eQ3PSiSjbB5v3cWTTD+QF9aJFv2F4+fvbumQREWlAHTt25vPPv2by5K+IidlKSUkJLVu24uqrRzN69HXH9RwYPnwkrVq15ocfprJ162YOHNiPq6sbvXr1YfTosQwceOlx79G6dRs+++xrJk36nJiYrcTHxxMYGMiECRO55ZZ/MX361Aa62lNr3rw5X389lRkzvufPP5eTlJQIQGRkFJdeOpgbbrixzptI/+c/L/Pll5+wfv1aDhzYV2MmwNno2LETX3/9HV999QWbN2/g0KFYgoNDuPvu+xk//mYefPCeOqr89F166WDefPN9pk6dzIED+zh8OJ6WLVvx4IOPM2jQEBYsmHvcMaNGXYuXlxdbtmziyJFEYmMPYDAYCAoKpmfPPowfP4HAwOY1jjEYDDz88BMMGjSUX3+dTUzMNg4dOgiAn18AgwYNZeDAS2ptaN7QDJaTtdYWmzGZzGRnF9m6DCt7eyM+Pm7k5BRRWal1UqVx03iVpkZjVpoSjdcLV2FeLrGLZxKavR5HQ9Ufi4n2EXj2v57Qtu1tXN2JacxemI7s203W5iUEF+zE2VC1PIbJYuCIUyucO15GZLfejXL2g8arNDUasw2noqKcrKwU/PyC1CfpNIwdexWpqSl8+OHndOvWw/q6vb1RY1WalPoes2f6vcXX1w07u1N3bNBMBxEREREROaHSkmL2L/mZ5ikriTKUgwFSjM1x6HEt7bv2tHV5IrUKbdue0LbtKS0qJnbNUhziVxNEGi3KD8CWAyRtnk5uYE/C+w/DO6CZrcsVEREROa8odBARERERkeNUVJSzb/k8fOKXEGkoBgNk4ENFp2to3ftijMZTP+EkYmvObq50GHo1cDVJB/aRuWkxQfk78DEU4JO+HNPPK9jpGIVT+8uI6t4XO/vGN/tBREREpKlR6CAiIiIiIlYms4n9fy3Fde88WhjywQA5Fg8KWw+j7cXDdFNWmqyQ1m0Jad2W0pJiDq1Zjl3caoLNKbSoiIXtsSRvm0F2sx6E9xuGzz/WUBYREakr3333DWvXrj7t/R9++HHatImux4ps47333mT//n2nvf/LL7+Bn596MzUVCh1ERERERASz2cyhTWsxbPuFUDLBAIUWZzLDBtN28NU4OjnZukSROuHs4kr7wSOBkaTEHiB942Ka523H21CId8YfmH/9k12OkThEX0JUz37Y2zvYumQRETmPJCYmsGPH9tPev7CwsB6rsZ3Y2INn9HkoLy+vx2qkrqmRdCOlRtIiZ0/jVZoajVlpSjRez0+Hd26jZN1PhJiTACi1OJDcrD+th47F1d3dxtWdG41ZOR1lJSXErvsDY+xfhJiTra/nWdzIbTGItoOvapDGrRqv0tRozDYcNZKuG2okLU2NGkmLiIiIiEiTkhJ7gOyVMwiviAWgwmIk0bsnUUOvp4uvn42rE2k4Ti4utL9sOFw2nNS4WNI2LCYwdxtehiK8EuaQNPkvyjteQ6s+l6ifiYiIiMgpKHQQEREREbnAZCYdIXn5DFoU78TdAGaLgcNunQgdPI4uQcG2Lk/EpppHtqR55D2Ul5Wxb9nvBCQuw8+QCzu/5cDuJTj3vYEWHbrYukwRERGRRkuhg4iIiEgTlZ2STOKKn/DudAktOnW1dTnSBORnZRK3ZAbheVuINJjBAIcdW+N/8Tg6R7W0dXkijYqjkxOdrryOovwrOLj4R8Ky1hFsTobV77FjU1uaD7qRgLAWti5TREREpNFp0qFDRkYGq1evZufOnezYsYM9e/ZQVlZGr169mDp16kmPraio4Ntvv+X3338nISEBBwcHoqOjufnmm7n88stPeuzu3bv58ssv2bhxI/n5+TRr1ozLLruMe++9F19f37q8RBEREZETSlk4iaiKOCrXbGd39vW0v2SYrUuSRqq4oIADS34iJGMNUYZKMMARuzDc+11Px3adbF2eSKPm5ulJl7F3kJ06kril39OiaCcRZfuonP9ftnt1J+rycXhoOTIRERERqyYdOsybN4/XXnvtjI8rKyvj1ltvZfPmzdjZ2dGqVStKSkrYsGEDGzZs4I477uCxxx6r9djFixfzyCOPUFFRgZ+fH61btyYuLo6pU6eycOFCpk+fTlhY2LlemoiIiMhJJR/YR3hFHAD2BjNh+2YQk5tBx6tu0nrjYlVeWsq+pb8SkLSCKEMZGCDV0AxDtzG0697H1uWJNCm+zYPwnfAYSfv3kLdqBmGVh4nK30jJT9uJC7qYtkOvxcnFxdZlioiIiNhckw4d3N3d6devH506daJTp07s3r2bTz/99JTHvfXWW2zevJnQ0FAmTZpEVFQUAMuWLeOhhx5i0qRJdOvWjUGDBtU4Li0tjSeeeIKKigruvfde7rvvPuzt7SkoKODhhx/mr7/+4qGHHmLWrFkYDIZ6uWYRERERgKy1v+JB1dI4JhdfovLWE5m2jJ3TM2h3/f04ODjaukSxocrKCvatWIDXoUVEGIrAAFl4U9ruKtr0v0zBlMg5CGnTjpA2/yV201rYMotmhiwiU5eS8d1a8lpfSfSlw7Az2tm6TBERERGbadJ/bYwdO5bJkyfzyCOPMHToUPz8Tj2lNTMzkxkzZgDwyiuvWAMHgMGDB3P77bcD8PHHHx937FdffUVJSQk9e/bkwQcfxN6+KrPx8PDgnXfewcPDg507d7JixYq6uDwRERGRWmUcSSC8ZC8A3n1H0+WGe4gPG4nZYiCyKIYDU1+muKDAxlWKLZjNZvatWkbiN48THvczXoYi8ixuHI4cQ+i/3iJ64GAFDiJ1pGWPvkT8600SWl1HnsUNL0MR4Qd/Iv6rJzm4eZ2tyxMRERGxmQvuL47ly5dTUVFBREQEffocP6V83LhxAOzatYuEhIQa2xYtWgTA9ddff9xxXl5eDBtWtY7yggUL6rpsEREREavklb9gNFhItG9BaNv2AHQaPpa0zhMpt9gTVplA6vQXyE5NsXGl0pAObV5P7NdPE7x7Kv7kUmxxIi7oCgJueZuOQ6/G3t7B1iWKnHfs7O3oMGgEAbe8TVzgYEotDjQjk8DNn7P7mxdIOrDP1iWKiIiINLgLLnTYtm0bAN27d691e2BgIKGhoTX2BUhJSSEtLQ2Anj171npsjx49ANi+fXsdVSsiIiJSU15GOmEFVb9ruHQbWWNbm76XUHzJQxRYXAggm5LfXiJp/x5blCkNKHHPTvZ8/R8CNn9Gc0saZRZ7DvkNxH38W3S+arzWmBdpAE4uLnS+5macrnudQ549MFkMhFUexn35a8RMe4ectFRblygiIiLSYJp0T4ezER8fD0B4ePgJ9wkPD+fIkSPExcUdd5yDgwPNmzev9bjqBtKJiYlUVFTg4HBuT5PZ2zeeTMjOzljjf0UaM41XaWo0ZuVMHP7zFyINZlKMzYnu1vO4pXIiO3Ym0+d5Mn97C39DDmUr3iE271ba9h1YJ++v8dp4pMbFkrp8Oi3K9uMNVFqMJHp3I+ry8XQPCLB1eY2Gxqw0JN9mAfhO+Ddph+M5snQaLcr2E1m8g/JfnyXGvy/RV47H1cPjhMdrvEpTozHbcMxm9Q49V9XtVw0GsFhsW4vI6WjIMWtnZ6jTe9EXXOiQl5cHVC2HdCLV2/Lz862v5ebmWredqEm0t7c3ULWWbmFhIT4+Pmddp9FowMfH7ayPry+ennpSTpoOjVdpajRm5VTys7MJytoEBnDrOQo/v9pvXPn4tCU/5G1ivnyR4MpE/LZ8xZ7iHPqNHV9ntWi82k76kSPs/mUKIXnbaGGwYLbAEY+OtLn6VgZHRti6vEZLY1Yako9PB6K7vsa+TRvJXPodQaZkIrNWkfXdJg63HkbP0Tfg4Oh4wuM1XqWp0Zitf6WldmRmGuv8xuCFqKmGZKNGjSA1NYVPPvmS7t172LqcWt1zzx1s3bqZ5557kZEjr7ZpDf/8PE2a9Dlff/0lt912J3fccfdxx82d+zuzZv1IfHwcpaWlACxZ8iceRx8WONX2+lSfY9ZsNmA0GvHycsXZ2bnOznvBhQ5lZWUAJ52F4Hj0l7/qAXSmxx27/9kymy3k5xef0znqkp2dEU9PF/LzSzCZzLYuR+SkNF6lqdGYldO19ecfiDBUkIEvLS/qTU5O0Un2dqDNxBfY+cP7RBTvpPm+WSz7LIku19+JndHurGvQeLWd/OxsDi76kdDs9YQbzGCABMeW+F8yji6t2wKcYkxcmDRmxZaatWyPf+Sr7Fu9Aocdv+JnyMP94K9se2sF5R1HET3gshoz1jRepanRmG045eVlmM1mTCYLlZX6XJ8Ng6FqzJpM5iY908FkMjfaMWA5+ok1m203Tqtr+OfnyWw+cW3z58/h1Vf/C0B4eAu8vLyPnstAZaX5lNvrS0OMWZPJgtlsJi+vmJIS0yn39/R0Oa0Q5IILHZycnACoqKg44T7l5eUANdKdMznu2P3PRWP8BtKYv7GJ/JPGqzQ1GrNyMqUlxQSkrgUDlLYeisVsoNJ88vFiMNrT4cZH2Pnbd0Rm/EFk9lpiJmfR9oZHcDzHp1g0XhtOSVEhB5bMJihtFZGGCjBAsjEY597X06FTV6Bx/t7Y2GjMii217nsZFT36s3fZHPwPL8HPkAc7v2XP7sU4976BFkf/v1xN41WaGo3Z+mcyNeG75I1E9U3bphw4yNnz9vYmPLyFdaWaY82ePROA++57iPHjJ5zx9vrSkGO2rgPNCy508PT0BP5eZqk21duq94W/l1zKy8vDYrHUusRS9RJMRqMRd3f3uipZREREhAMr5hJhKCXH4kGbgUNO+zij0Ujn0RPZtTyA4AOziSjbT9y0/xI85jE8fP3qsWI5VxXl5exd9jv+CUuJNJSCAdLxw9xlNK179juun4eING4ODo50GnYtxQWXc2DxTEIz1xBsToG177Nzc2uaXXYTwS2jbF2miIjIeenaa2/g2mtvqHVbfPwhAPr27X9W2+V4F9xfKhEREQAcPnz4hPskJCTU2PfYf1dUVJCSklLrcYmJiQCEhoaecxNpERERkWoV5eX4JP4JQH7EZdjbn/nvGR0GjSCnx12UWBwJNqeQ/dN/ST8cX8eVSl0wVZrYvWIBKZMfJSJxLu6GUrItniS2HUfE7W/SuvcABQ4iTZirhwddrr0N46hXiHPtjNlioEX5ARwX/pct0z4gJz3D1iWKiIhcUKqXyT/RyjWn2i7Hu+BmOnTt2pWff/6ZLVu21Lo9LS2NI0eOWPetFhwcTLNmzUhPT2fTpk1cffXxzVA2bdp03HEiIiIi52r/ysWEG4oosLjQ5pIrz/o8Ud17k+LjR+6S9/E15FO08DXi+95FROdudVitnC2z2czBDauwj/mVMLLBAAUWF7IjhtJ20EgcHE7cdFZEmh6fwOb4THiE5AP7yP1rOmGV8UTmbyblyxhSgy6m9dBrcXZxtXWZIiJN0tixV5GamsKHH36Ou7s7kyd/xY4d2ygpKSEsrAVXXz2aUaOurfVBjgMH9vHDD1PZtm0Lubk5uLq6Eh3dgdGjr2XAgEuO299kMrF27SpWrVrJ7t07ycjIoKysFD+/AHr06MlNN/0foaFhdXp9+/fvtV5TcXEJ4eEnvqZzrS8nJ4effprOmjWrSE5Owmw24e/fjE6dOnPllVdx0UXdT6vmw4fjefjh+0hPT2Ps2Bt48MHHal1J5nQkJibw1Vefs3nzBoqLSwgODmH48BGMG3fipY++/voLJk+exK233sFtt90F/D1Oql133d/3e2+99Q4WLJh70u233XaXtd/D8OEjefbZF2t97+r3+emn3wkKCra+XlZWyk8/zWD58qUkJiZQUVGOl5cXAQGBdOvWg7FjbyA4OOi4861Zs4rff/+Z3bt3kZ+fh6enF507d2H8+Fvo0KHjqT+BDeCCCx0GDx7MSy+9RHx8POvWraNPnz41ts+YMQOA9u3b06JFixrbrrjiCqZOncrMmTOPCx3y8vJYuHAhAMOGDavHKxAREZELiclswvXQUgAygwYQfI69GIKiWpE35j+k/vo2zUnHce3H7MkdR7uLL6+LcuUsJe7ZSfHq76uWWgFKLI6kNh9ImyHXEuymm44i57Pg1m0Jbv0isZvXYdkyi0AyiUhdRtZ368htOZzoS4djZ29n6zJFRJqknTtjmDLla4xGAy1aRJKXl8vBg/t59903iInZxgsvvFzjxvfChfN47bX/YTKZcHd3p2XL1mRmZrB+/RrWr1/DmDHX8cgjT9Z4j6ysTJ566lEMBgM+Pr40b94ck8lEamoqc+b8yrJlS3j33Y/p2LGTTa7pXOqLidnG008/Sl5eHkajkfDwFjg6OpKcnMyCBXNJSUnm44+/PGXNu3bt5IknHiQvL4/bb7+biRNvP+vr37NnFw8+eC/FxUU4OjoRGRlFfn4+n332ETt37jijc0VHtycgoBk7dmy3fly9ek1gYPNTbj8XJpOJhx++n5iYbQAEB4fg5eVFbm7V13Pv3t107Ni5RuhgNpt5/fWXmD9/DgDe3j5ERbUkOTmZP/5Yzl9//cnjjz/DyJHXnFNtdeGCCx38/f254YYbmDZtGs8++yyTJk0iKqpq3czly5fz1VdfAXDfffcdd+xtt93GTz/9xMaNG/nggw+4//77sbOzo6CggEcffZSCggLat2/PoEGDGvSaRERE5Px1cM0fBJNLicWRVpcdP9PybHgFNMPpxheJnfkO4RWxhO79gZjcDDqOHK9lexpYcUEBB+Z9S0TeZrwNFiosdiT69iZq6PV0rqXJnYicv1p274OhZ28OrVmG/fZf8TYU4nloFvGHVmC5aAytemodaRE5OYvFApXlti7j7Ng7nvVT7yfzzTdf0r//QJ5++gXc3d2xtzeyfPlyXnzxWZYuXUS3bj24+urRABw6FMsbb7yMyWTihhtu4q677sPRsWqm6YIFc3n99Zf4+eefaNu2HSNG/P17uaurG08//R/69RuIj4+P9fWKigrmzv2N999/i1dffZHvv59VJ9f4z2sCWLnyj1qv6Vzqy8hItwYOAwZczKOPPkVAQDPr9r1797B7985T1rthwzqeffZxysrKeOyxpxg1auxZX3tZWRkvvPAMxcVF9Os3gOee+5+1J+/atat4/vmnqKysPO3zvfzyGwAMGNADgJdeer3GTITqm/cn2n4uVq1aSUzMNpo1C+Tttz8gKqqVdVtZWSkrV/5BcHBIjWOmTPmK+fPnEBoazlNPPUfXrlUz1i0WC7/9Npv33nuLd955nQ4dOhEZads+UU06dEhJSWHUqFHWj8vLq76xbtmyhd69e1tfv/3227njjjusHz/++OPs2rWLrVu3MnLkSFq3bk1xcbG1l8O//vUvhgw5vkFjUFAQb7zxBo8++iiffvopP/74I82bNycuLo7i4mL8/f15//336+WbpIiIiFx4zGYzxj2LAEjx70UXD486O7ezmyvRNz/DzlmfEZW/icjUJeyYkUmH6+89q54RcmbMZjP7V6/AY/dsogzFYIB453aEXjGRLoGBti5PRGzEzmhHr6tGk9rjYnYt+InmyX/SzJAFWyexJ2YRngPHE9Kmna3LFJFGyGKxUPz7K5jTDtq6lLNiF9gal6ufqfN7au7uHvznPy/h5PT3bOGLL76Um266hcmTJzFt2hSuumoUBoOBGTOmUVFRQceOnXnggYdrnGf48JHExh5kxoxpfPvt1zVCB3d39xofV3NwcGD06LHs2LGdxYsXsHv3rjpZ+uZMrulc6vv+++/Iy8sjOro9L7/8Jvb2NW8jR0e3Izr65D+Tli5dxMsvv4DBYODFF19l0KDj77eeieXLl5CcnISbmxv/+c/L1tAFoG/fAUyceDuff/7xOb1HQ0lIqOo3fOmlg2oEDgBOTs4MHVpzJZ28vFx++OE7HB0def31d4iIiLRuMxgMjBo1lsTEBH788QdmzpzOk08+W/8XcRJNOnQwmUzk5uYe93plZWWN10tLS2tsd3Z25rvvvmPKlCnMmTOH+Ph4HBwc6NWrFxMmTOCKK6444XsOGzaMsLAwvvjiCzZt2sT+/ftp1qwZY8aM4d5778XPz6+uLk9EREQucIe2bqC5JZ1yix2Rl40+9QFnyM7eji7j7mfHvJmEH5lPVOFW9n/3ChHXP4brMb/AS93KTDpC2uKvCa+IAwNkWzyp6HEjnbr3OfXBInJBcHJ2pvNVN1GQeyWHFk0nPHcToaYEzCveIGZ9B0KH3IRvHT1pKSLnDwN6CPafRo68psbN+WpjxlzP5MmTSE5OIjHxMOHhEaxbtwaA664bX+u5xo2bwIwZ00hOTiIh4TDh4TWXZd+5M4aVK/8gISGewsJCTCYTAGlpqQAcOLC3TkKHM7mmc6lv5coVR6/7puMCh9Mxe/aPvP/+2zg7u/Dqq2/Rs2fvUx90CuvWrQZg2LARNQKHaqNGjeWrrz4/o9kOtlK9PNOmTRvIy8vFy8v7pPuvXbua0tJSevToVSNwONbAgZfy448/sHXr5rou94w16dAhNDSUffv2ndWxjo6O3Hnnndx5551nfGyHDh348MMPz+p9RURERE5Xxba5ABzxuoguvvX3YEOnEdezb3UA/junEVYZT8oPL+J7zWP4nOM6pVJTRUU5exb+REjyCsINlVRajCT496fdiJtwPMdeHSJyfvLw9qHLDfeScSSBI8u+J6JsH5Elu6j4/Xm2+/am1RXjcDu6rISIXNgMBgMuVz+j5ZX+4UQ3Z318fPD29iE3N4eEhMP4+vqTnZ0FQFRUy1qP8ff3x8vLi7y8PBIS4q2hQ2VlJa+88iJLliw8aS15eXnncCV/O91rqg4dzqa+4uIi0tPTAOjYsfMZ1zh79kz27duDt7c3b731Ae3adTjjc9Tm8OGq2QEREbUvHeTu7k5AQDNSUpLr5P3q08UXX0poaBiHDsUyZswIunfvRZcuXenS5SLateuAnV3Nfk6xsVWzmOLiDnHPPbfVes7qVYAyMtLqt/jT0KRDBxEREZHz1eFd2wk1HcFkMRB68Zh6f7+2/S8jwduf8lWf0MyQSd6vL1E86N+EtG5b7+99ITi8cxumNd8RSTYYIMkYjPeg2+hygj9qRUSOFRAaTsD/PU3Crh2UrJ1OsDmZqJw1FEzfzKGwwUQPGYXD0XXHReTCZTAYwMHJ1mU0Kj4+vifc5uvrS25uDsXFxRQXF9V4/cTH+JGXl0dxcbH1tR9++I4lSxbi7e3N3Xffz0UX9cDf3986G+Grrz5nypSv6uzp+9O9pnOpr6jo78+Hm9uZz4BOSkoEqhodN28edIq9T19JSdV1Hdub4p98fHybROjg7OzMJ59M4ptvvmT58qWsWfMXa9b8BVSNs/Hjb+aGG24EqnruFRYWAFWNwbOyMk967rKysnqt/XQodBARERFphAo3/I4vkODWgc7BDbOERniHTmR6PUvm/HfwN+RSuvxtDubdSqse/Rrk/c9HRfl5HJw7hYiCrRgNUGRxIqvlVbQbdKWadovIGQvv0Alzuw4cWL8Sxx2/4m/Ixe3IfJInr6Kk/dW06T9I31tERI6Rk5N9wm3Z2VXbXF1dcXV1q/H6iZa6qZ4N4erqan1t4cJ5ADzzzIv06zfguGPqaoZDtdO9pnOpz83t789HUVEhHmfYW+7OO+/jzz+Xs3nzRv7977v58MMvThoUnC4Xl6rrysnJOeE+J/v81IfqGToWi+WE+5SWltT6up+fP48//gyPPvoUsbEH2L59K2vWrGLDhnV88sn7WCxmbrllIgAuLi4AjB59HY8++mTdXkQ90G8jIiIiIo1MSuwBwitiMVugWf+67+VwMv6hYQTc8CJJxhCcDRX4b57EziW/N2gN5wOz2cyePxeRN/0pogqrAoc41464XfcqHYaM1E1BETlrRqORtn0vJexfb3G4xTUUWFzwNeQTsmcaB79+mrjtW2xdoohIoxEfH1fr67m5ueTmVt24Dg9vgbu7O75HlzM9dCi21mMyMzOtN+iP7ZdQ/VR9164X1Xrcrl07zqr2EzndazqX+lxd3aw9B3bujDnjGp2dnXnjjffo3r0ncXGH+Pe/7zppUHC6WrSouq74+EO1bi8qKiQjI/2c3+dMOB9dJrU68Pmn/Pz8WnsSH8toNNK6dVvGjh3Hu+9+zD33PADAr7/Otu5TvexXXFzt47Ox0V87IiIiIo1MxppfAUh0ak3zyIZffsfdy5uom/9DvEt77AwWWsT9zPbZX2E2mxu8lqYoI/Ewe6e8SOi+6XgYSsjCm4ye99F5wmN41GNvDhG5sNjbO9DxitF43/QWh/wvptxiT5AlDf/1H7Jz8kuknuCGjIjIhWTevN9rXWrm559nAhAUFEJYWNWN7D59qmb3/vTT9FrPNXPm9wCEhITWuKlfvUxRZubxS95s3ryR/fv3nsMVHO9Mrulc6rvkkssA+PHH761Np8+Es7Mzb775Ht279yIu7hAPPnj3OQcPvXtXfY0WLZpPUVHhcdt//XV2gzeRDg0NB+DAgX3WngrH+uWXn874nB07dgFqfs369RuIo6MT27dvZc+eXWdZbcNR6CAiIiLSiGQmHSG8eDcAXr2vsVkdjk5OdLjpMQ75DQQgKmsVu6a9RXkjWB+0saooLyfm1++wm/8/wioTqLAYiQu4lOD/e4Ooi3raujwROU+5urvTZcy/sBvzKnFuXTBbDLSoiMV50Uts/+ED8mq5ySQicqEoKMjn5ZdfqHGDetWqlXz//bcA3HTTLdblccaNm4CDgwM7d8bwyScfUFFRYT1m8eIFzJxZFUb83//VbOJbPYPgww/foaCgwPr6li2beOGFZ3B0rNs+G2dyTedS34033oKXlxd79uzm+eefIjMzo8b2vXv38Msvs05aq5OTM2+++S7du/fi0KHYcw4eBg8eSlBQMIWFhfzvf8/XuJ5169YwZcrX2Ns3bDeBli1bERjYnJycbD799IMaAc2yZYuZOnVyrTXNmDGN6dOnHTczIz8/n+nTvwOgbdto6+u+vn5MmPB/WCwWnnjiYVau/OO4JZ1SU1P44YepzJ37ax1e4dk5o69Cfn4+8fHx+Pj4EBYWVus+iYmJbN68mVGjRtVFfSIiIiIXlKSVPxNlsHDELox27TratBaj0UiXa29j19JmhMT+TETpHg5MfgHnu/4LBjUpPFbc9i2wfiqR5IABjtiF4jvkNjq3iLR1aSJygfAOaIb3TQ+Tcugg2X9+T3hFHFGFWymbvYOYwIG0GXodzm6upz6RiMh55F//upMpU77mmmuGERERRV5ernW5oUGDhnLNNWOs+0ZFteSJJ57l9ddfYvr0qcyZ8ythYWFkZmZabwyPHn0dV155VY33uO22u9m0aQPr1q1hzJgrCQsLp6CgkJSUJFq2bMWwYSOYMWOaTa7pXOrz9w/g1Vff4emnH2XlyhWsWvUn4eERODo6kJKSQkFBPl27dmP06LEnrbc6eHjiiUfYvHkDDz54Nx988PlZ9XhwcnLmhRde4eGH72P16r8YNWoYkZEtyc/PIzk5iYEDL6WgIJ9t2xpuqUGj0cgDDzzM888/xaxZP7Jw4XxCQ8PIyEgjKyuLW2+9gwUL5pKamlLjuLS0NH76aTqffPI+zZoF4ufnT1lZKUeOJFJeXo67uwcPPfR4jWNuvfUO8vJymT17Js888xgeHp6EhIRisVjIzEwnKyvLup+tnfZMh48++oh+/fpxww03cPnllzNu3DgOHDhw3H5bt27l6aefrtMiRURERC4EeZmZhOVvB8Cp60gbV/O3DkOuIrPHXZRaHAg2J7P/s8dJTzxs67IahYLcXGK+fxf/9R/iTw6FFmcSW99A21v/R6ACBxGxgaCoVnS49QUyet5HqiEAJ0MlkekryJr2GDuX/I6p8syXyBARaao6duzM559/Tc+efUhJSSIrK5OWLVvx8MOP8+KLr9SYEQAwfPhIvvrqO4YOHYazszMHDuynrKyMXr368Nprb9fawLd16zZ89tnX9Os3EDs7O+Lj47G3t2PChIl89tk31gbAtrqmc6mvS5euTJs2kxtvvIXw8AhSU5NJTEzEx8eHK6+8ijvuuPe0aq4OHnr0qJrx8NBD95z1jIeOHTvx9dffMWjQUJydnTl0KBZHRyfuvvt+Xn75jbM657m69NLBvPnm+3Tu3BWTqZLDh+MJCgrhf/97ndtuu6vWY0aNupbbb7+bbt16ABAbe4CkpCMEBQUzduw4vv12eo2ZDlDVtPrhh5/gk08mMXToMFxdXTl06CBxcbE4OjozaNBQXnjhZcaNu6ner/lUDJaTtdY+aunSpdx///107dqVoUOHkpaWxi+//EJFRQVvv/02Q4YMse77+++/8+STT7Jnz556Lfx8ZzKZyc4usnUZVvb2Rnx83MjJKaKyUus5S+Om8SpNjcasVNs+axJR2atJNQTS8rbXGl2z4eTY/ZiXfoCXoYhCizPl/e+hxdH1Ri80ZrOZvX8swOfAHNwNpQDEuXUmcsS/8PD2tm1xUoO+x0pTUtfj1WQ2se+vJbjvnYePoWoJigx8MXUZQ8ue/RrdzxlpevQ9tuFUVJSTlZWCn18QDg6Oti6n0Rs79ipSU1P48MPPrTd1oWrMaqxKU1LfY/ZMv7f4+rphZ3fq3x9Oa3mlKVOm0KVLF6ZPn25Ny2677Tbuu+8+HnroIV555RWuucZ2aw6LiIiINHVF+fkEZ20AA5jbD2uUN4KCW7ahwPtF0n9+k2ZkULH6Q/bm3Ej0wMG2Lq1BpR2OI3vp14SZjoABMvDB0PtmOnfpZuvSRERqsDPa0f6SYZT3uYy9S34mMGkFAYZs2P4V+3YuxKP/jYRGt7d1mSIiInKeOa2/ZmNjYxkxYkSN6TmBgYFMmzaN3r178/TTTzNz5sx6K1JERETkfBe74jecDRVk4kOrvhfbupwT8gkMpNMDb5PgEImDwUTQ7qnEzJ2O2Xz+PzFWXlbG9l8m47jwJUJNR6iw2BEXOJiwiW8QqcBBRBoxRycnOo8cj9u4Nznk3YdKi5FQ0xG8Vr7Jjqlvkpl8xNYlioiIyHnktGY6lJeX4+zsfNzrzs7OfP755zz44IO88MILlJWV4eXlVedFioiIiJzPykpKCEhdDQYobjUEO6OdrUs6KTcPdzrc+hzbf/iYqMKtRCYvYsePGXS47h7s7R1sXV69OLR1I8aN3xNFLhgg0b4FAZffRufQcFuXJiJy2ty9vOly/d1kJo3kyLLviSjdQ0TJbsrnvMiOkCG0H3YddvaN+2eQiEhT991337B27erT3v/hhx+nTZvoU+/YxLz33pvs37/vtPd/+eU38PPzr8eKpC6dVugQGhrKzp07uf7664/b5uDgwIcffsgjjzzCq6++SteuXeu6RhEREZHz2v4/5hFhKCXX4k6bgUNtXc5psbd3oNO4B9g570ciUxYRVbCFfVNfJer6R3Fxc7d1eXWmIDuLuHmTiSzZWfWxxYW8dqOJHjCkUS6BJSJyOvxDQvG/5UkS9+6keNUPBJuTiUheyKHJW3C95FZC2rSzdYkiIuetxMQEduzYftr7FxYW1mM1thMbe/CMPg/l5eX1WI3UtdNqJP3aa6/x22+/sXLlShwda28oYTabeeKJJ5g7dy4Gg0GNpM+RGkmLnD2NV2lqNGYvbBUV5aR+8wjehkLiw0bSafhYW5d0UrWN171/LaXZ7uk4GEykEYD/6MfxDmhm40rPjdlsZs/yefjHzsXVUIbZAvEeF9Fq5ETcPDWztynR91hpSmwxXk1mE3uWzqFZ3HxcDOWYLAYO+/UjesQEnFxcGqQGabr0PbbhqJF03VAjaWlqzutG0tdccw0ZGRns2rWLiy66qNZ9jEYjb731Fv7+/uzatet0TisiIiJywTvw1xLCDIUUWpxpc+kIW5dzVqIHDuGwjz9Oqz8n0JBB7s//o2TIgwS1bG3r0s5K6qFYcpd/Tbg5GQyQjh/2/W+hS8cuti5NRKTO2Rnt6Hj5KHIz+nF43iRalB8gKns1Kd/txNxrAlEX9bR1iSIiItLEnNZMB2l4mukgcvY0XqWp0Zi9cJnMJhK+egx/cogLHEzna262dUmndLLxmpF4mKIF7+JHHqUWB/J73EbL7n1sVOmZKyspYe/8HwjPXI29wUy5xZ6k4EG0GzZWTxQ2YfoeK01JYxiv+1Yvx33nLDwNxQDEuXUmauS/cPfytkk90rg1hjF7odBMh7qhmQ7S1DTVmQ5aiFZERETERmLXrcSfHEotDrS87Bpbl3POAsJa4Hf9iyQbg3A2VOC36Qt2LZ1r67JOS+ymtaT+f3v3HR5Vmb5x/HtmJo0UQggEQjqEEiBBehNp0lFQUGAFxa67q65rWeuu3dWfLq6uZQUURBQVG6LSQTrSQkloAZLQQkJCII1kMvP7g80oighhkskJ9+e6vIBp5zm7d07OnOe87zv9YeKOLcdmOMjwisU5/B8kDh+nL/Yicklp0aMvwWNfZG/A6VkOYgu3cOLjR9ixfBEOhy7UiYiIyO9T00FERETEAxwOB2z/HoBDIZ3wDwrycEXuERhcj9gb/s5+n5ZYDSdRez8j+fOpNfZCVX5ODlun/5OGG98hxDjBCWcdDrYaT6sbnyA0PMLT5YmIeIR/UBBJ4+4lp8ufOUYwgUYxTVI/IGXac+RlHfF0eSKXOE1YIiLuVDXHlPNa0+F8FRYW8uWXX7J3717KysoIDw+nRYsWJCQkEBYW5s5NiYiIiJja/s3raezMosxpJabPNZ4ux628fX1JGP8g2z6fSlzuSuJyfmDbh8dodf29eHnXjFEDpxdO/ZqG+74jxrPQsrsAAHlzSURBVCg9vVB03Y7ED72RJoGBni5PRKRGiE3qQGmL1qTO/ZDonBVEl6VR8uUTbIsZTKsrr8ZqsXq6RJFLhsVy+r7h8vJyvLw8XIyI1Brl5Xbgp2OMu7it6bBz505uueUWjh07dtbn69evT6tWrUhISKB169YkJCQQEaG7x0REROTSdGrT6WmHMoOSSAoN9XA17me1WEkadRvbFzSkyd4viS3eTtoHTxEx6kGPzwt+aPdOTi57n2jHYTAgiwb49LqRpFZtPFqXiEhN5O3rS9K1t3Bod08Klk6lMVlEp3/Nnqk/UrffrTSKberpEkUuCVarDZvNm6KiAnx8/DAMw9MliYjJOZ1OiooKsdm8sVrdOjbBfQtJ33LLLaxcuRKATp060bBhQw4ePMjOnTspLi7+aYM/OygGBQWxdu1ad2y+1tFC0iKVp7yK2Sizl57M1G0EL/8/yp0G9mHPENrEPDdiVCave35cSd2N7+NrlJFDPQKH/tUj+1xSXMTOb2YQnbsaq+HklNPG4YgBtBo4EptNtwzWVjrGipnU9LyW28tJmT+bxpnz8THs2J0WMsOuoNWQsTVmJJtUr5qe2dqmuLiQ/PwcvL39qFPH/38XCdV8uBBWq0F5uaaoEvOomsw6KS+3U1RUSGlpMXXrhuLn539e7zzfhaTd1sLYuHEjhmHwwgsvMGLECNfjTqeT/fv3k5qaSkpKCqmpqaSmppKbm8uJEyfctXkRERER08hf+xXBQGadVrQ1UcOhspp16sHBuiGULnmDUCOPgm+eJbPXH4ls1bbaati9dgU+m2cRZ5wEA9K9mxE+6BbaNmpcbTWIiJid1Wal7ZDryDnUnczvJxNp30/s0SVkvp+MtceNRLdO8nSJIrVaxUXBwsITHD+e4+FqzMlisdTYtcZEzqYqM2uzeV9Qw+FCuG2kQ6dOnSgrK2Pz5s3n9fqsrCxSU1Pp3bu3OzZf62ikg0jlKa9iNsrspeXIvjT85j+DxYCCfo/RuGm8p0u6IBeT17ysI+R+9TINOUap08qxtjfQvHufKqq0YptZHPh+CjGndgGQ7/SnMHE0Lbr1rtLtSs2hY6yYiZny6nA42PnDfOrt/BJ/o8S1Nk7z4Tfh5x/g6fKkmpgps7VNebldF88vkNVqULduHfLzizTaQUyhKjNrsVgqNaVStY90aNq0KTt37jzv14eFhWlxaREREbnkHF35BbEGZHg1pbXJGg4Xq15YI3zGPcX+T14m0p5O2NZpbD2eTdsh17l9W+X2clIWfEGjjHnEGGWUOw3SgzvTfNh4InQxTETkolksFlr1HsTJxE7smzuV2OLtxJ1YT86MHZS0G0N8l56eLlGkVrNabVi1lvsFsdks+Pr6UlxcriaZmIKZM+u2ZalHjBhBSUkJ69evd9dHioiIiNQqxw4dIqpwOwABna/ycDWeUScggOYTHmdfQDssBsQc+Jbkj/9Dub3cbds4uCuVve89SkzmN/gaZRwxwijs8xBJ19+lu29FRNwsMKQ+ieMfJKv97eQ5Awk2CmiUPJmt0//JiWOa/kVERORS5Lamw6hRo2jdujXPPfccJSUl7vpYERERkVrjwA+fYzWcHLRGXNLzXttsXrQZcw/7Gl0JQNyJH0n94HlKiosu6nOLCwtInvUW/kteopEzixKnF/sjhxE38XmaNG/ljtJFROQ3NOvYnYY3/JO9wV1wOA1iSlIp/uwxti+eqylgRERELjFuazrYbDb+85//YLfbGT16NGlpae76aBERERHTO5F7jIj8TQB4JQ31cDWeZ7FYSLzqDxxoOY4yp4XosjQyZ/yD/JzK3RW7c/VSjs14mLj8tVgNJ/t9mmMb8SxtB4/CatPcAyIi1cHXvw5J193FiV5/5Sj1qWOcImrPp+x87x/kHMj0dHkiIiJSTdzWdADIyckhNjaW3bt3M3z4cP7whz8wdepU1q1bR0FBgTs3JSIiImIq+5Z8ibdRzhGjAbHtu3i6nBqjVa8B5Hf9E0VOHxo5j5I/+ymO7D3/m1dyDx9i23vPEL71feoaheQ5AzmSdAttb3yUelo/TETEIyJbtSFq4gvsC+tHmdNCRHkGxtyn2PLNR9jtZZ4uT0RERKqY2xaSXrt2LbfddhtlZadPIBwOBxs2bGDjxo0AGIZBZGQkrVu3PuO/wMBAd5UgIiIiUiMVnTxJ45y1YEB5y0FYLG6978P0YpPaczT4EXK/f5UQ4wTFC/7J3s63EXdZp998j91eRsq8zwk/sIBow356oeiQbrQYdgO+fnWqsXoRETkbLy9vEq8ez9H0yzm68F2alB8k9tA89r23kTpX3Kxp70RERGoxtzUdXn/9dUpLS/Hx8eGqq64iLCyMgwcPsmPHDnbv3o3dbic9PZ309HS+++474HQjIiUlxV0liIiIiNRIe5Z+TaxRyjGCie/R29Pl1EgNo2M4MfrvHP78ZRo7juC17i1S8o6S0PfXU1Flpm7j1PJpxJINBhy2NCLgiokkxbfwQOUiInIuDaNjCJ34DCmLvqHh3m9oRDblS14iObkbLYeNx8fPz9MlioiIiJu5remQmpqKYRi8+eab9OjR44znysrK2LVrFykpKa7/du7cqQWnRUREpNYrLSkh9NAKMKAwrh9Wi9YX+C1BIfXx+cPf2fXJv4g5tYvIPZ+yJT+bNldPwGKxUHTyJLvnTiMmfwMWw0mx05ujsYNp1f8q/e8qIlKDWSwW2lx5Fcezu5I+dzLRpbuIy1vFkenbKO90A3HtO3u6RBEREXEjtzUdbDYbfn5+v2o4AHh5ebmmU6rgcDjYu3evuzYvIiIiUiPtWvYt0UYx+U5/mvca6OlyajwfPz8Sxj/MttmTictbTWz2UrbNzME7uh2BKZ8TZxSBAft9WxE15BbahIZ6umQRETlPwQ0aEnzTo+xatQT/rZ8SYpyA9W+yJXUFccNuJqBusKdLFBERETdw24TCLVu2xG63U15efn4btlho1qyZuzYvIiIiUuPY7WUE7V8CQF7kFXh5e3u4InOwWqwkjb6D9OircDgNYou20SR1BkFGEbnOII62v4O2Ex6mrhoOIiKm1Lx7H4LHvsjegMsAiC3cwomPH2HH8oU4HA4PVyciIiIXy21Nh1GjRlFaWsqyZcvc9ZEiIiIiprZ7xSLqGScpdPoS32eYp8sxnTYDr+Fou5s55bRhd1rYW/9yGk34J007dvN0aSIicpH8g4JIGncvOV3uIYdgAo1imqTOIHXac+RlHfF0eSIiInIR3Da90vDhw5k7dy7PPvssiYmJhOrOMxEREbmEORwOfHbNB+BoWDca+dXxcEXmFN/lcvKbtsJRXk5SWJinyxERETeLTWpPaYsEUud+SFTOSqLK0ij58gm2xQym1ZVXa80eERERE3LbSIc777yT6OhoCgoKGDFiBEuXLnXXR4uIiIiYzp51K2hALqecNuL6XO3pckytbmgo9dRwEBGptbx9fUm69haK+/+Nw0YYvkYZ0elfs2fq4xzZm+bp8kREROQCuW2kw9KlSzEMw/Xvu+66i4YNG3LFFVfQtm1bWrduTfPmzbHZ3LZJERERkRrJ4XDg3PYdAAdDOpGkhTFFRER+V3jT5pRHP0/K/M9pnDmPcMdh7AueI7lhLxKGjtPaSCIiIibhtg7AxIkTSU1NJTU1lfz8fACysrL49NNP+fTTT09vzGYjPj6ehIQEEhISaN26NUlJSe4qQURERKRGSN+ykXDHYcqcFqJ7j/R0OSIiIqZhtVlpO2Q0xw71IPP7d4m07yMueymZ7ydj7X4j0W3aebpEERER+R1uazo8/PDDrr8fOnSIlJQUUlNTSUlJYceOHRw+fJiysjLX47Nnz8YwDFJSUtxVgoiIiEiNULxxDgAHAhNJbNDQw9WIiIiYT/3wcOrd9AQ7ls+n3o4vaWDk4Vg5ieRtHYkfdhN1AgI8XaKIiIj8hiqZ6yg8PJzw8HD69+/veuz48eOuJkTFf+np6VWxeRERERGPObAzhUh7Og6nQePLNcpBRESksiwWCwlXDOJkUhf2zZlCbPE24k6sJ/fDVA4kXU/zrr08XaKIiIicRaWbDqtXr6ZLly5YLOe3FnVwcDDdunWjW7dursdKSkoqu3kRERGRGilvzZfUBTL8WtI2MtrT5YiIiJheYHA9Esc/QNr61XhtmEk94yR1t0xl667VRA+9haD6oZ4uUURERH7m/DoGZzFx4kS6devGQw89xPfff09RUdEFf4avr29lNy8iIiJS42Sl7yOqZBcAId1GeLYYERGRWqZpx240vOGf7A3uisNpEFOSSvFnj5Gy6BscDoenyxMREZH/qfRIhxYtWrBz506+/vpr5syZg5eXF926daNv37707duXBg0auLNOERERkRova/kXxBqQ4RVL6/gWni5HRESk1vH1r0PSdXeSuaMnpT+8T0Mjhzppn7Fz/1pCB95Gg4goT5coIiJyyTOcTqezsm8+dOgQixYtYuHChWzYsAG73Y5hGBiGQZs2bejfvz/9+vWjadOm7qz5klBe7iA3t9DTZbjYbBbq1fMnL68Qu113kEjNpryK2SiztUPukcMYXz2GzXCQ2+0+otu283RJVUJ5FbNRZsVMlNcLU1ZWSup3nxBxeAleRjmlTisHw/uTMHgUNpuXp8u7JCizYibKq5hNTcxsSIg/VuvvT550UU2Hnztx4gRLly5l4cKFrFixgqKiIgzDACAqKop+/frRt29fOnTo4HpcfpuaDiKVp7yK2SiztUPyrDeJy1/HQUs4LW993tPlVBnlVcxGmRUzUV4r52jmfnLnT6ZJ+QEAjhgNqHPFzTRp3srDldV+yqyYifIqZlMTM1vtTYefKy0tZc2aNSxcuJAlS5aQnZ19emOGQb169ejTpw99+/alZ8+e+Pj4uHvztYKaDiKVp7yK2Siz5nfyeB6nZj2Ij2Enq91tNOvcw9MlVRnlVcxGmRUzUV4rz+FwkLroGxrs/QY/o5Ryp0F6SDdaDhuPj5+fp8urtZRZMRPlVcymJmbWo02HX9qyZQsLFy5k0aJFpKWlnd6wYeDr60v37t3p168f/fr1o27dulVdimmo6SBSecqrmI0ya37Jn08lLucHsggl7taXsFh+/yTMrJRXMRtlVsxEeb14+dlHyfh2MjGndgGQ6wyivNMNxLXv7OHKaidlVsxEeRWzqYmZPd+mQ6UXkr4QiYmJJCYmcv/995Oenu5aB2Lz5s0sWrSIxYsXc+jQIf70pz9VRzkiIiIiblNcWECj7DVgQFnLAbW64SAiIlLT1W3QkLY3PsquVUvw3/oZIcYJWP8mW1KW0/SqW/EP0s2OIiIiVa3avxVHR0dz8803M3PmTFasWMGzzz5Lnz598NNwRxERETGh3UvmUMco5ZizLs279/N0OSIiIgI0796HeuNeZG9gewBii7Zy/KNH2L12hYcrExERqf2qZaTDbwkJCWHUqFGMGjXKk2WIiIiIVErpqVPUP7gcDCiM64vVZvV0SSIiIvI/dQIDSRp7D/u3bITV06hv5BOUPJktu9f9b9RDkKdLFBERqZWqZKRDVlYWOTk5VfHRIiIiIjXGrmXfEWQUccJZh/hegzxdjoiIiJxFTGJ7Gk14gb11O+NwQmzRFvI+eoQ961d5ujQREZFayW0jHZxOJ++88w7vvvsuRUVFAPj5+dGiRQsSEhJc/8XHx2OzeXSAhYiIiMhFK7eXE7hvMRiQ26QXTXx8PF2SiIiI/AZfvzokXX83+5K7YFkzjRDjBHU3/pctu9bR7KpbqRMQ4OkSRUREag23Xf2fOXMmkyZNOuOxoqIiNm3axObNm3/aoM1GfHy8qwkxbtw4d5UgIiIiUm12rVpEhHGCIqcPzfoM83Q5IiIich5ikzpQ0qwVO+dMJe7EemILNnPsw79xuOMNNO3Q1dPliYiI1ApuazrMmjULgI4dO/Lwww8THBxMeno6qamppKSkkJKSQkZGBmVlZa5/G4ahpoOIiIiYjsPhwHvHPACONOxKmL/ujhQRETELX/86JI35E3s3/Yht3XTqGSdhw9sk71xL86tvwU+/10VERC6K25oOmZmZGIbBK6+8QlhYGACRkZH07NnT9ZqCggJ27NjB9u3b2b59O6mpqe7avIiIiEi1SftxFY04ximnjbg+Iz1djoiIiFRC3GWdKG7eil1fTyXu5EbiCjaRPeMR7J0nEHdZJ0+XJyIiYlpuazoEBATg7e3tajj81ms6duxIx44d3bVZERERkWrn2PotAAeDO5AUHOzZYkRERKTS/PwDSBp7D2kb1uC9fsbpUQ8//ofknR1pMfxmfP3reLpEERER07G464OSkpIoLCyktLTUXR8pIiIiUuPs37KRcMch7E4LUb01ykFERKQ2aNqhK/XHvcC+gHYAxJ1YT9aMv7EveYNnCxMRETEhtzUdxowZg91uZ+HChe76SBEREZEap3DDHAAyA9pQL6yRh6sRERERd6kTGEjiuPvIan87+U5/QowThKx5neRZb1JSXOTp8kREREyjUk2HW265hVdffZXvv/+ezMxMAHr27MmwYcN48cUXycrKcmuRIiIiIjXBwV2pRJXtw+E0aNTzGk+XIyIiIlWgWcfu1Bv7AvvqJGIxIC5/HUemP0L61s2eLk1ERMQUKrWmw8qVK1m1apXr34GBgbRq1Yr4+HhKS0sZMWIEzz77LP369XNboSIiIiKelrv6K4KADN/mtI2O8XQ5IiIiUkX8g4JIvOF+dq9dQZ3NM6lv5ONYNYnk1K60HH4jPn5+ni5RRESkxqpU0+GOO+4gJSWF1NRUcnJyOHHiBGvXrmXdunWu1/zpT3+iQYMG9OnTh7Zt29K6dWvi4+Ox2dy2drWIiIhItTmauZ+okp1gQL2uV3u6HBEREakG8V16UtiqLWlfv0ts0Tbijq/h0Ac7sPSYSHTrJE+XJyIiUiMZTqfTeTEfkJWVRUpKCtu3byclJYWUlBSOHDny0wYMw/V3Ly8vmjVrRuvWrUlISKB169YkJiZezOZrrfJyB7m5hZ4uw8Vms1Cvnj95eYXY7Q5PlyNyTsqrmI0yaw5bZk4itmAzmbYYEm7+h6fL8RjlVcxGmRUzUV5rtl1rfsA/+WOCjCIcToP9Id1oddWNePv4eLo0j1FmxUyUVzGbmpjZkBB/rNbfX7HhoocdhIWFERYWRp8+fVyP5ebmkpqaekYjIjMzk9LSUtcICTjdkEhJSbnYEkRERESqVF5WFpEnt4ABfh2Ge7ocERER8YDmXXtxsmUi++f8l5jiFOLyVnFwWiq2y28hslUbT5cnIiJSY1TJXEchISH06NGDHj16uB4rKChwNSC2b9/O9u3b2b9/f1VsXkRERMStMpZ9QZzh4JClMS2SOni6HBEREfGQwOBg2o5/iJ0rlxC0bRahRh7lP7xCckoPWg0bf0mPehAREalQ6abDqlWr6N69+3m/PiAggM6dO9O5c2fXYyUlJZXdvIiIiEi1KMg/TpO89WCA0Wawp8sRERGRGqBFjz6cbJXI/jnvEnNqB3HHVnBgWgrevW4lomWCp8sTERHxqN+fgOk33HzzzYwcOZKvvvoKu91eqc/w9fWt7OZFREREqkXa4i/xMewcpT7NOvf0dDkiIiJSQwSG1KftjX/jYKvxFDh9aUAuActeJvnzqZSVlnq6PBEREY+pdNMBIDU1lb/97W/069ePyZMnc/LkSXfVJSIiIuJxJYVFhB1dDcCpFldisVzUqZOIiIjUQi0v74f/6OdI926O1XASl/MDGe8/ysFdqZ4uTURExCMq/c35448/ZsCAAVgsFrKysnjllVe44ooreP755zl48KA7axQRERHxiN1Lv8HfOEWeM5DmPfp5uhwRERGpoYJC6tPmpkc50HIchU4fGpKD/5KXSP7ifcrKNOpBREQuLZVuOrRr145///vfLFiwgBtvvBF/f3+Kior44IMPGDhwIH/5y1/YsmWLO2sVERERqTZlpaXUO7AMgBMxfbHZvDxckYiIiNR0rXoNwO/a50j3bnZ61EP2UtLfe4xDabs8XZqIiEi1MZxOp9MdH1RQUMBnn33GBx98wMGDBzEMA4AOHTowceJE+vWrWXcHvv7667zxxhvnfM0//vEPxo4d+6vHy8rKmDZtGl9//TUZGRl4eXnRsmVLxo8fz4ABA9xSX3m5g9zcQrd8ljvYbBbq1fMnL68Qu93h6XJEzkl5FbNRZmum7Qu+Jmrf55x0+hF647/w1lpUgPIq5qPMipkor7WHw+Fg5w/zCdn5OXWMUuxOC5mN+pAwdEytupFBmRUzUV7FbGpiZkNC/LFaf38cg81dGwwICOCmm25iwoQJzJs3j2nTprF582bWr1/Phg0biIqKYuLEiYwcORIfHx93bfai1a9fn+jo6LM+16BBg189durUKSZOnMiGDRuwWq00a9aM4uJi1q1bx7p167jtttt44IEHqrpsERERqULl9nL89y0CICf8csLVcBAREZELYLFYaNV7EMdbtyfjm7eJKttLbNYi9r23lYB+t9M4rpmnSxQREakybms6VLBYLAwePJjBgwezZcsWpk6dyoIFC0hPT+epp55i0qRJjBs3jhtuuIGQkBB3b/6C9erVixdffPG8X//yyy+zYcMGIiIiePfdd4mLiwNg0aJF3Hfffbz77ru0b9+evn37VlXJIiIiUsV2r15CE/IpcnrTrM9Vni5HRERETCq4QUOCbnycHUu/I3T3VzTiKGULnmdLeD9aDx6D1Wb1dIkiIiJuV+k1Hc5HYmIikyZNYsGCBdx00034+/tz/Phx3nrrLfr06cMTTzxRlZt3u5ycHD7++GMAnnvuOVfDAaBfv37ceuutAL87bZOIiIjUXA6HA1vqPACOhHahTkCAhysSERERM7NYLCT0HYrXiKfJtMXiZTiIPbyAtPce5cj+vZ4uT0RExO2qtOlQITw8nPvvv5/Zs2czZswYbDYbp06d4rPPPquOzbvN4sWLKSsrIyYmhq5du/7q+TFjxgCwfft2MjIyqrs8ERERcYO9G9cQRjalThtxfUZ4uhwRERGpJeqFNaLlTU+QETeKEqcXjZ1ZeM97ji3ffES5vdzT5YmIiLhNpadXWrBgASdPnnT9V1BQcMa/f/l4WVmZO+t2mx07dvDXv/6V7Oxs/P39adGiBUOHDiU+Pv5Xr928eTNwenHsswkLCyMiIoIDBw6wefNmoqKiqrJ0ERERqQL25LkAHKh7GUkh9T1cjYiIiNQmFouF1v2Hkdu6PZnfvUOkPZ3YQ/PY8/4W6l15Bw2jYzxdooiIyEWrdNPhz3/+M4ZhuP7tdDp/9z1+fn74+/sTGBhIQEAAgYGBld2826SmppKamur69+LFi3n77beZMGECDz/8MFbrT/Mr7t+/H+CczYSoqCgOHDjAvn37Lro2m61aBqKcl4pVyc9ndXIRT1NexWyU2Zpj/5bNNCk/iN1pIabvtTXqd3FNobyK2SizYibK66WjYWQEobc+xbb5X9MgbQ7hjsOUfv8M26IG0nboaKwWc6z1oMyKmSivYjZmzqxbFpLu1q0b3bp1O6OZ4O/v7/p7QEAAAQEBZ1zA97SGDRtyzz33cPnllxMREUFAQAD79u1j5syZfPzxx0ybNg2bzcZDDz3kek9+fj4AdevW/c3PrXjuxIkTF1WfxWJQr57/RX1GVQgK8vN0CSLnTXkVs1FmPW/rj19TFzgU1JberX896lF+oryK2SizYibK66XjirF/4Ej65eyZ9S/CyzKIzvyWHe8mEzv6Ppo0jfv9D6ghlFkxE+VVzMaMma100+HKK69k0aJFOBwOVq9eTWlpKbfccgt9+vRxZ31V5vrrr//VYy1atOCpp54iIiKC//u//2PatGmMGzeOiIgIAE6dOgWAl5fXb36ut7c3ACUlJRdVn8Ph5MSJoov6DHeyWi0EBflx4kQx5eUOT5cjck7Kq5iNMlszHNy9i4hTe3A4IaznCPLyCj1dUo2kvIrZKLNiJsrrpcknqD6tbnmard9/Qdi+uYSXH+TkR4+wNGYwbQZfU6NHPSizYibKq5hNTcxsUJDfeY28qHTT4fXXXyczM5P333+fzz//nPXr17Nhwwbi4uK46aabuPrqq10X4M3m5ptvZvr06Rw9epTFixczYcIEAHx8fADOuT5FaWkpAL6+vhddh91eM8L0c+XljhpZl8jZKK9iNsqsZx1d8TkxQKZPPG0iY/X/xe9QXsVslFkxE+X10tR6wEhyDnTk4Lx3aFJ+gKj0OaS+u4nQQXcS2iTC0+WdkzIrZqK8itmYMbMXNSFUZGQkTzzxBMuWLeMvf/kLoaGhpKWl8eSTT9K3b1/efvtt15REZmK1WklKSgIgPT3d9XhQUBDAOfep4rmK14qIiEjNl3Mgk8ii02s81e16tYerERERkUtVaEQk8ROfYn/kMEqdNpqUH4Bv/sG2eV/gcJjrgpOIiFy63LIKRVBQEHfccQeLFy/mhRdeID4+npycHF577TV69+7Ns88+y4EDB9yxqWpTMYWS3W53PRYTEwOc2Yj4pYyMjDNeKyIiIjXfwR8+x2o4ybRFEdmyjafLERERkUuY1WKl7eBROIY8wSFLOD6Gnej0r9j53t/JOWSuaysiInJpcuvS115eXowcOZKvv/6aKVOm0L17d4qLi/nwww8ZOHAgf/nLX9iyZYs7N1lldu/eDUCjRo1cj7Vr1w6AjRs3nvU9WVlZruZKxWtFRESkZsvPPkrkyWQAfC8b7uFqRERERE5rEBlNs5ufYX/EEEqdViLKM3HOeYrtC77SqAcREanR3Np0+LkePXowZcoU5syZw4gRI7BarXz33Xdcf/31jB8/nqVLl1bVpi/a0qVLXU2HHj16uB7v168fXl5e7N+/nzVr1vzqfR9//DEACQkJREdHV0+xIiIiclH2L/0SL8PBYSOMmKQOni5HRERExMVqsdJ2yHWUD3qCQ5bG+BplRO37gh3vP0XukcOeLk9EROSsqqzpUCE+Pp4XXniBxYsXc+eddxIUFMT69eu56667GDp0aFVv/qx2797Nk08+yY4dO8543OFw8M033/DXv/4VgD59+pCYmOh6PjQ0lOuvvx6Axx57jL1797qeW7x4MZMnTwbgj3/8Y1XvgoiIiLhB4Yl8wnN/BMDZZjAWS5WfGomIiIhcsIbRMTS76Vn2hQ+kzGkl0p6O/au/s33hHI16EBGRGsfmrg8qKiri5MmTFBQUUFBQ4Pr7yZMnKSws5OTJkxQVFdG9e3cWLlxIWVnZGRftq5PdbmfWrFnMmjWL4OBgwsPDsVqtZGRkuBaC7tixIy+99NKv3vvggw+yfft2Nm3axLBhw4iPj6eoqMi1lsPNN99M//79q3V/REREpHLSFn9FrFFGNvVo1uVyT5cjIiIi8pusNiuJw8ZyZF9nchb+l8ZkEbV3NjsyNtJ46J3UCwvzdIkiIiLARTQdrrrqKleDobCw8II6606ns7KbdYsmTZpw3333sXnzZtLS0khPT6e0tJS6devSq1cvhg0bxrBhw7Barb96r6+vL9OnT+f9999nzpw57N+/Hy8vLzp37swNN9zAwIEDPbBHIiIicqFKiotokLUKDCiJH4DV8uvf+yIiIiI1TaPYpjSY+Dzbv/2YiMOLiLTvo/jLJ0iJv5qWvTVyU0REPK/STYddu3b97msMwyAgIIDAwECCgoJcf/78754QFBTEXXfdVen3e3t7c/vtt3P77be7sSoRERGpTruXfkuMUUKeM5Dml2uUooiIiJiH1WYl8ao/cHhvF44t+i+NOErknk/ZtW81llb9iOvcE5vNy9NliojIJarSTYcJEyac0Tw4W0MhICAAwzDcWa+IiIjIRSsrKyU4YykYkB/dmyh9KRcRERETahzXDHvUc6TM/ZjII0toUn4Atk3j8NbZ5IV1JubyIQTVD/V0mSIicompdNPh0UcfPePfpaWleHt7X3RBIiIiIlVt9w/ziTQKKHD60vyKIZ4uR0RERKTSbDYvEq8eT87BPmSs+paw3A0EGwUEH12M/bOlbPVrQVD7gUQmJGrqJRERqRZu+23zj3/8w10fJSIiIlJlyh3l+KUtAiC7UQ98/Pw8XJGIiIjIxQttEkHS6NsJufE1MpqN5ogRhs1wEFOSSsiqSeyd/BDbF3xFSXGRp0sVEZFartIjHX7p888/57LLLmP06NHu+kgRERERt9uzehnh5FHs9KZpn6s9XY6IiIiIW3n7+tK671DoO5TM1G3kbZhHRGEKYUYO7PuCE3vnsjO4HY27DqFhdIynyxURkVrIbSMd6tSpw7PPPsv27dvP6/VOp5N//vOf7tq8iIiIyO9yOBxYUr4H4HD9TvgHBXm4IhEREZGqE9mqDYk3/BWv6/+PfY0HkOcMxM8oJS5/HX7z/kHK1CfZuXop5fZyT5cqIiK1iNuaDs8//zynTp3innvu4fjx4+d8bcXr3n//fXdtXkREROR37du0jkbOo5Q5rcT2GenpckRERESqRWBwPRKHj6PJbZM4knQrGV6xOJwQac8gfOv7HJpyL1u++oATucc8XaqIiNQCbms6DBo0iBtuuIGDBw/ywAMP/ObrcnNzGT9+PAsWLMDX19ddmxcRERH5XaWb5wKQGdSOoPqhHq5GREREpHpZLVbiu/Sk9cS/Uzr0afbW60aR04dgo4DYrEWUf/ogWz94ifRtyTgcDk+XKyIiJuW2pgPA3/72N5KSkli5ciWvvfbar55PS0tj9OjRbNmyhdDQUKZNm+bOzYuIiIj8pszUrUSUZ1LuNGhyhUY5iIiIyKWtQUQUSaPvIHjCJDKbjuKI0fD0wtPFKYSs+hd7Jz/M9gVfa+FpERG5YG5tOthsNiZNmkRQUBDvvPMOS5cudT23evVqxo4dy8GDB4mPj+eTTz4hMTHRnZsXERER+U35a78CIKNOAqHhER6uRkRERKRm8PHzI6HfMOJve4njl/+VfX5tKHNaCCObqH2fkz/9PpJnvcXRzP2eLlVEREzCrU0HgMaNG/Pyyy/jdDp5+OGHyczMZPbs2dx+++2cOHGCnj178tFHHxEeHu7uTYuIiIic1ZG9aUSX7gGgQQ+NchARERE5m8hWbUkc/wBe17/CvsZXkucMpI5RSlz+Wvy++wcpU//OrjU/aOFpERE5J1tl3nTLLbfQpk0bWrduTUJCAhERZ94t2KtXL+68807eeustxowZQ25uLk6nk3HjxvH4449jsbi91yEiIiLym46u/IJYIN2rKW3imnm6HBEREZEa7fTC03+g3D6GtPUrsacspknZfiLt6bBlKgeTP+V44y406z2UevX8PV2uiIjUMJVqOqxcuZJVq1a5/h0UFORqQLRu3Zo2bdrw5z//meTkZFatWoXFYuGRRx5hwoQJbitcRERE5HzkHDpAVNF2MCCo8whPlyMiIiJiGlableZde0HXXmRnpnNo9Xc0yttEPeMk9Y4spOSjxSwNbE3d9gOIaNnW0+WKiEgNUammwx133EFKSgqpqank5OSQn5/PqlWrWL16tes1gYGBNGrUCMMwGDZsGD169MDpdGIYhtuKFxEREfk9B5d9QZzh5IA1klat9WVYREREpDIaREbTIPJOThUXs2flQrz3/UAjsokq2Ao/bGX38oaUxl5Osx798fHz83S5IiLiQYbT6XRezAdkZWWRkpLC9u3bSUlJISUlhSNHjpy5kf81Gnx9fWnevDktW7YkISGBVq1aaTHp31Be7iA3t9DTZbjYbBbq1fMnL68Qu93h6XJEzkl5FbNRZqvOiWM52D97GC+jnKMd7qRph66eLsn0lFcxG2VWzER5FTNxOBwc2rWd/I3zaXxyO17G6cwWOX04Uu8ywrsNpkFktIerFPmJjrFiNjUxsyEh/litv790QqVGOvxcWFgYYWFh9OnTx/VYbm4uqampZzQiMjMzKS4uJjk5mS1btgCnmxEpKSkXW4KIiIjIWe1b8gVxRjlHjIY0vayzp8sRERERqTUsFgsxbZKod3l30tMy2LN0LvUOryHYKCDu+Boc364hxSsGW0JfmnbsgdVm9XTJIiJSTS666XA2ISEh9OjRgx49ergeKygocDUgtm/fzvbt29m/f39VbF5ERESEopMnaXzsRzDAkTAIi+X378YQERERkQsXFFKfxKtuoNw+9n8LTy8i0p5OpH3/TwtPh3cl9vIhBAbX83S5IiJSxaqk6XA2AQEBdO7cmc6df7rLsKSkpLo2LyIiIpeYPUu+ItYoJYd6NOt2hafLEREREan1fr7w9NHM/Rxe9R2Nj/9v4enDCyibtYgtdRKo13Egka201paISG1VbU2Hs/H19fXk5kVERKQWKi4sYNe8T4jIXgUGFDfth9Wi4fwiIiIi1alhZAwNr7+LkuIi0lYsxGffcsKMbGKLt8Hybexe0ZDS2F4069FPC0+LiNQyHm06iIiIiLhLWVkpOxfNISR9IXFGMRhwwBpJfK8Bni5NRERE5JLl61eH1ldehcMxjMyUreRvmk9kUSqNOAp7P+N42hyOhLSnSbchhEZEerpcERFxAzUdRERExNQcDge7Vi7BN/VroskHA3KdQRQnXEWLHn21loOIiIhIDWCxWIhukwRtkjiRe4x9y7+l3pG1pxeezluNY+5qtnvH4p3Qj7hO3TRSVUTExNR0EBEREdPal7yBsnWf0MSZBUCB05ecqP607H8VXl7eHq5ORERERM4mKKQ+iVePp9w+jj0/Lqc8dTGR9gyiyvZB8mQObp7F8fBu/1t4OtjT5YqIyAVS00FERERM5/DePeQum0lU2V4ASp02DjToTvyA62gcEODh6kRERETkfFhtVlp06w3denM0fT+H13xL4+Ob/7fw9PzTC0/7J1Cvw0AiW7XxdLkiInKe1HQQERER08jLyiJz4YdEF2wlwHBS7jTICEwi6spxJDVo6OnyRERERKSSGkbH0DD67v8tPL0A333LaWjkEFu0FZZvZfeKMEqb9iK+ez+8fX09Xa6IiJyDmg4iIiJS4xWeOMGe+bOIOLaGWKMcDEj3bkZo73EkxsR5ujwRERERcZPTC09fjcMxnMyULZzYOI+I4p00Igv2fEre7q/I9onG2TCekGZtaRTXHKtN6z+IiNQkajqIiIhIjVVWWsqOBV/S4MAi4oxTYMAhS2N8u1xPm7btPF2eiIiIiFSR0wtPt4M27ThxLId9y78lJGstdY1Cokt3w4HdcOBbji3xJtu7CeWhzQiOS6Rx8xZa20tExMPUdBAREZEap9xRzq7lC/Hf8Q0xxkkwIIdgytpcTXzXK7BYLJ4uUURERESqSVD9UBJHTMBuH8vB1O3k792K7dgeGpQdws8oPb0A9eF9cHgB+StsZNvCKa3fjKDY1jRp2QZvHx9P74KIyCVFTQcRERGpUfZuWEv5xs+IcGaDASedfuTGDqBl32HYbF6eLk9EREREPMRm8yK6bTv434hXu72Mw7t3kpe2FWv2HkJLM6ljlBJRngFHM+DoYgrWWDhqbcypenEExLSmSctEfP3reHQ/RERqOzUdREREpEY4uHsn+ctnEmlPB6DE6cXhsJ40v3I04fpiKCIiIiK/YLN5EdmqDZGt2gCnR8tmpe3h2J6tcHQX9UsyCTSKaeI4CMcOwrHllKw3yLCGUVw3jjpRrQhvlYR/UJCH90REpHZR00FEREQ86tihQxxc9CHRRdsJMqDcaZBetwOxA8aSGFLf0+WJiIiIiElYLVbC41sQHt8CAIfDwdGM/eTs2oIzaxf1itKpaxTS2HEE8o5A3irsmw32GKEUBsXiG9mK8FaJBOocVETkoqjpICIiIh5RkH+ctHkfE5m3jljDAQbs92lBo77jSIqM9nR5IiIiImJyFouFRjFxNIqJA043IXIPH+Lojs3YD++kbmE6IcYJwsiGE9mwfR1sh73U42RgLN5NWtK4VTuCGzT08J6IiJiLmg4iIiJSrUpLStixYDaNDi0jzigFAw5am+DffQxtW7X1dHkiIiIiUktZLBZCm0QQ2iQCGAZAXtYRjuxIpvTgDoIK9hNKHg3Io8HJPNixEXbMZL+zLif8o7GFt6BhyyRCwyM8uyMiIjWcmg4iIiJSLcrt5ez44Xvq7v6WWKMQDMgmhPKkkTTv1AOLxeLpEkVERETkElMvrBH1whoBAwE4kXuMwymbKTmwA/8T+2jgzKG+kU/9oi2wZwvs+ZRMZwB5daKxNmpOg+ZJhEZG6VxWRORn1HQQERGRKuVwONi7fjXG5s+J4hgYkO/0J7/pYFr2HozVZvV0iSIiIiIiAASF1CeoZz+gHwCFJ/I5mJJMcWYqfsf30tBxlGCjgODi7bBvO+z7giNOP475RkFYc+rHtyUstilWi85xReTSpaaDiIiIVJnMHdsoWPkxEeUHACh2enOk8RW0uPIaIvz8PFydiIiIiMi5+QfVpXnXXtC1FwDFhQUcSt1KQXoKvnlpNCw/QqBRTOCpnZCxEzLmkO30Icc7AmeDeOo1S6Rxsxa60UZELilqOoiIiIjbZR/I4MiimcSc2kEwYHdayAjuRNzAMSQG1/N0eSIiIiIileLnH0DTjt2gYzfg9HplB3ds48S+bXjnptHQfhh/4xT+ZWlwKA0OfU/uMi+yvZpgD21G3bg2hLdIwMvL28N7IiJSddR0EBEREbc5mXuMvfM/Jip/AzGGA4cTMuok0LjvOJKaaME9EREREaldvH19iW3XEdp1BKCstJRDu1LJ37sNW84eGpQdwNcoI9K+H47shyMLObHSxlFbY8pCmhIY25rwFm3w0ShgEalF1HQQERGRi1ZSXMSueZ/ROGs5cUYZGJBpi6Juz7G0bd7K0+WJiIiIiFQLL29votskQZskAMrt5RxO20nunq1YsncTeioTf+MUEeWZkJ0J2UspWmthvzWMknpN8Y9OoEmrRPz8Azy8JyIilaemg4iIiFSa3V7GziXfErx3HrFGERiQRShG+2tJ+N+QcxERERGRS5XVZiWiRQIRLRIAKHeUc3TfXnJ2b4GsXdQvySDQKCbccRiOHYZjKzi1wSDNpxnhg24mpFFjD++BiMiFU9NBRERELpjD4WD32h/w3voVUeSBAXnOQAqaD6HFFQOwWrRQnoiIiIjIL1ktVho3jadx03jg9Hl1TmYGR3dtwXFkJ/WK0gk2Cogu3U3JV0+yNWogCQNH6vxaRExFTQcRERG5IOnbkilZM4twxyEAipw+HG3ShxZXjsTbx8fD1YmIiIiImIfFYqFhdAwNo2Ncjx3clUrhD9No7DhCTOY3pE1dT0Cfmwlv2txzhYqIXAA1HUREROS8ZKXvI3vJTKJLdwNQ5rSSGdKFZgOvJyyoroerExERERGpHZo0b0V5s+dImfcFjTLm0dhxhPKFL5C8uQetht6At6+vp0sUETknNR1ERETknPJzctg//0OiT24m2nDicBqk+7chov84kjTHrIiIiIiI21ktVtoOHkXukR5kfDeZqLI04o6t4NC0rTg630DcZZ08XaKIyG9S00FERETOqriwgF3zPqFJ9iriDDsYkOEVS71eY0nU0G4RERERkSoX0qgxIROfYOeKRQRsn019Ix9+/A9bticSO+xmAoODPV2iiMivqOkgIiIiZygrK2XnojmEpC8kzigGA44YDbF1Gk3rdrqjSkRERESkurXo2Y/CxE7s+eY94go2EVu0hYJZf+NAq2to0bM/FovF0yWKiLio6SAiIiIAOBwOdq1cgm/q10STDwbkOoMoTriK5j366ouMiIiIiIgH+QcFkTTuXvZv2YhzzQeEGnkE7JhJatpqwgbeQmh4hKdLFBEB1HQQERERYF/yBsrWfUITZxYABU5fcqL607LfVXh5e3u4OhERERERqRCT2J7SFq3Z8e1HRB79gaiyfZya8w+2RFxJ64GjsNqsni5RRC5xajqIiIhcwg7v3UPusplEle0FoNRp40BoN+IHXEfjwEAPVyciIiIiImfj7eND4sibOLLvco4umkK44xCxB79j73sbqHPFRJo0b+XpEkXkEqamg4iIyCUoLyuLzIUfEl2wlQDDSbnTICMwiagrx5HUoKGnyxMRERERkfPQKLYpDW5+htSFc2i471sacZTyJS+RnNyVFsPG4+tXx9MlisglSE0HERGRS8jR9P0cXvU1ESeSiTXKwYB0r6aE9h5HYmxTT5cnIiIiIiIXyGqx0mbACI5nd2f/t5OJObWLuLzVHJ2+jdKOf6BZh66eLlFELjFqOoiIiNRyDoeD9C0bKNr0PRGlacQZgAGHLI3x6TyaNontPV2iiIiIiIhcpOAGDQm+8VF2rV5GnS2fUM84CRveZkvKcmKH3kxgSH1Plygilwg1HURERGqpstJSdq9chPfuxYSRffpBAzK8YvFLHET8ZZ2wWCyeLVJERERERNyqebcrKGrbgd3fvE9M/npii7dT+OljZDa/mpZXDNR3ABGpcmo6iIiI1DInjx9n37I51D+ymkijCIBSp5UDgYmEdRtGa02jJCIiIiJSq9UJCCBpzJ9I355M+cppNDBy8d89ix37VtNgwK00iIjydIkiUoup6SAiIlJLZKXv48iqOUSc2EKsYQcDTjr9yA7rRlyvoSRpOLWIiIiIyCUlunUSZc1fJPXbWUQcWUKkPYPSuU+xJbwvCYOvw2bz8nSJIlILqekgIiJiYg6Hg/3JGyje/B0RpXtd6zUcJZSSZn2I79GfcB8fT5cpIiIiIiIe4uXlTeLV4zmafjlZCycTUX6A2MMLSJ+6Ce9eNxHZso2nSxSRWkZNBxERERMqKy1l94oF+OxZQkNyTj9YsV5D0mBi23XUXK0iIiIiIuLSMDqG0IlPk7r4W0LTvqahkYNj2SskJ3em+bDx+PkHeLpEEakl1HQQERExkZPH89i3dA71s9b8er2G7sNpHRPn4QpFRERERKSmslgstO4/jBOXdWX/3CnElKQSl7+WnBnbKWk3hvguPT1doojUAmo6iIiImEBW+j6OrPyaiJNbiDXKwYATzjoca9SN2CuGkRRcz9MlioiIiIiISQTVD6XthIfZvXYFvps/JtgogOTJbN25kqght1A3NNTTJYqIianpICIiUkM5HA72b15PcfJ3RJXtIw7AgCxCKY3vR3yPfjTx9vZ0mSIiIiIiYlLxXXpS0qY9O+dOIyZvHTElqRTNfpQDTYfTqu9QTdkqIpWipoOIiEgNU1Zayq4VC/Dds5iGHAPA4YQD3k3xazeIuKQOOvkXERERERG38PWvQ9J1d5G543JO/fA+YUYOUXtnsyt9LSH9b6VhdIynSxQRk1HTQUREpIY4kZvL7sVfE5q1hijXeg02DgQl0qj7cFpHx3q4QhERERERqa0iW7bB3uwFUr77lCaHFtGk/ABl3z/NlrDetBo6Bi8vjbIWkfOjpoOIiIiHHd6bRvLqb2h0fDNxv1qvYThJwcGeLlFERERERC4BNpsXicPHkXPgcjLnv0ukPYPYo4vJfG8z1h43Et06ydMliogJqOkgIiLiAQ6Hg/2bfqR4y/dEle0jCv63XkMDSuP7ar0GERERERHxmNCISEJu+gc7ls0jZNdXNDBycaz4F8lbOxI/7CbqBAR4ukQRqcHUdBAREalGpadOsWfFAnzSlpyxXsNB32b4XzaYuDaXab0GERERERHxOIvFQkKfwZxM6sy+ue8RW7yNuBPryf0wlczE0bTo1tvTJYpIDaWmg4iISDU4mXuMfT98Q2jWGiKNYqBivYYkInpdxRXt2pCXV4jd7vBwpSIiIiIiIj8JDKlP4vgH2LNhDd7rP6SecZK6W99n285VRAy9leAGDT1doojUMGo6iIiIVKEj+9I4unoOESe3Eutar8GfY427EXfFMJLqBmOzaWSDiIiIiIjUbM06dKUkIZGd38wgOnc10aW7KP78cbbFDqZV/6uwWqyeLlFEagg1HURERNzM4XCwd9M6SpPnEWnfRyyAAUeMBtjj+9GsR1+aeGm9BhERERERMRdfvzokjb6dg7sup2jZezTiKNH7v2LP1B+p2+8WGsU29XSJIlIDqOkgIiLiJqWnTrF7+QL89i4mjFzg9HoNmd5N8W8/hKZttV6DiIiIiIiYX5PmrSiPe4GUebNpfGA+4Y5D2Oc/R3LDy2k1ZBzePj6eLlFEPEhNBxERkYt0IvcY+5bNocHRtUT9b72GU04bB+u2o3GPYbSJjPFsgSIiIiIiIm5mtVlpO/Q6jh3qSca8d4kq20dc9jIOTtsCXcYTm9Te0yWKiIeo6VBJa9as4b333iM5OZmioiLCw8MZNGgQt99+O3Xq1PF0eSIiUg2O7E3j6JrT6zXE/W+9hnynP7mNuxN3xVCS6gZ7ukQREREREZEqVT88nHo3PsHOFQupm/oFoUYerP03ydsvo9mwifgHBXm6RBGpZmo6VMIHH3zAc889h9PppFGjRjRu3Jg9e/bw1ltvMX/+fGbOnElwcLCnyxQRkSrgcDjYt3Etp7bMI9K+/2frNTSkrHlf4rv3JULrNYiIiIiIyCXEYrHQqtcACpI6s/ebqcQWbiGuYBPHP9rJgdbXEt+9j6aaFbmEqOlwgbZt28bzzz8PwNNPP811112HYRhkZWVx1113sX37dp544glef/11D1cqIiLuVFpSwu4VC/Dbu4SGP1+vwacZ/pcNoWnbdjqJFhERERGRS1pA3WAS/3A/+zb/iLFuBvWNfIJSPiB19yoaD76VkEaNPV2iiFQDNR0u0JtvvonD4WDEiBFcf/31rsfDwsJ49dVXGTx4MPPnz2fHjh20bNnSg5WKiIg7nMg9xv5lc2hwdA1RRgnw03oN4T2G0yYy2sMVioiIiIiI1Cyx7TpR2rItqXM/JCpnJVFlaZR89SRbowaScOVIrDarp0sUkSqkpsMFKCwsZPny5QBcd911v3o+JiaGrl27smrVKr7//ns1HURETOzw3j1kr/6aiIJtxBqOn9ZrCO9B0yuGkhRU19MlioiIiIiI1Fjevr4kXXsLh9N6cXLJFBo7jhCT+Q1p7/1IQN9bCG/a3NMlikgVUdPhAqSmplJaWoq3tzeJiYlnfU2HDh1YtWoVycnJ1Vxd7WK3l7F71RLsJ497uhQxIcMC3l42SsvsOB2erkbMxokTW1YKkfZ0AsC1XoO9eT+ade+j9RpEREREREQuQOOm8TSMfY7U+V8Slv49jcmifOELJP/YCUtgaLXVoWsFclEMg8ZJ3QhtEuHpSkxBTYcLsG/fPgDCw8Px8vI662uioqLOeO3FsNlqztzgVqvljD+r2v7Nm4jYMbNatiUicjYOp0GmbzOCOg6lRRWv11Ddx1iRi6G8itkos2ImyquYjTIr58uGhXbDRpN7pCcZ37xLVOke4k6sgxOerkzk/GVmpdDotqeqbXtmPsaq6XAB8vPzAahb97en1Kh4ruK1lWWxGNSr539Rn1EVgoL8qmU7CV278GPaJii+uP8dRUQqw/APIf7KEfSJja3W7VbXMVbEHZRXMRtlVsxEeRWzUWblfNWr14ymrf7JxgXzOJGyChwaciAmYRg06DTAI9drzXiMVdPhApw6dQrgN0c5AHh7e5/x2spyOJycOFF0UZ/hTlarhaAgP06cKKa8vDp+IRgkXX9XNWxHaqPqz6vUVnl5hdWyHWVWzER5FbNRZsVMlFcxG2VWKiu2Y0/o2LNat6m8ijtU13UCqJmZDQryO6+RF2o6XAAfHx8AysrKfvM1paWlZ7z2YtjtNSNMP1de7qiRdYmcjfIqZqPMipkor2I2yqyYifIqZqPMipkor2I2Zsys+SaE8qDzmTrpfKZgEhERERERERERERGpjdR0uAAxMTEAHDp06DdHO2RkZJzxWhERERERERERERGRS4WaDhegVatWeHl5UVpaypYtW876mg0bNgDQrl27aqxMRERERERERERERMTz1HS4AAEBAfTseXqRm08++eRXz+/fv581a9YAMGjQoGqtTURERERERERERETE09R0uEB33303hmHw1VdfMWvWLJxOJwBHjx7l/vvvx+Fw0L9/f1q2bOnhSkVEREREREREREREqpeaDhcoMTGRv/3tbwA8+eST9OnTh5EjR9KvXz+2b99ObGwszzzzjIerFBERERERERERERGpfoaz4lZ9uSCrV69m6tSpbNmyhaKiIsLDwxk0aBC33347/v7+F/35TqcTh6Nm/V9jtVooL3d4ugyR86K8itkos2ImyquYjTIrZqK8itkos2ImyquYTU3LrMViYBjG775OTQcREREREREREREREXELTa8kIiIiIiIiIiIiIiJuoaaDiIiIiIiIiIiIiIi4hZoOIiIiIiIiIiIiIiLiFmo6iIiIiIiIiIiIiIiIW6jpICIiIiIiIiIiIiIibqGmg4iIiIiIiIiIiIiIuIWaDiIiIiIiIiIiIiIi4hZqOoiIiIiIiIiIiIiIiFuo6SAiIiIiIiIiIiIiIm6hpoOIiIiIiIiIiIiIiLiFmg4iIiIiIiIiIiIiIuIWajqIiIiIiIiIiIiIiIhbqOkgIiIiIiIiIiIiIiJuoaaDiIiIiIiIiIiIiIi4hZoOIiIiIiIiIiIiIiLiFmo6iIiIiIiIiIiIiIiIW6jpcAlyOp2eLkFEpNZxOp2kp6fjcDg8XYrIeVNexUyUVzGT8vJytmzZ4ukyRERERDxCTYdLSEZGBqWlpZSVlbkeKy8v92BFIr8tIyODgoIC8vLyXBcZ1DCTmmrevHnceeedTJgwga+++srT5Yj8rsOHD//qMV3QlZrq6NGjwJkZVV6lJps9ezY9e/bkmWeeISsry9PliJzT5s2bWbp0KStWrDgjr/ruJSJy8dLS0sjPz6egoMD12KVyHmvzdAFS9ZKTk3nrrbdIS0ujtLSUJk2a0Lt3b26//XasVqunyxM5w5YtW5gyZQq7du3i5MmT1KlThy5duvDYY4/h6+vr6fJEzrBjxw6efvppNm7cCEB0dDQlJSWcOnUKHx8fD1cn8mvJyclMnjyZ/fv3c+rUKSIjI7niiiuYMGECFovuRZGaZcuWLcyYMYPMzEyOHz9Oo0aN6NGjB7feeqvyKjXSxo0bee6559i+fTt+fn5cfvnl1KlTx9NliZzV5s2bmTRpEuvXrwfAbrfTvHlzxo4dy5gxYzAMw8MVipxp8+bNvPjii9x2223069eP8vJyXdOSGis5OZk33niDHTt2UFpaSv369enZsyf33HMPAQEBni6vWhhOta9rrdLSUt5++23efPNNABo3bkxZWRknTpygtLSUkSNHcv3119OuXTscDoe+vIlH5eXl8eqrr/Lpp58CUK9ePRwOB6dOnaKkpIRx48Zx22230bhxYw9XKpc6p9OJYRgkJyfz0EMPkZ6eTv/+/RkzZgw9e/b0dHkiZ1VQUMAbb7zB+++/D0BoaCjl5eWcPHkSu93O6NGjGT16NImJiTonEI87fvw4L7/8MrNnzwbA39+fwsJCLBYLDoeDO+64gxtvvJGQkBAPVypyWnZ2Ni+88ALffvstAIMHD2b8+PG0b9/ew5WJ/FphYSH/+c9/mDp1KgDNmzenTZs2rFu3jgMHDhAaGsqjjz7KkCFDXOe9Ip5UUFDA22+/zeTJkwHo2LEjM2bMAFBGpUZxOp2UlZUxZcoUXnvtNQCioqLw9vbm8OHDFBYW0qNHD8aNG3dJNM400qEW27hxIx988AF169blkUceYcSIEeTk5LBy5Uqef/55vvzyS/bt28e///1vGjZsqIO1eMzq1at55ZVX2LZtGwkJCYwdO5arr76aI0eOsGrVKv7xj3/w9ddfc+WVV6rpIB5nGAbl5eXMmDGD9PR0/vKXv3DHHXe4nq/tJw5iTh988AHvv/8+UVFR/PGPf3QdY1esWMFTTz3F559/TlpaGpMmTdI5gXjUli1beOWVV1i7di0JCQmMGTOG/v37s3PnTn788UfefPNNPvzwQ2JjYxk+fLiOt+Jx//rXv5gyZQp2u5327dszbtw4hg0b5nq+tLQUb29vD1YocqYZM2YwdepU6tevz4MPPsiIESMA2LVrF++++y5z5sxh8eLF9OnTBz8/P88WK5e8AwcO8P7777uaDPXq1WP9+vXMmjWL66+/HofDoXMBqTEMw2DPnj18+OGH+Pv788QTTzBixAhKSkpYvXo1r776KitXrmTnzp20aNGCiIgIT5dcpXQbWy1lt9t5//33OXnyJI8++qjrRCIkJISrr76ap556ioSEBDZv3swLL7wAoIsL4hEpKSm89tprbNu2jdGjRzN58mRGjx6Nt7c3kZGRjBkzhj59+lBQUKDF+KTGWL9+PXPmzOHyyy8/o+EAP83PaLfbPVGayBmcTie7d+9m1qxZ1K9fn3feeYerr74agLCwMEaNGsVf/vIX6tevz8aNG3n++ecBnROIZxQUFDB58mTWrl3L0KFDmTJlCtdddx0hISF069aNe+65x3VOsHz5cqxW6yUzJ67UTKmpqa6Gw7Bhw5g5c+YZDQfgjIaD8iqetmvXLmbOnElgYCBvvfWW6zpBxdRK/fv3x8/Pj/z8fPz8/LSug3hUaWkpn376KTNmzCA2NpZnnnmGG264AYD//ve/5OXl6VxAapypU6eSk5PDn//8Z9cx1tvbmz59+vD000/To0cPcnJyePrppzlx4oRni61iajrUUvn5+SQnJxMUFMRll10GnL77tuIiQt++fbn99tux2Wx89913zJ8/35PlyiWsqKiI0tJSHnroIZ555hlCQkJwOBw4nU7XyUNSUhIAdevWBbSomXhORSb37NkDwMiRI13PHT58mHfffZe///3vjB8/nieffJIVK1Zw8uTJM94rUp0MwyAtLY0jR44QHR1NkyZNgNPH0Ypj6bBhw2jZsiUWi4Xvv/+e77//3pMlyyVsxYoVzJ8/n6uvvprnn3/eNdWi0+l0NXJvvfVWAJYsWcKxY8c0FZh4VGxsLPfccw9wugFRVlbmeu7o0aMsWbKEuXPn8s4777B582ZOnTrlqVJFAMjIyCArK4uQkBBiYmKAM68TNGjQgOLiYnx9fXE4HLoJQTyqtLSUwsJCAgICuO222xg+fDgDBw6kXbt2HDx40DXdknIqNUVhYaFrXafOnTsDp5u6Feerl112GX/5y1/w8vLihx9+4Ouvv6a0tNSTJVcpnaWbWMXFgrNdyKpTpw5BQUE4HA6OHj0KgNVqdR2MK7psEyZMAOC11147YyV1EXf7rbx27NiRhx9+mGuuuQY4fdJrsVhcU9Tk5uayfPlyunXrxhVXXAHopEKq3m/lteJkISMjAzjdNANYtmwZ9913H6+88grffPMNP/74I59//jn33HMPjz322BnvFakK5zon2LlzJ3B6oXNvb2/sdjuGYWCxWHA6nTRs2JA2bdq43jtp0iRXtkWq06BBg2jfvj3Dhw/Hx8cHp9OJxWLBMAxsNhtOpxOr1UpQUBDh4eEYhqEbEcSjfH19GThwIImJiaSlpfHuu+8C8NFHH3HPPffwwAMP8Ne//pV//etfjB07lj/96U+sWLHCw1XLpSwnJwebzUZgYCAHDx50PV4xPc2qVatISEhgwoQJOneVavNbv8sDAgK47rrr+O9//8s111yDr68vUVFRXHvttQDMnDmTHTt2uKa/FalOZ8ucv78/derUobi42HWMtdl+WtnA6XTSpk0b1w0L06dPZ9++fdVTsAfot4iJVdxJc7aTgePHj2MYBiUlJRQXFwO/PpB7e3szYcIEwsPDSUtL4/PPPwd0N65UjbPltSJrXbp0ITg4GPjphLfi4sL777/Ptm3bOHDgAE899RTPP/88a9asqdXdYPG83zq+VhxHGzZsCMDJkycpKChg6tSpJCcnM378eKZPn84bb7xBv3798PLyYv78+bz++uvKrFSps2W24kS4TZs2AHz//fcUFBRgs9lcz1XcPV6vXj0A/Pz82L9/P1988QWgcwKpPhWZfO+99+jZsyfw65sMDMPAy8uLEydOcPz4cerUqaMbEcTjIiIiGDduHADTpk3j8ccf5/nnn2fz5s306NGD0aNHM2DAAGw2GytXruSFF15g2bJlHq5aLjUV57Bt27bF19eXHTt28M0337hGjNntdv773//y1ltvkZKSwqOPPsof/vAH3njjDXbs2AHonECqztl+l1dktnnz5rRv3x44nUFvb2969uzJgAEDKC4u5s033wTQug5SbSpu2D5b5o4fP05ISAhWq5Vjx4796rhZkfXbbruN6OhoMjIy+O6774DaOaOHFpI2odWrVzN79mzsdjs+Pj5069aN3r17uy7aAjRu3JjWrVuzf/9+vvvuOy6//PKzLgrZqFEjbrrpJp5//nn++9//ct111+Hr61vNeyS12bnyeq67ZxYuXMhLL73kuqPcbrezadMmli5dypw5cxg1ahT33HMPXl5e1bUrcgn4veNrxTG0Irs//vgjAQEBrF27lmeeeYbRo0e7PqtLly58/fXXPPPMM7z33nt07NiRbt26Vfs+Se12PsfYpk2b0rp1a7Zv385bb73Fgw8+6Jr/tuIYunjxYqKjo+nSpQuffPIJ06ZNc62vI+Iuy5YtIzs7m8GDB+Pv73/GcxVf3Hx8fM75GVu3bgVOD0/XOatUtXNltoLVaqVnz55ceeWVLFiwgM8++4wOHTrw9NNP07RpUxwOBxaLhSVLljBlyhTWr1/PG2+8QdeuXX837yIX4lx5rTiHbd26NWPHjuXDDz9kypQpLFq0iFatWrF161YOHDgAQLdu3SgvL2fdunVs2LCB2bNnM3v2bEJCQqp9n6R227BhA8uWLXONwO3QocNv3ngAP30HCwsLY+TIkaxdu5b58+ezePFi+vbt65otQaQqrFy5klmzZlFUVITT6aRHjx707t2buLg41/XW4OBgoqOjWb58OatWrWLMmDG/+pyKnN5333385S9/Yfr06UycOJG6deue9bqtmanpYCJHjx7lxRdf5NtvvwXAy8uLsrIyvvrqKzp27MiDDz5IUlKS68R21KhRzJ07l88//5xbbrmFpk2bnvUg3KNHD5o3b86uXbv47rvvzpijXKSyzjevZ5OZmcn//d//kZGRwdVXX811111H06ZNOXbsGO+88w4LFizgk08+oWnTpq6FeUQuxvnmteIk4Morr+Sf//wnixcvJjMzk8aNG7uauw6HA6vVSkBAAH/4wx9YvHgxK1eu5Msvv6Rbt26uY7TIxbiQY2xoaCgDBw5k+/btTJkyhRYtWtCpUycaN25MVlYWb7/9NqtXr+bee++lY8eOrF69mvz8fNavX0/37t09uZtSSxw5coTnn3+e+fPnEx0dTVxcnOuuxfNlt9ux2Wykp6cD0KFDh6ooVQS48MzWr1+f66+/no0bNzJo0CAeeOAB/Pz8zvju1adPHxwOB9nZ2WzdupXPPvuMP/zhD9W1S1KLnW9eK85B77jjDpKSkpg2bRp16tThhx9+oLCwkP79+3P33XeTkJBAcXExa9as4c0332Tr1q1MmjSJp59+Wuex4hbp6ek8//zzZx31NXHiRMaNG0dkZORv5s1isdCuXTuuuuoqPvjgA9566y169+6N1WqtdRdtxfNycnL45z//yZw5c4DT09kXFRWxcuVKpk+fznPPPUePHj1crx87diwzZsxg/vz5bN68mXbt2p1xPlDxZ+/evbnsssvYtGkTn332Gbfcckv171wV028LkygvL2fSpEl8++23tGvXjkmTJjF37lwefPBB2rVrx/r163nkkUfYsmWL6wAbExND7969Ac455Cw0NJTExEQMw+DAgQOaC08u2oXk9WwaNmzII488wjvvvMM///lPOnToQEBAAE2bNuWee+5h4MCB5Ofns3TpUq1FIhetMsfXiIgIV4N29+7dGIZBo0aNXHfpwE/DI++8804Avv76aw4dOqQvanLRLiSzTqeTgIAAhgwZwvDhwwF46qmnmDhxIn/6058YPnw4H330ES1btuSqq66iSZMmBAYGUlhY6Mp7bRzqK9Vn/fr1PPTQQ8yfPx+r1Up6ejoLFiwgNzcXOP98VZzD7tq1C4CWLVue8bxyKu5SmcwahkHbtm25//77GTVqFH5+fsBPua14z2WXXUbXrl0B2LRpk9bPkYt2IXmtOAcNCAigf//+TJ8+nT/+8Y+EhYUxevRo3njjDRISEigvL8fPz4/evXtzxx13APDJJ5+QkZGh81i5KA6Hg6+++ooxY8awbNkykpKSePzxx3n44YcZOHAgAB9//DEzZswAzr0mXr169Rg2bBixsbFs3bqV6dOnA+de50ykMiZPnsycOXNITEzk9ddfZ9GiRbz44ov079+fI0eO8Pe//51vv/3Wlbno6GjXtYJ//etfwNmvxdpsNnr16gWcXoOvpKSk1jXM9BvDJNatW8f3339PQkICkydPZtCgQURFRXHLLbcwadIk4uPj2bt3L//5z3/YtGkTcPqOm4EDB+Ln58fcuXP54YcfgJ/mb65Qt25dGjZsiNPp5NChQ67usEhlnSuvr7322lnz+vPM+fj4cMUVV7gWji4vL3ctvhMREUGrVq0AyM7Oxt/fX3mVi1KZ4yvAtdde6xq6brFYWLt27RmfW3GSHBISQlxcHHXq1OHIkSPVt2NSa1UmsxEREfz9739n+PDhBAYGsn//fpYtW0Z5eTnjx4/nww8/pEmTJoSHhxMZGYndbufQoUPA2Ye3i5yPnTt38vbbb7Nu3Touv/xybr31VqxWK9999x2bN28Gzj9fFTfHpKamEhgYSIsWLYCf1oJQTsUdLiazdevW5ZprrnGdp/5cxXtCQkJo0KABACdOnKBOnTo6j5VKu9hjrGEYrFmzhr1797pGRpSVlbkujhmGQcuWLV1rQ/3yXFfkQi1evJhJkyaRl5fHfffdx/vvv88NN9zAxIkTee2115gwYQJOp5OlS5e6plM8l+bNm7sWlZ46dSpZWVlYLBbKysrUIBO32LJlC1999RXR0dG8+eabXHnlldSrV48RI0bw6quv0qVLFw4cOMC7777LkiVLgNMNhpEjRxIYGMjatWtdI9N/+fvey8uLunXrAqfPCXx9fWvdOYF+Ck1i586dFBUV0aZNGwICAnA4HDgcDsrLy2nUqBF///vfCQ8Pd03hkZeXh7e3Nx06dGDQoEEAvPjii2dcvIWfFp6MiYkBcC06LXIxzpXXsLCwM/L6xRdfkJ+fj2EYv3mArTjxrWiYRUREAKcPzLWxGyzV60KOr1988QXHjx8HTt9lWzFHY25uLj/++COnTp1yZbniQpjNZiM7OxuHw+G60CByMS70nCA/Px84fWfjyy+/zAcffMCHH37Iv/71L+bMmcNjjz2Gv7+/65yg4jwhMjLSY/sotUNKSgorVqyga9eu/PnPf+bee++lZ8+eHDlyhG+//dY1f/j52rZtG7m5uXTu3Jng4OAzhqrv3r2bL7/8Us1duSgXm9lznZNWnBdUzItfXFyM3W7XeaxU2sXm9dSpU2zcuBGbzUZcXBzw0zlARV4rbkyE03fvilRWVlYWkydPJjs7m1dffZU777zTNQ1dxff8IUOGEBISwvHjxzl58uTvfqafnx99+/alU6dOHD16lHfeeQc4fTF38+bNvPzyy+zcubNK90tqt71795KXl0ezZs0IDQ3F4XDgdDqx2+14e3vz8MMP06lTJ1JTU5k5cybZ2dkYhkGrVq0YO3YsAC+99BIHDhw44/d9xfeun1/bqo3nBGo6mMS+ffsAXCcDFXPbVXzR6tixI+PGjcPX15fFixezcOFCAKKiorj22muJiYlh7969vPTSS66hlqWlpa4FJNetWwfgumustgVdqteF5nX+/PnA739RqzgJrugUd+/e3TV8XaSyLjSvCxYsAE5fwL3hhhuIj4+nqKiIH3744YwRZRXv379/PydPniQhIYGgoKBad/eCVL/KHmMrRERE0KFDB/r37094eDjl5eWuc4IjR46wdu1aQkJCaNy4cfXumNQaFce5oUOHcvPNN/PQQw+RmJiIxWLhpptuIiAggEWLFrFmzRrXl65zqbgYUXHhoG3bthiGgdVq5fjx47z77rtMnDiRJ598kvXr11fdjkmt5e7M/tLPG2QV57Fdu3Y942YwkfPlrrz6+PhQUFCA3W5n6dKlwOnvYz8/j921axf5+fk0adKERo0aacoaqTSbzYbFYmHEiBH07NnzjLXwKo6F7dq1IyAggPz8fNeNXr+nYtpbm83Gp59+yrJly3jhhRcYM2YMU6ZMYdWqVVW4V1LbHT16FDh9bRVOf+8yDMOV2YSEBEaPHk1kZCRr1qzhk08+ASAwMJAxY8bQokULjhw5wr///W/XeWxZWZnrWmzFeWtSUlKtPCdQ06GGq/ilHhsbC8Dy5csBzghjxWtGjhxJ165dycnJYcmSJWRmZgKn5w69//77AZg+fTovvPACe/fuxdvbG4BPP/2UL7/8kvj4eEaPHl09Oya10sXk9eDBg8BPJ9EVf1bcZVNx4vvf//6XuXPn0q5dO26//faq3iWpxS4mrxV3jjVu3JinnnoKPz8/tm7dygsvvMCqVatcX/C+/PJLHn30Uby8vJgwYQJ169ZVU1cqzV3H2J+PLKu4sFBxTvDee++Rk5PDNddco5EOUmmGYeBwOPD29uahhx4iISHB9Vy3bt0YNmwYxcXFfPPNN6Slpf3u51VkvGK6sIrpF7/66ivuvPNOXnnlFY4fP87tt9/OsGHDqmCPpLZzd2YrjsW/PI99++23Wb9+PZ07d2b8+PFVsCdyKXBHXiuyOWrUKOB0NtesWUNRUZHrmPvZZ5/xwAMPAHDjjTcSFRWlKWukUhwOB/Xr1+fJJ5/kscceIygo6Iy18CpeU1RURFBQEHB67dHfU3G3+fDhwxk4cCBlZWX88Y9/ZNq0adhsNu6//34mTpxYZfsltVfFd6WGDRsCsGLFCuDM710Vr+nduzf9+vUDYP78+ezevRuA8PBwnnzySWw2G3PmzOHpp59m27Ztrs+YPXs206dPJyIiwjWDQm1T+9ootUzFQTgyMpK6dety+PBhtmzZQmJiouvCgcViwel0Ur9+fYYMGcLGjRtJTk4mOTmZyMhIrFYrAwYM4E9/+hOff/45c+bMYdOmTTRr1oyDBw+ye/duLBYL119/PSEhIa7PFblQF5PXTZs20aRJE1f2Kv6s+JK2evVqZsyYwaJFiwgNDWX8+PHKq1yUi8nr5s2bXUMh27dvz5NPPslnn33Ghg0buO+++wgNDaWkpMQ1HP3uu++md+/entpVqSWq8hi7fPlyPvzwQ5YuXUpiYiLXXXedZ3ZSao2fX0ioyGfF3d433XQTy5cvZ82aNSxbtoyIiAgCAgLO+XmZmZns2bOHJk2asH//ft5++23mzZsHwFVXXcXf/vY317Q1IpXhzsxWfFbFMXblypXMnDmTRYsWUb9+fcaMGeMa/ajzWKmMi81rRTa7detGjx49WLlyJY899hgxMTG0adOGpUuXuu7K/eMf/6ibE+WiVOS1ZcuWwE+jdH/5moo1xSwWi6v5cC4VF2+XLl1KcnIycLoRMXLkSB566CHq1avnzt2QS0jF7+aWLVvSqFEjDh48yA8//ECvXr1cx9yK1wQFBdG7d29WrVrFvn37WLp0KfHx8QB06NCBJ598kk8++YQNGzZw55130qRJE/Lz89m/fz8A48aNIyIiolaeE6hNbRJNmjShYcOGHDp0iI0bN/7mXF/9+vWjdevWHDt2jB07duB0Ol133N5+++289tprdOnShezsbFatWsWBAwfo1q0bs2bN4oYbbsBisdS6kEv1u5i8VnSLS0pK+PLLL5kxYwY33XQTt9xyC4sWLaJDhw5MnjyZoUOHnnGgF6msi8lrxZQfV199NZMmTWLkyJGuIcF2u53evXvzySefcM899+Dj41Pduya1lDuOsQCHDh3ijTfeYNiwYdx2220sXbqUrl278sILL7iGEIu4w8+bXE6nk5iYGK6//noAvvnmG1JSUn73M/bt28exY8fIzc3liSeeYN68eSQmJjJr1ixeeuklNRzErS42s+Xl5bz11lv83//9H2PGjHGdx7Zv354pU6YwZMiQM7YjcjEuJq9hYWE8+eSTNG/enOzsbFauXMk777zDzp076dSpE5988gl//vOfNaWtuNVvjZjJyMjg0KFDtGzZ8rzORdPS0pg4cSJ//vOfOXDgAO3ateOTTz7hhRdeUMNB3CIwMJDmzZtTUlLC8uXLz1jD8ec6dOhA+/btKS0tZceOHeTm5rpec+211/Lvf/+bQYMG4XA4SEtLIy8vjx49evDpp59y8803Y7Vaa+U5gUY6eEDFHQg/n9vz97Rs2ZLLLruM3bt3s3z5crp3707z5s1dz1cMsfTx8WHYsGEsX76cBQsWcP/99+Pl5YXT6cTLy4u2bdvyzjvvcPToUUpLSzl16hStW7euql2VWqC681pxAmK329mwYQOffvopfn5+JCUlMWHCBAYPHlwl+ym1Q3Xn1WazuS7kNmjQgBdeeMG1MHp2djZNmzatql2VWsJTx1gAb29vjh8/TlZWFl26dGHcuHEMHDjQ7fsotUdl8vpLFXdxjRs3jkWLFpGcnMz8+fOJi4s751QKmZmZOJ1OiouLqV+/Po8//jgjRoyo5J7IpcJTma24+Dt58mQCAwPp1KkTN9xwg46xck6eyKvD4SA6Opr33nuPTZs2cejQIRwOBwkJCXTu3Plid0lqOXdk9ucqpgNt0aIFderU+d3P3bFjB6tXryYsLIwHH3xQUyzKORUVFWGxWPD19T3v9zRp0oR27dqxatUq1q1bx8aNG+nWrdsZDQKHw4GXlxdXXHEFH3/8MRs3bsTLy8vVnDAMg/DwcP71r3+Rk5ODw+EgLy/PNfKnNtNIh2r27rvv8thjjwGc90G5Yr7FcePGERAQwOrVq1m2bBkFBQXAT/OIVVxI6NOnD40bN+bgwYNs374d4Iw7wn19fYmKiqJZs2ZqOMg5eSqvcHqR3jvvvJMXX3yRt99+m48++kgNBzknTx5ff769unXrEhQUpIaD/C5PHmPh9Fy5d999N9OnT2fatGm6GCbnVJm8no3FYsHhcBAQEMCECROw2Wx8//33bNy48VejcX6uV69eBAcHc+utt7JixQo1HOR3eSqzFes53H333bz00ku88cYbfPDBBzrGyjl5Kq8V5wv169enf//+TJgwgZtuukkNB/ld7srsz61duxb4aRomq9V6zsXLhw4dyrPPPsvSpUvVcJBzev311xkwYIBr4ebzUZG9wYMHExcXx65du5g/fz65ublnPP/z712xsbEcPnyYzZs3A5yxdolhGDRo0ICwsLBLouEAajpUm6ysLAYNGsQrr7zCkiVLWLBgAcA5D6AVKg7gLVu2ZPTo0TgcDr7++mvXAfmXQ3AKCgrw9vbGz8+P4OBg9+6IXBJqSl6bNGnC1VdfTZcuXdywV1Jb1ZS8ipyvmpTZ+vXr06pVq4vcI6nNLiavv6Uip0OHDqVv377k5OTwzTffsH//ftdzK1eudM1163Q6iYyMZPHixTzwwAO1cvi5uI+nM1tx0Rdg+PDhOo+Vc/J0XkUuVFVkFk7fhb5y5Uq8vLzo0KEDcPpmm4oLtjt27ODUqVOubVVsb9SoUTovkN80b948+vTpw3/+8x9KS0spLS097/dWZC82NpYRI0bg7e3NokWL+P777894Hk6fq548eZKQkBD8/PzOa02SS4GaDtUkIyOD/fv3U7duXU6cOMFHH31EYWHhGSel51Lxmttuu42EhAR2797NzJkz2bZtG3D6YFyxdkPFtB6+vr46+Eql1KS8KsPye2pSXkXOhzIrZnKxeT2bigVPAW688Ubq1q3LsmXL2Lp1Kzt37uTBBx/klltu4fHHHz9jUb06deq4bb+k9vJ0ZoEz7moUOZeakFeRC1EVmQU4fPgwBw8eJDY21rWeg9Vq5fDhw/zrX/9i/PjxvPLKK8DpY+xvrQshArBz507Gjx/PvffeS15eHuPGjWPmzJn07dv3gj7n582tK664gpycHGbMmMGaNWsAXOvoVswuk56ejt1u13qO/6Of0mpSt25dANq3b090dDRr1qxh9uzZwPmdjFYcwENCQrj77ruJj49n5cqVPPvss2RnZ2OxWPDy8qKsrIwpU6ZQVFTEVVddRURERJXul9ROyquYifIqZqPMiplcbF5/i9VqxW6306FDB8aOHcupU6f497//zTXXXMOcOXMIDAxk2LBhumgrF8zTmRW5EMqrmE1VZXbv3r3Y7Xbi4uIICgqisLCQjz/+mNtvv5133nkHp9N5yUxJI5VXWFjI448/ztVXX82PP/5I7969efPNN3nyySdp1qwZTqfzgppjFd+7goKCmDBhAt27d2fv3r08/vjjpKSkUFZW5vre9dZbb5GTk8PIkSOV1f/RQtLVJC0tDS8vL5KSkmjSpAkzZsxg9uzZ9OnTh8jISBwOx+92aisO4P3796esrIzXXnuNzZs3M3HiRNq3b09MTAwLFy5k48aNxMXFMWTIEIAz7hATOR/Kq5iJ8ipmo8yKmbgjr7/FZjv9VSQoKAgvLy8OHDgAwMSJE/nLX/6Ct7e32/ZDLh3KrJiJ8ipmU1WZXbJkCQAdO3Zk06ZNvPHGG6xcuRKACRMm8Ne//lV3j8s5FRcX88QTT/Dtt98SFBTE3XffzU033XTGa36+3i2c33ejijx37NiRe+65h9zcXFJSUrj99ttp37498fHxrFixguTkZMLDwxk+fPh5f3Ztp6ZDFasIWWBgIGVlZa4FmdauXcvOnTuZOXMmDz/88HkdlH++8vngwYOJiIjg5ZdfZvPmzezZs8f1ur59+/Loo4+67mi81EMu5095FTNRXsVslFkxE3fm9besX7+eV155hU2bNgGnF4t+9NFHiYmJcccuyCVGmRUzUV7FbKoys4WFhWzYsAGbzca8efN4+eWXOXXqFD179uSxxx4jNjbW3bsjtZCfnx99+/Zl+/btFBQU0Lhx4zOeP3jwIIWFheTn5+Pj40N8fDx+fn7A+TcIEhMTefXVV3nnnXdYuHAh8+fPZ/78+cDp712PPPIIkZGRgL53gZoOVa4iZFlZWcDpzlv79u3p378/6enpfPvtt/Tr14+OHTtit9tddyP83uc5nU7atm3L5MmT+fHHH8nOziY/P5+kpCTatWtXpfsktZfyKmaivIrZKLNiJu7O6y+lpaXx9NNPs2vXLpo1a8bDDz/M5Zdf7vb9kEuHMitmoryK2VRlZgsKCrDb7djtdn788UciIyN5/PHHueKKK6pkX6T2qWgaXHnllaxbt45PPvmEL774grZt2xIcHMz06dNZsmQJhw8f5ujRo67ROldffTWjR48+7waB0+kkJiaGF154gbFjx5Kdnc2JEydo2rQpiYmJVbyX5qOmQxWrGFpWEWA/Pz/8/Pzo06cPGzduZO3atXz44YckJSXh5eV13p9b8Xne3t706NGjSmqXS4/yKmaivIrZKLNiJlWV1woREREMGzaMwMBAxo4d6+7y5RKkzIqZKK9iNlWZ2VOnTnHy5El8fX257777fjUljsjvMQwDh8OBj48PV111FZs2bWLt2rVMnTqVAwcOsHTpUry9vUlKSqJhw4YcPnyY9evXs379esrLyxk6dCiBgYG/O+Lh58+pyfD71HSopHnz5rFu3Tq8vLyIiYmhU6dONG3aFDhzWE7F0LKcnBwA7HY7cDqcV155JTt27OCHH35gxYoV9OnThx9++IHLLruMwMDAC6pHc4XJuSivYibKq5iNMitmUhPy6nQ68fHx4dZbb72oqUPk0qDMipkor2I2ns6s0+kkKiqK1157jbZt2xIQEFBVuyq1wLnyWqFjx44MHDiQKVOmMGPGDACGDx/OAw88QFBQEH5+fuzYsYN3332XuXPnMm3aNOrVq8fAgQP1HcrN1HS4QKmpqTz11FNs3rz5jMcrFikZPXo0/v7+ri5wxUG6Irj169d3vadHjx5s3ryZb775htdff50ZM2awcuVKbr31Vh544IELqks/GHI2yquYifIqZqPMipnUpLz+8gKGyNkos2ImyquYTU3KLEC3bt3ctm9S+5xvXsvKyvDy8mLw4MGsW7eOjIwM7rnnHq655hoAysvLAWjZsiX/+Mc/OHz4MBs3bmTp0qVcdtllNGzYsLp3rVZT0+EC7Nu3j4ceeojdu3fTv39/Ro4cSUlJCd988w0rVqzgxRdfJCMjgyeffPJXv+Bzc3Px8vLi1KlTrh+C2NhYOnbsyNKlS0lJSQEgNDSUyy67zBO7J7WM8ipmoryK2SizYibKq5iNMitmoryK2dSkzOpmGfk9F5LXiqm9mjZtypAhQygpKWHAgAHA6VE1VqsVOD1dWGBgIOPGjXNND3bq1CmP7WNtpabDBfjss8/YvXs3N9xwA48//rjr8V69evH555/z4osvMnPmTBISEhg+fDg+Pj6ubnBJSQllZWUEBQXh5eWF3W5n1qxZvP766xQUFAAQEhLCtGnTaNq0KeXl5a4fBpHKUF7FTJRXMRtlVsxEeRWzUWbFTJRXMRtlVsykMnkFGDlypOvvcGaDq+LvQ4cO5dVXX+XQoUOkpqYSGRlZTXt1adB4u/PgdDoB+PHHH7HZbPTv3x84PSzH6XQSGBjIjTfeyJ133gnAu+++y6ZNm4CfhjTa7Xbq1atHcHAwixcv5rrrruOZZ57h+PHj9OjRgxYtWpCbm8vHH38MoIOyVJryKmaivIrZKLNiJsqrmI0yK2aivIrZKLNiJheTVwBvb+8zPufnKpoOubm5BAYG4uPjc0aDQtxDTYfzYBgGx48fJy0tDbvd7up8WSyWMzpl9957Ly1atCA9PZ0vvviCgwcPAlBWVkZ2djZ5eXnce++93H333aSkpJCUlMTs2bOZMmUKw4cPp06dOsyfP5/ly5cDp4f7iFwo5VXMRHkVs1FmxUyUVzEbZVbMRHkVs1FmxUwuNq8VrznbFF4VC6Hv2rWLnTt3YrPZiIqKqupduuSo6XAenE4nvr6+JCQkAKe7bHBmcCsCW7FIzoIFC0hOTnbNcdesWTMAVq5cSf369XnppZeYNWsWrVu3Bk4vmpOUlERWVhZz587F6XRq4SepFOVVzER5FbNRZsVMlFcxG2VWzER5FbNRZsVMLiavv2x0VYx2qFhI2mazUVhYyPTp0wGYOHEisbGxVbg3lyb95J8HwzCw2+0EBwcDcODAgV8tMGKznV4e4/LLL2fAgAEUFRUxb948SkpKAPjjH/+In58fEydO5IcffuCqq64CTneKAVq3bs2AAQO49957ee6557SYjlSa8ipmoryK2SizYibKq5iNMitmoryK2SizYibuyOvPPwt+mu7r+++/56abbmLJkiV07dqVoUOHAmefikkuglN+l8PhcDqdTufkyZOdLVq0cI4aNcp55MiRX73Obrc7nU6nc+fOnc4WLVo4W7Ro4UxNTXU9X1BQ4Pp7WVnZrz6/4v0iF0N5FTNRXsVslFkxE+VVzEaZFTNRXsVslFkxE3fkteK5I0eOOD/55BPnBx984Bw1apTrdQ8++KAzOzu7mvbo0nPJjnQoKio679c6/9fpuv7666lTpw5bt25lyZIlv3qd1WrF6XTSvHlzBg0aBMCXX37pet7f3x+Hw4HD4XB14+DXHTeRX1JexUyUVzEbZVbMRHkVs1FmxUyUVzEbZVbMpLrzWpHFrKwsZs2axbPPPsuOHTvo3r0706dP56WXXiI0NPQi90p+yyXXdCgqKuKRRx5h4sSJ5/0ei8VCeXk5AQEB3HXXXcDpVdEPHz78q9cahkF5eTnt2rXDZrNx/PhxysrKXD8sFotF89nJeVNexUyUVzEbZVbMRHkVs1FmxUyUVzEbZVbMxFN5rVjboUWLFvz5z3/m/vvvZ/LkyUydOpXOnTu7Z+fkN11SR4gPPviAnj178sUXX5CcnMyOHTvO+70V3bHRo0cTFxfHwYMHmTZtGoWFhWd9rZ+fH3a7nWPHjuHl5aV57OSCKa9iJsqrmI0yK2aivIrZKLNiJsqrmI0yK2biybxWNMZ8fHy4/PLLue222+jSpYt7dkx+1yXRdFixYgVDhgzhueeew2q1UqdOHerXr092dvZ5vd/pdLq6ucHBwdx///0AzJgxg7lz51JQUACcXjintLQUwLVoSWxsrBYikQuivIqZKK9iNsqsmInyKmajzIqZKK9iNsqsmElNy6vFYlHTrJrV6qZDZmYmd955J7feeisZGRlce+21TJ48mcaNG3Ps2DGOHz8O4Bpuczbl5eUYhuFaNR2gf//+jBw5ErvdzuTJk/noo48A8PLywtvbm9zcXL777jsAevbsqVDLeVFexUyUVzEbZVbMRHkVs1FmxUyUVzEbZVbMRHmVCrbff4n52O12Xn75ZaZNmwZA165dGT9+PP369QOgY8eOpKWlsXr1aoYPH37WeejKy8uxWq1YrVYcDgezZ8/m+PHjXHvttYSEhPDAAw9QUlLCwoULeeWVV9i7dy8dO3bk5MmTzJ49m927dzNkyBA6duxYrfsu5qO8ipkor2I2yqyYifIqZqPMipkor2I2yqyYifIqv1Trmg5lZWU8++yzzJo1i5iYGMaPH8/IkSOpU6cOAKWlpa6/O51OSktLsdlsvwp7xbxha9euZcaMGSxYsACAXr16ERwcTP369XnggQdo3rw5b7zxBl988QVffPGF6/1/+MMfuP/++13bEjkb5VXMRHkVs1FmxUyUVzEbZVbMRHkVs1FmxUyUVzmbWtV0cDqdeHl5MWjQIGJjY+nfvz8RERHA6WE7TqcTb29v4uPjAdi0aRPe3t5n/azMzEzef/99vvjiC4qKiujUqRMPPvggLVq0cL2mSZMm3HXXXQwYMIDFixdTXl5OaWkpQ4YMoVmzZlW/w2JqyquYifIqZqPMipkor2I2yqyYifIqZqPMipkor/KbnLVAeXn5bz7ncDh+9XxKSoqze/fuzo4dOzo3b9581ve99dZbzhYtWjh79OjhnDt37lm35XA4LrJyuRQpr2ImyquYjTIrZqK8itkos2ImyquYjTIrZqK8yu8x9UiHrKwswsLCzhiO43Q6XYuFVPz9l4uHVCxWYrFYKC8vP+O1FX8OGTKEunXrMnbsWNf7KuYWq/DLz/35tkV+SXkVM1FexWyUWTET5VXMRpkVM1FexWyUWTET5VXOlymbDvPmzePDDz+koKCA/Px8evXqRa9evejTp88ZQfut0LVu3ZqQkBB2797Nnj17aN++/a9+KKKiooiKigJOL4Zis9nOCPnZKORyNsqrmInyKmajzIqZKK9iNsqsmInyKmajzIqZKK9yoX69VHgNlpWVxf3338+9997LunXrOH78OAcPHuSjjz7irrvu4uOPP+bYsWPATx20X3I6nTgcDtq3bw9ASkoKdrv9rKumV7zeZjNlb0Y8THkVM1FexWyUWTET5VXMRpkVM1FexWyUWTET5VUqy1RNh88//5xvv/2W1q1bM3nyZBYvXszs2bMZN24cAJMmTWLy5MnA6eE6TqfzV59hGMYZz1V0zn7rB0MdM6ks5VXMRHkVs1FmxUyUVzEbZVbMRHkVs1FmxUyUV6m08138wdMyMjKcXbt2dV5++eXOjIyMM54rLS11vvjii86OHTs6W7Vq5Zw1a5bT6XQ67Xb7rz6n4rHvv//e2aJFC2efPn2cRUVFVb8DcklRXsVMlFcxG2VWzER5FbNRZsVMlFcxG2VWzER5lYthmpEO+/btIy8vj+joaCIjI3E4HK7hOV5eXtxwww2MHDkSh8PBK6+8Ql5eHlar1bU4SYWKucDq1q1LaGgoFouFPXv2eGKXpBZTXsVMlFcxG2VWzER5FbNRZsVMlFcxG2VWzER5lYthmqaDxWLBMAz8/PwoKChw/bti/q8mTZpwzTXX0L59e/Lz83n11Vdd7zub+vXrc/z4cY4cOYK3tzfAWYcAiVSG8ipmoryK2SizYibKq5iNMitmoryK2SizYibKq1wM0zQdSkpKcDqdHDhwwBXMX2rWrBljx44F4NNPP2XHjh0YhvGrDhtAfHw8SUlJ2O12Vq1aBWjOMHEf5VXMRHkVs1FmxUyUVzEbZVbMRHkVs1FmxUyUV7kYpmk69OrVi4YNG7J3714WLlwI8KsA22w2OnXqRP/+/QGYNm0a8NMwnp8rKCggIiICq9VKfn7+WX8YRCpLeRUzUV7FbJRZMRPlVcxGmRUzUV7FbJRZMRPlVS6GKZoOTqcTq9XK0KFDAfjoo4+w2+1YrdZfDcMJDQ2lV69e+Pr6sm3bNtLS0s76mQEBAVgsFsrLy7HZbL859EfkQimvYibKq5iNMitmoryK2SizYibKq5iNMitmorzKxTLF/7uGYWC1WunQoQONGjVi06ZNfPnll8Cv5/6y2Wy0bNmSsLAwjh07RkFBwa8+z+FwADBq1Chee+01/vSnP2k4j7iN8ipmoryK2SizYibKq5iNMitmoryK2SizYibKq1wsUzQdKrRt25Zu3bpht9v5+OOPOXr0qKtD9nOJiYkEBQWRm5vLgQMHgDN/ICo6aR06dGDgwIHVtwNySVFexUyUVzEbZVbMRHkVs1FmxUyUVzEbZVbMRHmVyjJV0yEsLIwrr7yS+Ph4tm3bxrvvvgucOU9YWVkZANHR0RiG4eqkqXsm1U15FTNRXsVslFkxE+VVzEaZFTNRXsVslFkxE+VVKstUTQeAzp07M3z4cGw2Gx988AGLFy92PVdaWoqXlxcAW7Zswel0EhkZ6alSRZRXMRXlVcxGmRUzUV7FbJRZMRPlVcxGmRUzUV6lMkzXdAgICOCqq65izJgxADz77LPMmDGDgoICvL29KSws5OWXXyYjI4Nhw4bRrl07zxYslzTlVcxEeRWzUWbFTJRXMRtlVsxEeRWzUWbFTJRXqQzD+cvVP0yirKyM22+/nR9//BG73U779u2Jjo5m48aNpKenEx4ezjPPPEOPHj1wOp0a0iMepbyKmSivYjbKrJiJ8ipmo8yKmSivYjbKrJiJ8ioXwpRNB4fDgcViISsri6VLl/Lf//6XgwcPYrPZsFqtDBgwgAcffJCGDRt6ulQR5VVMRXkVs1FmxUyUVzEbZVbMRHkVs1FmxUyUV7lQpmw6/FJWVhbZ2dkUFRVRv359mjZt6umSRH6T8ipmoryK2SizYibKq5iNMitmoryK2SizYibKq/yeWtF0EBERERERERERERERzzPdQtIiIiIiIiIiIiIiIlIzqekgIiIiIiIiIiIiIiJuoaaDiIiIiIiIiIiIiIi4hZoOIiIiIiIiIiIiIiLiFmo6iIiIiIiIiIiIiIiIW6jpICIiIiIiIiIiIiIibqGmg4iIiIiIiIiIiIiIuIWaDiIiIiIiIiIiIiIi4hZqOoiIiIiIiIiIiIiIiFuo6SAiIiIiIiIiIiIiIm6hpoOIiIiIiIiIiIiIiLiFmg4iIiIiIiIiIiIiIuIWajqIiIiIiIiIiIiIiIhbqOkgIiIiIiIiIiIiIiJu8f+mWSLCEMcoHgAAAABJRU5ErkJggg==\n"
},
"metadata": {}
}
],
"source": [
"poa = dict.fromkeys(vert_params)\n",
"poa['east'] = pvl.bifacial.infinite_sheds.get_irradiance(\n",
" surface_tilt=vert_params['east']['tilt'], surface_azimuth=vert_params['east']['orientation'],\n",
" solar_zenith=sp.apparent_zenith.values, solar_azimuth=sp.azimuth.values,\n",
" gcr=GCR, height=HEIGHT, pitch=PITCH,\n",
" ghi=weather_data['ghi'].values, dhi=weather_data['dhi'].values, dni=weather_data['dni'].values,\n",
" albedo=SURFACE_ALBEDO, model='haydavies', dni_extra=dni_extra.values,\n",
" iam_front=iam['east'].values, iam_back=iam['west'].values, bifaciality=BIFACIALITY)\n",
"poa['east'] = pd.DataFrame(poa['east'], index=TIMES)\n",
"f, a = plt.subplots(3, 1, sharex=True)\n",
"poa['east'][['poa_global', 'poa_front', 'poa_back']][july(4):july(4)].plot(ax=a[0], title='East POA Global', ylabel='$kWh/m^2$')\n",
"poa['east'][['poa_front_direct', 'poa_back_direct']][july(4):july(4)].plot(ax=a[1], title='East POA Direct', ylabel='$kWh/m^2$')\n",
"poa['east'][['poa_front_diffuse', 'poa_back_diffuse']][july(4):july(4)].plot(ax=a[2], title='East POA Diffuse', ylabel='$kWh/m^2$')\n",
"f.tight_layout();"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/",
"height": 755
},
"id": "GqmBvnzqaDJj",
"outputId": "dffa256a-fa99-4ef1-def9-e086ea66d29f"
},
"outputs": [
{
"output_type": "stream",
"name": "stderr",
"text": [
"/usr/local/lib/python3.10/dist-packages/pvlib/bifacial/infinite_sheds.py:344: RuntimeWarning: invalid value encountered in divide\n",
" diffuse_fraction = np.clip(dhi / ghi, 0., 1.)\n"
]
},
{
"output_type": "display_data",
"data": {
"text/plain": [
"<Figure size 1600x1000 with 3 Axes>"
],
"image/png": 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ZTFdcULpPnz7mr7dt23ZFba+Eu7s7UDGjo7y8/KLHVc5E8PDwqHH/5dqnp6dXa5+ammouTP7VV18xePDgajNKajsbRwghhBBC3Lgk6SCEEEIIIYSF2NjY0LlzZ6Bi6Zya6jlU8vX1pXHjxqSnpxMVFVVjPQeADh06mJMQO3bssEicarWaPn368OOPP6LVajGZTOzfv7/KMZXLAzXU0+pjx441z+r4/vvvLxtHeXk5c+fOBaBRo0bccccd5n07d+4kIyMDjUbD7t27CQ0NveifN954A4Dff/+91nUWADp16kS7du0A+OWXX8jLy7ui662t9u3bAxWJlP8WIr/QgQMHgIrxUxO9Xm9ebuq/TCaTeYZO5fmAKsWuK2cz/Nd/x5EQQgghhLj5SNJBCCGEEEIIC6pMGoSGhppv/F6s4G9lMmLu3LmUlpZWaV/J3t6eESNGmI9LSUm55Pn/WwPhUk+za7VaVCoVgHk9/kqVhaYLCgoueb764unpyWOPPQZUJHC+/vrrix5rNBqZPn06sbGxALz88stV6hX8+uuvQMXsB29vbxwcHC76Z+jQoSiVStLT09m7d+8Vxfz666+jUqk4f/48L7zwAoWFhVd62ZfVunVr81JOs2fPrjExsmvXLo4dOwbAsGHDLtrX7NmzqyzfVen33383JxiGDh1q3u7k5GT+uqaZMYWFhcyePbuWVyKEEEIIIW5UknQQQgghhBDCgiqTBsXFxWzfvh24eNKhcvtff/0FgIODg/lp+Qu99NJLNGrUiJycHO69917Wrl1b5YZ2dnY2mzdv5plnnuGVV16p0vb222/nyy+/JDw8vEoCIiEhgVdffZWSkhKUSiX9+/ev0q5FixYA/PHHHw1WEPjZZ5/l9ttvB+DHH3/k8ccf58iRI+Yb7Tqdjr179zJp0iR+//13AO6//37GjBlj7uP8+fPs3r0bgCFDhlz2nN7e3nTt2hX4N1lRW7169eLtt99GoVBw4MABhg8fzqJFi0hMTKxyXE5ODlu2bGHmzJlX1H+lV199FYAjR47w/PPPm+tY6HQ61q9fz8svvwxAly5dqsz4uJCdnR2hoaG88sor5qWYysrKWLlyJTNmzABg0KBBVeqLBAUF0bRpUwDeeustIiMjzfvCwsJ46KGH6m2GhxBCCCGEsB5SSFoIIYQQQggL6tSpE7a2tpSWlmIwGGjWrJn5Ru1/Vc50qLyJ3r17d9Tq6h/RGzVqxMKFC3n66aeJj4/n9ddfR6lU4uzsTHl5OcXFxeZj+/btW6VtZmYmP/30Ez/99BNKpRInJydKS0spKysDKpZRev3116sVXp44cSKhoaFs3ryZ7du34+7ujlqtxtvbm+XLl1/9C3QFlEols2bN4osvvmDJkiXs3r2b3bt3o1KpcHJyIj8/3/ykvo2NDc8++yxPPPFElT7Wrl2LwWBAo9Fc9Ab8fw0ePJgjR46wY8cOsrOzzXUUamPSpEk0bdqUd999l9TUVD7++GM+/vhjNBoNjo6OlJWVVfn38vDw4JlnnqFJkya1Psftt9/Om2++yaeffsrff//N33//jbOzMyUlJeh0OgBatmzJN998Y57J8l/u7u5MmTKFDz74gA0bNuDi4kJxcbG5fevWrfnoo4+qtFEqlUyfPp1nn32W6Oho7rnnHuzs7AAoKSnB3t6eH374gcmTJ9f6WoQQQgghxI1Hkg5CCCGEEEJYkFarpUuXLpddWgmgefPmeHl5kZGRAVRfWulCQUFB/PHHH/z+++9s2bKFU6dOkZeXh0ajwd/fnzZt2tCvXz/uvvvuKu1+/vlnQkJCOHr0KKmpqeZCv/7+/nTr1o1JkyZVWbe/0qhRowBYuXIlUVFRZGRk1LgUT31Tq9W8+eab3HfffaxevZoDBw6QnJxMUVERrq6u+Pv7069fPyZMmIC3t3e19pUFofv06YOLi0utznn33Xfz8ccfo9PpWLduHY888sgVxXz77bfTr18/NmzYwO7duzl+/DjZ2dkUFBTg6OiIr68v7du357bbbuP222+vshRUbU2ePJkePXqwcOFCDh8+TGZmJra2trRr144hQ4Zw//33X7bfSZMmERAQwIIFCzh+/DgKhYLAwECGDx/OlClTsLW1rfHalixZwpw5cwgNDaWkpAQvLy+GDBnC448/TmBg4BVfixBCCCGEuLEoTA1VGU4IIYQQQgghhBBCCCGEEDcUqekghBBCCCGEEEIIIYQQQgiLkKSDEEIIIYQQQgghhBBCCCEsQpIOQgghhBBCCCGEEEIIIYSwCEk6CCGEEEIIIYQQQgghhBDCIiTpIIQQQgghhBBCCCGEEEIIi1A3dAB1lZOTw4IFC9ixYwfnzp1Dp9Ph7u5Oly5dePDBB+nevXuN7YqKivjpp5/YvHkzKSkp2Nvb06lTJx599FF69ep1yXMePHiQBQsWcOzYMYqLi2natCmDBw/miSeewN7evj4uUwghhBBCCCGEEEIIIYS47ilMJpOpoYO4WvHx8TzwwANkZGSgVCrx8fHB0dGRxMREioqKUCgUvPHGG0yePLlKu+zsbO6//37Onj2LVqslODiY7Oxs0tLSUCgU/N///R+TJk2q8Zy//PILH330ESaTicaNG+Pu7k5MTAzl5eUEBQWxbNkyXF1d63xtJpMJo/H6+qdRKhXXXUxCXIyMV2FtZMwKayLjVVgbGbPCmsh4FdZGxqywJjJehbW53sasUqlAoVBc9jirTjo8/PDDHDx4kICAAL7//nuCg4MBKCsrY+bMmfz888+o1Wr++usvAgICzO2mTp3K9u3badeuHbNnz8bb2xuTycSqVauYPn06KpWK3377jTZt2lQ5X2RkJOPHj8dkMvHee+8xYcIEFAoF6enpTJ06lRMnTnDXXXfx3Xff1fnaDAYj2dlFde7HUtRqJW5uDuTkFKHXGxs6HCEuScarsDYyZoU1kfEqrI2MWWFNZLwKayNjVlgTGa/C2lyPY9bd3QGV6vIVG6y2pkNhYSEhISEAvPbaa+aEA4CNjQ3Tpk3D398fvV7P3r17zftOnjzJ9u3bUSqVfP3113h7ewOgUCi49957GTVqFAaDgR9++KHaOX/44QeMRiOjRo3i3nvvNWd1vL29+eqrr1AqlWzZsoXTp0/X56ULIYQQQgghhBBCCCGEENclq006lJeXUzlJw8/Pr9p+hUKBr68vAHq93rx98+bNAPTu3Rt/f/9q7e69914Adu3aRXFxsXl7UVERe/bsAWDChAnV2gUEBNC7d28ANm3adFXXJIQQQgghhBBCCCGEEEJYM6tNOri7u9O4cWMAwsLCqu0vLi42zzjo0KGDeXt4eDjARQtMd+zYEa1WS1lZGadOnTJvP3XqFOXl5Wi1Wjp27Fhj227dugFw7NixK78gIYQQQgghhBBCCCGEEMLKqRs6gLp45ZVXmDZtGp9//jlKpZIBAwbg6OhIdHQ0X375JZmZmYwcOdKcDICK4tNQ8+wIAI1GQ5MmTUhISODs2bPmtmfPngWgadOmaDSaGttW9ll5bF2p1ddPTqhyra7arNklREOT8SqsjYxZYU1kvAprI2NWWBMZr8LayJgV1kTGq7A21jxmrTrpMHLkSJycnJg9ezbvvPNOlX1eXl7MmDGDiRMnVtmel5cHgIuLy0X7rdyXn59/Ve0qj60LpVKBm5tDnfuxNGdnu4YOQYhak/EqrI2MWWFNZLwKayNjVlgTGa/C2siYFdZExquwNtY4Zq066QCQkJBAVlYWSqWSJk2a4OjoSGJiIhkZGfz+++9069aNli1bmo8vKysDuOhsBQCtVgtAaWnpVbWrPLYujEYT+fnFlz/wGlGplDg725GfX4LBcH1USxfiYmS8CmsjY1ZYExmvwtrImBXWRMarsDYyZoU1kfEqrM31OGadne1qNfPCqpMO7733HsuWLaNDhw7MmzeP5s2bAxXJgm+//Zb58+dz3333sX79enx8fACwsbGhpKQEnU530X7Ly8sBsLW1NW+zsbEBqFW7ymPrSq+/PgbThQwG43UZlxA1kfEqrI2MWWFNZLwKayNjVlgTGa/C2siYFdZExquwNtY4Zq1vQah/nD59muXLl6PRaPjmm2/MCQeoSBZMmzaNPn36UFhYyI8//mje5+zsDFx6CaTKfZXHQu2WTqrNEkxCCCGEEEIIIYQQQgghxI3Kamc6HD16FJPJhL+/v3kWw3/169ePAwcOEBkZad4WEBBAeno6CQkJNbbR6XSkpKSYj72wHUBKSgo6na7GZZYSExOrtRNCCCGEEEIIIcS1l19czom4bI7FZpKcUYSXqx0+Xg74eDnQzNORxh72qK2wOKcQQghxvbPapENRUVGtj61c9gigc+fOhISEcPTo0RqPjYiIQKfTYWNjQ5s2bczb27Rpg0ajoby8nIiICLp161atbWWfnTt3rnVsQgghhBBCCCGEqDujyURiegERMVlExGVxNiUf0wX7kzOLCI/JNH+vUirwdrenmZcDPp4O+Hg54uPlgJeLHUql4tpfgBDCokwmEwaDHpOp4p3AaFRQWqqivLwMg8F0mdZCNLz6HLNKpRKVqv5SA1abdKhcTikhIYHk5OQaZzvs27evyrEAd999Nz/++CMhISEkJCTg7+9fpc3KlSsBuPXWW3FwcDBvd3R0pH///uzYsYNVq1ZVSzrEx8dz8OBBAAYPHmyBKxRCCCGEEEIIIcSlFJfqORGfTURsJsfjsskvKq+y36+RIx2DPQhs4kJWfinJGYWcyywiOaOIkjI9KZlFpGRWfahRq1bSxNPhn2SEY8XfXo64OmpRKCQZIcT1Tq/XUVCQS3l5KSZT1XXwMzOVGI3WtTa+uLnV55hVq7U4ODhjZ+dw+YOvtG+L93iN9OvXDw8PD7KysnjhhRf44osvqhWSPnDgAACjRo0yt2vXrh233347O3bs4KWXXmLOnDk0atQIk8nEqlWrWLduHUqlkqlTp1Y759NPP83OnTtZt24dXbt2ZcKECSgUCs6fP8/LL7+M0WjkjjvuoHXr1tfmRRBCCCGEEEIIIW4iJpOJ5MwijsdmERGbRfS5PIymf5/+tNGqaBfgTscgDzoEeuDmZHPRfnIKyjiXUURyZiHJGRWJiJSsIsr1RhLSCkhIK6jSxt5GXbE00z8zIipnRzjaVV9+WQjRMMrLy8jJOY9SqcTBwQmNxgalUglUJAxVKoXMchBWpX7GrAmDwUBxcSF5eRUzAC2deFCYTCar/Z+2f/9+nnnmGYqLi1EqlTRt2hQHBwcSExMpKSkBYNKkSUyfPr1Ku+zsbO677z7i4+PRarUEBweTk5NDamoqCoWCt99+mwcffLDGcy5cuJBPP/0Uk8lEkyZNcHNzIyYmhvLycpo3b86yZctwd3ev87UZDEays2u/hFR9U6uVuLk5kJNTZHXV0sXNR8arsDYyZoU1kfEqrI2MWWFNZLzWrKzcwKmEHCLisjgem0lWflmV/U087OkY5EHHQA9a+LrWqU6D0WjifG4JyRkViYiKWRGFpGeXVEluXMjFUUuzC5ZnaublSFMPB2y0qquOw1rImBXXm+zsdIxGI+7u3v8kG6pSq5UyVoVVqc8xazKZyMnJwGg04OnZpFZt3N0dUNXi56xVJx0AkpKSWLhwIfv37yclJQWDwYCrqysdO3ZkwoQJDBgwoMZ2hYWFzJ07l02bNpGSkoK9vT0dO3ZkypQp9O7d+5LnPHDgAD///DMREREUFxfTtGlTBg8ezBNPPFFlSaa6kKSDEFdPxquwNjJmhTWR8SqsjYxZYU1kvP4rPaeYiNgsjsdmcToxF73h39dDo1bSxt+NDoEedAjyoJGrXb3Ho9MbScsu5lxG5ayIQpIzi8jMK63xeAXg6WpbsTxTo4plmny8HGjsfmMVr5YxK64nBoOBjIxzuLh4YGfnWOMxknQQ1qa+x2xpaRG5uZl4efnUqsbDTZN0uFFJ0kGIqyfjVVgbGbPCmsh4FdZGxqywJjfzeNXpjUQl5RIRW1EEOj27uMp+TxfbitkMQR608nPDRnN9zCIoKdOTklWxNJM5IZFZVK22RCWVUkFjd/uK5Zm8HP+ZIeGAp6sdSiusF3Ezj1lx/dHpysnKSsXDozEaTc1Lq0nSQVib+h6zOl0ZWVlpeHg0QaPRXvb42iYdrLamgxBCCCGEEEIIIaxXdn4pEXFZRMRkcSohhzKdwbxPpVTQ0teVDoEViYYmHvbXZRFnOxs1QU1dCGrqUmV7fnE5Kf8kIP5NRhRSUmYgObNiO6fOm4/XapQ09XD4T80IKV4txNWR/zNC1F79/H+RpIMQQgghhBBCCCHqncFoJDY5v2I2Q2wm5zKqzu53cdTS8Z8kQ9sAd+xsrPeWhbO9Fmd/La393czb/lu8+tz5ir9TMosp1xmJTysg/j/Fqx1s1RUFqxs5Vqkb4WArxauFEEJcv6z3J7gQQgghhBBCCCGua/lF5RyPyyIiNosTZ7MpLtOb9ykUENTUhQ7/FIH283a8oZ/qVygUuDvb4u5csVRUpWrFq/+pF5GeXUJRqZ6oc3lEncur0pero7ZieSavf+tF3CzFq4UQQlz/JOkghBBCCCGEEEIIizCaTCSkFXAsJpPjcVnEpxZwYSFJRzsN7QPd6RjoQftADxzt5Il95T91Hhq729Ot1b/bdXoDqVnFFcsxXVAzIiu/lNzCcnILszlxNtt8vALo17EJjwxpfUMnb4QQQlz/JOkghBBCCCGEEEKIq1ZUquPE2WwiYrM4HpdFQbGuyn5/b6eK2QxBHgQ2cUaplBvitaFRq/DzdsLP26nK9pIyPSmZ/60XUVG8em9EKi2auXBLx6YNFLUQQgghSQchhBBCCCGEEEJcAZPJxLmMIiJiMzkem0VMcj5G07/zGWy1Kto1/3c2g5uTTQNGC6bSQgyZ8Si09ijsXVHYO6NQWu/tEDsbNUE+LgT5VC1evfFgAqt3xrJyWwwdAz1wcWzY110IIazJhg1/8PHH7zFkyHDefntGnftLTU1h/PiRAOzde6TO/dXG/Pk/smDBXB555HGmTHnympzzYqz3p6wQQgghhBBCCCGuidJyPafic4j4pz5DTkFZlf1NPR3oGOhBhyAPWjRzQa1SNlCkFUz6cvSJx9BH70efFAFGwwV7FShsHVE4uFYkIexcUdq7/JOQcEFp72r+WqHWNtg1XKm7evpy6NR5EtILWPp3NE+Pbt/QIQkhhLhJSdJBCCGEEEIIIYQQ1aRlF1csmRSbyZmkXPSGf2czaNVKWvu70THIgw6BHni52jVgpBVMJiOGtGj00fvQxR2G8hLzPoVzIzDoMBXngcmIqbQAU2kBZCVdulOt/T9JiJqSEq7/7tM2/PWrlEoeGdqa9xce4cjp84RFZdClpVdDhyWEEOImJEkHIYQQQgghhBBCoNMbOJOYS0RsFhFxWZzPKamy39PFlk5BnnQI8qC1nytajaqBIq3KkJOCPno/upgDmAqzzNsVDu5oWvRBHdwXlbsPUJGYMJUWYirKwVSch6k4F2Nx7r9fl1T8bSrOBYMeyosxlhdDbsqlg1Db/JOE+Dc5USUp8c/X2DjUa5FnP28nBvfyY8PBBH7ZcoZWfm7Y28qtHyGEENeW/OQRQgghhBBCCCFuUjkFZYTHVNRmOJmQTbnOaN6nUipo6etKx3+KQDd2t6/XG+ZXwliciz42BF30foyZCf/u0NihCeyBukUfVE1aoVBUXeZJoVCisHMGO+dL9m8ymSoSDhckJCoSFBd+XbEPXSnoyzDlp2PIT7904Ep1jQmJass62TqjUF7dElUj+wVw9Mx50nNKWL0zhocHt76qfoQQQoirJUkHIYQQQgghhBDiJmM0mth8OJHfd59Fb/g30eDqqP1nySRP2ga4YWdz/dw2MOnK0McfRRdzAMO5E2D6J26FCpVvBzQt+6L262yROgwKhQJsHFDZOICbz2XiKq2WkDAV51WdQVGcC2VFYNRjKszCVJiF8VKd/pMc+TdB4WJe0qlKwsLOBYWq6r+RVqNi8pDWfLYsjF3hKfRu600rP7c6vyZCiBvPuHEjSEtL5dtv5+Do6MiCBfM4fjyc4uIS/Pz8GTlyDKNH34OyhiRodPQZli37hfDwUHJzc7C3t6d163aMGXMP/fvfVu14g8HAgQN72bt3NydPRpKRkUFZWSkeHl50796DSZMeplkzX4tcV0bGeebNm8PBg/spKMinUSNvBg26i4ceepT//e8TNm78k7feepehQ0fUus/k5HMsXbqIw4cPkZWVgVZrQ3BwC4YNG8nddw+t8TW60I4df7Nq1TJiY2MBaN26DQ8+OJkePXpXO7agoIBdu7azf/9ezp6NJSPjPAqFgqZNm3HLLbcxceIDODo6XtmLco1dP58ehBBCCCGEEEIIUe9Ss4r4ecMpYpPzAQho7ETXll50DPLAt5HjdTObAcBkNGJIOYkuej/6s0dB/28Ba2WjoIrlk4J6obR1arAYFRpbFC6NUbo0vuRxpn9qSlRPUPzn+5KCiroTlcs8kYDhEv0qbJ3MyQlNq1vQBPWilZ8bt3Vuyq7wFBZuPM17j/a8bpbDEkJcfyIjI1i4cD5KpQJ//+bk5eUSExPFV199RkREOO+++2GVnw2bNv3FJ5+8j8FgwNHRkaCgFmRmZhASsp+QkP2MHTuel19+vco5srIyeeONV1AoFLi5udO4cWMMBgNpaWn88cdatm3byldfzaJ9+w51upbExASeeeZxcnKyUavVBAYGUVZWxqJF8zly5BBNmjS94j4PHw7hrbdepaSkBFtbW5o3DyI/P5/w8FDCw0PZvXsnH3zwKWp1zbfaV6xYwqxZM3F1dcXPz5/U1GRCQ48QGnqEV199g9Gjx1U5fv/+PXz66Qeo1Wo8PDwJCAiksLCQxMR4Fi6MZvv2rcyZ8zPOzi5X9RpdC5J0EEIIIYQQQgghbgJGo4m/jyTx2+44dHojtloV9w1qQf+OTa6vRIPJhDErEV3MAfQxB/+58V5B4dwITXAfNC36XPYm//VGodKgcPIEJ08udfvfZDRgKsmvseZElQRFSR4YDf8Wxc4+h+HcCZQO7qgat2D8gGCOxWSSnlPC+n3xjBsQdM2uVYjrlclkoqz8Umm865dWo6y39+qff/6Jfv1u4c033zU/Qb97905mzHibv//eTNeu3Rk5cgwAcXGxfPbZhxgMBu69dxJPPvkMWm3FDLONG//k008/YM2a1bRq1YZhw0aaz2Fv78Cbb06nb99bcHP7d/aVTqfjzz/XMXPmF3z88QyWLv31qq/TZDLx/vv/R05ONh06dOSDDz7D09MLgKio00yb9hJnzpy6oj5zcrJ59923KCkp4Y477ua1197EwaHiNQoJOcD//d8b7Nmzk0WL5jNlypM19jFnziyefPIZ7r//IVQqFXq9ngUL5rJo0XxmzvwfHTt2ITDw3/fooKAWfPrpV/To0RMHB3v0+oq5cXl5ufz00w+sW7eGOXNmMW3a21f+Il0jknQQQgghhBBCCCFucOk5xfz81ymiz+UB0C7AjclD2uDhYtvAkf3LWJiFLuYg+uj9GHOS/91h44AmqBeaFn1RNgq6rhIk9UGhVKFwcAOHSy+JZDIZMZUVmZdz0p3cgT7+KCW75uNwz/vY22p58K5WfLfmOJtCEunZphF+3g03I0SIhmYymfhw0VHz+6C1CW7mwpuTutbLe6CjoxPTp3+Ajc2/PxNuvXUAkyY9xIIFc1myZCEjRoxGoVCwYsUSdDod7dt35LnnXqrSz5Ahw4mNjWHFiiUsWjS/StLB0dGxyveVNBoNY8aM4/jxY2zZspGTJ0/Qrl37q7qO0NAjnD59EltbWz744HM8PT3N+1q2bM3bb7/LSy89e0V9/v77r+Tn5+Ht3Zh33nmvymyGXr368OSTT/P111+watUy7rvvQezt7av10bNnbx588BHz92q1mscfn8qxY2GEh4eyYsUS3nrrXfP+4OAWBAe3qNaPi4srr732FgcO7GPr1k288sobqFTX5yw2SToIIYQQQgghhBA3KKPJxPaj5/h1ZyzleiM2WhX3Dgzmtk5Nr4ub96byEvRxhyvqNKScBkwVO1Rq1H6d0bToh8q3Q7W6BeKfoti2TmDrBO6+qLyaU3Q+FlNeGmVH1mDbeyJdWnrRvZUXR85ksGDDad55uBuqqyxQLYS4cQ0fPqpKwqHS2LETWLBgLikpySQlJeDnF8DBg/sBGD/+vhr7mjjxAVasWEJKSjKJiQn4+flX2R8ZGcHu3TtJTIynsLAQg6Fi5kl6ehoA0dGnrzrpEBJSEVvv3v2qJBwq9ejRm8aNm5CWllrrPiuvd+zY8TUunzR8+Gjmzp1NYWEhkZER9OxZvUbDPffcW2Pf99wzgfDwUEJCDlTbp9fr2bdvN0ePHiY5OZnS0hKMxooZD0VFhZSUlHDuXBL+/gG1vpZrSX5qCyGEEEIIIYQQN6DzuSUs+OsUZ5JyAWjt58qjQ9vg6WrXoHGZjHoMSZEVdRoSwsCgM+9TNWmFukVfNM27o7BxaMAorY/CxgHbWx6mZPM36I5vRtO8OyrvYCbd2ZJTCTkkpBew5XASQ3r5X74zIW5ACoWCdx7uTnGJvqFDuSr1ubxSQEDzGre7ubnh6upGbm4OiYkJuLt7kp2dBVBlOaALeXp64uLiQl5eHomJ8eakg16v56OPZrB166ZLxpKXd/UzUZKSEgFqnCVQKTi4xRUlHRITE4CLX6+NjQ0+Pr6cOXOKhIT4GpMOF3t9AwICgYp6F0VFheZlmzIzM3j11ReIiYm6ZGx5ebm1vYxrTpIOQgghhBBCCCHEDcRoMrErLJlVO2Ip0xnQapRMuD2YAV18UDbQ7AaTyYQxI64i0RB7qKIGwT+Urk0rEg3BvVE6VX8yVdSe2r8L6hZ90Ufvp3TXfOzHvoeLow0TBgazYMNp1u45S9eWXni7VV/+Q4ibgUKhwEZ7fS5H05Dc3Nwvus/d3Z3c3ByKi4spLi6qsv3ibTzIy8ujuLjYvG3ZssVs3boJV1dXnnrqWbp06Y6np6d5hsW8eXNYuHAeev3VJ4WKi0uAivoRF3OpfTUpKam4Bjc3j4se4+Hh8c/5i2rcf7HX98LXsLi42Jx0+OijGcTERNGyZSsef/wpWrRojYuLKxqNBoBnnnmcY8fC6vRa1TdJOgghhBBCCCGEEDeIzLwSFmw4zamEHABa+rry6NDWNGqgm8zG/PPoog+gi9mPKS/dvF1h54w6qDealn1RevhfF0s93Shs+9xP0bkTGHNTKT+6FpteE+jfoQkHT6RzKiGHRRtP89p9XeQ1F0KY5eRkX3RfdnbFPnt7+yo37LOzs3Fxcb1Imyxzm0qbNv0FwFtvzaBv3/7V2tRlhkMle/uKmXwXu/l/uX01sbOzp7CwgJycrIsek5VVeb01JzRycrLx9m5cbXvla1vRtuK1yszM5PDhEGxsbPjqq+/x9HQ3F5KuZInXqr5J0kEIIYQQQgghhLByJpOJ3cdSWLk9htJyA1q1knsGBDGoW7NrPrvBVFqILu4Quuj9GNNj/t2h1qIO6IamRR9UPu1QKOVp4/qgsHXE5paHKd3yLeURG1E3746qUSAPD2nN9HkhnE7MZU9EKrd2atrQoQohrhPx8Wdr3J6bm0tubkUS28/PH0dHR9zdPcjOziIuLpbmzQOrtcnMzDTfFPfzCzBvT01NAaBz5y41nuvEieN1uQQAfH39AIiNjbnoMZfaVxM/P39OnowkLi6WPn2qJ0vKyspITk4CuGh9hfj4szUmHRISKl53Dw8P8yyHtLSUf/pqjqura7U2+fn5JCUlXNE1NASpHiSEEEIIIYQQQlix7PxSvl51jEWbzlBabiDYx4X3Hu3Jnd19r1nCwaQvRxd3mJLN31C45AXK9i6uSDgoFKh82mE74HEcH/gGu4FPovbtKAmHeqYJ6Io6uDeYTJTumofJoKORqx2jb6m4Qbhyewy5hWUNHKUQ4nrx11/rKSur/p6wZs0qAJo08cHXt6I2Q+/efQFYvXp5jX2tWrUUAB+fZlWKSFcuo5SZmVmtzdGjh4mKOl2HK6jQq1dFbAcP7jPPtrjQkSOHzMmP2qq83jVrVte4nNFff62nsLAQBwcHOnToVGMfla/jf/3226oqccO/r1NOTjYmk6lam1WrlpmLb1/PJOkghBBCCCGEEEJYIZPJxJ6IFP5vfgiRZ7NRq5TcOzCYNyZ1xdu9/pdTMpmM6FPPULp7AYVLXqT07+8rCkMbDSg9/LDpfS8O93+F/bDX0LTsh0LbsAWsbza2fR9AYeeMMSeF8qPrALizRzMCGjtRUqZn6dZLFygVQtw8Cgry+fDDdykqKjRv27t3N0uXLgJg0qSHzEuyTZz4ABqNhsjICL7//ht0Op25zZYtG1m1qiIZ8fDDU6qco3KGw7fffklBwb91fUJDj/Duu2+h1drU+Tq6du1OmzZtKSkp4Z13Xq+S4IiOPsPHH7+HWn1lC/+MGTMOZ2cX0tPT+Pjj96osz3T48EF+/HEWABMm3I+dXc0/50JCDrB06SKMxoplkgwGAz///BNhYUdRq9VMnDjJfGzz5oG4uLiQkXGeefPmmBMMRqOR335bxS+/LLDIa1XfZHklIYQQQgghhBDCyuQUlLFo02kiYiue5Axs6syUYW1o4nFlBTKvhiE3BX3UfnQxBzAV/vskqcLBHU1wb9Qt+qJyb1bvcYhLU9g6YtP/YUq3fkf5sQ2om3dD5dWcyUNa88GiIxw9k8HRMxl0a+XV0KEKIRrYo48+wcKF8xk1ajABAYHk5eWaZwQMHHgno0aNNR8bGBjEtGlv8+mnH7B8+S/88cdafH19yczMJCPjPABjxoxn6NARVc4xZcpTHDlyiIMH9zN27FB8ff0oKCgkNTWZoKBgBg8exooVS+p0HQqFgv/7vw945pnHiYgIZ9y44QQGBlFeriM+Po62bdvTsWNn/v57M0pl7Z7Fd3Nz5733PuKtt15jy5aN7N69g4CAQPLz80hJSQbglltuq5ZkudBTTz3LrFkzWb58CU2aNCElJdm8BNVzz71MYGCw+Vi1Ws2TTz7L559/xKJF81m/fg3e3k1IS0slNzeHoUNHkJKSTHh4aB1eqfonSQchhBBCCCGEEMJKmEwmDp5IZ+nWKIrL9KhVCsbcEshdPX1R1fIGytUwFuehjz2ILvoAxsz4f3dobNEE9qhINDRphUIhCypcTzTNu6EP6oU+NoTSnfOxH/suft5ODO7lx18HEliy9Qxt/F2xt9U0dKhCiAbUvn1H5syZz4IF84iICKOkpISgoGBGjhzDmDHjqxWeHzJkOMHBLVi27BfCwo4SHR2Fvb0DPXv2ZsyYcdxyy4Bq52jRoiWzZ89n7tw5RESEER8fj7e3Nw88MJmHHnqU5ct/sci1+Pn5M3/+L8yf/yMHD+4jPv4snp5ePPDAZCZPfowPP3wXAAeH2ifpe/TozcKFy1myZBGHDx8kNjYaGxsbOnfuytChIxg8eNglkxgTJz6At3djVq1aRmxsLCaTiS5duvHAA5Pp1atPteNHjhyDs7MzS5cuJi4uhsTEBPz9/XnssacYNWoszz335JW/MNeYwlTT4lCiwRkMRrKzr6yaen1Sq5W4uTmQk1NUrWK6ENcbGa/C2siYFdZExquwNjJmhTW53HjNKyxj8eYzhEVXLBcR0NiJKcPa4OPlWC/xmHRl6BNC0UXvx3DuBJj+iUmhQuXbHk2Lfqj9O6NQa+vl/MIyjKUFFK96C1NpAdouI7DpcQ86vYF3fz5MWnYxt3ZqyuQhra+qb3mPFdcTna6crKxUPDyaoNHU/L6kVitlrF5g3LgRpKWl8u23c+jatXtDh3NNPPjgBM6ejWPBgmW0aNGyocO5rPoes7X5f3Mhd3cHVKrLP2AgMx2EEEIIIYQQQojrmMlk4tCp8yzZcoaiUj0qpYJR/ZszpLefxWc3mIxGDCkn0UUfQB9/FHSl5n3KRoFogvuiDuqJ0s7ZoucV9Udp64RN/4co/ft7ysP/Qt28GxrPACYPac2nS0PZfSyF3m29ae3v1tChCiFEvTpxIpKzZ+NwdnahefPAhg7nhiZJByGEEEIIIYQQ4jqVX1TOL1vOcPRMBgB+3o5MGdYW30aWm91gMpkwZiehi96PPuYgpuJc8z6FkxeaFn3RBPdB6drYYucU15YmsAf6wB7o4w5XLLM05l1a+royoIsPO8OSWbjpNO8/2hOtRtXQoQohRJ0kJSVy8OB+Bg8ehpOTk3l7REQ47733DlCxfNGVFpQWV0ZeXSGEEEIIIYQQ4jp05PR5Fm8+Q2GJDpVSwYi+AQzt44+6Fssa1IbJaER3chu6U7sw5pz7d4eNA5rAnmha9EXpHVxtLW9hnWz6PYgh5TTG7CTKw/7ApvsYxg8I4lhMJudzSli39yzjbw++fEdCCHENLF78MwcO7Kv18S+99BotW7amqKiQb775H7NmfY2vrx/29g5kZmZw/nw6AB06dOSRRx6rr7DFPyTpIIQQQgghhBBCXEcKistZtPE0h06dB6CZlwNThrXFv7HTZVrWnrEoh9LtczCknqnYoFSj9u+MukUf1L6dUKjkdsGNRmnnjE2/ByjdNpvysD9RB3TFztOfB+5qyXe/HWfzoSR6tvG26DgTQoirlZSUyPHjx2p9fGFhIQBNmzbjoYce5fDhg6SlpXHuXBI2Nja0a9eBQYPuYvToe9BqpRZRfZNC0tcpKSQtxNWT8SqsjYxZYU1kvAprI2NWWBO1Wsnpc/nMWh1OflE5SoWCoX38GdkvwGKzGwD0CeGU7pyHqawQNLbY9LgHTYu+KGwcLHYOcX0ymUyUbp2FPv4oSg8/7MdMR6FUM3ttJIdPn8fP25H/e7h7rWuFyHusuJ5IIWlxI5JC0kIIIYQQQgghhLgqhSU6VmyLZn9kGgBNPR2YMqwNzZtYrmCzyaCjLGQVusitACg9/bEbNBWli9RquFkoFAps+j+EPvU0xqxEysP/wqbrKO6/syUn47NJTC9k86Ekhvb2b+hQhRBCWDHLPSohhBBCCCGEEEKIKxYek8n/zQthf2QaSgUM7xvAu5N7WDThYMxLo3jth+aEg6b9XdiPekcSDjchpb0Ltv0eBKA8dD2GrCRcHLRMHNQCgHV7z5KeXdyQIQohhLByknQQQgghhBBCCCEaQHGpjvl/nuTbXyPIKyqniYc9nz93CxMGBqNRW+7XdV30forWzMCYlYDCxhG7u1/Etu/9KFQai51DWBd1UC/UAV3BaKB01zxMRj192zemXYAbOr2RRZtOI6txCyGEuFqSdBBCCCGEEEIIIa6xiNgs/m/+IfZFpqEABvf044PHetHK391i5zDpSinZMZfSHT+BrhRVk1bYj/sAtX9ni51DWKfKZZawccCYmUB5+AYUCgUPDW6NVqPkdGIuu4+lNHSYQgghrJTUdBBCCCGEEEIIIa6R4lI9K7dHsyciFQBvNzumDGtLcDMX1Bac3WDITKBk2w+Y8tJBoUDbbTTaziNQ1LJAsLjxKe1dse07idIdP1Eeug51QFe83Jsx9pZAVmyPYdWOWDoGeeLmZNPQoQohhLAy8mlDCCGEEEIIIYS4Bk6czWb6zyHsiUhFAdzZ3ZcZj/YkuJmLxc5hMpkoj9xK8doPMOWlo3Bwx274G9h0HSUJB1GNOrgPKr/O/yyzNB+T0cAd3X1p3sSJkjI9S7dGNXSIQgghrJB84hBCCCGEEEIIIepRSZmexZtO8+XKcLLzy/BytWXa/V24744W2GhUFjuPqbSQks3fULZ/KRj1qP274HDP+6ibtLLYOcSNRaFQYHvLw6C1x5hxlvKIjSiVCiYPaYNKqSA0KoMjp883dJhCCCGsjCyvJIQQQgghhBBC1JNT8dn8vOE0WfmlAAzq2oxxA4Kw0Vou2QCgTz1D6fY5mIpyQKnGpvdENO0GoVAoLHoeceNROrhh2/d+SnfOo/zIWtT+XfBt5MOQ3v78uT+epVujaBPghoOtFB4XQghROzdM0mHXrl2sXr2a8PBwcnNzcXFxwdfXl169evHcc8+hVle9VJ1Ox6JFi1i/fj2JiYloNBpat27Ngw8+yF133XXJc508eZKffvqJw4cPk5+fT6NGjbj99tt5+umncXe3XNEvIYQQQgghhBDWqbRcz687Y9kemgyAp4stjwxtQxt/N4uex2Q0Uh62nvLQdWAyoXRpjO2gqag8/S16HnFjU7fohyr2EIakCEp3zsd+1NuM6BvA0TPnSc0qZtX2GB4Z2qahwxRCCGElrH55Jb1ez2uvvcYTTzzB1q1bUavVtG7dGjs7OyIjI5kzZw5lZWVV2pSVlfHwww/zxRdfEBMTg5+fH66urhw6dIjnnnuO//3vfxc935YtW5gwYQIbN27EZDLRokULsrOz+eWXXxg5ciRJSUn1fclCCCGEEEIIIa5jZxJzePfnQ+aEw4AuPrz3aE+LJxyMhdmU/PUZ5UfXgsmEumV/7MfOkISDuGIKhQLbWx8BrR3GjDh0xzejUSt5eHBrAPZEpHIqPruBoxRCCGEtrH6mw4wZM1i/fj0dOnTg/fffp23btuZ9JSUl7N+/H61WW6XNF198wdGjR2nWrBlz584lMDAQgG3btvHiiy8yd+5cunbtysCBA6u0S09PZ9q0aeh0Op5++mmeeeYZ1Go1BQUFvPTSS+zZs4cXX3yRX3/9VaawCiGEEEIIIcRNpkxn4LddsWw7cg4T4O5swyND2tCuueVnxOsTwijZOQ/KikBji23/h9C06Gvx84ibh9LBDds+91O6az5lR9ag8u9MS9+m3N7Vhx2hySzcdJr3p/SyaB0SIYSoD2fPxjF37mwiIsLIy8vDZDLx/PMvM2HC/Q0d2k3Dqmc6HDx4kNWrV+Pj48PChQurJBwA7OzsGDRoEBrNv+sOZmZmsmLFCgA++ugjc8IBYNCgQTz22GMAzJo1q9r55s2bR0lJCT169OCFF14wL9nk5OTEl19+iZOTE5GRkezYscPi1yqEEEIIIYQQ4voVfS6XGT8f4u9/Eg63dmrC+4/2snjCwWTQUbp/KSWbv4GyIpSe/jiMnSEJB2ER6pb9Ufl2AIOe0p3zMRmNjLstCDcnGzJyS1m392xDhyiEEJeUm5vLs88+zu7dFfdn27ZtT4cOnfD0bNTAkV1camoK8+f/yKpVyxo6FIux6qTDggULAHj00UdxdHSsVZvt27ej0+kICAigd+/e1fZPnDgRgBMnTpCYmFhl3+bNmwGYMGFCtXYuLi4MHjwYgI0bN9b+IoQQQgghhBBCWK1ynYGV26P5dEko6TkluDnZ8OL4Tkwe0gZ7W8suLmDMTaN47YfoIrcCoOlwN/aj3kHp0tii5xE3L4VCge0tk0Fji/F8LLrIzdjZqHnw7lYAbD6USHxafsMGKYQQl7Bt22by8vJo3bota9Zs4McfFzB79nwGDryjoUO7qNTUFBYsmMuqVcsbOhSLsdrllcrKyti3bx8Affr0ISYmhpUrVxIbG4tWq6VNmzaMGzcOHx+fKu3Cw8MB6NatW439ent706xZM86dO0d4eDh+fn4ApKamkp6eDkCPHj1qbNu9e3dWr17NsWPHLHGJQgghhBBCCCGuY7Epecz/8xRp2cUA9OvQmPsGtcDeVnOZlldOF7WP0r2LQV+GwtYJ2wFTUPt1tvh5hFA6emDT5z7Kdi+g7PAa1H5d6BzcmJ5tGnHo1HkWbDjN/z3cHbXKqp9jFULcoM6erZiR1bVr92pL7otrx2qTDqdPn0an0wFw9OhR3n//ffP3ADt27GDevHl88sknDB8+3Lw9Pj4ewJxMqImfnx/nzp0zD9IL22k0Gho3rvkpEl9fXwCSkpLQ6XRVlnW6Gmr19fMDXPXPhwmVfKgQVkDGq7A2MmaFNZHxKqyNjFlRH8r1Bn7fHceGAwmYTODiqOXRYW3o0sKrTv3WNF5N5SUU715MeVTFQ3fqpm1wuONJlI6WrxMhRCVVuwEY4g6jPxdJ6e75OI1+m4cGt+ZEfA5J5wvZeiSJEf2ay3usuK4YjZeur1pZflWhAJPpGgQkGkR5eRkANjY2DRxJ3V3LMatSKSx6L9pqkw4ZGRnmrysLSL/zzju0bt2a1NRUvv76azZu3Mgbb7xBYGCgud5DXl4eULEc0sVU7svP/3fKYG5urnnfxYpEu7q6AmA0GiksLMTNze2qr0+pVODm5nDV7euLs7NdQ4cgRK3JeBXWRsassCbXarwaTUZ+OLSYgrJCJnYYRXM332tyXnHjkfdYYSnRSTl8vTyMpPQCAAZ0a8YTozvgZG+5pykrx2tZahzn136FLjsVFErcbr0X175jUCilkK+of86jnyXpp5cwpEWjit2Ff8/hPDG6A18vD2XtnrMM6hWAj1vFWJX3WHE9KC1VkZmpvOzNU0mS/Wv06GGkpaXy/fc/4ejoyM8/z+XYsTBKSkrw8/Nn1KixjB07DqWy+msWFXWGJUsWExZ2lNzcHOztHWjTpi1jx47n1ltvq3a8wWBg37697Nmzi5MnI8nIOE9paSmenl50796TBx98GF/fiz8kfjlz585h/vyfzN8vWDCXBQvmAtC4cRPWrv2r2jU7OzuzcOF8wsJCyc3N4fnnX2LixEkAFBUVsnz5Unbu3M65c0koFAqaNfNlwICBTJw4CQeH6vdtL+y7UaNGzJ37I0eOHKKwsIAmTZoyYsQo7r//wSqv59SpjxMWdhSAtLRU+vfvXqXPgwdD63XMGo0KlEolLi722NraWqxfq006FBUVmb+2tbVl7ty55mSBv78/X331FfHx8Zw6dYo5c+bw7bffAhXLMgGXnIVQOfWmtLTUvO1K2l14/NUyGk3k5xfXqQ9LUqmUODvbkZ9fgsFgbOhwhLgkGa/C2siYFdbkWo/XgylH2R0fAkB46klu8+3LqODB2Gvk5oaoHXmPFZaiNxhZu+csf+6Lx2gy4eyg5ZGhrenWqhH6Mh05ZbrLd3IZleM1L6+Y4rBNlBxYCUY9Cgd3HO6cCk1bkZtXevmOhLAIe+z63EvxroVk7ViKzqsNnQO9aR/oTmRcNl8vO8o7k3vg6mIv77HiulBeXobRaMRgMKHXVx+PCkXF+6zBYJSZDv9x7Fg4CxfOR6lU4O/fnLy8XKKjo/jf/z4lPDyMd9/9sMpD2Js2/cUnn7yPwWDA0dGRoKAWZGZmcPDgfg4e3M/YseN5+eXXq5zj/PnzTJv2EgqFAjc3d7y9G2MwGEhLS2P9+t/5++8tfPXVLNq373BV1+Dl5U2HDp04dy6JnJxsGjXyxtu7YrUaDw/PamMiNPQov/yyAKVSib9/c+zt7TEaQa83kpaWxosvPs25c4kolUqaNw8EIDY2hujoKDZv3sjMmT/QqJF3jbGcPn2KadNeQq/XExAQiFqtJiEhnlmzviElJaXKaxMYGEReXi5xcRUlA1q1amPeV/mS1+eYNRhMGI1G8vKKKSkxXPZ4Z2e7WiVBrDbpcOEUmTFjxlSbuaBUKpk8eTKvv/46e/fuxWg0olQqze0uXIrpv8rLywGqZHeupN1/47taNb1BNjSDwXhdxiVETWS8CmsjY1ZYk2sxXnUGHWujNwLQxMGb1KJ0dibt42jaMcYED6Nn464XnYEqxH/Je6yoi4S0Aub/dYpzGYUA9GzTiEl3tsTJXmvxcWUozif/z2/RxYcBoA7oiu2tj6KwdZQxLK45ZcvbUEWHYEg5RdH2ediNeIOH7mrF/80/xJnEXLYdTuKeO1rJe6y4LhgMl74razKByWTCWF63B4UbjFpbb599f/75J/r1u4U333wXR0dHAHbv3smMGW/z99+b6dq1OyNHjgEgLi6Wzz77EIPBwL33TuLJJ58xP4i9ceOffPrpB6xZs5pWrdowbNhI8zns7R14883p9O17S5XVYXQ6HX/+uY6ZM7/g449nsHTpr1d1ncOHj2L48FF89NEMNm78k2HDRjJlypMXPX7hwnkMHjyMF198DTu7f2YYllUk9t97723OnUskOLglH330OT4+zQBISkrkrbde5ezZON5///+YNeunGvuePfs7hgwZznPPvYy9vT0A27ZtZcaMt/j9918ZN24ifn7+ALz00jRCQ4/w/PNP4e7uwezZ86v1dy2SZBdL1l0tq006XJhkCAoKqvGYwMCKLFRRURG5ubm4u7vj7OwM/LvMUk0q91Uee+H58vLyMJlMNQ7+yiWYlEql+T+oEEIIIYS4OruS95NTlourjQvTuj9PXF48q6LWkV58nsWnVrIvJYR7W43Bx7FJQ4cqhLhB6Q1G/jqQwJ/74zEYTTjaaXjo7lZ0b92oXs6nSz7NuW1zMBRmg0qNTe+JaNoOkgSraDAKhQLb2x6laPU7GNKi0J3Yhmf7Oxl7ayDLt0Wzcns0A3r4IYvVCGtgMpko+P0jDGnRDR3KVVF5t8Bu5Fv18jPB0dGJ6dM/wMbm3wewb711AJMmPcSCBXNZsmQhI0aMRqFQsGLFEnQ6He3bd+S5516q0s+QIcOJjY1hxYolLFo0v0rSwdHRscr3lTQaDWPGjOP48WNs2bKRkydP0K5de4tf438FBAQybdrbqFT/LlloY2NLWNhRjh8/hlKp5L33PjYnHAB8ff2YMeNjJk++j/DwUMLDQ+ncuWu1vn19/Xj11Ter9D1o0J1s3bqRvXt3c/DgPnPS4UZltT8XKhMKcPEljy6cbWA0VmRqAgICAEhISLho34mJiVWOvfBrnU5Hampqje2SkpIAaNasWZ2LSAshhBBC3MyKdMVsit8OwPDmd6FVaWjt3oK3er7IqKAhaJUaYvPi+fTwN/wavZ4SvSw3IoSwrLTsYj5cfIR1e89iMJro1sqLDx/rVS8JB5PRQNmR3ylc/wmGwmyUrk2wHz0dbbs7JOEgGpzSyQub3vcCUHZoNcb88wzq1ozAps6UlBmY/VsEJlmrRgirNnz4qCoJh0pjx04AICUlmaSkinupBw/uB2D8+Ptq7GvixAfMbRITq99/jYyM4IcfvuWNN17m2WefYOrUKUydOoXw8FAAoqNP1/2CauHuu4dWSQpUqry+nj174+8fUG1/UFAwPXr0AiAk5ECNfY8YMbrGvtu1q1g6Kjn53NWGbTWsdqaDt7c3Pj4+JCcnm2/2/1fldhsbG3OR586dO7NmzRpCQ0NrbJOens65c+fMx1Zq2rQpjRo14vz58xw5coSRI6tn5o4cOVKtnRBCCCGEuHKbE7ZToi+hqUNjejXpZt6uVqq5y/92unt35rfoPwnPOM6OpL0cTT/G2ODhdPfuLDfohBB1di6jkP8tDyO/WIeDrZoH7mpFzzaN6uX9xViYTemOHzGkngHAseNA1L3uw6CQB9nE9UPTZgD6uMMYUk5Rums+dsNfZ/KQ1ry34DAhJ9Lo0cqLri29GjpMIS5JoVDgNOYd9KVW+rBKPS6vFBDQvMbtbm5uuLq6kZubQ2JiAu7unmRnZwEVtQhq4unpiYuLC3l5eSQmxpuf6Nfr9Xz00Qy2bt10yVgutTqNJV3smisTJRe7vop9wRw6dJCEhPga9zdrVnNBbDc3dwBKSkquIFLrZLUzHQCGDBkCwB9//IFer6+2/9dffwWgR48eqNUV+ZVBgwah0WiIj4/n4MGD1dqsWLECgLZt2+LvX3Way9133w3AqlWrqrXLy8tj06aK/zSDBw++2ksSQgghhLjpZZXksOtcxRNGo4KGoFRU/8jqbuvG4x0e5OlOU/Cy8yC/vICFJ5fzbdhPpBalX+uQhRA3kMT0Aj5fVpFw8PN25MPHetGrrXe93OjRx4dR9Nv/VSQcNLbY3/EUjUY8g0JT9xqBQliSQqHE9tZHQK3FkHoG3cntNPNyZES/AAAWbz5DYUndi6kLUd8UCgUKjY11/qnHB2sqb4bXxN29Yl9xcTHFxUXVttfcxsPcptKyZYvZunUTrq6uvPHGO6xcuZZt2/ayd+8R9u49wuTJjwHUeI+3PlxYy/dClTG7uXlctO2/11dU4/6L9a1UVvxeczPMDrPqpMOUKVNwcnLi3LlzvP/++5SVVRSCMZlMLF68mB07dqBQKHjiiSfMbTw9Pbn33oppgW+//TZxcXHmfdu3b2fevHkAPPPMMzWez9bWlsOHD/PNN99gMFRU9C4oKOCVV16hoKCAtm3bMnDgwHq7ZiGEEEKIG92fZzejN+pp6RpEO4/Wlzy2nUcr3u75MsOb341GqSYqN5aPD33N7zF/Uaq30iKBQogGE5+WzxfLwygs0dG8iROv3dcFF0fLJwBM+nJK9y2hZMs3UFaE0jMAh7HvYdOyr8XPJYSlKJ0bYdOzYqmVspDVGPMzGNGvOb7ejuQXlbNqe0wDRyiEuFo5OdkX3ZedXbHP3t4ee3uHattrbpNlblNp06a/AHjrrRkMHz4aH59mVZZ0ulYzHC6nMuacnKyLHvPv9Tlc9JibndUurwQVGbVvv/2WqVOnsnLlSjZs2EBAQABpaWlkZGSgUCh47bXX6NWrV5V2r732GidOnCAsLIzhw4fTokULiouLzbUcHn30Ue64445q52vSpAmfffYZr7zyCj/88AMrV66kcePGnD17luLiYjw9PZk5c6ZM6RdCCCGEuEpJBSkcTgsDYHTw0Fp9rtKoNAxpPogejbvwa/R6jmee5O/EXRxJD+eeFiPo4tVBPp8JIS4rNiWPr1Yeo6RMT5CPMy+N74y9reV/ZTbmplKybTbGrIrfPzUdB2PTYxwKlVX/ei5uEpp2A9GfPYwh9Qylu3/GadTrPDe+C6/P2sPe46n0audNu4CLP/0shLg+xcefrXF7bm4uubk5APj5+ePo6Ii7uwfZ2VnExcXSvHlgtTaZmZnmBIKfX4B5e2pqCgCdO3ep8VwnThyvyyVYTOVyUHFxsRc9pnJfTTUfrsaN+LuKVc90AOjbty/r1q1j7NixODg4cPr0afR6PQMHDmTx4sVMmTKlWhtbW1sWL17MK6+8QlBQEPHx8eTk5NCzZ0++/fZbXn/99Yueb/Dgwaxatcq81FJUVBRubm488MADrF+/vtqSTEIIIYQQovbWxW7AhIlujTrh7+x7RW097dx5quNknuo4GQ9bd3LL8pgfuYRZ4fNILzpfTxELIW4E0edy+XJFOCVlelo2c+HlCfWTcNBF7aNozQyMWYkobJ2wG/wStr0nSsJBWA2FQontbVNApcWQcoryEztp09ydQd2bAbBo42nKyg0NHKUQ4kr99dd68woyF1qzpmKJ+SZNfPD1rbjn2bt3xay81auX19jXqlVLAfDxaWa+gQ+YZzVkZmZWa3P06GGioq5NAenLqby+i9VsiIuL5fDhg1WOrSsbm4pZlTX9G1irG+KTTUBAAJ988skVtdFqtTzxxBNVll6qrXbt2vHtt99ecTshhBBCCHFxp7KjOJUdhUqhYmTQ1dfI6uDZllZuLdiSsIOtiTs5nRPNR4e+5g6/2xgcMBCtSmvBqIUQ1u5MYg4zV0dQpjPQ2s+VF8Z1wkarsug5TOUllO5djD7mAACqpm2wvf0JlA5uFj2PENdCxTJL4yg7sIziAyvQdejF+NuDCY3KIDOvlLV747h3YIuGDlMIcQUKCvL58MN3eeONd3BwcARg797dLF26CIBJkx4yP40/ceIDbN26icjICL7//hueeOJpNBoNAFu2bGTVqopkxMMPV30QvHPnLuzdu5tvv/2Sd9/9CCcnJwBCQ4/w7rtvodXaUF7e8Dfdu3TpRseOnYmICGfGjLf48MPP8fGpSKwmJ5/jvffexmQy0blzVzp1qnnWxpVq2rSi/5ycbOLjz160yLU1uSGSDkIIIYQQwroZTUbWxWwA4FafPnjaXbxwW21oVRqGB95Fz8ZdWR21jpPZZ9icsJ1DaaGMbzmSjp7tbshpzEKIK3MyPptvf42gXG+kXXN3nh3bARuNZRMOhox4SrbNxpSfDgoF2m5j0HYejkJp9QsPiJuYpv0d6M8ewZAWReaG2dgOfoWH7m7NzNXH2HI4iZ5tvGnexLmhwxRC1NKjjz7BwoXzGTVqMAEBgeTl5ZqXQxo48E5GjRprPjYwMIhp097m008/YPnyX/jjj7X4+vqSmZlJRkbF7OIxY8YzdOiIKueYMuUpjhw5xMGD+xk7dii+vn4UFBSSmppMUFAwgwcPY8WKJdfuoi9h+vQPefHFqURHR3HffWNp3jwIMHH2bBxGoxFfXz+mT//AYudzdXWlR49eHD4cwqOPPkBgYJC5GPWcOfMsdp5r6Yo+5eTn5xMREUFSUtJFj0lKSmLt2rV1jUsIIYQQQtxEjqSHk1SYgq3KlsEBgyzWbyN7T57u9CiPd3gINxtXcspy+en4YmZHLCCj+OLF4YQQN77jcVl880/CoWOQB8/fY9mEg8lkovz4ZorXfYApPx2Fgzt2I97EputISTgIq1exzNKjoNJQcjaC8lM76RjkQe+23phMsGDDafQGY0OHKYSopfbtOzJnznx69OhNamoyWVmZBAUF89JLrzFjxkfVHtYZMmQ48+Yt5s47B2Nra0t0dBRlZWX07NmbTz75H6+8Un3p+hYtWjJ79nz69r0FlUpFfHw8arWKBx6YzOzZP2NnZ3etLveyGjduzPz5v/DII48TENCc5OQkkpPP0bx5IFOmPMn8+b/QqJG3Rc85ffqHjBgxGldXV6KjzxAeHkp4eKhFz3EtKUwmk6k2B3733Xf8+OOPGAwVa/N16tSJDz74gBYtqk6ZW79+Pa+//jqnTp2yfLQ3EYPBSHZ2UUOHYaZWK3FzcyAnpwi9Xj44iOubjFdhbWTMCmtSH+NVZ9Dxfsj/yC7NYWTgYO4OGGiRfv+rzFDOpvhtbEvcjcFkQK1Uc5ffAO70vx2tSlMv5xQNT95jRU3CYzL54ffj6A0murTw5KlR7dGoLZcIMJYWULpzHobEYwCoA7phe+sjKGwdL9lOxquwNvoTWyjZtww0tjiM/4hCpRPvzA2hsETH2FsDGd43oKFDFDcRna6crKxUPDyaoNHUvJymWq2U99cLjBs3grS0VL79dg5du3Zv6HBEDep7zNbm/82F3N0dUKku/5mpVp+q/v77b77//nvat2/Pq6++yoMPPkhsbCzjx4/n77//rk0XQgghhBBC1Gh38gGyS3NwtXHhdt/+9XYeG5WWUUFDeLvnS7R2a4HeqGdD/N98FPIlkZnywIwQN4ujZzL4fk1FwqF7Ky+mjrZswkGfcoriX/+vIuGgUmPT70Fs73z2sgkHIayRTYe7sGnWCnSllO5egJOdhvvuqHg4df2+eFKzrp+HKYUQQlw7tfpktXDhQjp16sTy5cuZMmUKb731Fn/++SfBwcG8+OKLrFu3rr7jFEIIIYQQN6BiXTGb4rcBMKz5XdekyLO3QyOe7fwYj7abhIvWmczSbGZHLODHiEVklWTX+/mFEA3n0Kl0Zq+NxGA00autN0+Oaoe6Fk/r1YbJaKDsyO+U/Pk5puJclC6NsR89HW27QVJDRtywFEolXsOfAZUGw7lIdGd207utNx0CPdAbjCzceBpj7RbYEEIIcQOpVSHp2NhYpk6dWuWDkre3N0uWLOGZZ57hzTffpKysjAkTJtRboEIIIYQQ4sazJWEnxfoSmjh407tJt2t2XoVCQTfvTrTzaMWG+L/ZkbSXiMwTnMqOYnDAQAb53YZGWauPykIIK3EgMo15f53EZII+7RozZVgblErLJAOMhVmUbv8RQ1oUAJpWt2DT9wEUGhuL9C/E9Uzr4YNdz3soObCCsgMrUDfrwIN3t+T/5h0i+lweu8KSub1rs4YOUwhhZRYv/pkDB/bV+viXXnqNli1b12NE4krU6jep8vJyc8XsC9na2jJnzhxeeOEF3n33XcrKynBxcbF4kEIIIYQQ4saTXZrDjnN7ARgdNBSl4toXVrVV2zI2eDi9G3dnVdRaonPj+CNuMyGpR5nQcjRtPFpe85iEEJa3NyKVBRtOYQJu6diEhwe3tljCQRcfSumu+VBWBBpbbG+ZjCa4t0X6FsJa2HQaTFnsYYznYyndsxCPwS9xz22BLPs7mtU7Y+kU7Im7c/X7SkIIcTFJSYkcP36s1scXFhbWYzTiStWqkPSoUaPo1KkT77//fo379Xo9L7/8Mlu3bqVz586Eh4dLIek6kkLSQlw9Ga/C2siYFdbEkuN18cmVhKQdpYVrIC90ebLBlx8xmUwcSQ9nTcyf5JcXANDFqwP3tBiBm61rg8Ymrp68x4qd4cks3nQGgAFdfHjgrpYoLfB+Y9KXUxayEt2JiiXilF7NsRs0FaVzo6vuU8arsDYXjtmyjHMUr5kOBj22t01B1aI/nyw5SmxKPp2DPXnung4N/rNe3NikkLS4Ed3QhaR79+7Nli1bKC8vr3G/Wq1m5syZDBs2jLCwsNp0KYQQQgghbmLnClI4lBYKwOjgodfFTQiFQkGPxl2Y3vtVbvftj1KhJCzjOO+H/I+tCTvRG/UNHaIQ4gptO3rOnHC4o1szHrRQwsGYm0rxug/MCQdNx8HYj3y7TgkHIaydyq0p2m5jACg9sAxKcpk8pDUqpYLwmEwOnz7fwBEKIYS4VmqVdBg1ahR9+/blxIkTF+9IqeSLL75g8uTJdO/e3WIBCiGEEEKIG8/a2A2YMNGtUScCnP0aOpwq7NR2jGsxkte7P0+gSwDlhnLWxm7gk0MzicqJaejwhBC1tOVQIku3VtRYuLunL/fd0aLOCU6TyYTuzB6K1szAmJWEwtYJu8EvY9t7IgqV1IERQttxMEqv5lBeQumehTT1dGB43wAAlm6NorBE17ABCiGEuCZqlXRo27YtX331FV26dLnkcQqFgjfeeINffvnFIsEJIYQQQogbz+nsaE5lR6FSqBgROLihw7moZk5NeanrUzzYZgKOGgfSis/zTdhPLDixjNyyvIYOTwhxCRsPJrBie0WScFgffybcHlz3hEN5CaU7fqqo36AvQ9W0Dfb3vI/ar6MlQhbihqBQqrC97TFQqjEkHkMfvZ9hffzx8XSgoFjHym3RDR2iEEKIa+DaV+sTQgghhBA3LaPJyNqYvwC4xac3XvYeDRzRpSkVSno36c67vV/jVp++KFBwJD2cDw7+j+2JuzEYDQ0dohDiP/7Yd5bVO2MBGNkvgLG3BtY54WDIiKdozQz0MQdAoUTb4x7shr6G0sHNEiELcUNRufug7TYagNL9S1GW5fPwkNYogH2RaUSezWrQ+IQQQtQ/SToIIYQQ4oZ0LOMEB1OPNHQY4j+Oph8jqTAFW5UNgwMGNXQ4tWavsefeVqOZ1uM5Apz9KDWU8VvMn3x6+Btics82dHhCCCqWPvp9dxy/76n4Pznm1kBG31K3hIPJZKI8YjPF6z7AlJ+OwtEDuxFvYtNlBAql/DotxMVoOw1B6RkA5cWU7l5IUFNnBnVrBsDiTWcoLZc6SUIIcSOz6KKTRUVFrF27lri4OHQ6HU2bNqVVq1a0bdsWb29vS55KCCGEEOKi0orOM/f4YkyYUCtUdG986SUixbWhM+r5I24TAHf6346T1rGBI7pyfk7NeKXb0xxIPcy62I2kFKXxdehsejXuxujgoThrnRo6RCFuSiaTid92xbHhYAIA428PYkgv/7r1WVpIyc65GBKPAaAO6IbtbY+isHGoc7xC3OgUShW2Ax6jeM27GBLD0cccYOxtPQmLziAzr5S1e84ycVCLhg5TCCFEPbFY0uHMmTNMmTKFrKyap8l5eHjQpk0b2rZtS7t27Wjbti3NmjWz1OmFEEIIIcz+iNuMCRMAK6J+J8i1OW62rg0blGDPuf1klebgonVmoG//hg7nqikVSvo17UUnr/asj93E/pRDhKQdJSLzBMMD7+aWpr1RKVUNHaYQNw2TycTK7TFsOZwEwH2DWnBnD9869WksLaDkz88wZp8DlRqbPvejaXN7nZdpEuJmonJvhrbrKMqPrKF0/1IcfNry0ODWfL3qGFuPJNGzjTeBTZ0bOkwhhBD1wGLzQT///HMyMzMxmUx0796doUOH0qlTJ2xtbTGZTGRmZrJnzx5++uknXnjhBe6880569eplqdMLIYQQQgCQkJ9EeMZxFChobN+IEn0pi0+uxGgyNnRoN7ViXQmb4rcDMDzwLrQqbQNHVHeOGgfub30Pr3Z/Bj8nH0r0payOWsfnR74jLi+hocMT4qZgMplYtjXanHB44K6WdU44mEoLKfnrC4zZ51DYu2I/ejratgMl4SDEVdB2HorSwx/Kiijbu5j2zd3p084bkwkWbDyF3iCfz4QQ4kZksZkOoaGhKBQKPvnkE0aPHm3ebjKZiI+P59SpU5w8eZJTp05x6tQpsrOzyc/Pt9TphRBCCCEAWBe7EYBejbtxd8DtfHJoJlG5sexI2ssgv1sbOLqb15aEHRTpi2ns4E2vxt0aOhyLCnD247Xuz7E3OYT1cZs4V5jCl0e/p0+THowKGmKVy0gJYQ2MJhNLNp9hZ3gKCuDhIa25tVPTOvVpKiuieOOXGLMSUdg5Yzd8GirXuvUpxM1MoVT/s8zSDPTxoehjQ5g4qCvH47JJzihi48EERvRr3tBhCiGEsDCLJR3UajU2NjZVEg4ACoWC5s2b07x5c4YOHWrenp6ezqlTpyx1eiGEEEIITmdHcyYnBrVCxdDmd+Jh58bYFiNYcWYN62M30tq9BT6OTRo6zJtOTmkuO87tBWB00JAbcukhpULJrc360KVRB9bGbuBg6hEOpB7mWEYkI4OG0K9pT5QKKTorhKUYjSYWbjzN3uOpKIBHh7WhX4e6vb+byksqEg4ZZ1HYOmE37HVJOAhhASoPX7RdR1B+dC1l+5bgML4N99/Zgp/Wn+SP/fF0a9WIpp5SK0UIIW4kFvvNJygo6Iqmm3p7ezNgwABLnV4IIYQQNzmTycS62A0A3NKsDx52bgD0b9qL9h5t0JsMLDyxHJ1B15Bh3pT+jNuC3qgn2LU57T3aNHQ49cpJ68iDbSbwcten8XFsQrG+hBVn1vDFkVkk5Cc1dHhC3BAMRiPz/zpZkXBQwOMj2tY94aArpWTjVxjPx4GNA3bDXkPl7mOhiIUQ2s7DUXr4YiorpGzfL/Rq403HIA/0BhMLN53GaDI1dIhCCCEsyGJJh9GjR1NaWsqRI0cs1aUQQgghRK2FZRwnsSAZG5WWu/0HmrcrFAomtRmHo8aBlKI0/ojb3IBR3nySC1MJSTsKwJjgYTfNmuhBrgG83v15xrUYia3KlsSCc3xxZBbLT/9Gka64ocMTwmrpDUbm/nGSAyfSUSoUPDWqPb3bNa5TnyZdGSWbvsaQHg1ae+yHvYbKw89CEQshABQqNba3PQYKFfqzR9CfPcyDd7XCRqsi5lweO8OSGzpEIcQNYty4EfTv353Q0Ov3HvWzzz5B//7d2bDhj4YOpd5YLOkwbtw42rVrx0cffURpaamluhVCCCGEuCyD0cAfcZsAGOR3W7U19J21TjzQZjwA25P2EJUTc81jvFmtjd2ACRNdGnUkwPnqbuLtOZbC+n1nSUgrwGRFT0KqlCpu9+3P9N6v0cO7KyZM7E0J4b2Dn7M/5ZAUNxfiCukNRn5cf4JDp86jUiqYOro9PVo3qlOfJn05JZtnYkg9Axo77Ie+isozwDIBCyGqUHn6o+0yHICyvb/gpi1n3G1BAKzeGUt2vtxLEkKIG4XFkg5qtZrvv/8evV7P+PHjiY2NtVTXQgghhBCXdDDtCOeLM3HUODDI95Yaj+ng2ZZ+TXtiwsTik6so1pVc4yhvPqezozmZdQalQsnIwMFX1ceWw0ks2HiatXvO8t7Cw0ybfYBlf0dxOiEHg9E6btq72Dgxud1EXuzyFE0cvCnSFbP09K98dXQ2SQXyZKcQtaHTG/nh90iOnslArVLwzNgOdGvlVac+TfpySrZ8iyHlFGhssR/6CqpGgRaKWAhRE22XESjdm2EqLaBs3xJu7+pDsI8LZeUGFm8+Y1UPFwghhLg4i1azy8zMpHnz5kRHRzNixAgmTZrEzz//zKFDhygsLLTkqYQQQgghACg36Nhw9m8ABgcMwlZte9FjxwaPwMvOg5yyXFZG/X6tQrwpGU1G1lbW2PDpTSN7zyvu49CpdFZsiwYg2McFrVpJVn4pfx85x+fLw3jx273M//MkoVEZlOkMFo2/PrRwC+TNHi8yJngYNiotZ/MT+Ozwt6yKWitJMCEuQac3MGvNccJjMtGolTx/T0c6B1/5e8qFTAYdJVtnYTgXCWotdkNeRuUdbKGIhRAXo1CpsR3wGCiU6OMOYTh7hMlDWqNWKYiIzSLkVHpDhyiEEMIC1JbqKCQkhMcffxydrqI4o9Fo5OjRo4SGhgIV6yn7+vrSrl27Kn+cnJwsFYIQQgghbkK7k/eTW5aHm40r/X16X/JYW7UND7edyFehszmSHk4Hz7Z09+58bQK9yYSmHyOpIBlblQ1DAu644vanEnKY9+dJAAZ1a8b9d7SgXG/kZHw2YVGZhMdkUliiY19kGvsi09CqlbRr7k7Xll50CvbE0U5j6UuyCJVSxR1+t9HduzNrov/k6Plj7Dq3n9D0CMYED6Nn4643Td0LIWqjTGdg1m8RnIjPQatW8vy4jrQNcK9TnyajntK/f8CQFAEqLXaDX0LduKWFIhZCXI7KMwBt52GUh/1B2b5faDz+I4b3DWDtnrMs2xpNuwB3nOy1DR2mEEKIOrBY0uG7776jvLwcGxsbRo4cibe3N8nJyZw+fZro6Gj0ej0JCQkkJCSwceNGoCIRcfLkSUuFIIQQQoibTLGuhM3x2wEYHngXGuXlP9o0d/Hnbv+BbIz/mxVnfifIJQA3W9d6jvTmojPqWf9PjY07/AZUq7FxOUnnC5m1JgK9wUT3Vl7cN6gFCoUCG42KLi286NLCC4PRSMy5PEKjMgmNyiArv5Sw6EzCojNRKhS09HWhS0svurTwxNPFrj4us05cbVx4tP0k+mb3ZFXUOtKLz7P41EpO50TzQOvxqJSqhg5RiAZXWq7n218jOJ2Yi41GxYvjO9LKz61OfZqMekq3zUGfEAYqDXZ3v4C6aRsLRSyEqC1t15Ho40Mx5iRTtm8pQwc8weHT50nOKGLFthgeH9G2oUMU4qYwbtwI0tJS+fbbOTg6OrJgwTyOHw+nuLgEPz9/Ro4cw+jR96BUVl8sJzr6DMuW/UJ4eCi5uTnY29vTunU7xoy5h/79b6t2vMFg4MCBvezdu5uTJyPJyMigrKwUDw8vunfvwaRJD9Osma9Fry8q6nStr6mu8eXk5LB69XL2799LSkoyRqMBT89GdOjQkaFDR9ClS7daxZyQEM9LLz3D+fPpjBt3L6+8Mq1Or0FDsVjS4dSpUygUCn744Qf69etXZZ9OpyMqKoqTJ0+a/5w5c0YKTgshhBCiTrYl7qJYX0JjB296Nu5a63ZDAgZxMvsMCflJLD65kue6PI5SYdFVJ29qe5IPkFWag4vWiYF+NdfYuJisvFK+XhVOSZmBlr6uPD6iLUpl9Sf/VUolrfzcaOXnxsRBwSSdLyQ0KoOw6EySzhdyOjGX04m5LP87Gj9vR7q28KJrSy98vByuq5kErd1b8FbPF9mWuJs/z27hUFooZYZyHml3f62SaELcqErK9MxcfYzoc3nYalW8PKEzwc1c6tSnyWigdPtP6M8eAaUau7ueR92snYUiFkJcCYVKg+2Axyhe+wH62IOoA3sweUhrPl58lAMn0ujdzpsOgR4NHaYQN43IyAgWLpyPUqnA3785eXm5xMRE8dVXnxEREc67735Y5TP0pk1/8ckn72MwGHB0dCQoqAWZmRmEhOwnJGQ/Y8eO5+WXX69yjqysTN544xUUCgVubu40btwYg8FAWloaf/yxlm3btvLVV7No375Dg1xTXeKLiAjnzTdfIS8vD6VSiZ+fP1qtlpSUFDZu/JPU1BRmzfrpsjGfOBHJtGkvkJeXx2OPPcXkyY/9E6P11bux2G8yarUaOzu7agkHAI1GY15OqZLRaCQuLs5SpxdCCCHETSavrIDtSXsAGBk4+IqSBiqlisltJ/LJoZlE5cayI2kvg/xura9QbyrFuhI2nd0GwLDmd2Gjqv3yCIUlOr5aFU5uYTk+ng48d08HNOrLP/GvUCjw83bCz9uJ0bcEkpFbQlh0xQyI6HO5JKYXkpheyNq9Z/FytaXLPwmIYB+XGhMa15paqebugIE0cfBm/omlHMuIZM6xBTzR8eErev2EuFEUl+r5elU4sSn52NmoeeXezgQ2da5TnyajkdKd89DHHQKlCrs7n0Xta5mbGkKIq6Pyao620xDKw/+ibO8iAsd/zB3dfdl6JInFm87wwWM9sdVKAl5YlslkosxQ3tBhXBWtUlNvD8/8/PNP9Ot3C2+++S6OjhWzlHfv3smMGW/z99+b6dq1OyNHjgEgLi6Wzz77EIPBwL33TuLJJ59Bq634zLpx4598+ukHrFmzmlat2jBs2EjzOeztHXjzzen07XsLbm7/zlzU6XT8+ec6Zs78go8/nsHSpb9a5Dqv5JrqEl9GxnlzwqF//1t55ZU38PJqZN5/+vQpTp6MvGy8hw4d5O23X6OsrIxXX32D0aPH1fk1aEgWe/du3bo1YWFhGAwGVKrL/3KoVCoJDpZCXUIIIYS4Opvit1Fu1NHc2Y+Onlc+Bb+RvRdjW4xgxZk1rI/dSGv3Fvg4NqmHSG8uWxN3UqQvprF9I3o36V7rduU6A9/+GkFqVjFuTja8NKETDrZXV5fBy9WOu3r4clcPX/KLyzkWk0lYVCYn4rPJyC1ly+EkthxOwsleQ+dgT7q09KJdgFutEhz1qaNXO6Z2fIQfjy/idE40s8LnMrXjo9hrrr/loYSoL0WlOr5cEU58WgEOtmpendgF/8Z1qwNoMhkp3f0z+pgDoFBhe8fTqP07WyZgIUSdaLuOQh8fhjE3hdL9Sxl762OERWeQmVfKmt1x3H+H1FsRlmMymfji8A/E5sY3dChXJdAlgJe7Tq2XxIOjoxPTp3+AjY2teduttw5g0qSHWLBgLkuWLGTEiNEoFApWrFiCTqejffuOPPfcS1X6GTJkOLGxMaxYsYRFi+ZXSTo4OjpW+b6SRqNhzJhxHD9+jC1bNnLy5AnatWt/Ta+pLvEtXbqYvLw8Wrduy4cffo5aXfV2e+vWbWjd+tJLOf7992Y+/PBdFAoFM2Z8zMCBV14T73pjsaTDuHHjCAkJYdeuXQwcONBS3QohhBBCVJNZksXelIMAjAoactUfvPs37UVk5ikis06x8MRypvV4Xpa0qYOc0lx2/DP7ZHTw0FrXJTAaTfy4/gQxyXnY26h5eUIn3J1tL9+wFpzttdzSsSm3dGxKWbmByLNZhEZlEhGbSUGxjj0RqeyJSMVGo6JDoDtdWnrRMcjjqhMeddXavQXPd36c74/9TFxeAt+E/ciznR+74roYQlijguJyvlwRTuL5QhztNLw6sTN+3nVPOJTtWYQ+ai8olNgOegpNQO3WVBZC1D+FWovtgCkUr/sQfcwB7AJ78tDgVny18hjbjpyjVxtvgnzqtrSaEOLyhg8fVeXmfKWxYyewYMFcUlKSSUpKwM8vgIMH9wMwfvx9NfY1ceIDrFixhJSUZBITE/Dz86+yPzIygt27d5KYGE9hYSEGgwGA9PQ0AKKjT1sk6XAl11SX+Hbv3vHPdU+qlnCojd9+W8nMmf/D1taOjz/+gh49el1xH9cji/1WPWLECP766y8+/PBDOnbsiKenp6W6FkIIIYSo4s+4LRhNRtq6t6KFW9BV96NQKJjUZhwfhXxFSlEaf8RtYmzwcAtGenP58+wWdEY9QS7Nae9Ru8KsJpOJJVujCIvORK1S8vy4jvh41c8Ndhutim6tGtGtVSP0BiPRSbkVhaijM8gpKOPImQyOnMlApVTQys/1n6LVnhZLgNRWcxd/XuzyJLPC53GuMIWvQ2fzXOfHpeC5uKHlF5XzvxVhnMsowtlBy2sTO9f5vcBkMlG2bwm607tAocD29ifQBPawUMRCCEtRNQpC23EI5cc2ULpnIe3Gf0Tf9o3ZH5nGwo2nefeRHqhVUntL1J1CoeC1Hs9QXF7W0KFclfpcXikgoHmN293c3HB1dSM3N4fExATc3T3Jzs4CIDCw5t/DPD09cXFxIS8vj8TEeHPSQa/X89FHM9i6ddMlY8nLy6vDlfyrttdUmXS4mviKi4s4fz4dgPbtO15xjL/9toozZ07h6urKF198Q5s2N06tKYslHZ566in8/f0JDQ1l9OjRfPjhhwwYMMBS3QshhBBCAHCuIIUj6eEAjAwaXOf+nLVOTGo9jh+PL2J74h7ae7ShZR0SGTer5MJUQlKPAjAmeFitfyH6c388O8OSUQBPjmxLS1/X+gvyAmqVkjYB7rQJcOf+O1uQkF5AaFQmYdEZJGcUcTI+h5PxOSzdGkXzJk4VCYiWXjT1sL8mhaibOTXlpW5T+S5sLunFGXz1T+Khkb082CNuPLmFZXyxPIzUrGJcHLVMu68LTTwc6tSnyWSi7MAydCe3Awpsb3sMTXBvywQshLA4bbfR6BPCMOamUnpgORMHTeZ4XBbJmUVsOJDAyP413zwU4kopFAqpmVUDNzf3i+5zd3cnNzeH4uJiiouLqmy/eBsP8vLyKC4uNm9btmwxW7duwtXVlaeeepYuXbrj6elpno0wb94cFi6ch16vt8AV1f6a6hJfUdG/r4eDw5U/LJGcnASAq6sbjRvfWEv9WixVvHPnThYvXkxBQQFZWVlMnTqV2267jenTp7N69WpOnjxpsUEjhBBCiJvXH3GbMGGiW6NO+Dr5WKTPjl7t6NukJyZMLD65kmJdiUX6vZmsi92ICRNdvDrQ3MWvVm32HEvh9z1nAbj/zpZ0a9XoMi3qh0KhIKCxM2NvDeSDKb345IneTLg9mOBmLiiAs6kFrNkdx//NC+GtuSGs3hFDTHIeRpOpXuPytvfi5W5TaWTnSXZpDl+HzialMK1ezynEtZadX8pnS0PN9VzeuL+rZRIOISvRRW4FwPbWR9C07GeJcIUQ9USh1mJ72xRAgT56H7YZJ8z1HP7YH09yZtGlOxBC1ElOTvZF92VnV+yzt7fH3t6h2vaa22SZ21TatOkvAN56awbDh4/Gx6dZleWPLDXDoVJtr6ku8Tk4/Pt6FBUVXnGMTzzxDN269SA+/izPP/8UOTk5V9zH9cpiSYdHHnmEXr164ezsjMlkwmQykZ6ezurVq5k+fTr33HMPXbp0YezYsbzzzjssW7aMY8eOWer0QgghhLgJxOSeJTLrNEqFkuGBd1u073tajMDTzoOcslxWRa21aN83uqicGE788+9S29knx2IyWbTpDADD+vgzqFuz+gzxini72zO4lx9vPdCNr57rz8ODW9ExyAO1SkF6djEbQxL5+JejvDJrH4s2neZ4XBY6vbFeYnG3deOlblPxcWxCfnkBM0PnEJ+fWC/nEuJay8wr4bNloaTnlODhbMsbk7ri7W5/+YaXYDKZKD/8G7qIiqURbG6ZjKb1rZYIVwhRz1TewWg6Vny+K929kB6BjnQK8sBgNLFw4ymMxvpN9gtxM4uPP1vj9tzcXHJzK26E+/n54+joiLu7BwBxcbE1tsnMzDTfoL+wXkJqagoAnTt3qbHdiRPHryr2i6ntNdUlPnt7B7y9GwMVtSCulK2tLZ999jXduvXg7Nk4nn/+yRsm8WCxpMPrr7/OwoULCQkJYfv27cyaNYtnnnmGAQMG0LhxY0wmEzqdjpMnT/Lbb7/xwQcfcN99NRccEUIIIYT4L5PJxLrYjQD0bdrT4svM2KptmNx2IkqFksPpYeYlnMSlGU1Gfo/ZAED/pr1pZO912TZxKfnMXheJ0WSiX/vGjL01sL7DvGouDlpu6+zDi+M78c3ztzB1dHt6t/XGzkZFXlE5u8JT+HrVMV74dg9z1kUScjKd4lLLzu511jrxYpcnCXD2o0hfzLdhPxGVU/MveUJYi4zcEj5bGkZGbilerra8PqkLXq52de63/OhaysP/BMCm3wNo2wyoc59CiGvHpvtYFC6NMRXnUnZwBQ/e3QpbrYrY5Hx2hCU3dHhC3LD++ms9ZWXVa12sWbMKgCZNfPD1rbhB37t3XwBWr15eY1+rVi0FwMenWZWb+pWzBjIzM6u1OXr0MFFRp+twBdVdyTXVJb7bbrsdgJUrl5qLTl8JW1tbPv/8a7p168nZs3G88MKNMeOhXirxNG3alDvuuIPnnnuO2bNns2PHDg4ePMiCBQt47bXXGDp0KAEBAfVxaiGEEELcoCKzThGXF49GqWFIwKB6OUdzF3/u9h8IwIozv5NTmlsv57mRhJ6PILHgHDYqLUOb33HZ49Oyi5m5+hjlOiPtA915eEjra1IjwRLsbNT0aN2IJ0a245vnb+HleztxexcfXBy1lJYbOHTqPD+uP8EL3+7hq1Xh7AxLJrfQMoUK7TX2PNf5MVq6BVNmKOeHY/OJzDxlkb6FuNbSc4r5dGkoWfmleLvZ8fr9XfF0qXvCoSx0PeWh6wCw6XMf2naXf08SQlxfqiyzFLUH59woxg+oqLX1665YsvJKGzZAIW5QBQX5fPjhu1WWCNq7dzdLly4CYNKkh8yf2SdOfACNRkNkZATff/8NOp3O3GbLlo2sWlWRjHj44SlVzlE5g+Dbb7+koKDAvD009AjvvvsWWq1Ng11TXeK7//6HcHFx4dSpk/zf/71BZmZGlf2nT5/i999/vWSsNja2fP75V3Tr1pO4uNgbIvFw1YWkDxw4QK9evVAqa5e3cHV1pU+fPvTp08e8rbRUflgIIYQQ4vKMJiPrYyuWyrjdtz+uNi71dq4hAYM4mXWGhIIkFp9axXOdH0OpqJfnNKyezqg3/7vc6TcAJ+2li6flFZbx1cpwCkt0BDR24unR7VGrrPO1VauUtG/uQfvmHky6qyXxqQWERmUQFp1BalYxkXHZRMZls3jzGYKaOtO1ZUUh6sZ1WDrGVm3L0x0fYf6JJRzPPMWPxxcxue1Eunl3ttyFCVHPUrOK+Hx5GHmF5TTxsOe1+7rg6lj3mwxl4RsoP7IGAJteE9B2sOwSfEKIa0fduAWa9neii9xC6Z4F3DruQw6edCH6XB6LN5/hxfEdreaBBSGsxaOPPsHChfMZNWowAQGB5OXlmpcbGjjwTkaNGms+NjAwiGnT3ubTTz9g+fJf+OOPtfj6+pKZmUlGxnkAxowZz9ChI6qcY8qUpzhy5BAHD+5n7Nih+Pr6UVBQSGpqMkFBwQwePIwVK5Y0yDXVJT5PTy8+/vhL3nzzFXbv3sHevbvw8wtAq9WQmppKQUE+nTt3ZcyYcZeMtzLxMG3ayxw9eogXXniKb76Zg5eXh8Vek2vpqn/Le+SRR+jTpw/Tpk1j06ZNVap915atre3lDxJCCCHETe9IejgpRWnYqe240++2ej2XSqni4XYT0So1ROXEsDNpb72ez5rtTT5IVmk2zlonBvpdes30kjI9M1dHkJlXSiNXO14c3wlb7VU//3JdUSoUBDZ1ZtyAID56vDcfPd6LcQOCCGzqDEBsSj6rd8by1k8HeXvuQX7bFUtcSv5VFaLWqDQ83v4hunt3xmgysuDEcvalhFj6koSoF8kZhXy2rCLh4OPlwLT7u1ok4VAesZnyQxVLJWh73IO209A69ymEaFg2Pe9B4dwIU1EOupCVTB7SGrVKwfG4LEJOpjd0eELccNq378icOfPp0aM3qanJZGVlEhQUzEsvvcaMGR9VS/QNGTKcefMWc+edg7G1tSU6OoqysjJ69uzNJ5/8j1deeb3aOVq0aMns2fPp2/cWVCoV8fHxqNUqHnhgMrNn/4ydXd1nPdblmuoSX6dOnVmyZBX33/8Qfn4BpKWlkJSUhJubG0OHjuDxx5+uVcyViYfu3StmPLz44lSrnfGgMJmu4rcdYNSoUZw5U1H8T6FQoNFo6NOnDwMHDmTgwIF4eV1+PV9xcQaDkezsooYOw0ytVuLm5kBOThH6eiqUKISlyHgV1kbG7KXpjXreP/gFWaU5jAoawl3+t1+T8+5JPsCKM7+jVqp5vfvzNHVsfE3Oe72rHK8p5zN5e+8nFOmKua/VWPr79L5oG73ByDerj3EiPgcnew1vP9iNRm51KxZrLXIKygiPySQsKoNTCTkYLiiC6eZkQ+cWnnRt4UUrP9crmvVhNBlZeeZ39v6TcBgbPJxBl0n83KzkPfb6kJhewP9WVMx08mvkyCsTO+Nkr61zv+WRf1O2v+KpQ23XUdh0H1PnPhuSjFdhbepzzOpTz1Dyx6eACbuhr7Ix0ZHfd8fhaKfhg8d64eJQ9/cQcWPR6crJykrFw6MJGk3N40OtVsr76wXGjRtBWloq3347h65duzd0OKIG9T1ma/P/5kLu7g6oavF7y1XPdFi3bh3bt2/n7bffpmfPnhiNRnbt2sWMGTO47bbbmDBhAj/99BOxsde2yN2uXbto1aoVrVq1YuDAgRc9rqioiK+//prBgwfTsWNHevfuzZNPPklIyOWfFDt48CBPPvkkvXv3pmPHjgwePJiZM2de1WwPIYQQQlza3pQQskpzcNE6MaBZv2t23v5Ne/P/7N13eFRV/sfx973TJz2BhIQWeiD0jiCK9CKKBexiL6vu2t119be6u66uq1h27WJXQFFRURRQUem9JKEFCCGBUNKnz9z7+2NCINLDpEzyfT0PTzJzyzkDX8eZ+7nnnK4Jafg1P+9mfoJPC+3iwOFu3q6fcPicJNkTGZTc74T7abrOO99mkbGrCIvJwJ8u79FoAgcIBgvDejXnvik9efGec7l1Yhf6pSViMRsoKvPw05o8npu5jj++9BtvfJ1Bzr6yU58UUBWVKzpdwoiKkT+fb/+GuTt+oJr3EwlRo3L2lfHsJ2spd/lo3SyKB67sFZrAIfOnI4FDzwmY+1x81ucUQtQfxuROmLoG12ZxL5rOmF5NadE0gnKXj+dmrKXM6a3jHgohhDiRs5pENyUlhWuvvZb33nuPJUuW8O9//5uRI0ditVrZsGED06ZNY8KECYwePZp///vfrFq1qka/CDkcDv72t7+dcr/CwkIuvfRSXnvtNfLy8mjXrh0Wi4Wff/6Z66+/no8++uiEx37wwQdMnTqVn3/+GYvFQrt27cjLy+PVV1/lsssuo7i4OHQvSAghhGjk3H4P83YuBGBsm5GYDbV3R5uiKFzd+XIiTRHkle/lmx3f11rb9d0hZxELc34B4KJ2YzGohhPuO/vnbJZmFGBQFe6c1JU2ydG11c16x241MrBLM+64uCsv3XMuf7q8B+f1TCE6wozL42dZRgFPvruSt7/JpKjs1AtQK4rCxe3GcWHb4Nz13+5awOztX0vwIOqVHfmlPPvJWhxuP21Tonnwip5E2kxnfV7v5kV4fgsuBGnqPhZzv0tljnchGiBLv8tQopqiOwoJrPyUOyd1IybSzJ4DDp79ZJ0ED0IIUU+FbCLd6OhoJk6cyMSJE/F6vSxbtowFCxbw008/kZOTw/Tp03nnnXeIi4tj2LBhXHDBBQwZMgSLJXQrk0+bNo38/HyGDx/OwoULT7jfo48+ys6dO0lPT+fVV18lKSkJXdeZNWsWjz/+OP/85z/p3bs3nTt3rnLcpk2beOqppwB48sknmTx5MoqiUFBQwB133EFGRgaPPfYYL7/8cshekxBCCNGY/ZT7G2W+cpraEjjnJHfT15RocxRXp13G6xvfY+HuX0hPSKNjXLta70d9M2vTN/g0P+1iUunepMsJ95u/Kpfvlu8GYOrYNLq1Dc9F0GqCyajSvV0C3dslcO0onR35pfy4Zg/LMgtYvGkfKzfvZ8yAVowZ0Oqka18oisKY1OFYDVY+3TaHn3J/w+33cFXapbIAuqhz2/eU8Pysdbi9Adq3iOHey3tgs5z9V1Df1sV4fnkXAFPXUVgGTJbAQYgGSjFZsJ53I65vnsG3+WeatO3HQ1f24t8fr2XPgXL+M2MdD17ZKyRhphCifnn//eksXbr4tPe/994H6dgxrQZ7JM5EjXwTMZvNDB06lCeffJJff/2VWbNmceutt9K2bVsKCwuZPXs2d911FwMHDuQPf/gDn3/+OSUlJWfV5rp16/joo48YPnw4I0aMOOF+mZmZ/Pjjj6iqyrRp00hKSgKCX9imTJnCRRddRCAQ4JVXXjnm2FdeeQVN07jooouYMmVK5QfbpKQknn/+eVRV5YcffmDz5s1n9VqEEEIIAeVeBwt2LwLgwrajT3o3fU3q3jSdc5L7o6PzfuZMnD5XnfSjvsgr28vPu5YCcHH78Se80Ldy835mLNgGwKXntWVwt+Ra62O4UVWF9i1iuHViOn+9ri/tW8Tg9Wt8tXgXf35jGb+uz0fTTj564fyWg7m282QUFJbuXcn0jI/xy5Rgog5t2V3EcxWBQ6eWsdw3OUSBw/aluBe9BeiYugzHMuhKCRyEaOCMKZ0xdRkOgPuX6TSLUnnoql7ERJjJ3V9eOX2bEKJhyc3dzcaN60/7T3l5eV13WRwlZCMdTqZ79+50796d++67j5ycHBYuXMiCBQtYt24dCxcu5McffyQ/P5+77rqrWuf3+Xw89thjWK1WHn/8cZYsWXLCfb//Pjg1wsCBA2nduvUx26dMmcKcOXNYtGgRTqcTuz0457DD4eDXX38FYPLkycccl5qaysCBA1myZAnz5s0jLU2SNSGEEOJs/JDzE+6Am5aRKfRK7F6nfbm0w4VsLc7moOsQs7Z+ydT0K+u0P3Xpi23fous6vRO70Tbm2M9SELzY+ObXGejABb2bM27g8fcTx2qbEs2fr+7N6i0H+PTn7RwodvPOd5tZsHoPUy5oT5fU+BMeOzC5LxaDhXcyPmbt/g14Ah5u6XptrU5LJgRA1q5CXpy9Aa9Po0tqHHdf2h2L6eyDY9+OFbh/egN0HVPa+VgGXy2BgxCNhGXA5fhz16OXHcSz4lOSh1zHQ1f14pmP15K7v5z/fLKWB2TEgxBn7LPPvq7rLpzQo4/+jUcf/Vtdd0NUU62PuW7dujU33ngjH3/8Mb/99hv/+Mc/GDZsGDabrdrnfP3119m6dSt//OMfadas2Un3XbduHQB9+x5/Rfbu3btjNpvxeDxkZWVVPp+VlYXX68VsNtO9+/EvfPTp0weA9evXV+NVCCGEEOKwQncRi/KCNxFMbDe2zqeJsRotXN/lChQUVhasZXXBujrtT13ZWpTNxoNZqIrKxR3GHXefPfvLeWn2RvwBnT6dmnLViI5yUfAMKYpC37RE/nHzQKZc0B67xRi8oDJjHS9+up69hxwnPLZXYjdu7z4Vk2oi89AW/rf+bVx+dy32XjR2m3Ye4oXPgoFD17bx3BOqwGHnatwLXwNdx9jxXCznXociU4gJ0WgoJivWoTcC4Mv8Ed+OlSQnRPDQlb2IjjCzuyJ4kBEPQghRP9TKSIcTiY+P57LLLuOyyy6r9jmys7N5/fXXSU9P59prrz3l/rt27QKgVatWx91uMplITk4mJyeHnTt3VgYJO3fuBIKLZ5tMx0/OD5/z8L5ny2isPx+iDQa1yk8h6jOpVxFupGaPNS9nIX7NT8e4dnRLTKsXF607JrRhXNvhzN2xgBlbvqBjQlvirLF13a1ao+kaX2bPBWBEuyGkRCcRCGhV9jlU4mbap+txefx0ahnLHZO6YjbWzbRYDYHRqDL+nFSG9kxhzq87Wbh6D+uzD7FxRyEX9GnOxee2JTri2FEM3ZM68yfzrby89m22F+/k5XVvcE/vW4g0R9TBq6h78h5be9ZtO8hLn23AH9Dp1aEJd13aHVMIvtN4d63FvfAV0DXMHQdjv+AmFLVh/ntKvYpwU5s1a2zdFa3bSDwb5+Ne+CoGRadVh4H8+Zre/OvDNezeX85zM9fx8NW9ZcRDI6VpJ//OcPgrhaKAfvKZK4WoF2qzZg0GJaTXomskdCgoKMBgMNCkSZOaOH0lXdf561//it/v54knnsBgOPWX2sNrR8TExJxwn8PbSktLq3Xc2a5PAcG5fePi6t8Xw+jo6o9IEaK2Sb2KcCM1G7SndC9L8lcCcF3vS4iPj6zjHh1xdZ+L2Vy8jezCHD7a8imPnndPnY/CqC1Ldq8ip3QPVqOFy9LHE22tWq9lTi/Pz1pOUZmHlklR/O3WQUTaZVqfUIiLi+DuK+K4ZHhH3vk6g+UZ+1iwag9LNu1jyoiOTBjSFvPv7iTvF9eVv8Xeyz9/eZmc0j1MW/Mafz3/HuJtsXXzIuoBeY+tWcs27eWlz9bjD+gM6pbMg9f0DUng4MxeS9H3L4MWIKLLYBIv+iNKHa3xU5ukXkW4qa2ajZ1wCwfwUr5xEY4Fr2G3Gena7Tz+dedgHn11CTn7yvjPjHX84/ZziJLPIY2O223g4EH1lBdPJdgV4aYma1bTFFRVJSbGjtVqDdl5QxY66LrO66+/zptvvonT6QTAZrPRqVMnunTpUvmnQ4cOGI2hafbjjz9mzZo1XHvttXTr1u20jvF4PAAnHK0AwYWwAdzuI0PRz+S4w/ueDU3TKS11nvV5QsVgUImOtlFa6jrmrkYh6hupVxFupGar+mDdF+i6Ts/ErjQ1JFFUdOKpZOrC9Z2v4B9Ln2djwRZmr/+eEa2H1nWXapxf8/Phui8BGJ16PrHW6Cr16vUF+PfHa8ktKCMuysJ9k3vg8/go8sgUB6FkNyr8YVJXLuiVwscLtpGzr4x3vsnk6193MGV4B/p3TqwyKihOSeD+PnfwwurX2VO6l7/O/w/39rmVJvaEOnwVtU/eY2veiqwCXv1iEwFNp3+XJG6Z0JnyMtdZn9eXu4nyb6dBwI+pXT9MQ2+muKRhTxcm9SrCTV3UrHHwDZj94M1axIGvXsZR5iSq81AeuroX//pgNTvySvjL/37jIRnx0Oj4/T40TcPr9aOqx/7bK0qwZgMBTUY6iLBQGzXr8/nRNI2yMjcuV+CU+0dH204rBAlZ6PDxxx/zwgsvVHnO6XSydu3aynUUAIxGIx06dKgMIa666qpqtVdQUMDzzz9PUlISf/rTn077OIvFgsvlwuc78Zdgr9cLUCXdsVgsAKd13OF9z5bfX/8+ZAYCWr3slxDHI/Uqwo3ULOwq3c3a/RtRUBifOqpe/n0kWBK4pMMEZmz5gi+2fUvHmPakRJ58Talw91PuEg66DhFljuSCVsGQ5XC9aprOK19uYmtuMTaLkXsn9yAmwlwv/+0aig4tYnns+r4s3bSP2YuyOVji5n+fb2Re82iuuKAD7ZofGZnb1NqUe3vfyctr3+Cg6xDPrnyFu3veTLOIpDp8BXVD3mNrxrLMfbz1dRaarjMwPYmbxncG/ey/y/jzs3B9Nw0CPoyte2EZdhsBTQGtcfwbSr2KcFPbNWsecj06Kr6sn3D+9BYBv59mnc/noSt78e9P1rJrXxnPfLiGB67sSYRVgofGQtdVVNWIx+PCaj129M3hi7YSOIhwURs16/V6UBQVXVdD+j4esrEZM2fOBIILNH/66afMnz+ft956i/vvv58xY8ZUrnfg8/nIzMzks88+4+9//3u12/v73/9OeXk5f/3rX4mMPP1pF6Kjo4GTT4F0eNvhfeH0pk46nSmYhBBCCHF8uq4zZ/t3AAxo1uesLuT7/AH+M2Mtj721nE07DoWqi5WGpAyka0Iafs3Pu5mf4NP8IW+jvnD5XczbtRCA8W1GYTUeublC13U+WrCVNVsPYDQo3HNpN1o0rT/TYTVkqqIwuFsy/7p1EBcPaYPZpJKdV8o/P1jNa3M2cbD4yF3mTWzx3NvnDppFJFHsKWHamtfYXbanDnsvGorFG/fy5teZaLrO4G7NuHl8FwwhWGvBv3cLrnnBwMHQqgfWEXeiqHW6HKEQop5RFBXLkOswdR0JgOfXd/FuWkDzppE8eGUvouwmcgqCUy053DLysrFQFAWr1Y7b7cDnO/tZSIRo6DRNw+12YLFYQ76OYsg+ueXm5qIoCs899xxJScE7p1q2bMmQIUMq9ykvL2fz5s1kZGSQkZFBVlZWtdvLzMwE4IknnuCJJ56osu3wtEh79+5l8ODBALz88sv07t2b1NRUCgoKyMnJOe55fT4f+fn5AKSmplY+f/j3/Px8fD7fcadZ2r179zHHCSGEEOL0bC7axtbibIyKgXFtRp7VuT79KZvMXUUAPD9rPYPSk7hieIeQze2rKApXpV3OUyueJ698L9/s+J5J7ceH5Nz1zfycRZT7HCTZm3JOcr8q2+YuzeGnNXkowK0XptOpVVzddLIRs5gNTBzShnN7pPDFrztYvGEvK7L2s2brQUb2a8H4ganYrUZiLTHc2+t2/rf+LXaX5fHimje4o8cNtI9tU9cvQYSpX9bn8953m9GBoT1SuG5MJ9QQfFkN7NsWDBz8XgwtumIb8QcUg9ylLIQ4lqIoWAZdBaoB34Z5eJZ8CFqAFt1H8+CVvfj3x2vJ2VfGczPW8cAVPbHLiIdGITIyBp/PQ2HhfqzWCCyWw1PBBP8fpWkKgYAMdRDhoyZqVtd1AgEfDkcZmqYRGRkb0vNDCEOHyMhIzGZzZeBwon369u1L3759Q9UsBw8ePOE2TdMqtx+eFqlnz54sX76c1atXH/eYDRs24PP5sFgsdO7cufL5zp07YzKZ8Hq9bNiwgT59+hxz7OFz9uzZs7ovRwghhGiUNF3jq+zgKIdzWwwiwVb9i9frth9kwergXdx9OzVl9ZYDLM0oYOOOQq4c3oGB6UkhuYsjxhLFVWmX8cbG91i4+xe6JqTRIa7dWZ+3Pin2lPBj7q8AXNRuLIajFm/9dX0+n/+yA4ArR3Sgb1pinfRRBMVFWbhxXGdG9GnBzB+3k5VTxHfLdvPr+r1cfG4bzuuZQqQ5gnt63cZrG95he/FO/rvuLW7tdh1dEjrVdfdFGNE0ndmLsvluefCGqwt6N+eqkR1DEzjs34Hzu+fB58bQvAu2UfegGGUhWCHEiSmKgmXAFBTViHfdN3iWfYKu+WnRc3yVqZb+I8FDo6GqKnFxiZSXl+B2O3G5yo7ZrjWSqfpEw1CTNWs2W4mOTsRoDP17Y8hChx49evDzzz/j9XorF1SuST/++OMJt33++ef8+c9/pnnz5sfsN3r0aF5//XWWL19OTk4OrVu3rrL98DRRQ4cOJSIiovL5yMhIhgwZwk8//cSsWbOOCR127drFsmXLABgzZsxZvTYhhBCisVl3YBO7y/KwGiyMbn1Btc9TVOZh+tzgSMqRfVty5YgOZOeX8N53m9lzwMGb32SyNGMf147uRNPYY+d5PVM9mqZzTnI/luxdyXuZM3l0wL3YjGd/3vpi7o4f8Gk+2sak0r1JeuXzq7IKePub4N/z2IGtGNG3ZV11UfxOq6QoHriiJxuyDzHrp+3sPeTkwx+2snD1HiYPa0/3dgn8ocdNvLnxAzILt/Dahne5If0qeiV2q+uuizBQ7vLx+lcZZOwsBGD8oNZcMrRtSILcwMFdOL/9D/hcGJI7YRv9RwkchBCnRVEUzP0uBYMR7+ov8a74FDQ/LXpfxINX9uLZiuDhuZnruH+KBA+NgaqqREfHERUVSyAQQNeDF2wNBoWYGDslJU4Z7SDCQk3WrKoaMBgMp96xmkIWOlxxxRUsWLCABQsWMG7cuFCdNuTS09MZNmwYP/30E/feey+vvfYaiYmJ6LrOrFmzmDNnDqqqcscddxxz7J133snPP//MnDlz6N27N5MnT0ZRFPbv3899992HpmmMGDGCtLS0OnhlQgghRHgKaAG+zp4HwPBWQ4kyV29NAE3XeeubTMpdPlolRnLZ+cFRB+1SYnh8aj/mLd/NV4t3sWlnIY+9vZxJ57ZlRN8WZz3/+KUdLmRrUTYH3YXM3DKHqelXnNX56ov88n0s3bsKgEntx1VeVNyRX8LTH65B03UGpTfjsvMa1uiOhkBRFHq0b0J6m3gWrctnzm872XvIyYufbaBLahxTLujAbd2v593MGazdv4G3N33INZ0vZ2By6EYji4Znz/5yXv58AweK3ZhNKjeO60z/zqFZkDxwaDfOuc+C14mhWUdsY+5FOWr9GCGEOBVFUbD0uRhUA96Vs/Gu+gICflr0vaQyeNi5t4znZq6vCB5knZjGQFEUjMYj/9ZGo4rVasXlCtTqwudCVFc412y1vmXfdNNNPP/888ybN4/c3FwAhgwZwoQJE3j66acpKCgIaSdD7amnniI1NZWMjAyGDx/OpEmTGDZsGI8//jiKovCXv/yF9PT0Y47r3r07jzzyCACPP/44w4YNY9KkSQwfPpyMjAzatGlzVotjCyGEEI3Rsr2r2O86SKQpggtanlvt88xbvpusnCLMJpXbLkrHZDzyMcdoUJlwTipP3tSfTi1j8fo0Zv64nX+8v5rdBWUnOeupWY1Wrk+/EgWFlQVrWF2w/qzOV1/Myf4OHZ2eTbvSNiYVgIIiJ8/NWIfHG6Br23huGJcW8gXHROgYDSrD+7Tg6dsGMmZAK4wGhcxdRfxt+go+mLeNS1pfyqDkfujofJA1i5/3LK7rLot6auXm/fzjg1UcKHbTJMbKX67pE7rAoXAPrrnPgseBmtguGDiYrCE5txCi8bH0uhDLgCkAeNd+jXfFp7RoGsEDV/Qk0mZi595Snpu5DqfbX8c9FUKIhq1aocPixYt58803uffeexk1ahT9+/fn+uuvJzY2Fq/Xy8UXX8zChQtD3deQiY+PZ/bs2dx+++2kpKSwfft2XC4XQ4cO5d133+Xaa6894bFTp07lnXfeYejQobhcLrZv305KSgq33347s2fPJj4+vhZfiRBCCBHevAEfc3fOB2BM6nCsxupdaNqRX8oXFesLXD2iI8kJEcfdr1m8nQev6sXUsWnYLEZy9pXx5Lur+PSn7Xh8geq9CKBtTGvGpAanhZqx5XOK3MXVPld9sK0om02HslAVlYltg9NGlji8PD9zHWVOH+1bxHD3pd0xGs5ulIioHXaricnD2vPPWwbSLy0RHfh1w14efWMFUYf6cG7KOQB8unUO83YtRNdlugERpGk6n/2czatfbsLr0+iSGsfjU/vRKikqJOcPFOXjmvtvdHcZatM22Mfdj2JuOFPUCSHqhrnHWCznXA2Ad/23eJZ+QsvESB64oicRViM795by/CwJHoQQoiYpejW+VUybNo3MzEyysrKqLOT8+zvdmjZtyrBhw+jWrRvp6el06NChyrAmcWKBgEZhoaOuu1HJaFSJi4ugqMgRdsN5ROMj9SrCTWOu2fk5P/Nl9rfEW+N4fOCDmNQz/5zg8vj52zsrOFDspn/nRG6bmH5ad98Xl3v4eP5WVm05AEBirI3rxnSiS2r1biAIaAGeW/0KOWW5dIprz109b0ZVwu+ivK7rPLvqv+SU5XJu80Fc0WkSbq+fZz5eS86+MhJjbfznT0PBH35DfEXQ9j0lzPxxG9n5pQDERpnp0KeATc7lAIxodR4XtxvXYEaxNOb32LPhcAfXb9i0I7h+w5j+rbj0/LZnPSXdYVrxPpxf/wvdVYKa0Br7hIdQLMcPjBsTqVcRbupzzXozf8Tz2/sAmLpcgGXwNeTud/DsJ2txuP20S4nmvik9sVnkOlVjUZ/rVYjjqY81Gx8fgeE0bj6rVuhwtIKCAjIzM8nIyCAzM5PMzEz27dt3pIGjvqyYTCbat29Peno6Xbp0IT09ne7du59N8w2WhA5CVJ/Uqwg3jbVmnT4X/7f0aZx+F9d1nsKA5D5nfA5d13nz60yWZRaQEG3liRv7nfHigGu3HuDD+VspKvMAMKRbMpMvaE+k7cwXGSxw7OdfK1/Ep/m4tMOFZzVdVF1ZXbCe6RkfYTaYeWLQw9gNEbz02QY27Swk0mbi8Rv60bld00ZXrw2Nruus3LyfT3/K5lCpG4Cm7fdSHh+cHmxIygCmdJoUlsHZ7zXW99izkXegnJdnb2R/sQuzUWXq2DQGpjcL2fm10v3BwMFRhBrfEvuEh1Gs1VvPp6GRehXhpr7XrHfzIjy/vAvomNLOw3Lu9ewucPCfGRI8NEb1vV6F+L36WLOnGzqc9btqUlISSUlJDBs2rPK5wsJCsrKyqgQRubm5eL3eyhESEAwkMjMzz7YLQgghhAhDC3Yvwul3kRyRRL9mvap1jiWb9rEsswBVUbhtYvoZBw4AvTo2Ja11HJ8tyubnNXn8tnEvG7IPcuWIjvTvnHhGd3snRSRySfsJzNz6BXOyvyMtrgMpkaG7UFfT/Jqfr3YEF/Ue0eo8okyRvD03i007CzGbVP50eQ+axdvruJciFBRFoX/nJHp1aML8VXuYu3QXB7YnY2jqx5yawW/5y3EHPFzXeQoG1VDX3RW1aPWW/bz1TRYeX4CEaCt3X9otZNMpAWhlB3B+/XQwcIhLwTb+QQkchBA1xpx2HopqxL3oLXybF6FrAVoNvZEHrujFf2asJTs/ONXSfZMleBBCiFCqkXfU+Ph4Bg8ezODBgyufKy8vrwwgMjIyyMjIYNeuXTXRvBBCCCHquRJPKT/l/grAxLZjqnU3dUGhkw/nbwXgonPb0L5FTLX7Y7MYuXZUJwZ1acY732Wx95CT17/KYGnGPq4d1YmEmNNfa+Lc5gPZdCiLjEObeTfzEx7se3e1po2qC7/lLeeg6xBR5kiGtxzK7EU7WLJpH6qicOfF3WibEl3XXRQhZjIaGDewNUO6JTPnt50sWqfgDRgxtd3AqoJ1OL1ubu1+LSbDmQd6Irxous6Xv+7gmyU5AHRuHcftF6UTZTeHro3yQzi/eQbdUYga0wzb+IdQbfK+IoSoWaaOg0FVcf/0Jv6tv+HW/LQ6/5YjwUNeKdNmrefeyT0keBBCiBCp9njpJUuWnNH+kZGR9O/fn6lTp/Lss8/y7bffsmbNmuo2L4QQQogwNm/XQryajzbRrenWpMsZH+8PaLz2VQYeb4C0VrGMH9g6JP1q3yKGv93Qn4uGtMGgKmzIPsRf31rO/FW5aNrpzUipKApXp11OpCmCvPK9zN3xQ0j6VtNcfjff7VoAwPg2I1m8/gDfLgtefJw6No3u7RLqsnuihkVHmLl2dCeeuKk/6XFd8W7rha6pZBZt5h+/vYrD66rrLooa5HT7eOmzDZWBw6h+LblvSo/QBg6OomDgUHYQJSYJ24SHUe2xITu/EEKcjKn9IKzDbwfFgH/7Mtw/vk6rRBsPXNGLCKuR7XklTJu1HpdHFpcWQohQqHbocOONNzJp0iTmzJmD31+9N2Wr9fTvGhRCCCFEw3DAeYjf8oML1l7Ubmy1Fqv9fNEOcvaVEWE1cvOELqhq6Ba8NRlVLhrShidu7E/7FjF4fAE+WbCNpz5czZ795ad1jhhLFFelXQoEp5HaVpQdsv7VlAU5P1Puc5Bob4KlNJWPK0aRTBraliHdk+u4d6K2NG8SwZ8u78G9Y0YRUzAYPWDgYGAPj8x/gcWZuznL5eBEPZR/0MHf31vFhuxDmIwqt0zowhXDO4RswWgAzVmM85un0Uv3o0Q1xT7+YdSIuJCdXwghToepbX+sI/8AqgH/jhW4F7xKq6bB4MFuqQgePpXgQQghQuGsPklmZWXxyCOPMHz4cN566y3KyspC1S8hhBBCNFDf7PweTdfoktCJDnFtz/j4TTsPMW/FbgBuHNeZ+OiauYkhpUkEj1zdm2tHd8JqNrAjv5Qn3l3J579k4/MHTnl8j6ZdOSe5Hzo672XOxOWvv3eKF3tKWFgx3VW/mPN465st6MCw3s2ZMCg0o0hEeElvE88/r5zAyLjLwW9CsxXx4Y73+OcnS9i5t7SuuydCZM3WA/zj/VUUFLmIj7bwl2v6MKhraNeh0ZwluL55Br2kACUyAfuEh1Ej40PahhBCnC5Tam9so+4BgxH/rtW45r9Mq6ZWHriyZzB42FPCCxI8CCHEWat26DBjxgxGjRqFqqoUFBTw3HPPcd555/HUU0+Rl5cXyj4KIYQQooHILctnVcE6ACa2HXvGx5c6vLz1TRYQvCDeq2PTUHbvGKqiMKxXc/55y0B6dWhCQNP5ZkkOj09fyZbdRac8/tIOF9LEGk+Rp5iZW+bUaF/Pxtwd8/FpPlrYWzB3nht/QKN3x6ZcPaJjtUaiiIZBVRUm9e3NA/3uwIwN1V5GXux8/vHJr7zxdQaHStx13UVRTYfXb/jv5xtxewN0ahnL49f3o3Wz0C0YDaC5y3DNfRateC9KRHwwcIhqEtI2hBDiTBlb9cA2+k9gMBHYvR7X9y/SuomV+68IBg/bKoIHt1eCByGEqK5qhw49e/bkpZdeYv78+Vx//fVERETgdDr54IMPGD16NPfeey8bNmwIZV+FEEIIEea+3jEPgL5JPWkZlXJGx2q6zltzMyl1eGneNIIpw9rXRBePKy7Kwl2XdOPOi7sSE2GmoNDJMx+v5d3vNuN0+054nNVo5fr0K1FQWFmwhtUF62utz6drr6OApXtXArA/MxWXJ0D7FjHcemFop60S4atNXAv+PPBuYs2xqFYn5s7LWZ69g7+8uYzZi7LlbtAw43T7+e/sjXy1eBcAI/q04P4rehIdEbr1GwB0dzmuuf9GK9qDYo8NBg7RiSFtQwghqsvYoiu2MfeC0UxgzyZc86aR2sTC/Vf0xHY4eJglwYMQQlTXWU/UmZKSwp///Gd+/vlnHnnkEVJSUvD7/cybN48pU6ZwzTXXsHDhwlD0VQghhBBhbFvRDjIObUZVVMa3GXXGxy9YmcumHYWYjCq3T0zHbDLUQC9PTFEU+qYl8s9bBnBez2Bg8sv6fB59czmrNu8/4Vz3bWNaMzr1AgBmbPmcYk9JrfX5dMzJ/hYdHZMjhZL9kSQn2Lnn0u61/vcr6rdEexMe6HsnSfamqBY39vQV+E0lzF2aw59fX8rP6/IIaFpdd1Ocwt5DDv7x/irWbT+I0aBy0/jOXDWyI0ZD6NZvANA9DpzfPot2KBfFFh0MHGKSQtqGEEKcLWPzLtjG3g8mK4H8LFzznic1wcQDFcHD1j0lvPDpBgkehBCiGkL26TIyMpKpU6cyf/58pk2bRo8ePdB1nVWrVnHXXXcxevRoZsyYgcfjCVWTQgghhAgTuq7z1Y7vABicMoBE+5lNr5Gzr4xPfw4uxnzF8A40bxoZ8j6eLrvVxPVj0nj4ql4kxdspcXh55ctN/PfzjRSVHf9zzrjUEbSKaoHT7+KDzFloev24OLutaAcbD2aBrlCW3ZbYSDP3Te5JpM1U110T9VCcNZZ7e99Bi8gUNIOH6O6rSEh2Uer08f68LfztnZVs2nGorrspTmDdtoP8/b1V7Ct0Ehdl4c/X9GZwt9AvEq97nTi/fQ7tYA6KNQrbhIdRY2UxeiFE/WRM7oR97P1gshHYuwXnd8+RmmDi/ik9sVkMbM0tluBBCCGqIbS3tACqqjJ27FhmzJjBrFmzGDNmDKqqkpOTwxNPPMF5553HSy+9RGFhYaibFkIIIUQ9telQFjtKcjCpJsamDj+jY91eP699lUFA0+ndsSnn9zyzaZlqSqdWcTx5Yz8mnJOKQVVYu+0gf31rGT+t2YP2u1EPBtXA1C5XYFJNbC7axqI9S+qo10fous6X2+cC4D/QAqsew32Te5IQUzMLc4uGIcocyR973UbbmNZ4dQ/+1ksZcZ6VCKuRvAMOnp+1nudnrSPvQHldd1VU0HSdr37byUuzN+D2BujYIobHp/ajTXJ0yNvSvS6c3z2PdmAHiiUS24SHMMQ1D3k7QggRSoZmHbCPfxDMdrSC7TjnPkubBAP3T+lVJXjweAN13VUhhAgbIQ8djta9e3deeOEF5s+fz9SpU4mIiKC4uJhXX32VYcOG8dhjj9Vk80IIIYSoBzRd46vs4FoOw1oOIcZyZhe6Pp6/jYKKO3Onjk2rVwsbm4wGLhnalv+b2o+2KdG4PAE++GErT3+0hryDjir7JkUkckn7CQB8mf0t+eX76qLLldbu38Cuslz0gAF9bwfuvqQ7LRLrbgSJCB92k427et5CWlwHvJqX5Z5vuPbyWEb1a4lBVdi0o5DHp6/g/XmbKXF467q7jZrL4+d/n2/ky992AjC8dwseuLIXMSFevwFA93lwzZuGVrAdLBHYxj+IIb5lyNsRQoiaYEhsi33CQ2CJQDuwA+fcf9MmXuW+KiMe1kvwIIQQp6lGQ4fDUlJSuO+++5g9ezZXXHEFRqMRj8fDZ599VhvNCyGEEKIOrdy3lnzHPuxGGyNbnX9Gxy7PLOC3jXtRFLj1wi71dtqfFomR/OWaPlw1ogMWs4Hte0r42/QVzPltJz7/kamUzm0+kPSENPyan/cyZ+DX6maofkAL8EnmN8Hf96Vy85hepLWOq5O+iPBkMZi5vftUejRJx6/5+WDrx7RLL+cftwygT8em6Dr8vC6fP7++lLlLd+H1yUWa2rav0Mk/3l/F2m0HMRoUbhiXxtWjQr9+A4Du9+D6/gUC+7aC2YZ93IMYmrQOeTtCCFGTDE1SsU94BMUahXYwB+fcZ2gTp3Df5J5YzQa25Bbz4mcSPAghxOlQ9BOtengK8+fPp6ysrPJPeXl5lce/f97n81U5Xtd1FEUhKysrJC+koQkENAoLHafesZYYjSpxcREUFTnw++vHPNRCnIjUqwg3DblmfZqfvy97lkPuIi5uN46Rrc8/7WMPFLv42zsrcHkCXHhOKpOGtq25jobQoRI3H/ywhQ3ZwbntkxPsTB2bRocWsQCUeMp4asXzlPscjGx1Phe3H1frfXxnxXesKv8J3WdmQtwNjOvf7rSPbcj1Ks5cQAvw4eZPWbFvDQoKUzpN4tzmA9myu4iZP25n174yABKiLVx6Xjv6d0lCreXRSo2xZtdvP8gbX2fi8viJjTTzh0u60S4lpkba0v1eXN+/SCAvA0xW7OMfxJB4+u8poqrGWK8ivDXEmg0U5uGa+wy6qxQ1rjm28Q+xswiem7kOtzdAWqtY/nh5DywmQ113VZyhhlivomGrjzUbHx+B4TRuYql26JCWVnV6g9M5jc1mIyIigqioKCIjI4mKimL69OnVab7Bk9BBiOqTehXhpiHX7M+5i/l02xxizNH8bdBDmA2nN6WHP6DxzEdryM4vpX3zGB6+uhcGtVYGaIaEruus3Lyfj+dvpdQZvPFiWK/mXHZ+O2wWI+sPbOKNje+joPDHXrfSIa72LtCt3p7P29mvoJi8dGAIf7pg4hkd35DrVVSPpmt8unUOv+QtBagMGDVdZ3lGAZ8tyq5cZL1NchSXn9+eTq1ia22qtMZUs7qu883SHL78ZQc60L5FDH+4uCsxkZaaaS/gw/XDSwRyN4LRgm3cAxibdaiRthqLxlSvomFoqDWrFe/F+c0z6M5i1NhkbOMfYkexyvMSPIS1hlqvouGqjzVbq6HDoEGDGDRoUJUwISIiovL3yMhIIiMjMRjkzfh0SeggRPVJvYpw01Br1u13839Ln6Hc5+DKTpcwpPnA0z7281+y+WZJDjaLkSdu7EeTGFsN9rTmlLt8zPppO79t2AtAXJSFa0Z2pFfHpnyY9SlL964kzhLLowPuxWas+de4c28pz/44AyV5OxYtmmeGPYLJYDyjczTUehVnR9d1vtoxjx9yfgJgTOsLmNB2NIqi4PEF+GFlLt8uy6mckqJ1UhQj+7WgX1oSJmPNBoqNpWZdHj/T52axeusBAM7v1ZyrRnSokemUAPSAH9f8/xLYvQ4MZmzj7seY3KlG2mpMGku9ioajIdesVlIQDB4chSjRSdgnPMSOYiPPzVqHxxugc+s47rmsuwQPYaQh16tomOpjzZ5u6FDtT6AjR45EURR0XWfp0qUsWrSIpKQkJkyYwHnnnUffvn1JS0ujefPmxMTESOAghBBCNDI/5f5Guc9Boq0Jg5L7nfZxWTlFzF2SA8DUsWlhGzgARNpM3DiuMw9e0ZPEWBtFZR5e/nwjr3yxkZEpo2lijafIU8ysrXNqvC/7i5y88MVySAwuKHt114lnHDgIcSKKonBRu7Fc1HYsAPNyfuTTbV+h6RoWk4ELz0nl6VsHMqxXc0xGlZyCMt76JouHXl3CV7/tpFQWnD4rBUVO/vnBalZvPYBBVbh+TCeuG92p5gIHvxf3wlcqAgcTtjF/ksBBCNHgqDFJ2C/8M0pUE/TSApxfP03bGC/3T+6JxWwgK6eIlz7bgEfWLRJCiGNU+1Poyy+/zPfff8/VV1+N1Wpl1apV3HnnnYwfP55PP/0Ur1e+OAghhBCNVbnXwYLdiwCY0HY0BvX0bj4oc3p58+sMdGBoj2T6pSXWYC9rT+fUeJ68qT/jBrZGVRRWbTnAk9PX0d00HAWFFfvWsGb/hhprv9Th5fmZ63HHZ6EYArSOakXvpG411p5ovEalDmNKx4sBWLRnMR9mfUpAC16MiYm0cO3oTvznznO49Ly2xEaaKXF4+fK3nTzwymLenpvJ7oKyOux9eNq44xB/f3cV+QcdxESaefjq3pzXs3mNtac5inB+/S/8u9aAwYht9B8xNu9SY+0JIURdUqObBoOH6ET0sgPB4CHaw32Te1QGDy/P3oBXggchhKii2tMrHa20tJRPPvmEDz/8kAMHDqAoCgkJCVxzzTVceeWVxMTUzKJlDZlMryRE9Um9inDTEGt29rav+TH3V1pGNeehvnejKqe+z0HXdV6evZF12w+SnGDn8ev7YTE3vJGSuwvKePe7zZUL7CZ13k1pVCZ2o41HB9xHrCW0n5vcXj///ngtOcV7sXb7DRS4t/cdtI9tU63zNcR6FaG3Yt8aPsiahaZr9GzajanpV2JSq46s8Qc0Vm85wPxVuezIL618Pq1VLCP6tqRn+yao6tmv+9BQa1bXdb5dlsPni4LrN7RrHs2dF3cjLqpm1m8ACOzfgeuHl9CdxWCJwDbyLowpnWusvcaoodaraLgaS81qjqLgVEsl+1Ai4rCPf5jtZVamzVqPxxegS2oc91zaHbNMtVSvNZZ6FQ1HfazZGl/T4Xh8Ph/ffPMN77zzDlu3bkVRFKxWK5deeilTp06lRYsWoWqqwZPQQYjqk3oV4aah1Wyhu4gnlj2LX/NzV4+b6ZzQ8bSOW7h6Dx/N34rRoPDX6/rSKimqhntadwKaxsJVe/j81x14/X4sXZajRpTQKa4Dd/W86bRCmtPhD2i8NHsDm3YUYktbC9EFdG+Szm3dr6/2ORtavYqas/7AJqZv+gi/HqBzfEdu6XYdlhMsJp+dV8L8Vbms2nwAreLrSZMYKyP6tuTc7snYLNWfCqwh1qzb62f6t5tZtXk/AEN7pHD1yI41uj6Gb/sy3IvehoAPNa45ttF/RI1uGKPR6pOGWK+iYWtMNas5i3HN/TdaUT6KLQbbhIfJLrdXBg/pqXHcLcFDvdaY6lU0DPWxZuskdDja4sWLmT59OosXL0ZRFFRVZdSoUdxwww107969JppsUCR0EKL6pF5FuGloNXt4geSOse24p9etKMqp71TO3V/O399bhT+gceWIDozs27IWelr3Dha7eP/7LWTs3Y0lfQmKQeP8xFFc3nXEWZ9b13Wmz81i8aZ9mGOLMXRchqqoPNr/PppFVP9CYUOrV1Gzsgq38saG9/BqPtrGpHJnjxtOumh6YambH9fksWhdHg63HwCr2cCQbskM79uCpDj7GfehodXs/mIX/529gT0HHBhUhatHduT8XjU3nZKua3hXfo533TcAGFr1wHbB7Sjm8F1vpz5raPUqGr7GVrOaqzQYPBTuQbFGYZvwENmOqCPBQ5t47r6kmwQP9VRjq1cR/upjzdZ56HDYtm3bmD59OnPnzsXr9aIoCn379uWmm27i/PPPr8mmw5qEDkJUn9SrCDcNqWb3OQr4x/Ln0dF5oM9dtIlpdcpjPL4Af38vOB9593YJ/PGy7qcVVDQUuq6zLLOAj9bMR2++EV1T6a1P4uqhfc7q7u7Zi7KZuzQHVYGWgzew35vP4JQBXJV26Vn1tyHVq6gdO0p28cr66bj8blpGNecPPW4iyhx50mM8vgBLM/Yxf2Uuew85AVCAHu2bMLJvC9Jax532+0RDqtlNOw/x+pwMHG4/MRFm7pzUlQ4tYmusPd3nxv3j6/hz1gJg7jEOc7/LUNSaG1HR2DWkehWNQ2OsWd1djnPus2iHclAskdjGP8h2ZzQvfBpcVLprm3juvrQbJqMED/VNY6xXEd7qY83Wm9DhsIMHD/Lhhx/yySefUFoanLO1bdu2zJ07tzaaDzsSOghRfVKvItw0pJp9Y+P7rD+wiR5Nu3Jrt+tO65j3523m53X5xESYeeKm/kTbjz/9SkNX6vDw1OLXKDPmoTmisOeez3WjOtOjfZMzPtePa/bw4Q9bARhxgYHF5XMxqyb+NuhhYizRZ9XPhlSvovbkluXz33VvUu5zkGhrwo1dr6FlVMopj9N1ncxdRcxflcuG7EOVz7doGsHIvi0ZmJ50yos6DaFmdV1n3ordfPZzNroObVOi+cOkml2/QSs7gOv7l9AKc0E1Yh16A6aOg2usPRHUEOpVNC6NtWZ1jwPnt/9BO7ATLBHYxz3Adlcs0z5dj9enSfBQTzXWehXhqz7WbK2HDk6nk7KyMsrLyykvL6/8vaysDIfDQVlZGWVlZRw4cIAFCxbg8/lQFIWsrKxQNN/gSOggRPVJvYpw01BqdmfJbv6z+r8oKDw64D6SI5JOeczqLfv53xebUID7r+hJl9T4mu9oPVbiKeXJpc/h1lz48tvg39OJ/p0TuWpER6IjTi+MWb3lAK98sREdmDikFesNn7PfdZCxqcOZ0Hb0WfexodSrqH37HPv577q3KPIUY1QMXNx+POe3GHzaIxb2HnKwYPUeFm/ci9cXrL0ou4nzejbngt7NiY08/gX4cK9ZjzfAO99lsSIruH7DkO7JXDuqU42u3+DfuwX3/P+iu8tQbNHYRt2DIal9jbUnjgj3ehWNT2OuWd3rxPnd82gF28Fkwz7ufrZ7Eo4ED22DUy1J8FB/NOZ6FeGpPtZsjYcOEydOrAwYHA4Hmnb6L/xwkxI6nJiEDkJUn9SrCDcNoWZ1XefFta+zrXgHA5P7cm3nyac85lCJm/+bvgKnx8/Yga24/Hy5oAWw7sAm3tz4PgCerP5oZfFEWI1MuaADg7s1O+kF2q25xfxnxjr8AY3ze6bQumshs7Z+SaQpgicGPYzVaD3r/jWEehV1p9zr4MPNs9h4MPgdoGtCZ67tPJlIc8Rpn8Ph9vHr+r0sXJ3LoVIPAAZVoX/nREb0bUmb5KqjecK5Zg8Uu/jv5xvJ3V+OQVW4ckQHhvVqXqNT0Hk3L8Lz2/ugBVATWmMbfQ9qZEKNtSeqCud6FY1TY69Z3evCNW8agX1bwWTFNvY+sr1NK4OHbm0TuOuSrhI81BONvV5F+KmPNVvjoUNaWtqpT64oREZGEhUVRXR0dOXPo3+/6667qtN8gyehgxDVJ/Uqwk1DqNmsQ1v57/q3MCoG/m/QQ8Rb4066v6bp/PvjNWzdU0Kb5Gj+fE1vjKfxwaWxOLwYd7QpBtP289lTELyw2rl1HNeP6UTicRbTzTvo4F8frMbp8dOrQxNuurAjTyx/hnKfg8kdL+a8FueEpG8NoV5F3dJ1nUV7lvDF9m/w6wFizNFMTb+CjnFnFjwGNI21Ww8yf1Uu2/aUVD7fvkUMo/q2pFfHJhhUNWxrNnNXIa9+uQmH20+03cSdk7rRsWVsjbWnawE8y2bi2/QDAMa2/bCedzOKqeamcBLHCtd6FY2X1CzoPg+u718gkJ8FRjO2Mfey3deMFz4LBg/d2yXwh0ndanSEmjg9Uq8i3NTHmj3d0KHaqxNed911VcKD4wUKkZGRjWohSCGEEKIx0nSNOTu+A2Boi3NOGTgAfLNkF1v3lGA1G7htYhcJHH7nsg4Xsq0om4PuQvr1z2VQ2SC+/G0nWTlFPPb2Ci4e0oZR/VtiqFjMtbDUzbRZ63B6/LRvHsNtE9P5IXdh5fz5Q1IG1PErEuIIRVE4v+Vg2se2YXrGxxQ49/PS2jcZnXoB41JHYFBP725Qg6rSNy2RvmmJ7NxbyoJVuazI2s/2PSVs31NCQrSFC/q04ILeLYg79dtSvaHrOj+szGXWT9vRdUhtFsVdl3QjPvrsRyqdsE2PA9fCVwns2QSAuc8kzL0nync5IYQ4DYrJgm3Mn3D98DKBPZtwfTeN9qPv4U+X9eCFT9ezIfsQ//tiowQPQohGJWRrOni9XszmxrnwY02QkQ5CVJ/Uqwg34V6zqwvWMz3jI6wGC38b9DBR5siT7r81t5hnPl6DrsMtF3ZhUHqzWuppeNlRsovnV7+Kjs5NXa+hhak9783bQlZOEQCtEiOZOi6NxFgb//poDXkHHCQn2PnzNX0IqC7+tvQZvJqPm7peQ+/E7iHrV7jXq6hfPAEvn22dw5K9KwFoE92aG9KvJMFWvfVdiss9/LQmj5/W5lHu8gFgNqmM6NeK83ok0zTGFrK+1wSPL8B7321mWWYBAIO7NuO6MZ1qdFoOrXgfru9fQCvZBwYz1mG3YGrbr8baEycn77Ei3EjNHqH7vbjm/5dA7gYwGLGNvIdtekte/HQ9Xr+MeKgPpF5FuKmPNXu6Ix1C9k73t7/9LVSnEkIIIUSYCGgBvtnxPQDDWw09ZeDgcPt44+sMdB3O6dpMAoeTaBuTyujWwwD4ZPNszHYfD1zRkxvHdSbCamT3/nL+/t4qnnx3FXkHHMRGmrl3cg8ibSa+3Tkfr+YjNboVvZp2q+NXIsSJWQxmru58OTemX4XVYGVnaQ7/WvkCa/ZvqNb5YiMtTBraluf+cA43jEujRdNIvD6Nb5fs4uFXlzJt1no27TxEiO67CqmDJS7+9cFqlmUWoCoKV43owI3jO9do4ODfswnHl0+ilexDiYjHftGjEjgIIUQ1KUYztlF3Y2zdCwJ+XD+8RAd9F3+8rDtmo8qG7EO88sVGfPXkwqEQQtSkkIUOn3/+OZ9++mmoTieEEEKIMLB070r2uw4SaYrggpbnnnRfXdd597vNFJZ6SIyzcfXIjrXUy/A1rs1IWkU1x+l38UHmLHR0hnRP5p+3DGRAlyR0HfYXu7BZDNw7uSdNYmzsc+yvvGt8UvvxMj2KCAt9knry5/5/ok10K1x+N29v+pCPN8/GG/BW63wmo4Fzu6fwxI39eOSa3gxIb4YCbNxxiOdnruext1fw89o8PL5AaF9INWXlFPHku6vYvb+cSJuJB67oyYi+LWvsv19d1/Fumo/ru+fB60RNbId90uMYmrSukfaEEKKxUAwmrCP/gLFNX9D8uOb/l/ZaNvdc1h2TUWV99iFe/XKTBA9CiAYvZKGD3W7nH//4BxkZGae1v67rPPPMM6FqXgghhBC1zBvw8u3OBQCMSR2O1Xjy+cZ/WZ/P6i0HMKgKt01Mx2ap9tJSjYZBNXB9lysxqSY2F21j0Z4lAERHmLltYjp/urw7fTs15d7Le9IyMTjK5Kvs79B0jW5NutA+tk1ddl+IM9LEFs+9ve9gVOthKCgszl/OMytfIq98b7XPqSgKXVLj+euNA/j3necwom8LrGYD+QcdvP/9Fh7432I++zmbwlJ3CF/J6Tu8fsNzM9ZR7vLROimK/5vaj7TWNbcIhR7w4/n1XTxLPgJdw9hhMPYJD6PaY2usTSGEaEwU1Yh1+B0Y2w0EPYB74at0CGzjjxXBw7rtB3n1y034AxI8CCEarpCFDk899RQej4d77rmH4uLik+57eL933303VM0LIYQQopYt2rOEEm8p8dY4hjQfeNJ98w86+GTBNgAuOa8tbZKja6OLDUKziEQuaT8egDnZ37LXUVC5rXu7Jtw5qRvtW8QAkF28i/UHM1BQuKjd2DrprxBnw6AauKjdWO7qeTPR5ij2Offz71Uv88ueJWc9JVJSvJ2rRnTkuT8M5srhHWgaa8Xh9vPtshweenUpr83ZRHZeSYheyal5fQHe+iaLGQu3oek6g9Kb8edrepMQU3MLRmvuMlzfPotv8yJAwTJgCtbzb0Yxytp8QggRSopqwDrsVowdBoOu4f7xNTp4sypHPKzbfpBXvpDgQQjRcIUsdBgzZgzXXHMNeXl5PPDAAyfcr7CwkGuvvZb58+djtdbcB2ohhBBC1Bynz8n3OT8BMKHNKEzqiUct+PwBXpuTgdevkZ4ax+j+rWqrmw3Guc0H0SWhEz7Nz7sZn+DX/Mfso+s6X2yfC8A5Kf1Ijkiq7W4KETJp8R34S/97SU9Iw6/5mbn1S97c+D4On/Osz22zGBnZryX/unUQd1/SjbRWsWi6zoqs/fzzg9X8/b1VLMvcV6MXgg6VuPnXR2tYmrEPVVG4cngHbp7QGbOp5tZvCBTuwfnFkwT2bgGTFduYP2LuMVamYBNCiBqiqCrW82/ClDYUdB33z2/R0b2Jey6V4EEI0fCFLHQAeOSRR+jRoweLFy/mxRdfPGZ7dnY2l19+ORs2bKBJkya89957oWxeCCGEELVk/u5FuPwukiOS6Nes10n3nfVTNnsOlBNlN3HzhC6ocoHrjCmKwjVplxNhsrOnPJ+5O+cfs8/6A5vYWZqDWTUxrs3IOuilEKEVZY7kju43cGmHCzEoBtYfzOCpFdPYVrQjJOdXVYVeHZvy0FW9+dsN/RjSLRmjQWHn3lLe+CqTh19bytyluyh3+ULS3mFbdhfx5HsrydlXRqTNxP1X9GRkv5pbvwHAv2stzjn/QC87gBLVFPtFj2Fs1bPG2hNCCBGkKCqWc6di6nIBoOP+ZTodXOu5+9JuGA0y1ZIQouEKaehgNBp54YUXiI6O5vXXX+fnn3+u3LZ06VKuvPJK8vLy6NChA7NmzaJ79+6hbF4IIYQQtaDEU8pPub8BMLHtGFTlxB8n1m07yMLVewC4aXwXYiIttdLHhijGEs1VaZcBMD/nZ7YX76zcFtACzMn+DoALWg0l1hJTJ30UItQUReGClufyQN8/kGhrQrGnhBfXvs7cHT8Q0EK3CHSrpChuHN+Z/9w5mIvPbUNMhJmiMg+zF+3g/v8t5t3vNpN3oPys2tB1nYWr9/CfGesoc/polRjJ49f3pXNNrt+g63jWzcX1w0vgc2NITiNi0v9hiG9eY20KIYSoSlFULIOvxdQ1eFOI57f36OhYwz2XBYOHtdskeBBCNDwhDR0AkpOTefbZZ9F1nYcffpjc3Fxmz57NrbfeSmlpKUOGDOGTTz4hJSUl1E0LIYQQohZ8t2shPs1Hm+jWdGvS5YT7FZV5mP5tFgCj+rWke7uE2upig9WzaVcGJvdFR+e9zBm4/C4AFuevYL/rIJGmCEa0Oq+OeylE6LWKasHD/f7IgGZ90NH5dtcCXlz7BkXu4pC2Ex1hZuLgNvz7jnO4eUJnWidF4fNr/LI+n8feXsF/Zqxl/faDaGe4voTPH2D6t1l8NH8rAU1nYJck/nxtH5rE2kLa/6Ppfi/un97Au+JTQMfUeRi28Q+gWCNrrE0hhBDHpygKlkFXYeo+BgDPko/oWLaSey49Ejy8NidDggchRINRrdDhpptuYtq0afzwww/s2bPnmO1Dhw7l9ttvp6SkhCuuuIK//vWv+Hw+rrrqKt544w0iI+WDrhBCCBGO9jsPsjh/OQAXtTvxXOCapvPWN5mUu3y0Sork0vPa1WY3G7TLO0wkwRpPobuIT7d+hdvv5tuK6ZbGthmBzShrZomGyWq0cF2XKVzf5QqsBgvZJTt5asU01h3YFPK2TEaVc7om8/jUvjxydW/6dGqKokDmriJe/GwDj76xjIWr9+D2Hru+yu8Vlrp5+qM1LN64D0WBycPac8uFXbDU4PoNmrMY5zdP49++FCrusLWeez3KSdbfEUIIUbMURcEyYArmnhMA8CybQYfSpZVTLa3ZekCCByFEg6Ho+hnepgOkpaVVucgQHR1Neno6Xbp0IT09na5du9K8eXNuvvlmlixZgqqqPPLII1x33XUh7byu66xdu5Yff/yR1atXs2PHDsrLy4mKiqJLly5cfPHFXHjhhSe8IOJwOHjjjTf4/vvvyc/Px26306NHD2688UYGDBhw0raXLVvGO++8w/r163E6naSkpDBmzBhuvfVW7Hb7Wb+2QECjsNBx1ucJFaNRJS4ugqIiB36//A9Q1G9SryLchFPNvpPxMasK1tEloRN/6HHTCfebu3QXsxftwGxS+b+p/UhOiKjFXjZ82cW7mLbmVXR0OsS2ZVvxDpraEvjrgPsx1vBFxXCqV9FwHXAe4p2Mj8kpywWCi61f0n4CZoPpmH1DVbMHS1z8uDqPRevzcXmCYYPNYmRoj2SG925x3FELW3OLeeWLjZQ6fURYjdx+cVfSU+Or3YfTETiwC9cPL6I7isASgW3EHzA2P/GoNFG/yHusCDdSs2dO13W8a+bgXf0lAOY+k9gaN4SXZ2/AH9Dp07Ept12UjtEQ8slJGj2pVxFu6mPNxsdHYDiN96dqhQ7Tpk0jMzOTrKwsDh48eORkR13cj4qKolmzZmzbto0LL7yQ2267jbZt24Z0gbSlS5cyderUysctW7YkOjqavLw8iouLATj//PN5+eWXMZvNVY4tLCzkqquuYufOnZjNZtq3b09hYSH79u1DURQee+wxrr766uO2+8EHH/DPf/4TXddp1qwZ8fHxbN++Ha/XS7t27fj444+JjY09q9cmoYMQ1Sf1KsJNuNRsblk+T698AYBH+v2JllHHnyoxO7+Ef32wBk3XuWFcGud2lykVa8LX2fOYl/Nj5eObul5D78SaXy8rXOpVNHx+zc/XO75nwe5FAKRENOPGrleTHJFUZb9Q16zb62fxxn0sWL2HgkInAIoCvTs0ZWS/lnRoEVxT5ae1eXyyYBsBTadF00juvrQbTWtwOiUAX/YK3D+/BQEvamwyttF/Qo1JOvWBot6Q91gRbqRmq8+z9mu8K2cDYO51IVvizuO/X2wMBg+dmnLbRAkeQk3qVYSb+lizNRo6HK2goIDMzEwyMjLIzMwkMzOTffv2VW2kImiwWq107NiRtLQ0unTpQufOnc9qMeklS5bw2GOPcf311zN+/HgSEo7MFf3ll1/y2GOP4fV6ufnmm3nwwQerHHvHHXfw448/kp6ezquvvkpSUhK6rjNr1iwef/xxDAYDs2fPpnPnzlWO27RpE5dffjm6rvPEE08wefJkFEWhoKCAO+64g4yMDEaNGsXLL79c7dcFEjoIcTakXkW4CZea/d/6t8k8tIW+ST25If2q4+7jdPv52zsrOFjipn/nRG6bmB7SGw7EEQEtwH9W/5fdZXm0jm7Jg33uqpW/63CpV9F4ZB3aynuZMyjzlWNSTVzW4UIGpwyo/O+hpmpW03U27TjE/FV7yNhZWPl866QomsZaWbXlAAD9Oydyw9jOWMw1N52Srmt4V3+Jd81XABhadsc2/HYU89mPwBa1S95jRbiRmj073vXf4Vk+EwBzj3FsSRjGf7/YhD+g0zctkdsmdsGgSvAQKlKvItzUx5qttdDheAoLC8nKyqoSROTm5nK4qcNfABRFITMzs9rtlJeXY7FYMJmOHUYN8NprrzFt2jRiY2NZunQpasUbdWZmJpMmTUJVVebNm0fr1q2rHPfQQw8xZ86c44YHd955JwsXLuTiiy/mmWeeqbJt165djB07Fk3TmDNnDmlpadV+bRI6CFF9Uq8i3IRDzW4ryuaFta+jKiqPDXiARHuTY/bRdZ03vs5keWYBTWKs/O2Gftitx/9/tAiNQ64iFuYu4rwWg0myN62VNsOhXkXjU+ot4/3MmWQVbgWgV9NuXJV2KXaTvVZqNu9AOQtW72HJpn34KtpQFLjsvHaMGdCqRgNB3efB/dMb+HetBsDUfQyW/pNR5CJVWJL3WBFupGbPnnfTfDxLPgLA1HUkW5qO4n9fBoOHQenNuGlCZ1S5iSckpF5FuKmPNXu6oUONTPobHx/P4MGDGTx4cOVz5eXllQFERkYGGRkZ7Nq166zaOdWC1EOHDmXatGkUFxdTWFhIkybBCyTff/89AAMHDjwmcACYMmUKc+bMYdGiRTidzso1GhwOB7/++isAkydPPua41NRUBg4cyJIlS5g3b95ZhQ5CCCFEfaHrOnOy5wEwOGXAcQMHgCWb9rE8swBVUbh1YroEDrUgwRbH5I4X13U3hKhz0eYo7uxxIz/m/sqc7O9Ye2Aju0pzubHrVXRMaFvj7TdvGsn1Y9K49Lx2LFqXR1ZOEWMGtKJrm4RTH3wWtPJDuL5/Ee3QblCNWM+9HlOnc2u0TSGEEKFl7joSVAOe397Ht2k+nboEuGPiaP73ZSZLM/ZhNqlcN7qTjB4WQoSVml1p8CiRkZH079+f/v37Vz7ndrtrtM2jz2+1Wit/X7duHQB9+/Y97nHdu3fHbDbj8XjIysqiT58+AGRlZeH1ejGbzSecFqpPnz4sWbKE9evXh+hVCCGEEHVr48FMdpbmYFJNjE0dftx99hU6+fCH4B3GF53bhvbNY2qzi0IIgaqojGh1Hh1i2zI942MOug4xbc1rXNhuFFf2urBW+hBpMzF+UCrjB6XWeFuBfdtwzX8Z3VWKYovGOvJujM061Hi7QgghQs/c5QIU1Yj7l3fwZf5I5zQ/t0wYyxtfZ7FoXT5mo4ErhreX4EEIETZqLXQ4nqODgJowd+5cANLS0qqMijg8wqJVq1bHPc5kMpGcnExOTg47d+6sDB127twJQEpKygmndDp8zsP7ng2jsf4MiT48bOZ0hs8IUdekXkW4qc81q+kaX+8IjnIY3vpcEiJij9nHH9B446sMPL4AnVvHcdGQNqiqfCFqqOpzvQoB0C6+NX8ddC8fZ33Oir1rmLN9HttLdzA1/QqiTdF13b2Q8Gz+FefP74Dmx5DQiohxf8IQdfxRaCK8yHusCDdSs6Fj7Ho+qsmE88c38G3+hZ6dNG4aP4635m5m/qpcbBYDlw1rX9fdDGtSryLchHPN1mnoUJM2bdrEjBkzALj11lurbCspKQEgJubEd2Ee3lZaWlqt4w7vW12qqhAXF3FW56gJ0dG2uu6CEKdN6lWEm/pYs4t2LiPfUUCE2c6UnuOJOM6ipG9/tYld+8qIspt4+Pp+JMTUv9chQq8+1qsQh8URwQNNb2HRzmW8tWYGGfu38mTxc9zR/zr6Nj/+iOVwoGsBCn/8EOfy4ILR9k4DSJx4N6pZ/ntsaOQ9VoQbqdkQGTiK8ig7++e8iHfLbwxMB+PFF/Lalxl8tXgX0dFWpozoVNe9DHtSryLchGPNNsjQ4eDBg9x99934/X5GjhzJ+PHjq2z3eDwAJxytAGA2m4GqUzSdyXGH960uTdMpLXWe1TlCyWBQiY62UVrqIhCoHwuXCHEiUq8i3NTXmvVpfmZsCF7YGt16GF6HjtfhqLLPhuxDfLkoG4Abx3dG1TSKihzHnEs0HPW1XoU4nu6x3XjsnGTe3vARO4tz+fdvr3JBqyFc0mE8JkN4rTuje5yUz38V/+7gNK7Wvhdh7jeJEocGDnnfbSjkPVaEG6nZGpDSi4hRf8Ax/xUcGb/Rva2HK4eN45OfdvLhd5vR/BpjBhx/5g5xclKvItzUx5qNjrbV3ULSdamsrIxbbrmF/Px80tPTefrpp4/Zx2Kx4HK58Pl8JzyP1+sFqk4BZbFYAE7ruMP7no36sir50QIBrV72S4jjkXoV4aa+1ezPuUs45C4ixhzNuSmDjulbicPLG3M2AXBB7+b0aNekXvVf1Kz6Vq9CnEhTaxP+MeJB3ln5GQtyfuHH3b+xpTCbG9OvpllEYl1377RoJQXBBaOL88Fgwnr+zZjaDSAQAJD/DhsieY8V4UZqNrTU1n2wjbwL1/z/4duxksGtfLjPGc8XS3L5eP5WjKrC+b2a13U3w5bUqwg34Viz4Tch1Ek4HA5uvvlmMjMz6dChA2+//XaVtRwOi44OzuV6simQDm87vC+c3tRJpzMFkxBCCFHfuf1u5u1aCMC4NiMwG8xVtmu6zttzMyl1+mjeNILJMr+sEKIeMxlMXN5pInd0v4FIUwR55Xt5ZuWLLMlfia7rdd29k/LnZeL48km04nyUiDjsEx/F1G5AXXdLCCFEDTO27oVt9D1gMBHYvY7h5XMY3z8ZgA++38LijXvruIdCCHFiDSZ0cLlc3Hbbbaxbt47U1FTeeecd4uLijrtvamoqADk5Ocfd7vP5yM/Pr7Lv0b/n5+efcLTD7t27jzlOCCGECDc/5v5Kuc9Boq0Jg5L7HbN9/spcNu0oxGRUuX1iOmaToQ56KYQQZ6Zrk878pf+9dIprj1fz8dHmT3kn42Ncflddd+24vBkLcX37H/A4UJu2xT7p/zA0Ta3rbgkhhKglxpbdsY25F4xmAns2MdYxh1G9EtGB6d9msXLz/rruohBCHFeDCB08Hg933HEHK1eupHnz5rz77rs0bdr0hPv37NkTgNWrVx93+4YNG/D5fFgsFjp37lz5fOfOnTGZTHi9XjZs2HDcYw+f83AbQgghRLgp85azcPcvAFzYbgwGtWqgsGtfKZ/9HFzH4YrhHWje9NhRhUIIUV/FWKK5q+fNXNR2LKqisnr/ev614kV2luyu665V0jU/7t/ex7P4A9A1jO0HYb/wEVR7bF13TQghRC0zNu+Cbez9YLIS2LuZC91zGNY1Hl2HN77KYN32g3XdRSGEOEbYhw4+n4+7776bpUuXkpSUxHvvvUdycvJJjxk9ejQAy5cvP+5oh5kzZwIwdOhQIiIiKp+PjIxkyJAhAMyaNeuY43bt2sWyZcsAGDNmTPVekBBCCFHHfsj5CXfAQ6uo5vRs2rXKNrfXz+tzMghoOr07NuX8nil11EshhKg+VVEZlTqM+3rfQYI1jkPuQp5f8wo/7PoJTa/b+XJ1dzmub5/Dl/kjoGDufxnWYbeiGM2nPFYIIUTDZEzuhH3cA2C2oRVs4xLfV5ybFkNA03nli41k7Cys6y4KIUQVYR06BAIB7r//fhYtWkTTpk157733aNmy5SmPS09PZ9iwYQQCAe6991727w8OR9N1nZkzZzJnzhxUVeWOO+445tg777wTRVGYM2cOM2fOrJwDdv/+/dx3331omsaIESNIS0sL7YsVQgghakGhu4hf9iwBYGK74F3AR/to/lYKilzERVmYOjYNRVHqoptCCBESbWJa8+f+f6JPYg80XWPOju/437q3KfGU1kl/AkV5OL58kkB+Fpis2Ebdg6XnBHmvFUIIgSGpPfbxD4MlAu3ADiZrXzGwfST+gM7LszewNbe4rrsohBCVFL2+r5x2Et988w33338/AM2bNycpKemE+z722GN06dKl8nFhYSFXXnklu3btwmw20759e4qKiti7dy+KovDoo49y7bXXHvdc7777Lk8//TS6rpOcnExcXBzbt2/H6/XSpk0bPv74Y+Lj48/qtQUCGoWFjrM6RygZjSpxcREUFTnCbrV00fhIvYpwU59q9oOsWSzbu4qOce25p+ctVS50LcvcxxtfZaIo8NCVvejU6vhrJ4mGrT7VqxCn43RqVtd1lu5dxadbv8Sr+Yg0RXBdlymkJ9TejUT+3etxLXwVfG6UqCbYRv8RQ/ypb6gSDYu8x4pwIzVb+wKHduOa+yy6uwwlrgUfBMazcpcLq9nAA1f0om1KdF13sd6SehXhpj7WbHx8BAbDqccxGGuhLzXG6/VW/p6Xl0deXt4J9y0rK6vyOD4+ntmzZ/Pmm28yb948tm/fjt1uZ+jQodx0000MHDjwhOeaOnUqnTp1Yvr06WzYsIFDhw6RkpLCmDFjuPXWW6tMySSEEEKEi72OApbvDa5NdFG7MVUCh/3FLj74fgsAF56TKoGDEKJBURSFc1L60TamNdMzPiKvfC+vrJ/OBS3PZWK7sZjUmvvapOs6vg3z8CyfBegYkjthHfEHVJtcNBJCCHEsQ0IrbBMewTX3GfSiPVwb+zWBFmNZs8fH8zPX8dBVvWiVFFXX3RRCNHJhPdKhIZORDkJUn9SrCDf1pWbf2Pg+6w9somfTrtzS7brK5/0Bjac/WsOO/FLat4jh4at6YVDDeoZGcRbqS70KcbrOtGZ9AR9fZH/Loj2LAWgZ1Zwb0q8iyd405H3TAz7cv76Lf2uwLVPaUCyDr0MxhPW9YeIsyHusCDdSs3VHK96Hc+4z6I4iiE5iuncs6/M1Im0mHrm6NylN5IbY35N6FeGmPtbs6Y50kCsGQgghhGBnyW7WH9iEgsKFbUdX2Tbnt53syC/FZjFy64VdJHAQQjRoJoOJyR0v4vbuU4kw2ckty+PplS9WjgQLFc1ZjPObZ4KBg6JgOedqLOfeIIGDEEKI06LGNsN+4Z9RIhOgtIAbjXPpmqRT7vLx7Iy1FBQ567qLQohGTK4aCCGEEI2cruvMyf4WgIHJfWkWcWSNpKxdhXy7NAeAqWPTaBJjq5M+CiFEbevWpAt/6X8vHWLb4g14eT9rJu9mzMDtd5/1uQMHc3B+8SRawXYw27GNvR9z15GyYLQQQogzokYnBoOHqKZQfoBbzHNJb+KnpNzLfz5Zy6GSs/9/lhBCVIeEDkIIIUQjl1W4lW3FOzCqRsa1GVH5fJnTyxvfZKIDQ3sk0y8tse46KYQQdSDWEsM9vW5lQpvRqIrKyoI1/Gvli+SU5lb7nL4dK3F+9U90RyFKTDMiLn4cY4uuIey1EEKIxkSNaoJ94l9QYpqBo5BbLN/SOd7LoVIPz85YS3G5p667KIRohCR0EEIIIRoxTdf4Kvs7AIY2H0S8NbhAtK7rvPPtZkrKvSQn2LlyeMe67KYQQtQZVVEZ22Y4f+p1O3GWWA66DvGf1f9jwe5FaPrpz62r6zqe1XNwL/gf+L0YWnQl4uLHUGOb1WDvhRBCNAZqRBz2Cx9BjUtBcRVzm/VbOsc42V/k4j8z1lHq9NZ1F4UQjYyEDkIIIUQjtnb/BnLL87EaLIxufUHl8z+uyWPd9oMYDQq3TUzHYjbUYS+FEKLutYtN5S/9/0TPpt3QdI0vts/llfXTKfWWnfJY3e/BvfAVvKu/AMDUdRS2MfeiWGSRTyGEEKGh2mOxTXgENaEliruU2+zzSIsqJ/+gg+dnrMPh9tV1F4UQjYiEDkIIIUQjFdACfL3jewBGtDqPSHPw4lfu/nJm/rgdgMuHtadVUlSd9VEIIeoTu8nOzV2v4cpOl2BSjWQVbuWpFdPIOrT1hMdo5YU4v3oK/46VoBqwDL0B6zlXoagS5gohhAgt1RaNffzDqE1SUTzl3G6fR1pEMbv3lzNt1npcHn9dd1EI0UhI6CCEEEI0Ukv2ruSA6xCRpgiGtTwXAI8vwGtzNuEPaHRvl8CIPi3quJdCCFG/KIrCkOYDeajvPaRENKPMW85/17/FF9vn4teqXswJFGzH+cUTaAdzUKxR2MY/hDntvDrquRBCiMZAsUZin/AQamI7FJ+T2yN+IM1eyI78Ul78bAMeX6CuuyiEaAQkdBBCCCEaIW/Ay3c75wMwNnUEVqMFgBkLt7H3kJOYSDM3ju+Moih12U0hhKi3UiKb8WDfuxnafBAAC3Yv4vnVr3LAeQgA39bFOL95Gt1VghrfAvukxzEmd6rLLgshhGgkFLMd+7gHMDTriOJ3c3vEfLrYDrA1t5j/zt6Azy/BgxCiZknoIIQQQjRCP+9ZTIm3jARrHIObDwBg1eb9LFqXjwLcMqEL0XZz3XZSCCHqObPBxJROk7il23XYjTZyynJ5esU0Fv/2Kvt/fRuXHoDWPbFd+BfUqKZ13V0hhBCNiGK2YRt7P4aUzigBD7dGLCDdWkDGriJe/TIDf0Cr6y4KIRowY113QAghhBC1y+Fz8kPOzwCMbzMKk2rkUImbd7/bDMDYga3pkhpfhz0UQojap+sa+DzoXie6x4HucaJ7nfC7x7rXCYd/9wS3tfM6uUf3MiMpml02+Ni7E9o0qThzPsriJzAZTJhVEybVhMlgxKQe/bjip2rCXLEt+PuR7b/f16waf3ecqfKcRtUoI9WEEEKgmCzYxtyLa/7LBHI3ckvkQt7mfNZthze/zuS2iemoqvz/QggRehI6CCGEEI2EruusO7CJ2du+xuV3kRLRjH7NehHQNN74OgOnx0+b5GguPrdNXXdVCCHOmK7rEPBWBAGHAwMHAb+bEtWHq7iYgNsRDAw8jsoA4ehwAV2vdvuxwC15xfyUEM3iGCtuFQ6fTUfHG/DiDXhD8VJPSUHBqBqDQYXBhEk1niC8OLyPueJ541GhxtFhiPFIAHLUeaxGCxaDBVWRAfRCCFFfKUYztlH34F7wCv6ctdwU8RPTtaGs3Axmo8oN4zujSlAthAgxCR2EEEKIRqDAsZ9ZW+ewuWgbAHGWWK7pfDmqojJn8U627SnBajZw28QuGA1y8UgIUTf0gL9iJIGjSiBwOCSoMsLg6MDg8Hbt+HNUO8+kE6oRxWJHMdvBYkexRKCYg48Vix3MEZXbj/5JxT6TDEYmEQxB/HoAX8CHTwv+8Vb+7scX8OHVfPgCXryav3Kfyucrfvdp/or9fn+Oqr/7ND+aHpwqQ0evfB7/yV/u2VJQsBqt2I027EYrNpMde8Vjm9GG3VTx02jDZrRir9huMwZ/mgymmu2gEEIIFIMJ64g/4P7xNfw7V3Fj1CLeKzuXxZvAZDJw7aiOMkJOCBFSEjoIIYQQDZjb72HeroX8mPsrAT2AUTEwovX5jG49DLPBzNbcYr5avBOAa0d3IjHOXsc9FkI0BLquBYMCV2nFn7LgT3cputuB7v399EXBP4RiJICiHgkMzHZUawSWyGh8ihndZDsSIlQGBhHBwODwY2No1rNRFAWTYsSkGgFbSM55KgEt8LvAIhhMHPNcRehxbNDhxxvwHvW8/zjHHn7ei6Zr6Oi4/C5cfheHqtFnk2o8KpQ4HFJYsVeEEjaTrSLQODbEsBpllIUQQpwuxWDEOvwO3D+/iX/7Mq6P/AW1fDA/rw2OeJhyQXsJHoQQISOhgxBCCNEA6brO2gMbmb3ta4o9JQCkJ6RxWYeJJNqD84w73D7e+DoDXYdzujZjUHqzuuyyEKIe03Ud/J4qIYLmLq0aKhz92F0O+lksUGm2HRUMRFQZSaBYjhppUDka4ajHJmuViyZGo0pcXARFRQ78/oa9aKZBNWBTDdiw1kp7voAPp9+Ny+/E6Xfj9Dlx+d04K0IIp6/ip98V3M/nrNjfhcvvrhiR4cfnLaPUW3bG7R8ZZWE9ElyYjhpVYbRjM1krQ4uqoy5smGWUhRCikVFUA9bzb8WtGvFv/Y1rIxdjKNf4YSVYTAYmDW1b110UQjQQEjoIIYQQDcw+RwGzts5hS9F2ABKscVzWYSLdmnSpvBCn6zrvfreZwlIPiXE2rh7ZsS67LISoA7rmP2oEQtlRAUIp2u9DBFdZ9UYhWCJQrVEotugjfywRlaMNjjt9kcmGosrd6+HAZDARYzARY4k642M1XcMT8OD0uX4XXBwJKk4WXPg0X5VRFlB0xn0wqsZTjqqwG21EmSOJNEUSbY4kyhwlYYUQIqwpqor1vBvxGIz4sn7m6sglGBwaXy8Bs0ll/KDUuu6iEKIBkNBBCCGEaCDcfjffVUylpOkaRtXIyFbnM6r1sGMukCxan8/qLQcwqAq3TUzHZpGPBOFE1zQC+7biz15OYO9mFGsUSnQSakwiauXPxOBFXdFo6LoOHkfFCISqIcIxoYK7DDyOM2/EYKoaIFijUW2/CxUOhwzWKBSDvLeI41MVFVvFxf2Eahzv0/zHhBIu35Fwwul34vIdGXVxZN/gczo6fs1PmbecMm/5GbVtNViIMkdW/IkiyhxJtOl3jyt+txosMl2JEKLeURQVy5DrwWDCt2k+V0Qsw0iA2YvAbDIwsm/Luu6iECLMybcAIYQQIszpus7q/ev5fNs3lHhLAeia0JnLOkykqb3qpRxN11mz5QAzFgQXlL70vHa0SY6u9T6LM6frOtr+bHzZy/HvWInuLD5q617Yt/WYYxRrFEpMEmr00WFE8LFijay1vovq0yunNCo7KjD4XahQ+bgM9OMvpHxCinIkJKgIEZSjQgT1d48xygVUUT+YVCMmcxTR5uqOsvCeclRFcBSGszKYKPOW4dcDuAMe3C4PB1ynXsXCpBorRkkcCSMizb97XLHdbrIBMspHCFE7FEXBMugqUI34NnzHZRErMSoanywIrvFwXs/mdd1FIUQYk9BBCCGECGP55fv4dOscthZnA9DEGs9lHYNTKR0toGmsyNzP3GU55B8M3t2c3iaeUf3lLqb6TNd1tEO78Wcvx7djBXrZwSMbzXaMqX0wpvYCvxetdD9aaQF6ScXPw3e3u8vQCrYfe3JLxPHDiJik4EVoubBcY3QtEPz3cRShOYvRD/9xFKNVCRFKwe858wbMtqMCg6NCg98/PjzVkSzEKxqZ4CgLKzajFYg77eN0XccdcFNaEUKUesuqBBLB58op8wUfewJefJqfIk8xRZ7i0+pXlDmSOFs0doOdyIrRE9HmKKKOGkkRDCoiMKiG6v8lCCEEFcHDgMkoBiPetV9zsX01JgK8Pw/MRgODusqab0KI6pHQQQghhAhDbr+bb3cu4Kc9v6HpGibVyKjWwxjZ6nxMR02l5PNrLNm0l2+X5XCg2A2AzWJkRJ8WjB3YClUuLNdLgaK8YNCQvQK9ZN+RDUYLxtTemNr1x9CiK8pJ5hXXva6KIKJqGKGV7kd3FAWn4TmwE+3AzmMPNlmPG0ao0Yno0fE18IobBl3TgoHB4QDBWYzuKEJ3Fh8JFxzFwTAB/fRPbDAeFRhUhAbWaFTb8UKFqJPWhRCi+hRFqZwSKsne9JT7ewPeioDiSDgRDCV+99hbhtPvQtM1SjyllHhKT6s/ESZ7MIQ4KpyIrJzaqeJxxVoUJnlfEEKcgKIoWPpdCgYT3lWfM96+DqMS4O25YDKq9E1LrOsuCiHCkIQOQgghRBjRdZ1VBev4Yvs3lHjLAOjeJJ1LO1xIE9uRi8EeX4Bf1uczb/luisqCd0pH2kyM7t+SYb1aYLfKR4D6RispqJg6aQVa4Z4jGwwmjK16YGw3AGOr7ihGy2mdTzHbMDRpjaFJ62O26X4PWumBY8IIraQAvbwQfG60Qzloh3KOPbHRjDO+GXpEU4hKRD08fVNMEkpEXIO8a17XNXR3edUAwXFkhEJluOAqAf00wwRFRbHHothjUO2xwb87ewyKLQbFFnXUKIVoMFll5IkQYchsMNPEFl/l/88n4tf8lPscOAMONLOP/EMHKXaXHjWSomJkha+ccq8DHR2Hz4nD52QfBac8v9VgrQwjjll7whRJtCWaWEs00eYojKp8RhCiMbL0nohiMOJZPovRto0Y0Xj9KzAZu9OjfZO67p4QIszIpwkhhBAiTOSX72PW1i/ZVrwDgCa2BC7vMJGuTTpX7uPy+PlpbR7fr9hNmdMHQGykmTEDWnNejxQsZpmKoT7Ryg/hz16Bb8eKqiMOVAOGFt0wteuPsXUvFLMtpO0qRguG+BYY4lscs00P+NDKDhwJI44eIVF2EPxevPt3A7uPPbHBiBrVFOX30zbFJKFEJqDUs6lAdF1H95RXBAhF6M4StIpgQXcWo1UGCyWnv1aCogSDA3ssij0WNSIWxR6HEhGLao8J/m6PDU5hpTa8gEYIUT1G1UisJYYmxjji4iJItTrw+7Xj7qvpGg6f85jpnQ5P+3R4eqfDjwN6AHfAjdvlZr/r4HHPebQoUyQxFSFEjCWaGEsMseboiudiiLFEE2mKkDBUiAbI3GMcGEx4lnzEcFsGRiXA/75Q+NPlPeiSKqNdhRCnT0IHIYQQop5z+V3M3TmfRXuWVEylZGJ06wsY0Wpo5XQJ5S4fC1blsmDVHpwePwBNYqyMG9iawd2SMRnl4mZ9oTmL8e9YiT97BYGCbUc2KCqG5l0wte2PsU0fFEtEnfRPMZgwxKZAbMox23TNj+oqwh4ooSQvB3/RvmAYUVKAVnYAAn604r1QvJdjLtErBpSoJhVBRNVQQolqimII3cdSXdeD00c5SyrChMMBQlHFugklFaMWSkDzn+ZZleDURZUBQuxxgwXFGi1hghCiRh1e+yHKHHnKfXVdx+V3VVlvotRbRnnl1E7BgKLEW0aJp5SAHgiGFr5y9pTnn/C8RsVQOToixnwkjDgSVsQQY47Gepqj84QQ9Ye560hQjXh+e4/zrJsxovHybLhvSi86tIit6+4JIcKEhA5CCCFEPaXrOisL1vL59m8o85YD0KNpVy5tfyEJtuDClyXlHr5fmctPa/PweIOXeZMT7Iwb2JoBXZIwGuTiZ32gucvw71yNP3s5gb2bj5qCR8GQ3DE4dVKbvqi26Drt56koqhFDTBL2uLZ44jtWuQtX1zR0x6GqIyNKCirXlSDgQy8tIFBacJxAQkGJTKhcP0KNSUSJTqp43BTFaA62oevgcx0ZgXC8hZidwXCBwOmGCQRHHVQEB8HRCIenO4o9MvWRLQpFphwRQoQZRVGwm+zYTXaSIk4+L/vhERTFnlJKPCWUeEop9h71e8V6E2W+cvx6gEJ3EYXuopOe02qwVhk1EVsRRhz9ONocJYtiC1HPmLsMQzEYcS+azmDrVgxKgBdmwQNX9qFNcv3+vCqEqB/km5MQQghRD+WV72Xmli/JLglOuZNoa8LlHS+iS0InAA6VuJm3fDe/bMjHV3Hht2ViJBPOSaVPx6aoqkx5UNd0rxP/rjX4spcT2JNZZXoeNbFdcOqktv1RI+LqsJeho6gqSlRT1KimQHqVbbquBacuKikIriNRsX5EZSDhc6OXHSRQdpBAXsax546IB4MR3VkMfu/p98kSWREmxB4VIFSEC4eft8WEdJSFEEKEq6NHULSMOna022F+zU+pt4xiTynFFYHEkVCihBJv8HlPwBuc1snppsC5/4TnU1CINEccN5A4OqiIMNllSichapGp07mgGnD//CYDLdkY0XhhpsIDV/WlZeKpR1oJIRo3+YYlhBBC1CNOn4u5O3/gl7ylaLqGWTUxJnU4F7Qaikk1UlDk5NulOSzZtI+AFrxbvl1KNBPOSaV7uwT5Ml7HdJ8Hf85a/NnL8edurDJ1j5rQGmO7AZja9au4MN94KIqKEhEXDFhS0qps03Ud3VUaHBlRWlAljNBK9oHXhe4orHpCS0SV9RHU4wULtpjKERJCCCFCx6gaibfGEW89eWju9rsrR0cUV4YRvxs54S1F07XKtSlyyTtxu4qhco2JmONM7RRbEVCYDfLeL0SomDqcAwYj7oWv09eyE4NXY9oMhQev7ktyQt1MBSqECA8SOgghhBD1gKZrLM1byeytcynzBadS6tW0G5d0mEC8NY68A+XMXZrD8qyCypl50lrFcuE5qaS1jpOwoQ7pfi/+3I3BoGH3uip34quxKRjbD8DUdgBqbLO662Q9pigKij0G1R4DzTpU2Va5NkNpAboWOLKOgoQJQghR71mNVpoZrTQ7ybROmq5R7nMcCSaOmsap2HtkFEW5z4FfD3DIXcShU0zpZDNaqyx+ffSoiThLDLGWGKLMkaiKTEEpxOkwte0PqhH3gv/Ry5yD0Tuf5z+BB6/pT2Ksra67J4SopyR0EEIIIepYbmkez6+ew5ZDOwBIsjfl8o4X0Tm+I7v2lfLxko2s2Xqgcv/u7RKYMCiV9i1i6qrLjZ4e8BPIy8CXvRz/rjXgc1duU6ITMbUbgLFdf9S4FhIInQVFUcAaicEqQ/iFEKIhUhWVaHMU0eYoWkY1P+F+Ps1P6VGjI44EFEdP71SCV/Ph8rtx+d3scxSctN0YczRx1hhiLDGVYUSsJYY4a0zllE6y1oQQQabU3iij/ojrh5foZt6DwfsDL3yi8MDV/YmPttZ194QQ9ZCEDkIIIUQdcfpcfLPze37ZsxQdHYvBzNjUEQxrOYQdeeU8P38dm3YGp5VRgD6dmjJ+UCqtm0XVbccbKV3TCOzdjD97Gb6dq8HjqNymRMRjbNcfU7sBqE1SJWgQQgghQsikGkmwxZNgiz/hPrqu4w64q46WOGpap6MDCk3XKPIUU+QpPuH5FBSizJHBIMISQ6z1SDBx9B+zwVQDr1iI+sfYqju2sffhnDeNLuY8DL5veeETuP/qAcREWuq6e0KIekZCByGEEKKWabrG8r2r+TL7W8p9wQvXg1r2YWLqGHL3BPjPJxvYmlsMgKooDOiSxPhBrUlpIvOm1jZd1wgUbMe/fTn+nSvRXaWV2xRbNMa2/TG2G4AhqR2KTNMghBBC1BlFUbAZbdiMNppFJJ1wv4AWqFgIu4QiTwnFh/+4j/rdU0pAD+5X6i1jd9meE54vwmSvDCaqjJqwHvndapQ7wUXDYGzeBfu4B3B+9zyd2Mck31xe+kThT1cPIMou018KIY6Q0EEIIYSoRbvL9jBry5fsLN0NQDN7IlPSLsboacZLn2xmR37worZBVRjSPZmxA1vLXKm1TNd1tAM7g1Mn7VhZdRFjSwSmNv0wtuuPITkNRZWgQQghhAgnBtVAnDWWOGssbU6wz+G1Jo4OI4qOCiSKPcUUuUvwaT4cPicOn5O88r0nbNNqsFYudH10GBF7VEARYbTLSEkRFozJnYgY/yCOuf+hPQVc5P2K/85Q+ONVA7BbZeSPECJIQgchhBCiFjh8Tr7e8T2/5S07MpVS6xFEODry0ed7yN0fDCHMRpWhPVMY07+VzI9ai3RdRyvcgz97Ob7s5ehlR9bQwGTD2KY3prYDMLTogqLKxychhBCiITt6rYlWUS2Ou4+u67j8ruOOljj6OZffjTvgZp/TzT7n/hO2aVKNRwURscGQokpAEUuUOUIWwBb1giGpPREXPozjm2dpwwEmur/glZnwhysGYrPIZ2UhhIQOQgghRI3SdI2le1cyJ/s7HD4nAL0Te9DC148ffyikoHAzADaLkeF9WjCiTwuiI2Rocm0JFOfjz16BP3s5WvFRdygazRhb98LYbgDGFl1RjPJvIoQQQogjFEXBbrJjN9lpHpl8wv3cfg8lvwsiijwllFSEFEWeEsp9DnyanwOuQxxwHTrhuY5eALty4WtLDLHW2IrH0USZIjHJOhOiFhiatiHiwocp/+ZZWnGI8Y7ZvPkZ3D55EGaTLMIuRGMnoYMQQghRQ3JKc5m59UtySnMBaGZPoqMymFW/aCwuDc4NHGE1Mrp/Ky4f2Qmfx4ffr9VllxsFrfQAvh3Lg0HDodwjGwxGjC17BIOGVj1QTLIgnhBCCCHOjtVowWpMJCki8YT7+AK+Iwteu4uPE1Cc/gLYACbVhN1ow26yYTfaK34GH0cY7dgqHkeY7MHnjbZggGK0YVDlYrE4fYYmrYmc+AjlXz9DC4oYU/IZb89WuPmyQZiMMipHiMZMQgchhBAixMp9Dr7KnseS/BUVUylZaGfoy7aVcXzvCI52iI4wM6Z/K87rmUJUhJlIu5kij6+Oe95waY4i/Nkr8GUvRzuw48gGxYChRTqmdgMwpvZGMcv6GUIIIYSoXSaDiSa2BJrYEk64z5ksgO3TfJR4g0HGmbIYzL8LKuxVAwyjjYijwowoawQme3B0r2icDPEtiLroL5TOeZpkihlZNJP3P4frLx2E0SDBgxCNlYQOQgghRIhousbi/BV8nT0Phz8YLiSrHSjYlMrqMgPgJz7awtgBrTm3e7IMO64huq6Dx4HmKiWQn4U/ezmBfdsAPbiDomBI6Yyx3QBMqX1QrJF12l8hhBBCiFM53QWwPQEPDp8Lp9+J0+fC6Xfh9Dkrfp7geb8Ll98NgCfgxRPwnnI0xfHYjNaqgcXvQoujR1kcfmw32bAarLKIdphTY5OJnvQoJV/+iyR3EcMOzeDjOQrXXDwIVZV/WyEaIwkdhBBCiBDYVbqbmVu+ZHdZxbRJxOPY3pEdhbEAJMbZGD+wNYO6NpM7fqpB1/zorjJ0V2mVP5qrpOL5qj/RA8ecw9CsI8Z2/TG26Ydqj6mDVyGEEEIIUXNURcVmtGEz2oD4MzpW07XKYMLld+E4UVBxnBDDE/AC4PK7cfndHHKfWb8VlKOCipOMsqh43ma0YTGYMBvMmFUzZoMJg2KQ4KKOqdGJxEx6lOIvnqKpu5ChBR/x6dcKl08ciCr/NkI0OhI6CCGEEGeh3OtgTvZ3LN27Eh0dg27Cl9eeg/ktAZXmTSMYP6g1/dISMagSNhxN97mPCg+ODhOqBgiaqwQ8jjNvwGxHjW2GqW1/jG37oUaeeMoCIYQQQojGTFVUIk0RRJoizug4o1ElKtpC3oGDlLodxx9ZcZJRFj7Nj46Ow+fE4XMCJ15I+1T9N6smTAZTZRBR+dNgxqwGfwa3V32u8mfFMSaDqerxFT9NqkmCjVNQo5oQe8lfKfriKRJcBzln7wfM+Vbn4nGD5O9OiEZGQgchhBCiGjRd47e85Xy9Yx5Ovyv43KHmuHZ3BJ+F1s2iuPCcVHp2aNJo7uzRdQ3d4zhmNMLRQcLRIxPwe8+sAUVFsUah2KJ/9ycG1RaFYos56rkoFIOpZl6oEEIIIYSoZDQYibZEYTecWWAB4A34Tjjl08mmg/IFfHgCXvSK6TM1XcMd8OAOeEL98qqoDC+qBBVHwguTwYSlYgRGlQDk6ECjYn/LCc6jKuF9o5IaGU/cpX/l0OyniHXtp1/uB3z3vcLY0QMleBCiEZHQoZqWLVvGO++8w/r163E6naSkpDBmzBhuvfVW7HZ7XXdPCCFEDdpZksPMrV+SW5YHgOaMwrerC1p5HB1axHDhOamkt4lvEB+q9YA/GBq4S9GdwZ+a83CIUPq7bWVwposIGswo9mgUazAsUA+HBvaYYMBgjwlus0ejWCJQwvxLmBBCCCGEOCJ4QT6GWMuZT32p6zoBPYA34MOrefEGfPg0H96KdSkO/x7cXvG75sNXsb8n4K383RvwVZ7Hd/T+AS/+o6bt9GrBbTXJqBgwGcxEmuzEWKKJMUcTa4kJ/m6p+N0c/N1cT2+yUe2xJFz2Vw589hQxrn303PUeCxcqjBgxsK67JoSoJRI6VMMHH3zAP//5T3Rdp1mzZiQnJ7N9+3ZeffVVfvjhBz7++GNiY2PruptCCCFCrMxbzpfZ37Js7yoAdL8RX14HAgUtSW/ThAkTW9OpVVwd9/LkdF0DjxPdU45WuUbC0dMZlVaZ8giv88wbsUQcCQ9s0UdCA1sMii0K9agRCRgtDSKcEUIIIYQQtUtRFIyKEaNqxI6txtoJaIFggKFVBBNHBxqa7xThhbfymKODj+Od5zC/HsDvD66tccB18umm7EbbcYOJYDgRfD7aHIVBNdTY38+JqLZoEi//K/s+fYooVz5dt0/nF1Vn6AWDar0vQojaJ6HDGdq0aRNPPfUUAE8++SSTJ09GURQKCgq44447yMjI4LHHHuPll1+u454KIYQIFU3X+DVvGXO2z8OjBVfG8x9oji+3I73aNGfCmFTaJEfXap90XQevMzidkbs8+LPK7+VVf6/YhscJFcPQT5uiHmdKo8OjEoJBQuXURtYoFIN8vBBCCCGEEA2DQTVgUA1YsdZYG7quVwQQh4MKL2VeByXeUko8pRR7SijxlFLiLaXYU0qJpwSf5q+cbmqvo+CE51ZQiDJHHhVORB931ESkKSLkNwMp1kiaTX6U/FlPEe3Ko9PW6SwzwMDzJHgQoqGTqwJn6JVXXkHTNC6++GKmTJlS+XxSUhLPP/88Y8eO5YcffmDz5s2kpaXVYU+FEEKEQnbxTt7f9DkHvcEP8pojCl9OF/q27MSE61JpkRh5VufXdR3d68JXXI5//wH8zrLfBQeO4wQHwefOeCqjoxktvwsPqq6RcDhIUG3RYLHLtEZCCCGEEELUEEVRKtZ2MAPBtTGanWSJDF3XcfndwTCiMpgorQwmDgcVpd4yNF2j1FtGqbeMXPJOeE6DYqgMJipHShxnFIXNeGbhi2KJIGXKX8md+RRxrlzabX6bNapG73MHn9F5hBDhRUKHM+BwOPj1118BmDx58jHbU1NTGThwIEuWLGHevHkSOgghRBgr8ZTy7rov2erYBASnUgrkdaR/Yj/GX9WGZvFV1+/RdR187lOPOHAHf1K5nwP0AMXV7ajRjGKJRLFGBH9aIo55jPX3z0fIIstCCCGEEEKEKUVRsJts2E02Umh2wv00XaPc5zgyUuIE4US5z0FAD1DoLqLQXXTSti0G8ynXmogxR2E66vuGYrbRYsqj5Mx8miauXbTKfIeNBp1u5wwJ2d+JEKJ+kdDhDGRlZeH1ejGbzXTv3v24+/Tp04clS5awfv36Wu5dwxMIBNA4i7t4RaOlKyo+f3CBMH9AakicGU3TmLVuAStKFqOpfgBiDsUyzNCSvmmR2JSN6BuW4fIcGyqgBU5x9hNTjGawRBwJBywRlcEBvw8VKkOEiOBxQgghhBBCCPE7qqISbY4i2hwFUSfez6/5KfWWHQkkDk/p5C2tEla4A248AS/7nQfZ7zx40rYjTPajRk0Ew4noocPZuvwHWrn2Epn5LhkE6DjgnBC/6hOTawXibJnk5r3TJqHDGdi5cycAKSkpmEzHL7JWrVpV2fdsGI31ZyoLg0Gt8rOmbdq6hre3f4izHv0dCCEaGRWau31cdKCMVp79wFY4CL5THmcMhgLWSNTDQUFFSKBajwoPjnrOGBFNTHwMpaUuAvLhV9Rztf2ZQIizJTUrwonUqwg3UrMNgxEzVnMCiZEJJ93P7fdUWWOi2FNKsbukMqwortjm1/w4fE4cPif5jn1VT9IEIL7ihHNh0dwaeU1ChJqi6/R0J3D7RX+ptTbD+T1WQoczUFJSAkBMTMwJ9zm87fC+1aWqCnFxJ5nAr45ER9tqpR2TCfxqaBcwEkKI02UPaIwsdDLQZ8Yc1QxDYhSqLRKDLfhTtUZhsEWi2o79qRjN1V6ArbbeY4UIBalXEW6kZkU4kXoV4UZqtrGIIPlwYHACuq7j8DopdBVT6CqhyFVMkbuEQmcxhe7g40JnMcWuEnS57CPCiK4o+BV/nVyvDcf3WAkdzoDH4wE44SgHALPZXGXf6tI0ndJS51mdI5QMBpXoaFut3YXbqU1v/pXUgbLyswtvRONkUFUiIq04yt0ENLlrXJy5uMgYLLbIk4YHgYo/vqOfKPcD/jNur7bfY4U4G1KvItxIzYpwIvUqwo3UrDiRKGKJssbS2tr6uNs1XeNg4X4CgTP//lRdcq1AnA2DaiCxSTJFRY7aa7MevsdGR9tOa+SFhA5nwGKxAODznXhyDa/XW2Xfs+H3149iOlogoNVav6zmCKzx9W+0h6j/jEaVuLgIiooc9fK/IxEeAgEd0Gu5zdp7jxXibEm9inAjNSvCidSrCDdSs6I64mMSa7U9uVYgzlZd1U04vseG34RQdeh0pk46nSmYhBBCCCGEEEIIIYQQQoiGSEKHM5CamgpAfn7+CUc77N69u8q+QgghhBBCCCGEEEIIIURjIaHDGejcuTMmkwmv18uGDRuOu8/q1asB6NmzZy32TAghhBBCCCGEEEIIIYSoexI6nIHIyEiGDBkCwKxZs47ZvmvXLpYtWwbAmDFjarVvQgghhBBCCCGEEEIIIURdk9DhDN15550oisKcOXOYOXMmuh5cZHT//v3cd999aJrGiBEjSEtLq+OeCiGEEEIIIYQQQgghhBC1S0KHM9S9e3ceeeQRAB5//HGGDRvGpEmTGD58OBkZGbRp04a///3vddxLIYQQQgghhBBCCCGEEKL2Geu6A+Fo6tSpdOrUienTp7NhwwYOHTpESkoKY8aM4dZbbyUiIqKuuyiEEEIIIYQQQgghhBBC1DpFPzw/kKhXdF1H0+rXP43BoBIIaHXdDSFOi9SrCDdSsyKcSL2KcCM1K8KJ1KsIN1KzIpxIvYpwU99qVlUVFEU55X4SOgghhBBCCCGEEEIIIYQQIiRkTQchhBBCCCGEEEIIIYQQQoSEhA5CCCGEEEIIIYQQQgghhAgJCR2EEEIIIYQQQgghhBBCCBESEjoIIYQQQgghhBBCCCGEECIkJHQQQgghhBBCCCGEEEIIIURISOgghBBCCCGEEEIIIYQQQoiQkNBBCCGEEEIIIYQQQgghhBAhIaGDEEIIIYQQQgghhBBCCCFCQkIHIYQQQgghhBBCCCGEEEKEhIQOQgghhBBCCCGEEEIIIYQICQkdhBBCCCGEEEIIIYQQQggREv/P3n1HR1XtbRz/Tk0lJCEQSCCE3nsXEAEREBBQERF9LVw7FqzYu9erV0XlqijYGyBNVHqVLoQAgdB7CIEQkpA69f0jZiQSWpgwCTyftVwmZ87Z5zmTzUDO7+y9VXQQERERERERERERERGvUNFBRERERERERERERES8QkUHERERERERERERERHxChUdRERERERERERERETEK1R0EBERERERERERERERr1DRQUREREREREREREREvEJFBxERERERERERERER8QoVHURERERERERERERExCtUdBAREREREREREREREa9Q0UFERERERERERERERLxCRQcREREREREREREREfEKFR1ERERERERERERERMQrVHQQERERERERERERERGvUNFBRERERERERERERES8QkUHERERERERERERERHxChUdRERERERERERERETEK1R0EBERERERERERERERr1DRQUREREREREREREREvEJFBxERERERERERERER8QoVHURERERERERERERExCtUdBAREREREREREREREa9Q0UFEREREVvQFWAABAABJREFURKQMmzp1Kg0aNKBHjx6+jiIiIiIiclZmXwcQEREREblUnDhxgg4dOuB0OnnqqacYMWJEsfvt2rWLa6+9FoDo6GgWLlx42jZHjBjBsmXLaNmyJRMnTiyV3Gfz0UcfATB48GCqV69e4nYaNGhwyjaDwUBQUBAxMTF06tSJW2+9laioqDO2s2/fPn7++WdWrFhBUlISWVlZVKxYkRo1atClSxeGDBlCZGTkOedasmQJ99xzDwDVqlVj4cKFGI0X9nzW6NGjmTZtWpFtRqORwMBAKlSoQI0aNWjUqBFdunShS5cuF3y+smj16tWsWbOG6Ohorr/+el/HEREREZGL5NL7l62IiIiIiI9UqFCBRo0aAbBmzZrT7rd69WrP10lJSRw8eLDY/RwOB3FxcQB07NjRi0nPz9ixYxk7dixJSUleaS8wMJCIiAgiIiIIDQ0lKyuLLVu2MGHCBPr168eSJUuKPc7pdPKf//yHa6+9ls8++4yEhAQyMzMJDAwkLS2N9evX89FHH9G7d28mTJhwznmmTJni+To5OZnly5df8DUWMhqNnmsNDw/H5XKRnJzMmjVr+Prrr7n77rvp0aMHc+bMOW0bFSpUoFatWtSoUcNruS6GNWvWMHbs2FOKLyIiIiJyaVPRQURERETEizp06ADA2rVrcTqdxe5TWJCoXLlyke//adOmTeTk5BRp91Jw1113sXz5cpYvX86qVatYt24dr7zyCkFBQeTk5PDoo4+Smppa5BiXy8VDDz3EF198gcPhoGvXrnz33Xds2rSJNWvWsGHDBsaPH0+rVq3Izc3l7bff5vXXXz9rlrS0NBYuXIjJZGLYsGEA/Pzzz1671mrVqnmudfny5axfv55Nmzbx888/89BDDxEREUFycjIPP/ww7733XrFt9OrVi9mzZ/P11197LZeIiIiISGlR0UFERERExIsKiwNZWVls3ry52H3+/PNPAM/0SyePfDhZ4XaLxULr1q29HbXMCA4O5uabb+aZZ54BICcnh6lTpxbZ5+OPP2bBggUA3HPPPYwfP5527dphMpkAsFqtdO3alR9++IFBgwYB8O233zJ9+vQznnvGjBnY7XauuOIK/vWvf2EwGFiwYAHHjx/37kWexGq10qxZM0aOHMmvv/7q6TPjxo1j5syZpXZeEREREZGLQUUHEREREREvatu2LWZzwdJpxY1g2LVrF6mpqdSqVcuzrkNhEeKfCo9v0aIF/v7+RV7Lysris88+Y+jQobRv356mTZvSrVs3Ro0axfr160+bLyMjgw8++IDBgwfTunVrmjZtSufOnRkwYAAvvvgiK1eu9Ow7evToIusw/N///R8NGjTw/OfthY2vu+46z9oGCQkJnu3Hjh3j888/BwqKOo899thp2zAajbz22mvUqVMHgPfeew+bzXba/QtHNRSuV9GuXTvsdju//PLLBV/PuQgLC2Ps2LGeNSjGjBmD3W4vss+ZFpL+6KOPaNCgAbfddhsAc+bM4a677qJTp040bNjQsx5HobS0NN5//30GDRpEmzZtaNasGT179uTZZ59lx44dZ8zqcrn4/fffeeCBB+jatStNmzalY8eOXH/99bzzzjts374dgIMHD9KgQQPGjh0LFPTjk/tNgwYNTikqiYiIiMilQ0UHEREREREvCgoKomnTpkDxRYfC0Qvt27cnMjKSmjVrkpSUxIEDB4rsZ7fbPcWDf06tlJiYSL9+/Xj33XeJj48nKysLq9XK4cOH+f333xk2bBjjxo075dyHDx9m0KBBfPzxx2zZsoXc3FwCAwM5fvw427dvZ+LEiXz88cee/YODg4mIiPB8X7FiRc/6BBEREYSFhZXwXSqen58foaGhQEFRpdCUKVPIy8sDYOTIkRgMhjO2Y7VaPQtDp6SkMH/+/GL3i4+PZ+fOnQQHB3P11VcDeEZJeHOKpbMJCQnh9ttvBwpu2K9du7ZE7bz11ls8/PDDrFixAqfTecri1CtWrKB37958+umnJCYmkp+fj9ls5uDBg0yZMoXBgwefdmRIWloa//d//8eoUaNYsGABR44cISAggPz8fDZv3sz48eMZM2YMACaTiYiICAIDA4GCkTon95uIiIhTimgiIiIicukw+zqAiIiIiMilpkOHDsTHx3vWdSicAgj+LkS0b98egHbt2rFv3z5Wr15dZKHgjRs3Fruew5EjRxgxYgTHjh3jmmuu4d5776VBgwZYLBaOHTvGd999x2effcZ7771HnTp1PDfToeCp+EOHDhEdHc0bb7xB+/btMZlMOJ1ODh8+zNKlS4ssFv3888/z/PPPe0Y7fPTRR6W6tkROTo5nWqOKFSt6thcWakJDQz3v29lcffXVGAwG3G43q1ev9owqOVlhYaFPnz74+fkB0Lt3b1577TW2b9/Oxo0bad68+QVd07m66qqrePvtt4GCkS+dOnU6r+MTEhJYs2YNd999N3fddRfh4eHYbDaOHj0KwLZt27j//vvJy8vjpptu4o477iA2NhaTycShQ4f4/PPP+eGHH3juueeoU6cOzZo187TtcDh48MEHiYuLw2q18vDDD3PDDTcQHh4OFBR2Fi9e7Ok7hetYfPTRR4wdO5ZWrVrx7bffeuNtEhEREZFyQCMdRERERES8rPDGfHZ29inrOhROpdSuXbsi///nqIjC7/38/GjVqpVn+5gxYzh27Bj9+/fno48+omnTplgsFgAqVarEI488wpNPPglwytQ6hSMnHnvsMTp16uQphphMJqKjoxk2bBhPPPHEBV59yf3444+43W6gYEqpQoXT/jRu3Pic2woODvYUcYqbNignJ4fff/8dKJha6eTjCgs1U6ZMOc8rKLnatWt7fo779+8/7+NzcnK48847eeKJJzzFAKvVSnR0NABvvvkmeXl53HvvvZ7ppwp//lFRUbz00kvcdtttOBwOPvnkkyJtT5s2jbi4OAwGA2PHjuXuu+/2nAMgMjKSoUOHnnHaKxERERG5fKjoICIiIiLiZa1bt/bcQF61apVn+86dO0lNTSU2NtYzh3/hk/v/LDoUPt3fsmVLrFYrAPn5+fz6668A3H333ac9/8CBAwHYunUrqampnu0hISEAnqffywKn08m+ffsYO3asZ3qe0NDQIoWA9PR0z/bzUTj9U+HxJ5s1axbZ2dlUr16dNm3aFHmt8Ny//fabZ1qn0mYwGDyjOzIyMs77eKPReNo+cfDgQVatWoXZbOauu+46bRuFU0utXLkSp9Pp2V5YfOnWrRvdunU772wiIiIicnnR9EoiIiIiIl4WEBBAs2bNiIuLY82aNZ71BQoLCYWjG6DgKfPo6GiSkpLYv38/MTEx2Gw24uPjgaJTKyUkJJCfnw/AiBEjzinLoUOHPOsyXHXVVaxfv553332X3bt306tXL1q3bk1wcPAFX/P5GDt2rGeR4X8KDw/no48+KjK9UmkovJE+cODAU9aI6NSpE5GRkaSkpDB79mzPzfiyLCYmhkqVKhX7WlxcHFCwEHS/fv1O20ZhoSEnJ4f09HQqVaqEw+HwLOrdvXt3L6cWERERkUuRig4iIiIiIqWgQ4cOxMXFsW7dOhwOB2az+ZT1HAq1b9+eadOmsXr1amJiYti4cSO5ubkAdOzY0bPfkSNHPF+fPILhTArbgYJCxdatW5k1axaTJk1i0qRJGAwG6tWrR5cuXRgyZAi1a9cu8TWfq8DAQM8iwwaDgaCgIKpXr06nTp244YYbTlmgOjQ0lJSUlGJHLJxJ4foQ/xwhsXv3btatWwdQbEHBaDQycOBAPvvsM6ZMmXJRig5ut5vMzEzg/Ed0AKctOMDf/cblcp13v0lPT8dutwMFBTIRERERkbNR0UFEREREpBR06NCBTz75hJycHBISEmjZsqVnPYd/Fh3atWvnKToMGTLEMyIiMDCwyELGLpfL8/XGjRs9ix+fK4vFwpgxY7jvvvuYO3cu69atY+PGjWzfvp3t27fz9ddf88QTT5xxCh5vuOuuu3jooYfOef+6deuSkpLCli1bzvmYrKwsDhw44Dn+ZCev1dCrV68ztvPnn396RqCUpt27d2Oz2QBKdK6TFyv/p8J+ExERwfLly8+r3X+OAhERERERORut6SAiIiIiUgpat27tWYthzZo17Ny5k2PHjhETE0PVqlWL7PvPdR0K/3/y2hCAZ5okgKSkpBJna9iwIQ8//DBff/01f/75J1999RXt2rXD6XTy9ttvs3Xr1hK3XRoKR3ukp6d7CjJnM2/ePM+i1CePFnE4HMyYMeOcz+12uy/KgtKLFy/2fP3PotSFKuw3x48fJycn57yOrVixoqcPHjp0yKu5REREROTSpKKDiIiIiEgp8PPzo2XLlkDBWg7FredQqEaNGlStWpWUlBS2b99e7HoOAM2aNfPcAF60aJFXcprNZjp16sS4ceOwWq243W5WrFhRZJ/Cp90Lb+JfbNdff71nVMf//ve/s+aw2Wx8/vnnAFSpUoWrr77a89rixYs5evQoFouFpUuXEhcXd9r/Ro8eDcC0adOKLKzsbZmZmXzzzTdAwSiHfy5sfaFat24NFKzZsHTp0vM61mw206xZM+D8+5yv+42IiIiI+IaKDiIiIiIipaSwaBAXF8fKlSuB0z/FXliM+Pzzz8nLyytyfKHAwEAGDBjg2e9sT57/cw2Ewul7imO1Wj1T9BiNRX9NKFxo+sSJE2c8X2mJiIjgX//6F1BQwHn//fdPu6/L5eLFF19k165dADz22GOeEScAP//8M1Aw+iEyMpKgoKDT/nfttddiNBpJSUlh2bJlpXJt6enpPPTQQxw+fBiAUaNGYTZ7dxbc2NhYT797//33z/pz/Ge/ufHGGwFYsmQJS5YsOefzFvabwrUqREREROTyoKKDiIiIiEgpKSwa5OTksHDhQuD0RYfC7b/99hsAQUFBNGnS5JT9Ro0aRZUqVTh+/DhDhw5l+vTpZGVleV5PS0tjzpw5PPjggzz++ONFju3evTvvvvsu8fHxRQoQ+/bt44knniA3Nxej0UiXLl2KHFevXj0AZs6cWWRh6otp5MiRdO/eHYBx48Zx9913s3btWs8IBLvdzrJlyxg+fDjTpk0D4JZbbmHw4MGeNo4cOeJ50r9v375nPWdkZKRnlEBhscIb7HY7CQkJjB07ln79+rFq1SoA7r//fq699lqvnedkL7zwAoGBgezdu5ebbrqJ+fPnk5+f73k9JSWF6dOnc/vtt/Pf//63yLEDBw6kTZs2uN1uHnroIcaPH09aWlqRY7/66iveeeedIsfVr18fgJ07dxIXF1cq1yUiIiIiZY8WkhYRERERKSUtWrTA39+fvLw8nE4n1atXJyoqqth9C0c6FN5Eb9u2bbFPvFepUoWvvvqKBx54gL179/L0009jNBoJCQnBZrMVmbP/iiuuKHJsamoqn332GZ999hlGo5EKFSqQl5fnuflsMBh4+umnT1l4+eabbyYuLo45c+awcOFCwsPDMZvNREZG8uOPP5b8DToPRqORsWPH8s477/Ddd9+xdOlSli5dislkokKFCmRmZnoWTPbz82PkyJHcc889RdqYPn06TqcTi8VSZMqlM+nTpw9r165l0aJFpKWlER4efl65k5OT6dy5s+f7vLw8srOzi0w5FBUVxXPPPXfOmUqifv36jB8/nkceeYTdu3fz4IMPet67vLw8z+gaKJju62Rms5mxY8fy0EMPsXbtWt555x3++9//UqFCBRwOh6fP9ezZs8hx7du3p1atWuzZs4dhw4ZRsWJFz+iHp556ij59+pTa9YqIiIiI76joICIiIiJSSqxWK61atTrr1EoAtWrVonLlyhw9ehQ4dWqlk9WpU4eZM2cybdo05s6dS2JiIhkZGVgsFmrWrEmjRo3o3LkzvXv3LnLcF198werVq1m3bh3JycmkpqYCULNmTdq0acPw4cNp2rTpKecbOHAgABMnTmT79u0cPXrUc4P/YjKbzTzzzDMMGzaMyZMns3LlSpKSksjOziY0NJSaNWvSuXNnbrrpJiIjI085vnBB6E6dOlGxYsVzOmfv3r158803sdvtzJgxgzvvvPO8MrtcLs/7bDAYCAwMJDIykho1atC4cWO6du1K586dT5nSqjS0adOG2bNnM2nSJBYuXMiOHTs4ceIEfn5+1KlThyZNmnDllVeeUjwACA8P59tvv+XXX39l5syZbN68mczMTEJCQqhVqxadO3f29JNCZrOZr7/+mo8++oiVK1eSkpJCRkYGwHkvaC0iIiIi5YfBrVW9RERERERERERERETEC7Smg4iIiIiIiIiIiIiIeIWKDiIiIiIiIiIiIiIi4hUqOoiIiIiIiIiIiIiIiFeo6CAiIiIiIiIiIiIiIl6hooOIiIiIiIiIiIiIiHiFig4iIiIiIiIiIiIiIuIVZl8HkOK53W5cLrevYxRhNBrKXCaR01F/lfJGfVbKE/VXKW/UZ6U8UX+V8kZ9VsoT9Vcpb8panzUaDRgMhrPup6JDGeVyuUlLy/Z1DA+z2UhYWBCZmTk4HC5fxxE5I/VXKW/UZ6U8UX+V8kZ9VsoT9Vcpb9RnpTxRf5Xypiz22fDwIEymsxcdNL2SiIiIiIiIiIiIiIh4hYoOIiIiIiIiIiIiIiLiFSo6iIiIiIiIiIiIiIiIV6joICIiIiIiIiIiIiIiXqGig4iIiIiIiIiIiIiIeIWKDiIiIiIiIiIiIiIi4hUqOoiIiIiIiIiIiIiIiFeYfR1ARERERERERETOjdvtxuV243Lx1/8Lvne7IdDfjNFg8HVEERG5zKnoICIiIiIiIiKXrBM5NhL3HcfucOEsvEHvcuNyU/C9y33SjXz3X/v8dXPf870bd+FNfnfBNvdf2wvb8Xz/1/Eul+uv/7s9x7lcJxULPN8XX0T4ux33KcWF06lfvSJP3dIao1GFBxER8R0VHURERERERETkkpNvczJ37QFmr95Hbr7T13Euiu0HM1gSn0T31tV9HUXKGKfTgcvl8nUMn3K5DOTlmbDZ8nE6z1C9EykjSrPPGo1GTKbSKw2o6CAiIiIiIiIilwyny8UfG5OZsWwPGVk2AKpVCiSiYgBGAxiNBowGQ8H/jYaCbUW+L/jPYATTSfsaDAX7mk7az2AwnPQ9GP7aXnicwYinPZPR4HndaATTye2edJzhPDIajX9vX7w+iR/m72Dq0t20bViFCoFWH/8kpCzIzc0mOzsTh8Pm6yhlQmqq8bIvvkj5Upp91my2EhQUQkBAkPfb9nqLIiIiIiIiIiIXmdvtJm57KlOW7OJwWg4AERX9ub5bbdo3irzk1zro3jqaPzYmc+BIFlOW7OKOvo18HUl8LDc3m4yMVKzWAEJDK2MymYBL+8/B2ZhMBo1ykHKldPqsG6fTSU5OFhkZqQBeLzyo6CAiIiIiIiIi5dr2A+lMXrSTXYcyAQgOsDCgcyxXtYzGYjb6ON3FYTIaufWa+vz7uzj+2JDMlS2iqR0V4utY4kPZ2ZlYrQGEhVXGcIkX3c6V2WzE4dBIByk/SqvPWizg5xfA8eNHyc7OVNFBRERERERERAQg6WgWU5bsJn5nwZOaVouR3u1i6NMhhgC/y++WR73qoVzRtCorEg7z3dxtPH9720t+hIcUz+l04HDYCA1VwUFEimcwGAgMDCI9PRWn0+HVNR4uv7+BRURERERERKRcS8vMY/ofe1iekIzbXbCuwZUto7iucyyhwX6+judTQ66qw/odR9l7+AR/bDhEt5bRvo4kPlA4B3zBlEoiIsUrLDS4XC68+XGhooOIiIiIiIiIlAvZeXZ+X7mP+esOYv9ruok2DSpzQ7c6VA0P9HG6sqFisB8Du9TmpwU7mLJkN20aVCE4wOLrWOIzGuUgImdSOp8RKjqIiIiIiIiISJlmdziZv+4gv63YR06+A4D6NUIZclUd6kRX9HG6sqdnm2j+2HiIpKPZTF26m//r3cDXkURE5DKiooOIiIiIiIiIlEkul5sVCYeZvmw3aZn5AERXDuLGbnVoXqeS5qo/DZPRyK296vOfH9azZH0SV7aoRmxVLSotIiIXh4oOIiIiIiIiIlKmuN1uNuw6xpTFu0hKzQYgPMSPwV1r06lJVYxGFRvOpkFMGB0bR7JqSwrfzd3Os7e10aLSIiJyUajoICIiIiIiIiJlxq6kDCYv3sX2A+kABPmb6dcplp5torGYtSju+RjSvS7rd6ay+1Amyzcm07VFlK8jiYjIZcDo6wAiIiIiIiIiIsnHsvnf1E288e06th9Ix2I20rdjDG/d14k+HWJUcCiBsAp+DOxcC4DJi3eRnWf3cSIRuZj27NnNs88+Sf/+V9O1azu6dGnLpEk/+DpWmTJy5D106dKWuLi1RbZPmDCOLl3aMmHCOB8lK9800kFEREREREREfCY9K59flu1h6YZkXG43BgN0blaNQV1qER7i7+t45d7VbauzbFMyh1KzmbZ0N7deo0WlRS4H6enpjBx5NxkZGYSGhtK4cVOMRiMREVV8He20kpMP8fvvM6lQoQI33XSLr+OUC0uXLmbHjm20atWG1q3b+jqOh4oOIiIiIiIiInLR5eY7mLV6P3P/3I/N7gKgZd0IbuhWm+jKwT5Od+kwm4wM71Wfd35cz6L1SVzZIoqYyAq+jiUipWzBgjlkZGTQsGFjPv54PFar1deRzio5+RBffvk5VatW83nRITQ0lJiYmoSGhvo0x9n88cdiZs36FUBFBxERERERERG5PNkdLhavT2Lmir1k5RZM91MnOoQhV9Wlfo1Q34a7RDWqGUb7RlVYk3iE7+ZuZ/StrbWotMglbs+ePUDBjejyUHAoa264YSg33DDU1zHKLRUdRERERERERKTUudxu1mxJYerS3aRm5AFQNTyQG6+qQ6t6ERh0E7xU3dS9Lht2HmNnUgYrEw7TuVk1X0cSkVJks+UD4Ofn5+Mkcjm6ZIoOS5YsYfLkycTHx5Oenk7FihWpUaMGHTp04KGHHsJsLnqpdrudr7/+ml9++YX9+/djsVho2LAht912G9dcc80Zz7VlyxY+++wz/vzzTzIzM6lSpQrdu3fngQceIDw8vDQvU0RERERERKTcSdhzjJ8X7WL/kSwAKgZbGdSlFl2aV8NkNPo43eUhPMSf6zrHMnnxLiYv2kmrehEE+lt8HUukTLjxxgEcPpzMhx9+SnBwMF9+OZ5Nm+LJycklJqYm1103mEGDbsBYzOfVjh3b+OGHb4mPjyM9/TiBgYE0bNiEwYNvoEuXbqfs73Q6WblyGcuWLWXLlgSOHj1Kfn4elSpVpm3bdgwffjvVq9co8bVMmDCOL7/83PP9l19+7vm+atVq/PzzzFOuuUKFEL755gs2bFhPevpxRo581DO9UXZ2FhMn/sCSJYtISjqAwWAgOroG3bp1Z+jQWwgMDDrj+1mlSiQTJoxj3bo/yco6QbVqUfTrdx0333xrkfdz5Mh7iI+PA+Dw4WS6dCk6VdCyZUUXej4fBw7sZ/z4T1m3bg05OblERUXTt28/br751tMeU/g+3nnn3YwYca9ne1zcWh5++D7Pe/nrr9OZMWMa+/btJScnm1mzFlGhQsEUdunp6Uyc+D3Lly8lOfkQbreb6tVj6NmzF0OGDMPfv/h1i3Jyspk6dTJLly5m//692Gx2IiIiaNCgEb1796VLl24kJx9iyJDrPMec/HMG6Nu3P88993KJ37MLVe6LDg6Hg2eeeYZffvkFgGrVqtGwYUPS09NJSEhg/fr13HPPPUWKDvn5+dx5552sW7cOk8lE3bp1yc3NZc2aNaxZs4a7776bJ554otjzzZ07l8ceewy73U6lSpWoV68ee/bs4dtvv2X27Nn8+OOP1KhR8g8GERERERERkUvF3sOZ/Lx4F1v2HgcgwM9E3w416dWuBn4Wk4/TXX56tavBsk3JJB/LYfofe7ilV31fRxIpUxISNvLVVxMwGg3UrFmLjIx0du7cznvv/YeNG+N56aXXi4zKmj37N/7971dxOp0EBwdTp049UlOPsnr1ClavXsH11w/hsceeLnKOY8dSGT36cQwGA2Fh4VStWhWn08nhw4eZOXM6CxbM4733xtK0abMSXUNkZFWaNWvBwYMHOH48jSpVIomMrApApUoRp+y/YcN6vv32S4xGIzVr1iIwMBAouMbDhw/z6KMPcPDgfoxGI7Vq1QZg9+6d7Ny5nXnzZjNmzMdUqRJZbJYdO7bxzDOP43A4iI2tjdlsZt++vXz88YccPpxc5L2pU6cumZkZ7N69C6vVSoMGjUp0/f+UmLiZRx55gJycbKxWP2rVqk1mZiaffPIRCQmbLqjt//73LaZP/5nKlatQs2ZNkpKSPK9t2ZLAU0+NIj39OBaLhaioaJxOF3v27GLcuO0sWjSfMWM+ISQkpEib+/bt5YknHiE5uaCt6tVrEBQUTEpKMosWzScxcTNdunTDarWe9ucMUKNGzAVd24Uq90WHl19+mV9++YVmzZrx6quv0rhxY89rubm5rFix4pR5y9555x3WrVtH9erV+fzzz6ldu+APzIIFC3j00Uf5/PPPad26NT169ChyXEpKCk899RR2u50HHniABx98ELPZzIkTJxg1ahR//PEHjz76KD///LOGhYqIiIiIiMhl68jxHKYu3c2axCMAmE0GerSuTr9ONakQqLnFfcVsMnJLr/q8+1M8C+IO0rVFFDWqaNHuy5Xb7fYs4l7eWC3GUrn39sUXn9G5c1eeeeYlgoML/mwsXbqYl19+jvnz59C6dVuuu24wALt37+I//3kdp9PJ0KHDuffeBz33IGfN+pW33nqNqVMn06BBI/r1+/uJ9MDAIJ555kWuuKIrYWFhnu12u51ff53BmDHv8OabL/P99yW7v9i//0D69x/IG2+8zKxZv9Kv33VFntT/p6++Gk+fPv149NEnCQgIACA/v2AKvFdeeY6DB/dTt2593njjbaKjqwMFIweeffYJ9uzZzauvvsDYsZ8V2/Ynn3xE3779eeihx/4qZsCCBfN4+eVnmTbtZ2688WZiYmoCMGrUU55RBOHhlfjkkwnnfe3/lJ+fz0svPUtOTjZXXNGF559/1XOTf+XKZbzwwmgcDkeJ2j569AizZs3kjTfeplu3gnvIdrsdk8nE8eNpjB79OOnpxxk27DbuvPNfnhEhycmHePXV59m0aSNjxrzDiy++5mkzNzeXp556lOTkJJo1a84zz7xI7dq1cTgK/pzu37+XP/5YAhQUkD75ZMI5/5wvtnJddFi1ahWTJ08mOjqar776yvNhUCggIICePXsW2ZaamspPP/0EwBtvvOEpOAD07NmTf/3rX3z88ceMHTv2lKLD+PHjyc3NpV27djzyyCOe7RUqVODdd9+lZ8+eJCQksGjRolOOFREREREREbnUZWbbmLliL4vXJ+F0uTEAHZtEMrhrbSJCA3wdT4AmseG0bVCZtduO8t3cbYwe3loPTl6G3G43//4ujp1JGb6OUiJ1q1fkmVLou8HBFXjxxdfw8/t72psrr7yK4cP/jy+//JzvvvuKAQMGYTAY+Omn77Db7TRt2pyHHhpVpJ2+ffuza9dOfvrpO77+ekKRokNwcHCR7wtZLBYGD76RTZs2MHfuLLZs2UyTJk29en3FiY2tzVNPPYfJ9PfoMz8/f9avX8emTRswGo288sqbnoIDFDxF//LLb3LHHcOIj48jPj6Oli1bn9J2jRoxPPHEM0Xa7tmzF/PmzWLZsqWsWrXcU3QoDQsXzuPQoSSCgoJ48cXXi9w77tSpC3fc8S8+/XRsidp2Op3ce+9IT8EBCn6GAD/++B1pacfo06cfDz74SJHjqlWL4rXX/sOwYTcwf/4c7rtvpGekyC+/TCUp6SBVqkTy7rsfnTJ1VUxMLMOHx5Yo78VWridO/PLLLwG46667Tik4nM7ChQux2+3ExsbSsWPHU16/+eabAdi8eTP79+8v8tqcOXMAuOmmm045rmLFivTp0weAWbNmnftFiIiIiIiIiJRzeTYHvyzbw9PjVrJg3UGcLjdNa4fz0p3tuHtAExUcypibe9bDajGy42AGqzan+DqO+IpqTafo339gkYJDoeuvL7gXeOhQEgcO7ANg1aoVAAwZMqzYtgrXCzh0KIn9+/ed8npCwkY+/vhDRo9+jJEj7+H++0dw//0jPOsa7Nix9cIv6Bz07n1tkaJAocLra9++IzVrxp7yep06dWnXrgMAq1evLLbtAQMGFdt2kyYFU0clJR0saexzsmrVcgD69OlX7L3jQYNuPGUd4PPRt2//YrcvXrwAwDMq5p8iIirTqFFjXC4X8fHrPduXLFkEwODBQ4pdK6M8KbcjHfLz81m+vKDjdOrUiZ07dzJx4kR27SqY96tRo0bceOONREdHFzkuPj4egDZt2hTbbmRkJNWrV+fgwYPEx8cTE1Mw/1VycjIpKQV/Ebdr167YY9u2bcvkyZPZsGGDNy5RREREREREpExzOF38seEQM5bvJTPbBkDNqhW46ao6NIoN93E6OZ3wEH8GXBHLlCW7mbRoJy3rRRDgV25vEUkJGAwGnhneWtMr/UNsbK1it4eFhREaGkZ6+nH2799HeHgEaWnHAKhdu06xx0RERFCxYkUyMjLYv3+v54l+h8PBG2+8zLx5s8+YJSPj4oxCOd01FxZKTnd9Ba/VZc2aVezbt7fY16tXL35dgbCwgr8fcnNzzyPp+du3r+AaYmNrF/t6cHAwlStXITn50Hm3HRoaWmR6rEK5ubkcOlSwHsPYsWOKLbpAwRRVAEeP/l343bt3D0CJ1/MoS8rt3yhbt27FbrcDsG7dOl599VXP9wCLFi1i/Pjx/Pvf/6Z//7+rTnv37gXwFBOKExMTw8GDB9mzZ88px1ksFqpWrVrscYULSB84cAC73e4ZUlNSZnPZGYhiMhmL/F+kLFN/lfJGfVbKE/VXKW/UZ6U8KU/91e1282fiESYv2knK8YKbRlXCAhjSvS7tGlXBqOl6yrxrO8WybNNhUtJy+GXFXoaXYFHp8tRnLzcu19n/DBoMBvysl8+C7oUfSwYDuN3F71N4M7w44eHhpKcfJycnh5yc7CLbT39MJTIyMsjJyfFs++GHb5g3bzahoaHcd99IWrVqS0REhGeExfjxn/LVV+NLvNbA+fL3P3VkB+DJHBZW6bTHhodX+mvf7GJfP13bRmPBZ4b7dD8IL8nNLbyGU4sDhcLCwktUdPD3L34EX1bWCc/XW7YknLWdvLw8z9fZ2VkAnlEZ59JnvcVkMnj1XnS5LTocPXrU83XhAtLPP/88DRs2JDk5mffff59Zs2YxevRoateu7VlgurBKWLFixdO2XfhaZmamZ1t6errntdNVUkNDQwFwuVxkZWWdsUOfjdFoICys7A2jCQnRkFgpP9RfpbxRn5XyRP1Vyhv1WSlPynp/3bQzla9+28z2/ekAhAb7cXOv+lzTMRZLGXp4Ts7ugRta8NLnK5n35wEGdK1DzWohJWqnrPfZy1FenonUVKPXbyReCs5UJMvMPH7a9+v48TSg4IZwSEjwScekU6lS8YWHtLS/jylsd86c3wF44YVX6Ny56ynHnDhRcO/SaLywn13h/cuztWMyGYt9PTi44L5kenraaY9PTy+4vqCgoGL3OV3bRqPBk/Hk10/+2Xij3xYuXp2RkX7Wn+s/sxZm/Of7d7aMFSr8fT931qwF53V/OCgomMzMDHJzc057zn8615/z6bhcBoxGIxUrBp62SFQS5bbokJ39dwXN39+fzz//3FMsqFmzJu+99x579+4lMTGRTz/9lA8//BAomJYJOOMohMKV5k+uNJ3PcSfvX1Iul5vMzJyz73iRmExGQkICyMzMxeksn0Pv5PKh/irljfqslCfqr1LeqM9KeVLW++v+lBNMWriTjbsKphTxs5i4tlNN+nSIIcDPTNaJ0p0mQ7yvVmQQbRpUZt22o4ydtJ5nbmtzXlPWlPU+ezmz2fJxuVw4nW4cDv1soOBpcZPJiNPpOu1T47t27S72/UpPT+f48eMAVK9eA3//IMLDK5GWdozt23dQo0bsKcekpqaSkZH+1zExnnYLp95p1qxlsefatGkTUHBv8EJ+doWjCM7WjtPpKvb1wqmRdu3aedrjd+7cCRQscFzcPqdr2+VyezKe/HrhdsAr/TYmpiY7dmxn9+5dxbaXnZ3F0aNHis1amOWf79/Jn3XFtenvH0SVKpEcOZLCjh07aN267TnnrV27DvHxcWzYsIHmzVudU589OW9J3jOn043L5SIjI4fcXOdZ9w8JCTin0W3ltujg5+fn+Xrw4MGnjFwwGo3ccccdPP300yxbtgyXy4XRaPQcd/JUTP9ksxXMQ3lyded8jvtnvpIqi38pnO7DQqQsUn+V8kZ9VsoT9Vcpb9RnpTwpa/01NSOX6X/sYWXCYdyAyWigW8soBnSuRcWggofvylJeOT9Du9dl465jbN2fzvJNyXRsXPyU0mdS1vqsFNxIlKIKb9qe6ebtb7/9wp133n3Kfb2pUycBUK1aNDVqFKzN0LHjFfz++0wmT/6Rnj17ndLWpEnfAxAdXd2zngOAn58/drud1NRUYmKKznKybt2fbN9+cRaQPpuOHa/g+++/9qzZ8M/FpHfv3sWff67y7OsNhe/7hT7MXahDhytYsGAec+b8zj33PEBQUNHFpKdPn1Iq01h1796TiRN/4Kefvj+vosOVV3YnPj6O6dN/5oYbbvKM1DhTn7VavfOeebtAWW7HV51cZKhTp/gFTWrXLlgkJDs72zM9UkhIwVDBMy3GUvha4b4nny8jI+O0840VnsNoNBa7IrqIiIiIiIhIeZGVa+enBTt49rNVrPir4NCuYRVev7sDt17TwFNwkPItIjSAfp0KbohOWriT3PyLM4+8SFl04kQmr7/+kmdufYBly5by/fdfAzB8+P95RgPdfPOtWCwWEhI28r//fVDkQeW5c2cxadKPANx++4gi52jZshUAH374LidO/D3/f1zcWl566VnPTWRfa9WqDc2bt8TlcvHyy8+SlHTQ81pS0kFeeeU53G43LVu2pkWLVl45Z1RUdaBgyqPCRZUvRM+evahWLYqsrCxeffWFIu/3qlUr+OqrCZjN3n8mf/jw2wkPr8SKFX/w+usvkZqaWuR1u93OmjWreP75p4tsHzBgENWr1yAl5TBPPPGwZzHvQvv37/X0xULR0QXvWULCxou2Dsi5KLcjHQoLCnD6KY9Orkq6XAWVmtjYWOLi4jyrlxdn//79nn0LFX5tt9tJTk4mKirqlOMOHDgAQPXq1S94EWkRERERERERX8i3O5m/9gC/r9rvuQHdMCaUId3rUquEc/5L2da3QwwrNh3mSHouM1fs5abudX0dScQn7rrrHr76agIDB/YhNrY2GRnpnkWGe/ToxcCB13v2rV27Dk899RxvvfUaP/74LTNnTqdGjRqkpqZ6puwZPHgI1147oMg5Roy4j7Vr17Bq1Qquv/5aatSI4cSJLJKTk6hTpy59+vTjp5++u3gXfQYvvvg6jz56Pzt2bGfYsOupVasO4GbPnt24XC5q1IjhxRdf89r5QkNDadeuA3/+uZq77rqV2rXreGaiGTv2s/Nuz8/Pn5deeoNRox5k+fI/GDSoD7Vq1SEzM4NDh5Lo2vUqTpzIJD4+zmvXAAULbP/3vx8wevTjzJ79G3PnzqJ69RpUqBBCdnYWSUkHi51NJyAggLfeeo8nnniYjRvjueWWG6hRI4agoGAOH04mPf04VatWY/jw2z3HXHnlVXz++cds3BjPDTf0JyoqGpPJRIcOV3DbbXd49brOR7kd6RAZGUl0dDTw983+fyrc7ufn51nkuWXLlgDExRXfmVJSUjh48GCRfQGioqKoUqUKAGvXri322MLtJx8nIiIiIiIiUh44XS6WbjjEs5+tYsqS3eTmO6hRJZjHbmrBk8NaqeBwCbOYTQy7uh4A8/48wKHU7LMcIXJpatq0OZ9+OoF27TqSnJzEsWOp1KlTl1GjnuTll984Zc2Tvn37M378N/Tq1Qd/f3927NhOfn4+7dt35N///i+PP/70KeeoV68+n3wygSuu6IrJZGLv3r2YzSZuvfUOPvnkCwICys7C7FWrVmXChG+58867iY2tRVLSAZKSDlKrVm1GjLiXCRO+pUqVSK+e88UXX2fAgEGEhoayY8c24uPjLqgo0LRpMyZM+IYePXrh7+/P7t27sFr9uO++kbz++n+8mLyo+vUb8s03E7n33pE0atSEtLQ0tm7dwrFjx6hXrwF33PEvvvji1OJSbGwtvv76R/71r/uoX78hx46lsmfPLoKCgujZsxePPVa0T0VHV+ftt8fQpk078vPzSUjYSHx8HPv37y21azsXBvfp5goqB9555x3Gjx9P9erVmTNnzinDYe677z4WLVpEly5dmDBhAlCwiMtVV12F3W7n66+/pmPHjkWO+eCDD/j4449p3Lgx06ZNK/La66+/zrfffku7du347ruinSIjI4OePXty4sQJPv74Y3r27HlB1+Z0ukhLKzt/yZvNRsLCgjh+PFvzNEqZp/4q5Y36rJQn6q9S3qjPSnniq/7qdruJ35HKz0t2kXwsB4BKIf5cf2VtOjSJxHgeCwtL+fbhzxuJ35lKo5phPHFzy7MuKq3P2LLLbrdx7FgylSpVw2LRVGiFzGZjsX31xhsHcPhwMh9++Ol5zcEvUtpO12e95Xw/K8LDg85pIelyO9IBYMSIEVSoUIGDBw/y6quvehbMcLvdfPPNNyxatAiDwcA999zjOSYiIoKhQ4cC8Nxzz7F7927PawsXLmT8+PEAPPjgg8Wez9/fnz///JMPPvgAp7NgRe8TJ07w+OOPc+LECRo3bkyPHj1K7ZpFREREREREvGVnUgb//j6Oj6ZuIvlYDkH+Zm7uUZc37+lIp6ZVVXC4zNx8dT3MJiOJ+46zdttRX8cREZFyqtyu6QAQHh7Ohx9+yP3338/EiRP5/fffiY2N5fDhwxw9ehSDwcCTTz5Jhw4dihz35JNPsnnzZtavX0///v2pV68eOTk5nrUc7rrrLq6++upTzletWjX+85//8Pjjj/Pxxx8zceJEqlatyp49e8jJySEiIoIxY8ac9UkAEREREREREV9bvimZL35PxO0Gq9lIr3Y16NuhJoH+5fpWgVyAKqEBXNsxhl+W7+WnBTtoVjscf6v6g4iInJ9y/zfHFVdcwYwZMxg3bhwrVqxg69atBAcH06NHD+68807at29/yjH+/v588803fPXVV8ycOZO9e/disVho3749t956K7179z7t+fr06UONGjUYN24ca9euZfv27VSpUoXrr7+eBx54gEqVKpXm5YqIiIiIiIhcsIVxB/lu7nYA2jWsws096xFWwc/HqaQsuLZjTVYkHCY1I49fV+zjxqvq+DqSyGXtm2++YOXK5ee8/6hRT1K/fsNSTOQb77//Ntu3bzvn/V9//T9UqhRRionkTMp90QEgNjaWf//73+d1jNVq5Z577iky9dK5atKkCR9++OF5HyciIiIiIiLia7NX72fSop0A9GxTnWFX19M0SuJhtRQsKv3RlE3MWbOfzs2qUq1SkK9jiVy2DhzYz6ZNG855/6ysrFJM4zu7du08r/fBZrOVYho5m3K9kPSlTAtJi5Sc+quUN+qzUp6ov0p5oz4r5Ulp91e3282MZXv4ZfleoOCJ9hu61dYUwXIKt9vNBz9vZOOuYzSpFc5jN7Uotp/oM7bs0kLSxSvtRXlFvE0LSYuIiIiIiIhImeR2u5m8aJen4DD4ytrceFUdFRykWAaDgWFX18NsMrB5Txpx27WotIiInDsVHUREREREREQuYS63m+/mbWf2mv0A3NyzHgOuiPVtKCnzIsMC6dOhJgA/LdhBvt3p40QiIlJeqOggIiIiIiIicolyulx8+Vsii+KSMAD/16cB17Sr4etYUk7061STSiH+HMvM57eVe30dR0REygkVHUREREREREQuQQ6ni3G/bGF5wmGMBgP/6t+Yq1pG+zqWlCN+FhM396wHFCxAnpKW4+NEIiJSHqjoICIiIiIiInKJsTuc/G/qJtZuPYLJaOD+QU3o1LSqr2NJOdS6fgRNa4XjcLr5Yf4O3G63ryOJiEgZp6KDiIiIiIiIyCUk3+ZkzOSNbNh1DIvZyEM3NKdNgyq+jiXllMFg4JZe9TEZDWzafYz4Ham+jiQiImWcig4iIiIiIiIil4icPAfvTooncd9x/CwmRg1pQfM6lXwdS8q5quGB9OkQA8CPC3Zg06LSIiJyBio6iIiIiIiIiFwCsnLtvPPTenYezCDAz8wTN7ekYc0wX8eSS0T/TrGEh/iRmpHH76v2+TqOiIiUYSo6iIiIiIiIiJRzGVn5/OeHOPYdPkFwgIWnhrWiTnRFX8eSS4if1cTNPQoWlf591X6OHNei0iIiUjwVHURERERERETKsbTMPN76Po6ko9lUDLby9PDW1Kxawdex5BLUpkFlGtUMw+F08eP8Hb6OIyIiZZSKDiIiIiIiIiLl1JHjOfz7uzhSjudSKcSfZ4a3JjoiyNex5BJlMBgY/tei0ht2HWP9jqO+jiQip3HjjQPo0qUtcXFrfR3ltEaOvIcuXdry++8zfZ7hn+/ThAnj6NKlLRMmjPNRsvJNRQcRERERERGRcigpNZt/fx/Hscw8IsMCGD28NVXCAn0dSy5xURFB9GpXA4Dv52zXotIiIj60dOliJkwYV+aKSyo6iIiIiEiZ5Xa7yVv1E3lLvsCdl+XrOCIiZcb+lBP85/s4MrJsRFcOYvTw1lSq6O/rWHKZGHBFLKHBVo6k5zJ18U5fxxER8brQ0FBiYmoSGhrq6yhn9Mcfi/nyy89Zv36dr6MUYfZ1ABERERGR03Emb8O+cTYAjuStBPR+BFNYtI9TiYj41q6kDN6ftIGcfAc1q1bg8aEtCQ6w+DqWXEYC/MwM7VGPcb9sZvL87bSuW4mwYD9fxxIR8ZobbhjKDTcM9XWMcksjHURERESkzLInzPvrKwPuzCPkTH8Nx771Ps0kIuJLW/cd578T48nJd1A3uiJP3txKBQfxifaNqtCoZhg2h4sf5m33dRwRESlDNNJBRERERMokV+ZRHHvjAAgYMBrb2qk4k7eRO+dDrO1vwNqiHwaDwccpRUQunk27jzF26ibsDheNaobx8A3N8bOafB1LLlMGg4Hb+jTghc9Xs27bUTbtPkaz2pV8HUukRG68cQCHDyfz4YefEhwczJdfjmfTpnhycnKJianJddcNZtCgGzAaT31+e8eObfzww7fEx8eRnn6cwMBAGjZswuDBN9ClS7dT9nc6naxcuYxly5ayZUsCR48eJT8/j0qVKtO2bTuGD7+d6tVrePX6tm/fes7XdKH5jh8/zuTJP7JixTIOHUrC5XISEVGFZs2ac+21A2jVqs05Zd63by+jRj3IkSMp3HjjUB555IkS/9v/wIH9jB//KevWrSEnJ5eoqGj69u3HzTffetpjJkwYx5dffs6dd97NiBH3erbHxa3l4Yfvo2rVavz880x+/XU6M2ZMY9++veTkZDNr1iIqVKgAQHp6OhMnfs/y5UtJTj6E2+2mevUYevbsxZAhw/D3L35axJycbKZOnczSpYvZv38vNpudiIgIGjRoRO/efenSpRvJyYcYMuQ6zzFffvk5X375uef7vn3789xzL5fo/fIGFR1EREREpEyybZ4PuDFVb4q5WgNM/Z4kf8UP2LcsxLbmZ1zHDuLf7U4MZk3nICKXvnXbjvLpjAScLjfN61TiwcFNsZhVcBDfql45mAFdazN9yS6+n7ed10Z0wGLWpBpSfiUkbOSrryZgNBqoWbMWGRnp7Ny5nffe+w8bN8bz0kuvF7nxPXv2b/z736/idDoJDg6mTp16pKYeZfXqFaxevYLrrx/CY489XeQcx46lMnr04xgMBsLCwqlatSpOp5PDhw8zc+Z0FiyYx3vvjaVp02Y+uaYLybdxYzzPPPM4GRkZGI1GYmJqYrVaOXToELNm/Upy8iHGjv3srJk3b07gqaceISMjg3/96z7uuONfJb7+xMTNPPLIA+TkZGO1+lGrVm0yMzP55JOPSEjYVOJ2Af7737eYPv1nKleuQs2aNUlKSvK8tmVLAk89NYr09ONYLBaioqJxOl3s2bOLceO2s2jRfMaM+YSQkJAibe7bt5cnnniE5OSCtqpXr0FQUDApKcksWjSfxMTNdOnSDavVSrNmLTh48ADHj6dRpUokkZFVPe3UqBFzQdd2oVR0EBEREZEyx23Lxb51KQDWptcAYDCa8e/yfxjDq5O//Hscu1aRk3GYgGsexhgc7su4IiKlauXmw0z4NRGX203bhlW4Z0BjzCbd2JWyYdg1DVi07gBHjucyZ81++l8R6+tIco7cbjc4bL6OUTJma6mMeP3ii8/o3LkrzzzzEsHBwQAsXbqYl19+jvnz59C6dVuuu24wALt37+I//3kdp9PJ0KHDuffeB7FarQDMmvUrb731GlOnTqZBg0b06/f3E+mBgUE888yLXHFFV8LCwjzb7XY7v/46gzFj3uHNN1/m++9/9so1ns81XUi+o0ePeAoOXbpcyeOPj6Zy5Sqe17duTWTLloSz5l2zZhXPPfck+fn5PPHEaAYNurHE156fn89LLz1LTk42V1zRheeff9Vzk3/lymW88MJoHA5Hido+evQIs2bN5I033qZbtx5AwXtkMpk4fjyN0aMfJz39OMOG3cadd/6LwMAgAJKTD/Hqq8+zadNGxox5hxdffM3TZm5uLk899SjJyUk0a9acZ555kdq1a+NwuADYv38vf/yxBIBKlSL45JMJvPHGy8ya9Sv9+l1XZESGr6noICIiIiJljn37crDnYqhYFVONpkVeszbugTE0irx5Y3Gl7iVn2ssEXPMwpsi6PkorIlJ6lsQn8c3sbbiBzk2rcse1DTEVM72HiK8E+lsY1rMen87YzK8r9tKpSVUqVSx+yhApO9xuNzm/vIErZaevo5SIKbIeAdc96/XCQ3BwBV588TX8/P7uw1deeRXDh/8fX375Od999xUDBgzCYDDw00/fYbfbadq0OQ89NKpIO3379mfXrp389NN3fP31hCJFh+Dg4CLfF7JYLAwefCObNm1g7txZbNmymSZNmp6yX2le04Xk+/77b8jIyKBhw8a8/vrbmM1Fbzs3bNiIhg0bnTHr/PlzeP31lzAYDLz88pv06HH1hVw6CxfO49ChJIKCgnjxxdc9RReATp26cMcd/+LTT8eWqG2n08m99470FByg4D0C+PHH70hLO0afPv148MFHihxXrVoUr732H4YNu4H58+dw330jqVIlEoBffplKUtJBqlSJ5N13P/IUKgrFxMQyfHhsifJebCo6iIiIiEiZ4na7sG0uWEDa2rQXBsOpN9fMUQ0JHPwSuXM/wJV2kJyZb+Hf9XYsDbpe7LgiIqVm3p8H+HHBDgC6t4pm+DX1MWotGymDOjWtysK4JLYfSOenhTt4cLB3poWR0mVAnyf/1L//wCI35wtdf/1NfPnl5xw6lMSBA/uIiYll1aoVAAwZMqzYtm6++VZ++uk7Dh1KYv/+fcTE1CzyekLCRs+c/VlZWTidTgBSUg4DsGPHVq8UHc7nmi4k39Kli/667uGnFBzOxZQpExkz5r/4+wfw5pvv0K5dh/Nu459WrVoOQJ8+/YoUHAoNGnQj48d/WuLRDn379i92++LFCwCKjCA5WUREZRo1akxc3Fri49dzzTV9AFiypOA9HDx4yCkFh/JGRQcRERERKVOcBzbizkgBawCW+p1Pu58xpDKBA58nb9HnOPauI2/JBJxpB/HrcBMGo+Y5F5Hy7dcVe5m6dDcAfdrHMKR7nVKZSkTEGwwGA7f2qs/LX/7Jum1H2bwnjSa1NPVhWWYwGAi47llNr/QPsbG1it0eFhZGaGgY6enH2b9/H+HhEaSlHQOgdu06xR4TERFBxYoVycjIYP/+vZ6ig8Ph4I03XmbevNlnzJKRkXEBV/K3c72mwqJDSfLl5GRz5EgKAE2bNj/vjFOmTGLbtkRCQ0N5550PaNSoyXm3UZx9+/YBEBtbu9jXg4ODqVy5CsnJh8677dDQ0CLTTxXKzc3l0KGC9RjGjh2DyVT87yUHDuwH4OjRFM+2vXv3AHhtPQ9fUtFBRERERMoU26aCUQ6Wht0wWM48PYPB4o9/rwexrZuBLW4G9k1zcKUdJODqBzD4le+ng0Tk8uR2u5m8cCczV+wFYGCXWlzXOVYFBynzqlcJpkebaOavPcj387bz6oj2WnukjDMYDGDx83WMMiUs7PTFsvDwcNLTj5OTk0NOTnaR7ac/phIZGRnk5OR4tv3wwzfMmzeb0NBQ7rtvJK1atSUiIsIzGmH8+E/56qvxJX76/p/O9ZouJF929t/vR1DQqSMKziYp6QAAoaFhVK1a7byPP53c3ILrKq44UCgsLLxERQd//4Bit2dlnfB8fS5rWOTl5Xm+zs7OAih2VEZ5o6KDiIiIiJQZzrQknEmbwWDA2uTc5nA1GIz4tR2MMbw6eYs/x5m0mexprxLQ+xFMYVGlnFhExHvcbjefz0jwFBxu6l6XPh1ifBtK5DwM6lKbNYlHOJyWw9w/D3Btx5pnP0ikDDl+PO20r6WlFbwWGBhYZOqbtLQ0KlYMPc0xxzzHFJo9+zcAnn32Za64osspx3hrhEOhc72mC8kXFPT3+5GdnUWFChXOK+M99zzIkiULWbfuTx5++D4+/HDcGQsF5yogoOC6jh8/ftp9zvT+XMg5AWbOnHde1xEUFExmZgZZWVlezeQLKjmLiIiISJlhT5gLgDm2DcYKEed1rKV2OwIHPo8huBLuzBRypr+KY398KaQUEfE+l8vNF78lMvOPgimVbrumvgoOUu4E+psZclXBVDMzl+8lLTPvLEeIlC2F09v8U3p6OunpBTeuY2JqEhwcTHh4JQB2795V7DGpqameG/Qnr5dQ+FR9y5atij1u8+ZNJcp+Oud6TReSLzAwiMjIqkDBWhDny9/fn//8533atGnHnj27efjhe89YKDhXNWsWXNfevbuLfT07O4ujR49c8HlOFhwc7FkYes+e4vvG6RRO1ZWQcO59oKyOhFTRQURERETKBHdeFvYdBQvyWZr2KlEbpkoxBA5+CVPV+mDPI3f2B+TH/4bb7fZmVBERr3I4XYz/dQtL4g9hNMDdAxrTvXV1X8cSKZErmlalbvWK5NudTFy409dxRM7Lb7/9Qn5+/inbp06dBEC1atHUqFFwI7tjxysAmDz5x2LbmjTpewCio6sXualfOE1RamrqKcesW/cn27dvvYArONX5XNOF5OvWrTsAEyd+71l0+nz4+/vz9tvv06ZNe/bs2c0jj9x3wYWHDh0KfkZz5vzumbroZNOnT/HaNFYn6969JwA//fT9eR135ZXd/8r1c5Epr87Eai2YIq24n7EvqeggIiIilyS3LQd3Xvkflno5sSUuBqcdY0TNgqJBCRkDQgjo9xSWRlcBbmxrJpO3aBzu8rpQoohc0uwOF59MT2DVlhRMRgNP3taWri00NZyUX4WLShsM8OfWI2zZ692pS0RK04kTmbz++ktFblAvW7aU77//GoDhw//P82T5zTffisViISFhI//73wfY7XbPMXPnzmLSpIJixO23jyhyjsIRBB9++C4nTvw9/39c3FpeeulZz01kX1zTheS75Zb/o2LFiiQmbuGFF0aTmnq0yOtbtyYybdrPZ8zq5+fP22+/R5s27dm9e9cFFx569uxFtWpRZGVl8eqrLxS5nlWrVvDVVxMwm72/+sDw4bcTHl6JFSv+4PXXXzqlgGO321mzZhXPP/90ke0DBgyievUapKQc5oknHmb//n1FXt+/f6/n51YoOrrgIYWEhI2lUkApKa3pICIiIpcct8NG9pSXwJZL4JA3MAZW9HUkOQu3y4F9ywIArE2vueBhwgaTGf+ud2CsFEP+8u9w7FxFTkYKAdc8jDHowueHFRHxhny7k/9N3UTCnjTMJiMP3diMLi2iOX48++wHi5RhMZEV6NGqOgviChaVfuUuLSot5cNdd93DV19NYODAPsTG1iYjI90z3VCPHr0YOPB6z761a9fhqaee4623XuPHH79l5szp1KhRg9TUVM+UPYMHD+HaawcUOceIEfexdu0aVq1awfXXX0uNGjGcOJFFcnISderUpU+ffvz003c+uaYLyRcRUZk333yXZ555nKVLF7Fs2RJiYmKxWi0kJydz4kQmLVu2ZvDgG8+Yt7Dw8NRTj7Fu3RoeeeQ+Pvjg0xKt8eDn589LL73BqFEPsnz5Hwwa1IdateqQmZnBoUNJdO16FSdOZBIfH3febZ9JeHgl/vvfDxg9+nFmz/6NuXNnUb16DSpUCCE7O4ukpINFilSFAgICeOut93jiiYfZuDGeW265gRo1YggKCubw4WTS049TtWo1hg+/3XPMlVdexeeff8zGjfHccEN/oqKiMZlMdOhwBbfddodXr+t8nNcnfmZmJhs3buTAgQOn3efAgQNMnz79QnOJiIiIlJh961LcJ47izs/CvmmOr+PIOXDsXos7+ziGgBDMddp7rV1r4x4E9HsSg18wrqN7yJn6Ms4UTfUgIr6Xm+/g/UkbSNiThtVi5NEhzWlVr7KvY4l4zeAra1Eh0ELysRzmrz3o6zgi56Rp0+Z8+ukE2rXrSHJyEseOpVKnTl1GjXqSl19+45QHY/r27c/48d/Qq1cf/P392bFjO/n5+bRv35F///u/PP7406eco169+nzyyQSuuKIrJpOJvXv3YjabuPXWO/jkky8ICAjw6TVdSL4WLVry3XeTuOWW/yMmJpbDhw9x4MABwsLCuPbaAdx99wPnlLmw8NC2bcGIh0cfvb/EIx6aNm3GhAnf0KNHL/z9/dm9exdWqx/33TeS11//T4naPBf16zfkm28mcu+9I2nUqAlpaWls3bqFY8eOUa9eA+6441988cWpxZvY2Fp8/fWP/Otf91G/fkOOHUtlz55dBAUF0bNnLx57rGifio6uzttvj6FNm3bk5+eTkLCR+Pg49u/fW2rXdi4M7nOc4Pajjz5i3Lhxnjm5WrRowWuvvUa9evWK7PfLL7/w9NNPk5iY6P20lxGn00VaWtl5usVsNhIWFsTx49k4HC5fxxE5I/VXKW/UZ73L7XSQ/dNTuLP/Gspv8Sd42H8x+Af7NtglorT6a/b0V3Ed2Y21zSD82gzyWruFXJlHyZ3zAa7jB8Foxv/KO7DU7+L180jZo89YKYuy8+y8N3EDe5IzCfAz8eiQFtSrHqr+KuXO2frsHxsO8eWsrfhZTbx5d0fCKnh32hg5PbvdxrFjyVSqVA2LxerrOGWG2Wwstq/eeOMADh9O5sMPP6V167Y+SCZSvNP1WW8538+K8PAgTOcwcu2cRjrMnz+f//3vfzRt2pQnnniC2267jV27djFkyBDmz59/Lk2IiIiIXBSOHStwZ6dhCKiIMbwG2POwJcz1dSw5A2fKTlxHdoPRjKVR91I5hzGkMoEDn8Mc2xpcDvIWjydv5Y+4Xee/yJ2IyIXIzLbx9g/r2ZOcSZC/mSeHtaJe9VBfxxIpFZ2bV6N2VAj5NieTFmmkoYjI5eKcig5fffUVLVq04Mcff2TEiBE8++yz/Prrr9StW5dHH32UGTNmlHZOERERkbNyu1zkb/gNAGvzPlhbXweALWEebluOL6PJGdgS5gFgrtuxVNffMFgD8O810tMv7JvmkDv7fdz5ZWd0qYhc2o6fyOc/P8Rx4EgWIUFWnh7emtiqIb6OJVJqjAYDt15THwOweksKW/eVfEFYEREpP85pIeldu3Zx//33F5njKzIyku+++44HH3yQZ555hvz8fG666aZSCyoiIiJyNo49f+LOSAG/ICyNu4PZijEsCtfxQ9gS5uP3181mKTtcWWk4dq8FwNq0V6mfz2Aw4tf2eozh1clbNB7nwQSyp79GYO9HMIZWK/Xzi8jl62h6Lu/8uJ7UjDzCQ/x48uZWRIYH+jqWSKmLrRpCt1bRLF6fxPfztvPSne20qLTIefjmmy9YuXL5Oe8/atST1K/fsBQT+cb777/N9u3bznn/11//D5UqRZRiIjmTcyo62Gw2/P39T9nu7+/Pp59+yiOPPMJLL71Efn4+FSuW3tNpIiIiIqfjdruxrf8VAGvTazBYCv7tYm01gLyF47Bvmou12d/bpWywb1kIbiemag0wRdS8aOe11G6PMSSS3Dkf4M44TPa0VwnoeT/mmOYXLYOIXD6Sj2Xz35/iOX4inyqhATwxrCURFb27UKhIWXb9lbVZu/UISanZLFx3kGvax/g6kki5ceDAfjZt2nDO+2dlZZViGt/ZtWvneb0PNputFNPI2ZxT0aF69eokJCQUO5LBYrHw4Ycf8thjj/Hmm2/SsmVLb2cUEREROSvn/nhcaQfA4o+1SU/PdnPt9hjWTsedmYI9cRHW5n19mFJO5nbkY09cDICl6TUX/fymiJoEXv8yefPG4jy8ndzZ7+PX4SYszfsUGeErInIhDhzJ4t2f1pOZY6dapUCeuLmVFtOVy05wgIUbutXm69nbmL5sDx0aR1IxWH8OpOz4+eeZvo5wWs899zLPPfeyr2P43Nixn/k6gpyHcxrP1rFjR+bOnXvaCpHZbGbMmDH069eP9evXezWgiIiIyNm43W7y1xf8omBt3AODf7DnNYPRhF+r/gDYNszC7dATL2WFfcdK3PlZGCpEYK7ZyicZjAEhBPR7CkvDKwE3+asnkrfoM/UTEfGKPcmZvP1DHJk5dmKqBPP08NYqOMhlq2uLKGpVq0CezcmkRbt8HUdERErRORUdBg4cyBVXXMHmzZtP35DRyDvvvMMdd9xB27ZtvRZQRERE5GychxJxHdkNJguWZr1Ped1crxOG4Eq4czOxb13qg4TyT263G/tfC0hbm1yNwei7uZ0NJjN+Xe/E74pbwWDEsXMlOTPfwpWtxS5FpOS2H0jnnR/Xk53noE5UCE/d0oqQQKuvY4n4TMGi0g0wACs3H2b7gXRfRxIRkVJyTr/dNW7cmPfee49Wrc78BJrBYGD06NF8++23XgknIiIici5sf41ysDS8EmPgqetLGYxmrC37Fey74XfcTsdFzSenciZtwXU8CSz+f40y8C2DwYC16dUEXPsE+AXhOrqbnGmv4Dyy29fRRKQc2rw3jfcmxpNnc9IwJpTHhrYk0N/i61giPlerWghdW0QB8N3c7ThdLh8nEhGR0uC7R8pEREREvMCZshPnoUQwmLC2uPa0+1nqd8EQGIo7Ow379mUXMaEUx5YwFwBL/c4YrIE+TvM3c3Rjgga/hDEsGndOOjkz38S+fbmvY4lIORK/I5UPJm/E5nDRrHYlHh3SggC/c1pOUeSycEO32gT5mzl4NItFcUm+jnMZcPs6gIiUaaXzGaGig4iIiJRrhWs5mOtdgTG40mn3M5itWFsULCJti/8Nt8t5UfLJqVwZh3Hu3wCAtWkvH6c5lTGkCoEDny9YZ8LpIG/x5+StmohbT2OKyFmsSUzhf9M24XC6aFO/MiOvb4bVYvJ1LJEypUKgleu71QFg2h97yMjWOkqlwfjX1JVOp/7NKyKn5/xrFgCjl6e79erjFtnZ2UyfPp3du3djt9uJioqiQYMGNG7cmMjISG+eSkRERATnsf0FN68NBvz+mj7pTCyNrsK2/lfcJ47i2LkKS/3OFyGl/JMtYT4AppgWGCtW9XGa4hmsAfhf8xC2tdOwrZ+JfeMsXMeTCOhxLwa/IF/HE5EyaNnGZL6clYjbDZ2aRHJXv0aYfLhejUhZ1q1FFEvjD7Ev5QQ/L97JiH6NfR3pkmMymTGbreTkZOHnF4DBYPB1JBEpY9xuNzk52ZjNVkwm747K9Fpr27ZtY8SIERw7dqzY1ytVqkSjRo1o3LgxTZo0oXHjxlSvXt1bpxcREZHLkG39rwCYa7XDGHr2m9cGsx+W5n2wrZmMbf1MzHU7+XQB48uR25bjmd7K2vQaH6c5M4PBiF+7GzCGVydv8QScBzaSM/01Ano/ek79TUQuHwvjDvLd3O0AdGsZxW29G2DUDT6R0zIaDdx6TX3e+HYdyzcdplvLaOpGn7oul1yYoKAQMjJSOX78KIGBQX/dVLy8P5tcLgNOp6ackvKjdPqsG6fTQU5ONjZbLhUrRni5fS8WHd5++21SU1MBaNeuHVWqVCEpKYlt27aRm5tLamoqf/zxB8uW/T2HckhICKtXr/ZWBBEREbmMuNIP49j9JwDWVgPO+Thr4x7YNvyOK+Mwjj1rsdRpX1oRpRj2rX+APQ9jWDSm6PLxVKOlTgeMFSPJnfMhrozDZE9/hYCeD2Cu0czX0USkDJi1eh+TF+0CoFfbGtzcs66eKBY5B3WiK9KleTWWbUzmu7nbePH2dhiN+rPjTQEBBaMzs7MzSU9P9XGassFoNOLSlJlSjpRmnzWbrVSsGOH5rPBq295qKC4uDoPBwL///W8GDRrk2e52u9m7dy+JiYls2bKFxMREEhMTSUtLIzMz01unFxERkctMfvxvgBtTTEtMlWqc83EGawDWptdgWzcN2/pfMNdui8Gg0Q4Xg9vlwrZ5HgCWpr3K1U05U0QsgYNfInfeR7hSdpI7+z38OgzF0qx3uboOEfEet9vNjGV7+GX5XgD6XxHL4K619Jkgch5uvKoOcduOsj8li8XxSfRorRkxvC0gIIiAgCCcTsdlf7PdZDJQsWIgGRk5Gu0g5UJp9lmj0ej1KZVO5rWWzWYzfn5+RQoOAAaDgVq1alGrVi2uvfZaz/aUlBQSExO9dXoRERG5jLhOpOLYsQIAv1b9z/t4a9OrsW2chSvtII598VhiW3s7ohTDsX897hOp4BeEpV4nX8c5b8bAigT2f5r8Zd9i37aU/FU/4Uw7gH+X2zGYrb6OJyIXkdvtZtKincxZcwCAG7rVpl+nWN+GEimHQgKtDL6yNt/P287UJbtp27AKIYH6O7U0mExmTJf5uvZmsxF/f39yc504HJd3AUbKh/LcZ732WF+dOnXO64mOyMhIrrrqKm+dXkRERC4jtg2zwO3EFNUIU2Td8z7e4BeEtcnVBW2tn4nbrSedLgb7prkAWBt1x2D283GakjGYLPhdeSd+VwwHgxHH9uXk/PoWrpx0X0cTkYvE5Xbz7dztnoLDsKvrqeAgcgG6t4ompkowOfkOpize5es4IiLiBV4rOgwaNIi8vDzWrl3rrSZFRERETuHKSce+bQlwfms5/JOl2TVgtuI6ugfnwU3eiien4UzdhzN5GxiMWBr38HWcC2IwGLA27UVA38fBLwjXkd3kTH0Z55Hdvo4mIqXM6XIx4ddEFq9PwgDc0bchvdqe+xR/InKqgkWlGwDwx8Zkdh3K8HEiERG5UF4rOtx44400adKEN954g7y8PG81e96WLFlCgwYNaNCgAT16nP4X2uzsbN5//3369OlD8+bN6dixI/fee+85LWy9atUq7r33Xjp27Ejz5s3p06cPY8aMIScnx5uXIiIiIsWwb5oLTgfGKnUwRTUqcTvGgBAsjboDkB/3i0Y7lDJbQsFaDuba7TAGh/s4jXeYqzchaNCLGMOicOekkzPzTex/TfslIpceh9PFuBmbWbn5MEaDgbuva8yVLaJ8HUvkklC3ekU6N60KwHdzt+Ny6d9lIiLlmdeKDmazmf/97384HA6GDBnCrl0Xf0hcdnY2L7/88ln3S0tL44YbbuDTTz8lKSmJOnXq4Ofnx+LFi7n99tv5/vvvT3vst99+yx133MHixYvx8/OjTp06JCUl8cknn3DjjTeSnp7uvQsSERGRItx5Wdi2LATAr9WAC16s09qiL5jMuFJ24kze6o2IUgxXTgaOnasAsDbt5eM03mWsGEngwBcwxbQAp4O8RZ+Rv3oS7st8oUaRS43N7mTs1E2s3XYUs8nAg4Ob0rFxVV/HErmk3Ni9LgF+JvYdPsHSDYd8HUdERC6A14oOAKmpqdSqVYsdO3YwYMAAhg8fzhdffMGaNWvIysry5qmK9f7773Po0CF69ux5xv2ee+459uzZQ5MmTZg/fz7Tpk1j8eLFvPrqq7jdbt54441iF7lOSEjgzTffBODVV19l8eLFTJs2jfnz59OkSRN27drFCy+8UCrXJiIiImDbPB/seRjDaxTc5L1AxsBQLA26FbQd98sFtyfFsycuBpcDY5XaJVqDo6wzWAMIuOYRrC0LFjW3bfid3DljcNs0ClbkUpBnc/DBzxvZuOsYVrORh29oTqv6lX0dS+SSUzHIyqAutQGYsmQXWbl2HycSEZGS8lrRYfXq1QwbNox58wqGzrtcLtatW8c777zD7bffTvv27enduzePPfYYEyZMYNWqVZw4ccJbpyc+Pp7vv/+enj17cvXVV592vy1btrBw4UKMRiPvv/8+kZGRQMHcvEOHDmXgwIE4nU4+/vjjU479+OOPcblcDBw4kKFDh3qeroyMjOS9997DaDQyd+5ctm7Vk5IiIiLe5rbleqbosbbqf8GjHApZW14LRhPOQ4k4D+/wSpvyN7fTjn3LAgCsTa/xcZrSYzAa8Wt/I/497gOTBeeBjeRMfw1XxmFfRxORC5CTZ+e9iRtI3HccP6uJUTe1oGntSr6OJXLJ6tEmmuqVg8jOczBliRaVFhEpr7xWdPjoo4+w2WxYrVaGDBnCyJEjGTx4MA0bNsRkMuFyudi3bx+///47//3vf7nzzjvp0KGDV85tt9t54YUX8Pf358UXXzzjvnPmzAGgY8eO1KxZ85TXhw4dChSsDXHyGg3Z2dn88ccfANx0002nHBcbG0vHjh0BmD17dskuRERERE7LnrgY8rMxVKyKuVY7r7VrDK6EpX5nAPLXz/Rau1LAsWsN7txMDEFhmGu39XWcUmep25HA657FEBSGKz2Z7Gmv4jiY4OtYIlICJ3JsvPNjPDuTMgj0M/Pkza1oEBPm61gilzST0cjwXvUBWBp/iD3JmT5OJCIiJWH2VkOJiYkYDAY+/vhjOnfuXOQ1u93O9u3b2bJli+e/bdu2eW3B6XHjxrF9+3aeeeYZqlY987ya8fHxALRtW/wvvc2bN8dqtZKfn09iYiJt2rQBCq6vsKjSvHnzYo9t06YNK1asYMOGDSW/GBERETmF22HDtrGgqO/Xsh8Go1dniMTasj/2bX/gPLAR59G9mCrHerX9y5Xb7caWMBcAS+OeGIxe+6dnmWaqXIvAwS+RO28srpSd5M56F7+ON2Npeo3XRuiISOlyOF2MnbqJfSknqBBo4fGhLYmJrODrWCKXhQYxYXRsEsmqzSl8N3c7z/1fG4z6+1NEpFzx2m9+ZrOZgICAUwoOABaLhSZNmtCkSRPPNpfLxe7duy/4vLt27WLcuHE0adKE22677az77927F4CYmJhiX7dYLFSrVo19+/axZ88eT9Fhz549AERFRWGxWIo9trDNwn0vlNns3RsqF8JkMhb5v0hZpv4q5Y367NnlbV2GOzcDY3Al/Bt2xuDt9yq8KvZ6nbBtX4E9fiZ+fR/xbvuXkPPpr47kbbhS94HJQkCz7hjL0L9tSl1IOJZBz5Cz5CtsW/8gf+WPuI8fJLDbHRhMxf9bUkqHPmOlJH6Yv50dBzMI8DPx7G1tiK4cfFHOq/4q5U1p9dlbrq5P/I5U9iRnsiLhMFe1ivZq+3J50meslDfluc96rejQsGFD1q9fj9PpxGQynXV/o9FI3boXtpCg2+3m+eefx+Fw8Morr5zTeTMyMgCoWLHiafcpfC0z8+9hfOdzXOG+F8JoNBAWFnTB7XhbSEiAryOInDP1Vylv1GeL53Y6OLBhFgBhVwyiYsTp/y6+EEHdh3Jw+0rse9YRZE/FWuXUaRjlb+fSX1MWFqzlUKFZNypVO/No1EtV2PWPkPlnXY7N/xrb1j8wnDhC5I1PYg7WFC0Xmz5j5Vwt+HM/89ceBOCJW9vStH7kRc+g/irljbf7bFhYEMP7NGTCL5uZvGgXV3eMpUKg1avnkMuXPmOlvCmPfdZrRYcbb7yR1atXs2TJEnr06OGtZs/ohx9+IC4ujttuu41mzZqd0zH5+fkApx2tAGC1FvxFdvL0T+dzXOG+F8LlcpOZmXP2HS8Sk8lISEgAmZm5OJ0uX8cROSP1Vylv1GfPLH/rHzgyjmIIqIgzthPHj2eXzolMYVjqtMO+aw0piyYRfM0DpXOecu5c+6vzRCrZ21YDYGjQo/R+buVBve4E+0WQPe9/5Cdt48D4Jwnu+wjmKrV9neyyoM9YOR97kjP53+SC6XIHda1FvWoVLurnl/qrlDel2Wc7N4lk9sq9JB3NZsL0Tdzet6FX25fLjz5jpbwpi302JCTgnEZeeK3oMGDAAH777Tdef/11mjdvTkREhLeaLlZKSgrvvfcekZGRPProo+d8nJ+fH7m5udjt9tPuY7PZAPD39y9yHHBOxxXue6EcjrLRmU7mdLrKZC6R4qi/SnmjPnsqt8tF3rqCxZ0tzXrjxAyl+B5ZWvbHvmsN9p2rsbUeiDG0Wqmdq7w7W3/N2zAX3G5M0U1wV4y67Pu2IaoJgYNeJHfOB7jSkzkx7Q38u43AUrejr6NdNvQZK2dzIsfGh5M3YHe6aFGnEv2viPVZn1F/lfKmtPrs8Kvr8/aP61kYd5AuzapRs6rWVpELp89YKW/KY5/12oRQ9913HzVr1iQrK4tBgwaxePFibzVdrNdee42srCyef/55goPPfX7NkJAQ4MxTIBW+VrgvnNvUSecyBZOIiIicO8fetbgyDoM1EGvj7qV+PlOlGMw1WwFu8uN/LfXzXarc9jzsW5cCYG3ay8dpyg5jxaoEDnoBU0wLcNrJW/gp+Wsm43aVr18gRC5FTpeLT2ds5lhmPpFhAdw9oLEWrhUpAxrWDKN9oyq43fDdvG243G5fRxIRkXPgtZEOixcvxnDSP8ruv/9+qlSpQrdu3WjWrBlNmjShfv36mM3eOeWWLVsAeOWVV3jllVeKvFY4LVJycrJnYeuPPvqI1q1bExsbS0pKCvv27Su2XbvdzqFDhwCIjY31bC/8+tChQ9jt9mKnWdq/f/8px4mIiEjJuN1ubOsLRjlYm/bCYL0481haWw3AsW89jh0rcbUehDGk8kU576XEvn052HIwhERiimnu6zhlisEaSMA1j2D782dsG37HFv8bzrSDBPS476L1cRE51ZQlu0ncdxw/i4mR1zcj0F8LvouUFUN71GPDrmPsSspkxabDdGmukagiImWd14oOd955J4mJiSQmJnqe+E9JSWHy5MlMnjy54GRmM/Xq1aNx48Y0btyYJk2a0KJFiws6b2pq6mlfc7lcntcLp0Vq2bIlq1evZt26dcUes3HjRux2O35+fjRq1MizvVGjRlgsFmw2Gxs3bqRNmzanHFvYZsuWLUt6OSIiIvIX54ENuI4dALPfRX1a3lSlNqbqTXEeTMC24Tf8u95x0c59KXC7XdgT5gFgbXo1BoPXBtZeMgxGI34dbsIYXp28pV/i3L+BnOmvEdD7EYwVL/6CtSKXuzWJKcxeXfAA2V39GhFd+dxH0otI6Qur4Md1nWOZvGgXkxfvpHX9CBUGRUTKOK8VHZ5++mnP14cOHWLLli0kJiayZcsWtm7dSnJyMna73bN9ypQpGAwGz4iF87Vw4cLTvjZ16lSeeeYZoqOjT9mvd+/ejBs3jtWrV7Nv3z5q1qxZ5PWJEycCcOWVVxIUFOTZHhwcTJcuXVi0aBGTJk06peiwd+9eVq1aBUCfPn1KdE0iIiJSwO12k7++YHojS+PuGPwv7g0ga+vryD2YgH3bMqytrsMYHH5Rz1+eOQ8kFEyJZQnAUr+Lr+OUaZZ6V2CsWJXcuR/iSj9E9vRXCez9KKaq9XwdTeSycfBoFl/+vhWAvh1iaNewio8TiUhxerWtwbKNySQfy2HaH3sY3qu+ryOJiMgZlMqjZ1FRUVx99dU89NBDfPLJJyxatIhVq1bx5Zdf8uSTT3Lttdf6bAqiJk2a0L17d5xOJ6NGjeLIkSNAwc2NiRMnMmPGDIxGI/fff/8pxz7wwAMYDAZmzJjBxIkTcf81l+CRI0d47LHHcLlcXH311TRs2PCiXpOIiMilxpm8FVfKTjCZsTa/+MV8c9X6mKo1AJcD28ZZF/385ZktYS4AloZXarqgc2CqUpvA61/GWKU25GcXFCAyj/o6lshlISfPztipm8i3O2kcG8b13Wr7OpKInIbZZPQUGhbGHWTXodOvtykiIr5X4qLDypUrcZ3HonehoaF06tSJESNG8O677zJr1izi4uJKevoL8uabbxIbG8vmzZvp2bMngwcPpnv37rz44osYDAaeffZZmjRpcspxzZs3Z/To0QC8+OKLdO/encGDB9OzZ082b95MrVq1eO211y725YiIiFxybIWjHBpciTEw1CcZrK0HAmBPXIwrR7/Yngvn8SScBxPAYMDa5Gpfxyk3jIGhBPZ/GmNELO68E+TOGYPbluvrWCKXNJfbzWczt3DkeC6VQvy597ommIyaDk6kLGscG+5ZVPqDyRtJPpbt60giInIaJf5X1Z133kmnTp146qmnmD17Njk5Oefdhr+/f0lPf0HCw8OZMmUK9913H1FRUezcuZPc3FyuvPJKvvrqK2677bbTHnvHHXfw5ZdfcuWVV5Kbm8vOnTuJiorivvvuY8qUKYSHa/oFERGRC+E8shtn0mYwGLG26OuzHKaoRhir1AGnHdvG2T7LUZ4UruVgrtlKC3CfJ4PZj4Dej2AIDMV1PIncBZ/gPo8HfETk/PyybA8bdx3DYjYy8vpmVAi0+jqSiJyD2/s0JLZqBbJy7bw7MZ60zDxfRxIRkWIY3IVzBJ2ngQMHsm3btoJGDAYsFgudOnWiR48e9OjRg8qV9YvmhXA6XaSllZ2qvdlsJCwsiOPHs3E49AuwlG3qr1LeqM8WlTvnAxz71mOu35mAq+72aRbH/nhyZ48Bsx/Bt7x70deWKItO11/deVlkff8YOG0E9B+NOUrTTZaE8+gecn55E5x2LM16499pmK8jlXv6jJV/Wr/jKB9N2QTAiH6N6Nysmo8T/U39VcobX/TZzBwbb30Xx+G0HKpVCuSZW9sQHKCFpeXs9Bkr5U1Z7LPh4UGYTGcfx1DikQ4zZsxg4cKFPPfcc7Rv3x6Xy8WSJUt4+eWX6datGzfddBOfffYZu3btKukpRERE5DLjTDuAY996wIBfy/6+joOpRguMlWqCIx/bpjm+jlOm2bYuAacNY6UaBethSImYKtfC/69im33THGyJi30bSOQSk3wsm/G/bgGgZ+vqZargICLnJiTQyuNDWxJWwY/kYzmMmbyBPJvD17FEROQkFzRpZVRUFLfddhtff/01K1as4O2336ZXr174+/uzceNG3n//ffr370/v3r15++23Wbt2LSUcWCEiIiKXAdv63wAw126LMdT3N4IMBgPW1gMAsCXMx51fdkYhliVulwP75gUAWJteg8Fg8HGi8s1Spz3WNoMByF/2LY5DiT5OJHJpyM13MHbqJnLzndSrXpGhPev6OpKIlFCliv48NrQlQf5mdh/K5H/TEnA4y8ZTwCIicoFFh5OFhIRw3XXX8eGHH7Jq1So+++wzhgwZQkREBPv27eOLL77gtttuo3Pnzjz33HMsWLCA/Px8b51eREREyjlXRgqO3asBsJaBUQ6FzLGtMYZFgz0X21831qUox5443NlpGPwrYK7TwddxLgnW1tcVvJduJ7nzxuLKSPF1JJFyze1288XviSQfyyE02MoDg5piPoepAUSk7IqOCOLRIS2wWoxs3pPG+F+34NKDriIiZUKp/CvLarVy5ZVX8uqrr/LHH38wadIk7rnnHmrXrk1aWhpTpkxh5MiRdOzYkQcffJCpU6eSkZFRGlFERESknLDF/wZuN6YazTFF1PR1HA+DwYi1VcFoB/umubjtWrDwn2wJcwGwNO6BwazFWL3BYDDg320Exsq1IT+b3Nnva6SNyAX4fdU+1m07islo4IHBzagY7OfrSCLiBXWiKzJycDNMRgNrEo/ww7ztmmFDRKQMuCiPdjRv3pzHHnuM3377jTlz5vDUU0/RqlUr8vPzWbBgAc899xzffvvtxYgiIiIiZZAr6xj2HcsB8PvrBn9ZYq7dHkPFSNz5Wdi3LPJ1nDLFeWQ3rpSdYDRhadzd13EuKQazlYDeD2MICseVcZjc+R/jdjl9HUuk3EnYc4ypS3cDMLxXfepGV/RxIhHxpqa1K/Gv/o0xAAvjkvhl+V5fRxIRuexd9PGkNWvW5K677uKHH35g2bJlvP7663Tv3p2AgICLHUVERETKCNuGWeByYqrWEFPVer6OcwqD0ehZ2Nq2cRZuh83HicoOW8I8AMx1OmAMDPVtmEuQMTCUgN6PgNmKM2kz+St/8HUkkXLlaHou42Zsxu2Grs2r0a1llK8jiUgp6NA4klt61QdgxrI9LIw76ONEIiKXN59OYhkeHs6NN97Ixx9/zIgRI3wZRURERHzElZuJfesSAM80RmWRuV4nDMGVcJ+U93Lnyj6OY9caoGABaSkdpoia+He/FwD75gVaW0TkHOXbnYyduonsPAe1qlXg1mvqa6F7kUtYzzbVua5zLADfz93O6i1aD0lExFdKpeiQkpJCampqaTQtIiIilxj7pjngtGOsXBtTdGNfxzktg9GMtWU/oGBkhttp93Ei37NvWQhuJ6aq9TFVjvV1nEuapVYbrO1uBCB/xfc4Dm72cSKRss3tdvP17K0cOJJFhUALDw5uhsVs8nUsESllA7vUokfraNzA+F+3kLD7mK8jiYhclrxWdHC73Xz66ae0adOGq666iq5du9K6dWuGDRvGa6+9xpQpU0hMTMThcHjrlCIiIlLOufOzPU9tW1v1L/NPoFoadMUQGIo7Ow379uW+juNTbocNe+JiACxNe/k2zGXC2rIf5npXgNtF7vz/4UpP9nUkkTJr/tqDrNqcgtFg4IFBTQkP8fd1JBG5CAwGA7f0qk/7RlVwutyMnbaJXUkZvo4lInLZMXuroR9++IExY8YU2ZaTk8P69euJj4//+4RmM/Xq1aNx48Y0btyYW265xVsRREREpJyxbZ4P9jyMYdUx12zp6zhnZTBZsLa4lvyVP2CL/w1Lgy4YjF7751S5YtuxEnfeCQzBlTDHtvZ1nMuCwWDA/8o7yck8gitlJzmzxxA06AUM/sG+jiZSpmzbf5yJC3cCcFOPujSICfNxIhG5mIwGA//q35icPAcJe9IYM3kDo29tQ3REkK+jiYhcNrw20mHixIkAtG3blsmTJzNv3jzGjx/P448/Tp8+fYiJiQHAbrezZcsWfv75Z1577TVvnV5ERETKGbc9D9umuUDhKAefLjV1ziyNumEICMF94iiOnat9Hccn3G43+Rv++tk1uRqDUVOWXCwGk4WAax4uWF8kM4Xc+f/D7dJIYpFCaZl5fDI9AZfbTcfGkfRqW93XkUTEB8wmIw8ObkbtqBCy8xy8NzGe1IxcX8cSEblseO3RvAMHDmAwGHj33XeJjIwEoEaNGnTp0sWzT1ZWFlu3bmXz5s1s3ryZxMREb51eREREyhl74mLIz8YQEom5dntfxzlnBrMflmZ9sK2ZRP76mZjrdsJgLB8FE2/J25eAM+0AmK1YGl7p6ziXHWNACAG9HyXnlzdwHkokf9l3+HW9vcxPTyZS2uwOF/+blkBmjp0aVYK5vW9D/bkQuYz5WU08OqQF//5uHcnHcnh34gaeubU1IYFWX0cTEbnkee035ODgYEJCQjwFh9Pt07ZtW26//XbefvttZs6c6a3Ti4iISDnidtiwbZwNgLXlteXupr21cXfwC8KdcRjHnj99Heeiy1jzGwCW+l0w+GmqAl8wVapBQI97AQP2rYuxb57v60giPvf9vO3sSc4kyN/Mg9c3w8+iUVgil7vgAAuPD21JpRA/UtJyGDNpA7n5GiEoIlLavPYbfosWLcjOzsZms3mrSREREblE2bcvw52TjiEoHEu9zr6Oc94M1gCsTa8BwBY3E7fb5eNEF48zI4WcHWsBsGoBaZ8y12yFX8ebAMhf+QOO/Rt9nEjEd5bEJ7F0wyEMwL3XNaFKaICvI4lIGREe4s9jQ1sSHGBh7+ETjJ26Cbvj8vm3m4iIL3it6HDzzTfjcDiYP19PWYmIiMjpuV0ObBt+B8Daoi8GU/lciNna9GqwBOA6fhDHvvW+jnPR5G+aB7gxxzTHGFrN13Eue5ZmfbA06ApuN7kLPsaZluTrSCIX3a5DGXw/bzsAg6+sTdPalXycSETKmmqVghh1Uwv8rCYS9x3ns5mbcbncvo4lInLJKlHRYcSIEbz33nvMnj2bAwcOANClSxf69+/PW2+9RUpKildDioiIyKXDsXM17hOpGPwrlOv1AAx+QVib9AQKRztc+r+4um255CcuBcC/+TU+TiMABoMBvy63Y6rWAOx55M4ZgyvvhK9jiVw0Gdk2Pp6WgMPppnX9yvTrVNPXkUSkjKpVLYSHrm+G2WRg3bajfDt322Xx7zcREV8oUdFh+fLlfP7554waNYprrrmG9u3bc/vttxMaGorNZmPQoEEsWLDA21lFRESknHO7XdjifwXA0rw3BrOfjxNdGEuza8BsxZW6F+fBTb6OU+rs2/4Aex6WiOqYazTzdRz5i8Fkxr/XSAwVKuM+cZS8uR/hdmq+arn0OZwuPpm2ieMn8qlWKZAR/Rpp4WgROaPGseHcM6AJBmBJ/CGm/bHb15FERC5JJSo63HvvvXTp0oVKlSrhdrvJzMxk9erVfP/992RkZJCens7IkSO58soreemll/j5559JTEzE4dAvPyIiIpczx551uNKTwRqAtXFPX8e5YMaAECyNewCQH/fLJf20nNvlwpYwD4CKba/Vjb0yxuhfgYA+j4IlAOfh7eT98fUl3R9FACYt3Mn2gxn4W02MvL4ZAX7lc7o+Ebm42jaswm19GgDw64p9zPvzgI8TiYhcekr0r7JRo0Z5vk5JSWHLli1s3ryZLVu2sGXLFg4fPgzAkSNHmDRpEpMmTQLAYrFQt25dmjRpQuPGjWnSpAnNmzf3wmWIiIhIWed2u7GtLxjlYG1yNQbrpbHIp7V5H+yb5+NK2YkzeSvmqEa+jlQqnPs34D5xFINfEMHNupGR7fR1JPkHU1g0AVffT+7s93Fs/wN7WBTWFn19HUukVKxMOMz8dQcBuLt/Y6pVCvJxIhEpT65qGc2JHDvTlu7mxwU7CA6w0KlpVV/HEhG5ZFzwoyCRkZFERkbSvXt3z7a0tDQSExOLFCIOHDiAzWZjy5YtJCYmAgVz0G7ZsuVCI4iIiEg54DywCdexfWC2FkxLdIkwBoZiadgN++YF2OJ+uWSLDraEuQBYG1+F0eoP2dk+TiTFMddojl+nW8hf8T35qydhDK2KuWYrX8cS8ap9h0/w1eytAPS/IpZW9Sv7OJGIlEf9O9XkRI6N+WsP8sXviQQFmGleJ8LXsURELgmlMv40PDyczp0707lzZ8+2rKwsTwFi8+bNbN68mb1795bG6UVERKSMKRjlMBMAS6PuGP0r+DiRd1lbXIs9cTHOQ4k4D+/AVLWeryN5lfPYAZyHEsFgxL9p+Z8W61JnaXI1ruNJ2BMXk7twHIHXPYepUg1fxxLxiqxcO/+btgm7w0Wz2pUY1KWWryOJSDllMBi4uWc9snPtrNycwsfTEnj85pbUqx7q62giIuVeidZ0AFixYsV57R8cHEz79u254447eOedd/j999+Ji4sr6elFRESkHHEe3o4zZQcYzVib9/F1HK8zBlfCUr/gYYv8v4orlxL7X6MczLXaYKygJwDLOoPBgF/nWzFFNQJ7HrlzxuDKyfB1LJEL5nK5GTcjgdSMPKqEBnDPdY0xGrW+jIiUnNFg4M5rG9G8TiVsDhcfTN7IwSNZvo4lIlLulbjocNdddzF48GBmzJhR4gWi/f39S3p6ERERKUc8oxwadMUYFObjNKXD2rI/GIw4D2zEeXSvr+N4jSs3E/vOlQBYm14602Jd6gxGMwFXP4ghJBJ31jFy532E22HzdSyRCzJl6S427z2O1WJk5PXNCPK3+DqSiFwCzCYj9w9qSt3oiuTkO3h3UjxH03N9HUtEpFwrcdEBIDExkdGjR9OzZ0/Gjx/PiRMnvJVLRERELhHOI7txHkwAgxFri2t9HafUGEOqYK7bEQDb+l98nMZ77ImLwenAWLkWxsi6vo4j58HgH0xgn0fBGogrZSd5S7/E7Xb7OpZIiazdeoRZq/YDcGffRlSvEuzjRCJyKfGzmHhkSHOiKweRkWXj3YnxZGSrWC8iUlIlLjr89NNPXHPNNRiNRlJSUnj33Xfp1q0bb775JklJSd7MKCIiIuWYLf5XAMx1O2IMubQX+7S26g8YcOyNw5l2wNdxLpjb6cC+ZSEA1qa9MBg0jUl5YwytRsDVD4LBiGPnSmzxv/k6ksh5SzqaxYTfEgHo3b4GHRpH+jiRiFyKgvwtPHZTSyIq+nPkeC7vT4onJ69kM3uIiFzuSlx0aNmyJR9++CHz5s3j9ttvJygoiJycHL799lt69+7NqFGj2LhxozezioiISDnjTDuIY28cYCiYfugSZwqNwly7HQC2uPK/toNj9xrcOekYAkMx127v6zhSQubqTfDrfCsAtj9/xr5nrY8TiZy7nDw7Y6duIt/upFHNMG68qo6vI4nIJSysgh+PD21JSKCF/SlZfDRlI3aH09exRETKnQuaXgkgKiqKZ555hsWLFzN69GiioqJwOBzMnj2boUOHcuutt7JgwQJvZBUREZFypvCpanOtNpjConyc5uKwthoAgGP3n7jSk32cpuTcbje2hHkAWBr3wGAy+ziRXAhr4x5YmvQEIG/RZzhT9/k4kcjZudxuPp+5hZTjuVQK8ePegU0wGS/4V1gRkTOKDA9k1E0t8bea2HYgnU9nbMbpcvk6lohIueK1f7EFBwdzxx13MG/ePN5//31atGiB2+1m7dq1jBw5kt69e/PTTz+Rn5/vrVOKiIhIGebKPIJj1yqgcNqhy4OpUg3MNVsBbvL/mlqqPHKl7MR1dA+YzFgaXeXrOOIFfp1uwVS9KThs5M75AFdOuq8jiZzRzOV72bDrGGaTkQevb0ZIoNXXkUTkMlGzagUevqE5ZpOR9TtS+Wb2Nq2LJCJyHrz+mIjRaKRv37789NNPTJo0iT59+mA0Gtm3bx+vvPIK3bp148MPPyQtLc3bpxYREZEyxBb/G7jdmGo0wxQR6+s4F5VntMOOlbgyj/g4Tcl4RjnU7YQxIMTHacQbDEYTAT3vxxhaDXd2GrlzPsTt0CKZUjbF70xlxrI9APxf7wbEVtXnkIhcXA1rhnHfwCYYDPDHxmR+XrLL15FERMqNUh2b2rx5c8aMGcO8efO44447CAoKIj09nU8++YTu3bvzwgsvlObpRURExEdcWWnYty8D/r4BfzkxVald8ES524Ut/ndfxzlvrqxjOP6a99/S9BofpxFvMvgFEdD7UfALwnV0N3mLx+vJTSlzUtJy+HzmFgC6t4qmS/NqPk4kIper1vUrc0efhgDMWrWf2av3+ziRiEj5cFEmxIyKiuKxxx5jypQp3HzzzZjNZvLz8/n5558vxulFRETkIrNtnAUuJ6ZqDTBXre/rOD5hbT0QAPv2P3Blla8RnvbNC8DtwhTVCFOlGr6OI15mrBhJQK+RYDDh2L0GW9wvvo4k4pFnc/DR1E3k5juoG12RYVfX83UkEbnMdW0RxZC/FrGftGgnyzaW3zW7REQulhKvCDhv3jxOnDjh+S8rK6vI9//cbrfbvZlbREREyihXbib2xCXA5TnKoZC5aj1M1RriTN6KbcPv+He+1deRzonbno9t618/P41yuGSZoxrh1/X/yF/6JbZ10zCGVsNSp72vY8llzu1288XvWzmUmk3FICv3D2qK2aSFo0XE9/p2rMmJHDuz1+znq1lbCQow06peZV/HEhEps0pcdHjooYcwGAye789lWHZAQABBQUFUqFCB4OBgKlSoUNLTi4iISBll3zQXnDaMlWthim7i6zg+ZW19Hbm/bcW+dQnWVv0xBob6OtJZ2Xcsh/xsDBUqY4pp4es4UoqsDbvhOn4I+6Y55C3+HGOFCExVavs6llzGZq/Zz9qtRzAZDTwwuClhFfx8HUlExGNI9zqcyLWxfNNhPpm+mceHtqBBTJivY4mIlEklLjqcrFOnTnTq1KlIMSEoKMjzdXBwMMHBwZhMJm+cTkRERMood342ts0LALC27F/kAYXLkSmqEcbIurhSdmLbOAf/jkN9HemM3G4X9r8WkLY27YXBqCeML3V+HYbiSk/GeWAjuXM/JHDwSxiDdANFLr7Ne9P4eXHBIq3Drq5Hveqhvg0kIvIPBoOBO/o2JDvXQfzOVD6cspGnb2lNTKQeqBUR+acS/ybZq1cvDAYDbreblStXsmTJEiIjI+nfvz/dunWjbdu2NGzYkOjoaCpWrKiCg4iIyGXAtnkB2HMxhkVjjm3l6zg+ZzAY8Ptriin7loW48k74ONGZOQ9uxpWeDBZ/LA26+jqOXAQGo5GAnvdjDIvGnZNO7pwxuO35vo4ll5nU9FzGzdiM2w2dm1Wle6toX0cSESmWyWjkvoFNqF8jlNx8J+9N2sCR4zm+jiUiUuaUuOjw0UcfMWfOHIYPH46/vz9r167lgQceoF+/fkyePBmbzebNnCIiIlLGue35BVMrAdaW/TAY9JQ8gKlGc4wRNcHx9/tTVtn+GuVgadAVgzXAx2nkYjFYAwjo/SgG/wq4UveRt/hz3G6Xr2PJZcJmdzJ22iaycu3UrFqB/+vd4LIfJSciZZvVYuLhG5pTo0owmdk2/vtTPOlZKtiLiJzsgu4G1KhRgxdeeIElS5YwatQoIiIi2LVrFy+++CI9evTg008/JSMjw1tZRUREpAyzb12MOz8LQ4XKmOt08HWcMuP/2bvv8Cqq/I/j77ktvRIIhARC6L13UBQRFKTYANvP7urq2ntZd+11sayuHRuKqCioICAi0jsh9JKEEJJASK/35t77+yPmSiS0kOQm8Hk9zz4mM2dmvpOcDcl85pxjGAa2nmMBsCcswF1a6OWKqubM2Y8zJR4wsHUZ4e1ypI6Zghvje/4dYDJTlrgG+5qZ3i5JzgBut5tPft7O3owCAv2s3D6hK1aLRsiLSP3n72vhnsu70yTUj8zcEl6dvpGiEoe3yxIRqTdq5BXE4OBgbrnlFhYuXMhzzz1H27ZtyczM5LXXXmPYsGE8/fTT7Nu3ryYuJSIiIvWQ2+nAvnEO8McoB5MeGh3OEtsTU1g0OIo9a17UN46EBQBYWvbAFNzEy9WIN1iatsN36LUA2NfPxrFruXcLktPewnWpLEtIxzDg1nGdaRTi6+2SREROWEigD/dM6kFIgI19Bwt47et4Sh1Ob5clIlIv1Oi8B1arlQkTJjBr1iw++OADBg0aRHFxMZ9//jkjR47k7rvvJj4+viYvKSIiIvWAY8dS3EU5GAFhWNsN9nY59Y5hmLD1HAOAfdPPuB0lXq6oMndpIY4dSwCwapTDGc3afii27hcCUPLbBzgzdnm5Ijld7UjJ4ctfdgJw2bA2dIwN93JFIiInr0moH/dM7IGfj4Wd+3L533cJlDk1RaGISK1Ntjx48GA++OADZs+ezfjx4zGbzcyZM4eJEydy9dVXs2jRotq6tIiIiNQht8uJfcOPANi6jcIwW71cUf1kieuHERIJpYU4tiz0djmVOLYthjI7pvBozFEdvV2OeJmt36VYWvYEZxnF817HVXDI2yXJaSY7v5S3vkvA6XLTr2MTRvaL8XZJIiLVFtMkkDsv7YbVYmLj7kNMnbMNl9vt7bJERLyq1ld4bNu2Lc899xwLFy7kb3/7G8HBwaxZs4Zbb72V0aNH1/blRUREpJaV7V6JO/8ghm8Q1g7DvF1OvWWYTPj0+GO0Q/xc3GV2L1dUzu1yYt9cPrWStcsILeAqGIYJ33NvwdQoBndxHsVzp9S70TnScDnKXLw1cxN5hXaiGwdw3QUd9XNHRBq8djGh3Dq+CybDYFlCOl8t3IVbwYOInMEsNXWioqIi8vPzKSgooKCgwPNxfn4+hYWF5OfnU1RUxKBBg1iwYAEOh4M9e/bU1OVFRETEC9xuF/YNPwBg7Xo+htXHyxXVb5a2AzHWfY87PxPHtt/qxYLNZUnrcBccKg+N2gz0djlSTxhWX/xG3kXRzH/hykqhZOE7+J5/B4ZR6+8syWnuiwU72L0/D38fC7df3BUfm9YAEpHTQ482EVx3YQc++HEr81anEORvZfTAWG+XJSLiFdUOHcaOHesJGAoLC3G5TnzOOqW9IiIip4eypPW4sveD1Q9b5+HeLqfeM0wWbN1HU7rkY+wbf8LacZjXp6NyJMwHKK/FYvNqLVK/mAIb4Xf+Pyj64XnKktdjX/U1Pv0v93ZZ0oAt3rifRRv2YwA3j+1MkzB/b5ckIlKjBndtRkGxg+kLd/HNb3sI8rdxVvcob5clIlLnqh067Nix47htDMMgMDCQoKAggoODPf89/GMRERFpmNxuN/b1swGwdR6OYdPDoxNhbT8E+/pZuAuzcexYiq3jMK/V4jyYhDN9BxhmrJ3O9VodUn+ZI9vge9b1lPz6LvaNP2EKi8Laboi3y5IGaM/+PD6btx2A8UNb0a11Iy9XJCJSO0b2a0F+kYOfViTz8dxtBPha6N2+ibfLEhGpU9UOHa655ppK4UFVgUJgYKDm5xQRETlNOfcl4MpMAosNa9fzvV1Og2GYrdi6X0jpss+xb/gBa/shGKYam/HypNgT5gFgad0PU0CYV2qQ+s/adhCunDTs62dTsvgjjOAmWJq283ZZ0oDkFdr578xNlDnd9GgTwehBsd4uSUSkVl1ydhwFxXYWb0zjnVmbuftyKx1b6nctETlzVPsv3EceeaTS53a7HZtNQ/JFRETOFJ61HDoMw+Sn0Ysnw9rhLOzrZ+POz6Rs1wqvvDnuKsqhbPdKgHqxtoTUb7Y+E3DlpFGWuIaSeW/gP/4JTMGNvV2WNABlThdvf5dAdn4pkeH+3DimEya9mCYipznDMLh6ZHsKistYt+Mgb3wTz4NX9KJl0yBvlyYiUidqbCW4J598sqZOdcLcbjfr1q3j5ZdfZvLkyfTv35/OnTszYMAArr/+embNmnXM9SMKCwv5z3/+w6hRo+jWrRsDBgzglltuYeXKlce99ooVK7jlllsYMGAA3bp1Y9SoUUyZMoWioqKavEUREZF6qSx9B8607WAyY+t+gbfLaXAMiw/WrqMAKF3/A+6TWBurpji2/AouJ6bINpibxNX59aVhMQwTvsNuwhTREndJPsU/T8FtL/Z2WdIAzPh1N9tTcvCxmbnj4q74+3pnZJeISF0zm0zcMrYTHVqEUmJ38upXG0jP0jMjETkz1Fjo8O233zJjxoyaOt0JWbFiBZMnT+a9995j3bp1BAUF0b59e9xuN0uXLuX+++/nb3/7G3a7/Yhjs7KyuOSSS/jf//5HamoqrVu3xsfHh0WLFvF///d/fP7550e97qeffsq1117LokWL8PHxoXXr1qSmpvL2229z6aWXkpOTU4t3LSIi4n0VazlY2w3RtDzVZOt0DvgE4M5Np2zPqjq9trvMjmPLwvI6umhqLDkxhtUHv/PvxPAPxZWdSvEvb3slMJOGY8XmdOavSQHgxtEdiYoI8HJFIiJ1y2oxc8cl3WgZGUR+kYNXvtxAdn6pt8sSEal1NRY6+Pv78/TTT7N58+YTau92u3nhhRdO6Zput5vo6GgeffRRli1bxoIFC/j2229ZuXIlL7zwAjabjUWLFvHaa68dceyjjz5KYmIinTt3ZsGCBcycOZNFixbx73//G7fbzTPPPMPWrVuPOC4hIYFnn30WgH//+98sWrSImTNnsmDBAjp37szu3bt5/PHHT+m+RERE6jPnwSScKZvAMLD1GO3tchosw+aH7Y+1MOzrf8DtrruHt2W7V+IuyccICMfSqnedXVcaPlNgOH7n/wPMVpwp8ZSunO7tkqSe2puRz9Q52wAYPbClFlEVkTOWn4+Fuy/vTmSYH4fySnh1+gYKih3eLktEpFbVWOjw7LPPUlpayj/+8Y/jvulf0W7q1KmndM1u3boxd+5crrnmGho1alRp3/jx4/n73/8OwNdff43rsLewtmzZwsKFCzGZTPznP/8hMjISKJ9zb+LEiYwbNw6n08lbb711xDXfeustXC4X48aNY+LEiZ6FsiMjI3n11VcxmUzMmzePbdu2ndK9iYiI1FcVoxwsrQdgCtZDpFNh63weWP1wZe+jLHl9nVzT7XZ7FpC2dh6OYTLXyXXl9GFuEofvsJsAcGz6Gfu237xckdQ3BcUO3vx2E/YyF11ahTNhqKZwE5EzW3CAjXsn9iA00EZqZiGvfb2RUrvT22WJiNSaGgsdRo0axVVXXUVqair33XffUdtlZWVx9dVXM3/+fHx9fU/pmoGBgVit1qPuP+usswDIyckhKyvLs/3nn38GYMCAAbRs2fKI4yZOnAjAb7/9VmmNhsLCQn7//XcALr/88iOOi42NZcCAAQDMnTv3ZG9HRESk3nNmp1KWtBYAW48xXq6m4TN8ArB1OQ8A+7pjr0VVU5xp23EdSgGzDVuHs2v9enJ6srbuh633BABKf/+Esv1HjhCWM5PL5eadWZvJzC0hIsSXm8d2xmTSwtEiIhGhftw7sQcBvhZ2p+bx1ncJlDk1TaGInJ5qLHQAeOihh+jevTtLly6tckqj3bt3c9lllxEfH09ERAQff/xxTV7+CCUlJZ6PDw84NmzYAECfPn2qPK5bt27YbDZKS0srTbG0detW7HY7NpuNbt26VXls797lUxRs3LjxVMsXERGpd+wbfgTAEtsbc3hzL1dzerB2PR8sPrgyk8unrapljopRDu0GYfgG1vr15PRl6zUWS+v+4HZSPP9NXLkZ3i5J6oGZv+9hc2IWNouJ2y/uSqDf0V8SExE50zRvHMidl3XHZjWxac8hPvxxK646eOlERKSuWWr0ZBYLU6ZMYfz48bzzzjt0796dYcOGAbB8+XLuvPNO8vLyaNu2Le+88w5RUVE1efkj/Phj+YORDh06EBj45x/VSUlJALRo0aLK46xWK82aNSM5OZnExERPkJCYmAhAVFTUUUdYVJyzou2psFhqNBM6JWazqdJ/Reoz9VdpaBpKn3XmHqBs1woA/PpcVK/+nWrQAkMo63IupRvmYF8/C59W3T3TN9Y0Z+4BypLKp3Hy6z4SczW+hw2lv0rdsAy/ifz8gzgP7KH45ykEXfIEJp/6tViw+mzdWb3tAD8uTwbg+jGdiGse4uWKGh71V2lo1GdPXoeWYfzj0m78Z/pGVmzJICjAxlXnt6u13//kT+qv0tA05D5bo6EDQLNmzXjppZe45ZZbePDBB/n6669ZtWoVTz75JA6HgyFDhjBlypRKIUBtSEhI4MsvvwTg5ptvrrQvNzcXgJCQo/8SXLEvLy+vWsdVtK0uk8kgLKx+/cEGEBzs5+0SRE6Y+qs0NPW9zx5cPg/cLvziutO4fVdvl3NaCTr7ElI2LcCZsQu/vET8Ymvn63tozSLAjV9cdyJatzulc9X3/ip1JYDgSY+Q+tEDOHPSsP/6P5pOfLRerhWiPlu7UjLyeX/2ZgDGnhXH6KGtvVxRw6b+Kg2N+uzJObtPAG6TmVc+X8v81Sk0aRTApBHtvV3WGUP9VRqahthnqxU63HDDDXTp0oXOnTvTqVMnoqOjK+0/66yz+Nvf/sbbb7/NpEmTyMrKwu12c8UVV/DYY49hMtVuOpOZmckdd9xBWVkZI0aMYPTo0ZX2l5aWAhxzPQibzQZUnqLpZI6raFtdLpebvLyi4zesI2azieBgP/LyinFqzkGp59RfpaFpCH3WVZBF/saFAJi7jSY7u9DLFZ1ubNg6nU3ppgUcXDSdoHE1v+iq215M7oZfADB3PK/a38OG0F+lrtnwH3UX+TOfpnjPRvb/8C7+Q6/xdlEe6rO1r7i0jKc+XEVxqZMOLUIZPzhW/05Uk/qrNDTqs9XXvVUYV41sx2c/7+DzuduwGDC8d/TxD5RqU3+VhqY+9tngYL8TGnlRrdBh6dKlLFu27LCLBXsCiM6dO9OlSxfuuOMONm7cyLJlyzCZTDz88MNcc03t//GRn5/PTTfdxP79++ncuTPPP//8EW18fHwoLi7G4XAc9Tx2ux2ovBaEj48PwAkdV9H2VJSV1Y/OdDin01Uv6xKpivqrNDT1uc+WrJ8DrjLMTdthNGlXb+tsyCxdL6B086+UpW6lZN92LE3b1uj57VsWg70YI6QpRHU+5e9hfe6v4gVhLfA95xZK5r9B6aYFENwMW+fh3q6qEvXZ2uFyu/nfdwmkHSoiLMiHv43rAu76+bdMQ6L+Kg2N+mz1nNszmtx8O7OXJfHJnG342cz06xjp7bJOe+qv0tA0xD5brdDhlltuYcuWLWzdupXMzExyc3NZtmwZy5cv97QJCgqiadOmGIbBmDFjGDx4MG63u1bnqCssLOTGG29ky5YttG3blg8++KDKaZyCg4MpLi4+5hRIFfuCg4M9205k6qQTmYJJRESkIXGV5OPY+isAtp5jvFzN6csU2AhruyE4tv2Gff0sLBfcW2Pndrtd2BMWAGDrMgLDaHhzgkr9Z23VG1ffS7Gv/prSZZ9jCmmKJbqzt8uSWvbjsiTW78zEYjb4+4SuBAfYvF2SiEiDMn5oK/KLHSxan8p7s7cQ4Gulc6twb5clInJKqhU63H333Z6PMzIy2LJlC5s3b2bLli1s2bKF9PR08vLyPOshzJ49m9mzZ+Pr60u7du3o0KEDnTp1omPHjnTr1q1GbqS4uJhbbrmFDRs2EBsby0cffURYWFiVbWNjY8nIyCA5ObnK/Q6Hg/3793vaHn4cwP79+3E4HFVOs7R3794jjhMREWnIHJvmQZkdU0RLzNFay6E22XqMxrH9d5wpm3AeTMTcuFWNnNe5Nx53XgbY/LC2G1wj5xSpiq3HaFzZqZTtWk7xgv8SMP5xTKHNvF2W1JL43Yf47vdEAK46vz1xUcHHOUJERP7KMAyuGtGOwmIHq7cd4M1vN3H/5J76mSoiDdopLyQdGRlJZGQk55xzjmdbVlYWW7durRREpKSkUFxczMaNG4mPjwfKf7Bu2bLlVEugtLSUW2+9ldWrV9O8eXOmTp1K48aNj9q+R48erFy5krVr11a5Pz4+HofDgY+PDx07dvRs79ixI1arFbvdTnx8PL179z7i2Ipz9ujR49RuSkREpB5w24uwb/7jDfkeY2p1xKKAKbgJljYDKdu5FPu6WfiNvLNGzmtPmA+AtcPZGFbf47QWqT7DMPA96zqK8g/iythF0c9TCBj3OIbvkaOPpWHLyC7i3VmbcQPDekRxVvcob5ckItJgmUwGN47pRGGJgy1J2UyZsZGHruxFVESAt0sTEamWWhlbHx4ezuDBg7n55puZMmUK8+bNY/Xq1XzyySc89NBDjBkzhlataubNPYfDwR133MHy5cuJjIzk448/plmzY79NNXLkSABWrlxZ5WiH6dOnA+ULYgcE/PkDPjAwkCFDhgDw1VdfHXFcUlISK1asAGDUqFHVuyEREZF6xL55IdiLMYVGYWl1ZNguNc/WczRgUJa8HuehlFM+nzNrH87UzWAY2Dqfd+oFihyHYbHhN+IOjMBGuHMzKF7wX9yuMm+XJTWooNjBm99uoqi0jNZRwUw+r523SxIRafCsFhO3X9yVVs2CKCh28Mr0DWRkF3m7LBGRaqmzCX0DAwPp168f1157LS+99BI//fQT69atO6VzOp1O7r33Xn777TcaN27Mxx9/TExMzHGP69y5M+eccw5Op5O7776bAwcOAOB2u5k+fTrff/89JpOJW2+99Yhjb7vtNgzD4Pvvv2f69Om43W4ADhw4wD333IPL5eK8886jQ4cOp3RvIiIi3uYuK8Wx6WegfMoUrQNQN8yhUVji+gJgXz/7lM/n+GOUgyW2N6agiFM+n8iJMPmH4DfyLrD64ty/ldIln3l+b5aGraDYwStfbiD1YCHBATZum9AVq0X/PoiI1ARfm4W7LutOVEQA2fmlvDhtPQcUPIhIA2S4G/Bv/z/88AP33lu+yGLz5s2JjIw8atvHH3+cTp06eT7Pyspi8uTJJCUlYbPZaNOmDdnZ2aSlpWEYBo8++ihXX311leeaOnUqzz//PG63m2bNmhEWFsauXbuw2+20atWKadOmER5+aov+OJ0usrIKT+kcNcliMREWFkB2dmGDWy1dzjzqr9LQ1Nc+a0+YT+myzzGCIgiY+AKGyeztks4YzkMpFH3zOGDgf/kzmEOrN22JqySfws/vAacDv4sextKs/SnXVl/7q9RPZcnrKf75dcCNz6ArsXUZUec1qM/WnIrAITkjnyB/K/dP7kl0Y02dVZPUX6WhUZ+tHbmFdl6cto60Q0WEB/vw4BW9aBzq5+2yGjz1V2lo6mOfDQ8PwGw+/gsnp7ymgzfZ7XbPx6mpqaSmph61bX5+fqXPw8PD+eabb3jvvfeYO3cuu3btwt/fn7POOosbbriBAQMGHPVc1157Le3bt+fDDz8kPj6eQ4cOERUVxahRo7j55psrTckkIiLSELmdZdg3zgHA1v1CBQ51zNwoBkvLnpQlr8e+/kf8zrmpWudxbF0ETkf5IuBNNf2J1D1Ly5749L+c0pXTKV0+DVNIJJaYbt4uS6qhsESBg4hIXQkJsPHA5J68MG096VlFvDhtPQ9e0ZMIBQ8i0kA06JEOpzONdBCpPvVXaWjqY5+1b/uN0sUfYfiHEjDpRQyLzdslnXGcBxMpmvkvMEwETHweU3CTkzre7SqjcNp9uIty8B12E9Z2g2ukrvrYX6V+c7vdlPz2IWU7fgerH/7jH8Mc1rzOrq8+e+oKSxy8/EV54BDoZ+WBKxQ41Bb1V2lo1GdrV05BKS9MW09GVhERIb48cEVPIkIUPFSX+qs0NPWxz57oSAdNvikiIiKVuF1O7Bt+BMDWbZQCBy8xN26FOaYruF2e78fJKNuzBndRDoZfMJbW/WqhQpETYxgGvkP/r3y0jaOY4jmv4srN8HZZcoIKSxy8/KUCBxERbwgN9OGByT1pEuZHZm4JL05bT1ZeibfLEhE5LoUOIiIiUknZntW48w5g+ARi7XiOt8s5o9l6jgXAsWMJroJDJ3WsPWEeANZOwzHM1hqvTeRkGGYLvuffgREcibvgEEWznsGZmeztsuQ4PIFDugIHERFvCQv6I3gILQ8eXpi2TsGDiNR7Ch1ERETEw+12YV//AwDWrudjWH28XNGZzdK0LeaojuByetbYOBHOjF24DuwBkwVrx2G1V6DISTD5BuE/9mFMjWJwF+dRNPt5ytK2e7ssOQrPGg4VgYPWcBAR8Zrw4PKplRqH+nIwp3zEQ3Z+qbfLEhE5KoUOIiIi4lGWvAFX9j6w+mLrPNzb5Qhg63kRAI5tv+EqyjmhY+wJ8wGwtBmAyT+ktkoTOWkm/1D8xzz051RLP71MWfJ6b5clf1H0R+CQdHjg0ESBg4iIN4UH+/LA5F5EhPhyIKeYF6etU/AgIvWWQgcREREByhd7ta+fDYCt83AMnwAvVyQA5qiOmCLbgNOBPX7ucdu7CrIo27MaAFuXEbVdnshJM3wC8LvwPswteoDTQfG8N3DsWOLtsuQPRX9MqVQRONyvwEFEpN5o5FlM2peM7GJe/GI9OQUKHkSk/lHoICIiIgA4UzfjOpgIZhvWriO9XY78wTAMfCrWdtjyK66S/GO2d2xZCG4X5mbtMUe0rIsSRU6aYbHhd/4dWNoNBreLkkXvY48/8SnEpHZUFTjEKHAQEalXIkL8eGByTxoF+5CRVcRLX6wnV8GDiNQzCh1EREQE4M+1HDqejckv2MvVyOHMMV0xRcRCWSmOTfOO2s5dVop9668AWLucX0fViVSPYTLje/YNWLuNAqB0xXRKV83A7XZ7ubIzU1GJg1emK3AQEWkIIkL9uP+KXoQH+5B2qIgXv1hPbqHd22WJiHgodBARERGc6Ttxpm0DkxnbHw8Apf4wDANbr/K1HewJC3CXFlbZzrFzOZQWYgRFYGnZsy5LFKkWwzDh038itn6XAWDf8COlv3+E2+X0cmVnlorAITFNgYOISEPRJLR8xENYUHnw8PIX68lT8CAi9YRCBxEREaH0j7UcrG0HYwps5OVqpCqWlj0xhUWDoxj75gVH7He73Tj+WEDa1vk8DJN+zZOGwTAMfHqMxues68AwcGxbTMmCt3CX6cFJXSgPHDZ6Aof7JvVQ4CAi0kA0CfPngSt6EhpoIzWzkJe+XE9ekf79FBHv01+jIiIiZzhnZjLOlHgwDGw9Rnu7HDkKwzBh6zkGAPumebjtxZX2O1O34MpOBasv1g5neaNEkVNi63A2vuf9HUwWypLWUjz3P0f0c6lZRSVlfwQOeZ7AoUVkkLfLEhGRkxAZ5s+DV/QiJNBG6sFCXv5iA/kKHkTEyxQ6iIiInOHsf4xysMT1xxQS6eVq5Fgscf0wQppCaSGOP9ZuqGBPKF/rwdpuMIbN3xvliZwya6s++F1wD1h9ce7fStEPz+MqzvN2Wael8sBhA4lpeQT4WhQ4iIg0YJHh/jwwuSchATb2HSzg5S83UFDs8HZZInIGU+ggIiJyBnPm7KcscS2A5y16qb8MkwmfitEO8XNxl5UC4MpNx7l3IwC2LiO8Vp9ITbA074T/mIcwfINwZSZTNOtZXPmZ3i7rtPLXwOH+yT0VOIiINHDNGgXwwBU9CQ6wkXKggJe/WK/gQUS8RqGDiIjIGcy+4UfAjaVlT8zh0d4uR06Apc0AjKAI3MV5OLYtBsD+x1oO5hbdMYU09WZ5IjXC3DgW/7GPYgQ2wp2bTtGsZ3BmpXq7rNNCUUkZr36lwEFE5HTUrFEA90/uSbC/lb0HCnjlyw0Ulih4EJG6p9BBRETkDOXKP0jZzuUA2Hpe5OVq5EQZJgu2Hn+Mdtj4E67iPBzblwBg63K+N0sTqVGm0Kb4j30UU1gU7sJsimY/izNjl7fLatAqAoc9+xU4iIicrppHlAcPQf5WkjPyefnLDRQpeBCROqbQQURE5Axl3zgH3C7MzTtjbhLn7XLkJFjbDcYICMNdmE3xnFehrBRTWHPMzTt5uzSRGmUKDMf/okcwNWkNpYUU/fgiZSmbvF1Wg1RUUsZ/Dgsc7pukwEFE5HTVvHEg90/qSaCfleT0fF6ZvoGikjJvlyUiZxCFDiIiImcgV1EOju3lU/NoLYeGxzBbsXW/EABXZhIA1i4jMAzDi1WJ1A7DNxD/0Q9gju4CZXaKf56CY9cKb5fVoBSXlgcOuw8LHFo2VeAgInI6i24SyP2Ty4OHxLR8Xv1qA8WlCh5EpG4odBARETkD2ePngrMMU2QbzM06eLscqQZrh7Mx/ILLP/EJwNp2oHcLEqlFhtUHv5F3YWndH1xOSha+g33zL94uq0EoLi3j1ekKHEREzkQxTQK5b1IPAnwt7Nmfp+BBROqMQgcREZEzjLukAMeWXwHw6XmR3o5voAyLDVvv8QDYul2AYfHxbkEitcwwW/A99xasnYYDbkqXfkrp2u9wu93eLq3eUuAgIiItIoO4b1JPAnwt7E7N4z9fbVTwICK1TqGDiIjIGaRsbzyFM/9VvgZAoxaYY7p5uyQ5BbZO5xJwxSvYeoz2dikidcIwTPgMvsoTuNnXfkfpss9wu13eLaweKi4tXzRagYOIiLRsWh48+PtY2JWay5QZGymxK3gQkdqj0EFEROQM4Co4RPH8Nyme+yru/IMYAWH4Dr1WoxxOA6bARvo+yhnFMAx8eo/HZ/BVgIFj8y+ULHwXt1MPTyp4AodUBQ4iIlKuZdMg7p3UAz8fCzv35TLlKwUPIlJ7FDqIiIicxtyuMuzxcyj86hHKEteAYcLadSQBlz2LuUmct8sTEak2W+fz8D33FjDMlO1eQfHPU3A7Sr1dlteVLxq9UYGDiIgcoVWzYO6b1AM/HzM79uXy2ox4Su1Ob5clIqchhQ4iIiKnqbL0nRR9+ySlK6aXT6cU2Qb/i/+F78DJGDY/b5cnInLKrG0G4DfqTrDYcO5LoOjHF3GXFHi7LK+pCBx2pebi76PAQUREjtSqWTD3TOyBr83M9pQcXvt6I6UOBQ8iUrMUOoiIiJxmXCX5FC/6gOJZz+DK2ofhE4jvWdfjP/YRzI1ivF2eiEiNssR0w3/0A+ATgOvAbopmP4erMNvbZdW5IwKHyT0UOIiISJVaR4Vwz8Qe+NjMbNubw+tfx2NX8CAiNUihg4iIyGnC7XZh37qIwukPUbbjdwCsHc4iYOLzWDuchWHon30ROT2ZI9vgf9EjGP6huLJTKfr+aVw56d4uq85UFTjENg32dlkiIlKPtWkewj2Xd8fHZmZrcjZvfKPgQURqjp4+iIiInAacmckUff8Mpb9PhdJCTOEx+I99FN+zrsfwDfR2eSIitc4c3hz/cY9ihETiLjhE0axncB5M8nZZta64tIz/zPgzcLh3kgIHERE5MW2jQ7n7su74WM1sTsrmjW834ShT8CAip06hg4iISAPmthdTsmwaRTOfxHVgN1h98RkwGf+Ln8TctK23yxMRqVOmoMb4j30UU0RL3CX5FP3wPI7ULd4uq9Z4Aod9fwYOrZopcBARkRPXLiaUuy7rhs1qYnNiloIHEakRCh1EREQaILfbjWP3Kgq/ehhHwjxwu7HE9SXg8uewdRuJYTJ7u0QREa8w+QXjP+YhzFEdwVFCweyXKdy20ttl1bji0jKm/BE4+ClwEBGRU9C+RRh3Xdodm8VEwp4s/jszAUeZy9tliUgDptBBRESkgXHlplM85xVKfnkLd1EORnAT/C64B7/z/o4pIMzb5YmIeJ1h88Nv1N1YYnuDq4yMb1+mdMtv3i6rxlQEDjv/CBzuU+AgIiKnqEPLMO68tBs2i4n43Yd4a+YmBQ8iUm0KHURERBoId5md0jUzKfz6MZz7EsBswdZ7PAGXPo0lppu3yxMRqVcMiw3f827D1vFscLsoWvQBpRt+xO12e7u0U1JiV+AgIiK1o2NsOP+4tBtWi4mNuw/x9ncJlDkVPIjIyVPoICIi0gCUpcRT+PVj2Nd9D84yzNFdCLj0aXx6j8ew2LxdnohIvWSYzPgPu57QQRMAsK+aQenK6Q02eCixl/GfrxQ4iIhI7ekUG84/LumGxWxiw65MBQ8iUi0KHUREROoxV2E2xfPfpHjOq7jzDmD4h+J73m34XXAvppCm3i5PRKTeMwyD8HOuwm/QZAAc8XMp+e193K6GtUhmib2MKYcFDvdOVOAgIiK1o3OrcP5xSVcsZhPrd2byzvebFTyIyElR6CAiIlIPuV1O7PFzKfzqYcoS14Bhwtp1JAGXP4c1rh+GYXi7RBGRBsW3xwX4DrsRDBNlO5ZSMv9N3GV2b5d1QsqnVIpnx75c/HzM3DuxB3FRChxERKT2dIlrxB2XdMViNli74yDvzlLwICInTqGDiIhIPVOWvpOib5+kdMWX4CjBFNkG/4ufxHfgZAybn7fLExFpsKzthuA34g4wWylLXk/xnFdw24u8XdYxeQKHlJw/AoeeChxERKROdI1rxO0XlwcPa7Yf5L3ZW3C6FDyIyPEpdBAREaknXMX5lPz2AcWznsGVlQI+AficdR3+Yx/B3KiFt8sTETktWGJ74nfhfWD1w5m2naLZz+EqyvF2WVUqtTsVOIiIiFd1ax3BbRO6YjYZrN52QMGDiJwQhQ4iIiJe5na7yNuwgLxpD+DY/jsA1vZDCZj4PLYOZ2MY+udaRKQmWZq1x/+ihzD8gnEdSqFo1rO48g54u6xKSu1O/jNjoydwuEdTKomIiJf0aBPBbRO6YDYZrNp6gA9+2IrL5fZ2WSJSj+kphoiIiBc5D6WQP/MZMn98G3dpIabwaPzGPorv2Tdg8g3ydnkiIqctc0RL/Mc9hhHUGHfeAYq+fwbnoRRvlwVUjHCoHDi0jgrxdlkiInIG69m2MbeOLw8eVmzJ4IMftyh4EJGjUuggIiLiBW57MSXLv6Do23/iTN+JYfXFb9Bk/C9+EkvTtt4uT0TkjGAKboL/uEcxhUfjLs6laPZzlKXv8GpNFYHD9orA4XIFDiIiUj/0ateYv43rjMkwWL45gw9/0ogHEamaQgcREZE65Ha7cexZReFXD+PY9DO4XVhb9yXmb6/j2+MCDJPF2yWKiJxRTP6h+F/0MObItmAvovjHlynbu8ErtZTanbz29V8Ch+YKHEREpP7o3b6JJ3hYlpDOR3O24nIreBCRyhQ6iIiI1BFXbgbFc16hZMFbuItyMIIa4zfqHgJH3oEluJG3yxMROWMZPgH4jb4Pc4vu4LRT/PPrOHYuq9MaKgKHbXtz8LUpcBARkfqrT4cm3Dy2EybDYOmmdKbO2abgQUQq0euUIiIitcxdZse+8SfsG34AZxmYLNh6jMbWYzSGxebt8kREBDAsPvidfwcliz6gbNdySn59F3dJAbau59f6tf8aONw7UYGDiIjUb/06RuJ2w7uzN7MkPg2TAdeM6oDJMLxdmojUAwodREREalHZvgRKlnyKOy8DAHPzzvgOvhpTaFMvVyYiIn9lmCz4nnMTpb5BOBLmUbp8Gu6SfGx9LsaopYcopQ4FDiIi0jD17xSJ2+3mvR+2sHhjGibD4KqR7RU8iIhCBxERkdrgKsymdPkXlO1ZBYDhH4rPwCuwxPWttQdXIiJy6gzDhM/AyRh+QdhXf4N9/WzcJfn4DL4Gw1Szs9OWOpy8NuOwKZUUOIiISAMzoHNT3G54/4ctLNqwH8MwuOr8dvqbR+QMp9BBRESkBrldThwJCyhdOxMcJWAYWDufh0+fizFsft4uT0REToBhGPj0vAjDJ5DSJZ/g2LoId0kBvufegmG21sg1qgoc2ihwEBGRBmhgl6a43G4+/HErv65PxTDgyhEKHkTOZAodREREaogzYxclSz7GdSgFAFOT1vgOuQZzREsvVyYiItVh63QOhm8gJQvfoSxxDcVzi/Abcccph8ilDievfx1fadFoBQ4iItKQDe7aDJfbzdSftrFwXSomw2DyeW0VPIicoRQ6iIiInCJ3SQGlq77CsW1x+QafAHz6XYa1w1kYRs1OxSEiInXLGtcXw+ZP8bzXcaZuoejHF/G74B5MvkHVOl9F4LA1ORufisAhWoGDiIg0fEO7ReF2w9Q521iwdh8YMHm4ggeRM5GehIiIiFST2+3CsW0xhdMf8gQOlnZDCLj8OWwdhylwEBE5TViiO+M/5kEMn0BcBxMp/v4ZXAWHTvo8fw0c7lXgICIip5mzukfxf6PaA7BgzT6mL9yF2+32clUiUtf0NERERKQanIdSKJ71HCWLP8RdWoApLBq/ix7Gb9iNmPyCvV2eiIjUMHOTOPzGPYIREI4rN52i75/Bmb3/hI9X4CAiImeKs3s055qR5cHDvNUpzPh1t4IHkTOMpleqphUrVvDRRx+xceNGioqKiIqKYtSoUdx88834+/t7uzwREaklbnsxpWu/w5EwH9wusPjg03s81q4jMEz6Z1VE5HRmDo3Cf9yjFP/0Mq6cNIpnPYvfBfdgbhJ3zONKHU7e+ObwKZW6K3AQEZHT2rCezXG73Xw6bwdzV+3FMMGlZ7fWVEsiZwiNdKiGTz/9lGuvvZZFixbh4+ND69atSU1N5e233+bSSy8lJyfH2yWKiEgNc7vdOPaspnDGIzg2/QxuF5bY3gRc/iy27hcocBAROUOYAhvhN/YRTI3jcJcWUPTDC5TtSzhqe/sfgcOWpD8Dh7bRoXVXsIiIiJec0yuaK0e0A2DOir18u3iPRjyInCEUOpykhIQEnn32WQD+/e9/s2jRImbOnMmCBQvo3Lkzu3fv5vHHH/dylSIiUpNceQconvsqJQv+i7swGyOoMX6j7sbv/DswBTbydnkiIlLHTL5B+I95AHPzzlBWSvHc/+DYs+qIdnaHk9cPCxzuvkyBg4iInFmG945m8nltAfhxeTIzf09U8CByBlDocJLeeustXC4X48aNY+LEiZ5hYZGRkbz66quYTCbmzZvHtm3bvFypiIicKrfTQena7ymc8QjOlE1gsmDrNZaAy57B0qK7t8sTEREvMqy++I26C0tcX3A5KVnwNvYtCz37KwUO1vLAoV1MqPcKFhER8ZIRfWKYNLw8ePhhWRLfL0n0ckUiUts0F8RJKCws5Pfffwfg8ssvP2J/bGwsAwYMYNmyZcydO5cOHTrUdYkiIlJDyvYlULL0U9y5GQCYm3fCd/DVmEKbebkyERGpLwyzFd9zb6XUJxDH1l8pXfIJ7pIC6HIhb3676c/A4XIFDiIicmY7v28Mbreb6Qt3MWtpEibDYOyQVt4uS0RqiUKHk7B161bsdjs2m41u3bpV2aZ3794sW7aMjRs31nF1p5+D+/ZSlJPl7TKkATKZDA74+1BYVIrLpWGbcpLcLvyTfsc3bT0ATp9g8jtNoLRZTyg0oDC3xi9pNhsE55aSl1+M06k+K/Wb+qucEvdfP/1zw7FmWjjWNAyH73JXscNsNhGYWUR+fglOp6uKdkev6SgfHllvswsJLTYTlrQA+5pvSdi4m8JDUbT1MTFpeBta2DJxZmQe9R5EPMwGJYV+lOlnrDQU6rNyEs5rCQH9bCxcl8qGFQcJKNxLm+YhdXZ9PSuQU2IYRLXtiNVm83YlDYJCh5OQmFg+/CsqKgqr1VplmxYtWlRqeyoslvoz+5XZbKr039qWFL+BkCWv4lsnV5PTVai3C5AGzeU2+L20PT9l96AkzQ2s83ZJIiJSr0Vxlk9fLglYTRfHRroE//ES0goo8m5h0sDke7sAkZOkPisnozvQPfiPT5L/+F8dC637S8ppYvuadvS44bE6u15dP4+tSQodTkJubvnbrSEhR09hK/ZVtK0uk8kgLCzglM5RG4KD/erkOmVtWrFzeTN8nIV1cj0RkcPlEMyvRn8y/BoTWjc/9kREzhgGxl83VPUhhlF1I+Ovh59Au8rn/csJjnIu4yiFHXH9wz7ebwxkblkj+pWtJszPhLUevUQkIiJSnxSVOCgsKfN2GSInzI2BT2w3rzyvravnsTVJocNJKC0tBTjqKAcA2x9DbCraVpfL5SYvr/68E2U2mwgO9iMvr9gzLL02WfxD6HjLC7V+HTk91XV/ldNTrzq8lvqsNCTqr9LQ1H2f7QNcUQfXkdORfsZKQ6M+K9UV5IVrqr9KTcjOrrsXpOtjnw0O9juhkRcKHU6Cj48PAA6H46ht7HZ7pbanoqysfnSmwzmdrnpZl0hV1F+loVGflYZE/VUaGvVZaUjUX6WhUZ+VhkT9VRqahthnNd73JJzI1EknMgWTiIiIiIiIiIiIiMjpSKHDSYiNjQVg//79Rx3tsHfv3kptRURERERERERERETOFAodTkLHjh2xWq3Y7Xbi4+OrbLN27VoAevToUYeViYiIiIiIiIiIiIh4n0KHkxAYGMiQIUMA+Oqrr47Yn5SUxIoVKwAYNWpUndYmIiIiIiIiIiIiIuJtCh1O0m233YZhGHz//fdMnz4dt9sNwIEDB7jnnntwuVycd955dOjQwcuVioiIiIiIiIiIiIjULYUOJ6lbt2489NBDADzxxBOcc845TJgwgeHDh7N582ZatWrFU0895eUqRURERERERERERETqnsXbBTRE1157Le3bt+fDDz8kPj6eQ4cOERUVxahRo7j55psJCAjwdokiIiIiIiIiIiIiInXOcFfMDyT1itvtxuWqX98as9mE0+nydhkiJ0T9VRoa9VlpSNRfpaFRn5WGRP1VGhr1WWlI1F+loalvfdZkMjAM47jtFDqIiIiIiIiIiIiIiEiN0JoOIiIiIiIiIiIiIiJSIxQ6iIiIiIiIiIiIiIhIjVDoICIiIiIiIiIiIiIiNUKhg4iIiIiIiIiIiIiI1AiFDiIiIiIiIiIiIiIiUiMUOoiIiIiIiIiIiIiISI1Q6CAiIiIiIiIiIiIiIjVCoYOIiIiIiIiIiIiIiNQIhQ4iIiIiIiIiIiIiIlIjFDqIiIiIiIiIiIiIiEiNUOggIiIiIiIiIiIiIiI1QqGDiIiIiIiIiIiIiIjUCIUOIiIiIiIiIiIiIiJSIxQ6iIiIiIiIiIiIiIhIjVDoICIiIiIiIiIiIiIiNUKhg4iIiIiIiIiIiIiI1AiFDiIiIiIiIiIiIiIiUiMUOoiIiIiIiIiIiIiISI1Q6CAiIiIiIiIiIiIiIjVCoYOIiIiIiIiIiIiIiNQIhQ4iIiIiIiIiIiIiIlIjFDqIiIiIiIiIiIiIiEiNUOggIiIiIiIiIiIiIiI1QqGDiIiIiIiIiIiIiIjUCIUOIiIiIiIiIiIiIiJSIxQ6iIiIiIiIiIiIiIhIjVDoICIiIiIiIiIiIiIiNUKhg4iIiIiIiIiIiIiI1AiFDiIiIiIiIiIiIiIiUiMUOoiIiIiIiIiIiIiISI1Q6CAiIiIiIiIiIiIiIjVCoYOIiIiIiIiIiIiIiNQIhQ4iIiIiIiJe9u2339K+fXvOPffco7b55ZdfuOaaa+jbty8dOnSgffv2PPPMM5XafPPNN0ycOJFevXrRvn172rdvz9SpU2u5ehERERGRP1m8XYCIiIiISEOSn59P//79cTqdPPDAA9xwww1Vttu9ezcXXnghAM2bN2fhwoVHPecNN9zAkiVL6NGjB9OnT6+Vuo/njTfeAGDChAlER0dX+zzt27c/YpthGAQEBNCiRQsGDhzIVVddRVRU1DHPk5yczNdff82yZctITU2loKCAkJAQYmJiGDJkCJdddhmRkZEnXNdvv/3GzTffDECzZs1YuHAhJtOpvYP10EMPMXPmzErbTCYT/v7+BAUFERMTQ8eOHRkyZAhDhgw5pev9/PPP/OMf/wDAbDYTFhaGyWQiMDDQ0+bDDz/khRdeAMBisdCoUSMMw8Df37/a1xUREREROVkKHURERERETkJQUBAdO3YkISGBVatWHTV0WLlypefj1NRU9u3bV+XD/LKyMtatWwfAgAEDaqfoE/Dmm28C0K9fv1MKHSr4+/t7HnY7nU6ys7PZsmULW7Zs4YsvvmDKlCmcffbZRxzndDp5+eWX+eSTTygrKwPKH7IHBgaSlZVFZmYm69ev5/333+eOO+446tf/r7755hvPx2lpaSxdupShQ4ee8n1CedAQHh7u+byoqIi0tDTS0tJYtWoVH3/8Mc2aNePhhx9m5MiRVZ4jKCiIVq1aHTVI+eCDDwAYOXIkL7zwAn5+fkdtc/XVV/Pggw9itVpP9dZERERERE6aplcSERERETlJ/fv3B2DNmjU4nc4q26xatQqAxo0bV/r8rzZt2kRRUVGl854Orr/+epYuXcrSpUtZsWIFa9eu5V//+hcBAQEUFRVx1113kZmZWekYl8vFHXfcwYcffkhZWRlDhw7ls88+Y9OmTaxatYqNGzfy/vvv07NnT4qLi3nxxRd5+umnj1tLVlYWCxcuxGw2M3nyZAC+/vrrGrvXZs2aee516dKlrF+/nk2bNvH1119zxx13EBERQVpaGv/4xz949dVXqzzHiBEjmDt3Lh9//HGV+3fs2AGUj0SpKnCoCGQALr/8cgUOIiIiIuI1Ch1ERERERE5SRThQUFDA5s2bq2yzevVqAM+b+IePfDhcxXar1UqvXr1qutR6IzAwkEmTJvHwww8D5aMBvv3220pt3nrrLX755RcAbr75Zt5//3369u2L2WwGwGazMXToUKZNm8b48eMB+PTTT/nuu++Oee3vv/8eh8PBoEGDuPHGGzEMg19++YXs7OyavcnD2Gw2unbtyu23384PP/zg6TPvvPMOs2fPPunzFRcXAxx1qqSK/cdqIyIiIiJSFxQ6iIiIiIicpD59+mCxlM9UWtUIht27d5OZmUmrVq086zpUhBB/VXF89+7d8fX1rbSvoKCAd999l4kTJ9KvXz+6dOnC2Wefzd1338369euPWl9ubi6vvfYaEyZMoFevXnTp0oXBgwdz0UUX8cQTT7B8+XJP24ceeqjSOgzXXHONZwHi4y1sXB1jx471rG2QkJDg2X7o0CHee+89oDzUueeee456DpPJxFNPPUXr1q0BePXVV7Hb7UdtXzGqoWK9ir59++JwOJg1a9Yp38+JCAsL48033/RMnTRlyhQcDkelNlUtJL1v3z7P96HCX78/K1euPOK44cOHV/n9O/fcc2nfvv0RYc/hKvrDQw89dMS+srIypk+fztVXX03//v3p3Lkz/fv3Z+TIkdx1113MmDHjqOfdt28fzzzzDKNHj6Znz550796dUaNG8fTTT7N///5jfPVEREREpKFR6CAiIiIicpICAgLo0qULUHXoUDF6oV+/fkRGRtKyZUtSU1NJSUmp1M7hcHjCg79OrbR161ZGjx7NK6+8woYNGygoKMBms5Gens5PP/3E5MmTeeedd464dnp6OuPHj+ett95iy5YtFBcX4+/vT3Z2Njt27GD69Om89dZbnvaBgYFERER4Pg8JCSEiIsLzv7CwsGp+larm4+NDaGgoUB6qVPjmm28oKSkB4Pbbb8cwjGOex2azeRaGzsjIYMGCBVW227BhA7t27SIwMJDzzjsPwDNKoianWDqe4OBg/u///g8ofwC/Zs2a4x5jNps934cKf/3+WK3WI75PYWFhNf79czqd3HzzzTzxxBOsWrWKnJwc/Pz8KCoqIikpiTlz5vDYY49VeeysWbO44IIL+OSTT9i1a5dnrY7ExEQ+/fRTxowZw5IlS2qkThERERHxPi0kLSIiIiJSDf3792fDhg2edR0qpgCCP4OIfv36AdC3b1+Sk5NZuXIlMTExnnbx8fFVrudw4MABbrjhBg4dOsT555/PLbfcQvv27bFarRw6dIjPPvuMd999l1dffZXWrVt7HqYDvPHGG+zfv5/mzZvzzDPP0K9fP8xmM06nk/T0dBYvXkxqaqqn/WOPPcZjjz3meZv+jTfeqNW1JYqKijzTGoWEhHi2VwQ1oaGhnq/b8Zx33nkYhoHb7WblypWeUSWHqwgWRo0ahY+PD1C+GPNTTz3Fjh07iI+Pp1u3bqd0Tydq2LBhvPjii0D5yJeBAwces33FWhHAMb8/S5cuZd++fQwfPhwov+eaWAz8cD/88ANLly7Fx8eHxx9/nAsvvJCAgADcbjdZWVmsW7euymmjli5dyoMPPojJZOLGG29k8uTJNG/eHCgPHV577TXmzp3LnXfeyezZs4mKiqrRukVERESk7mmkg4iIiIhINVQ8+C0sLDxiXYeKqZT69u1b6b9/HRVR8bmPjw89e/b0bJ8yZQqHDh1izJgxvPHGG3Tp0sWzMHCjRo248847uf/++4Hyh9CHqxg5cc899zBw4EBPGGI2m2nevDmTJ0/mvvvuO8W7r74vvvgCt9sNlE8pVWHnzp0AdOrU6YTPFRgY6AlxKo4/XFFRET/99BNQPrXS4cdVBDXffPPNSd5B9cXFxXm+j3v37q2z69aEin41fvx4LrvsMgICAgAwDINGjRoxYsQIXn/99UrHuFwu/v3vf+NyuXjiiSe4//77iY6OxjAMDMMgLi6O1157jXPPPZeCggI++uijOr8vEREREal5Ch1ERERERKqhV69engfIK1as8GzftWsXmZmZxMbGeubwr3hz/6+hQ8Xb/T169MBmswFQWlrKDz/8AMBNN9101OuPGzcOgG3btpGZmenZHhwcDMDBgwerf3M1zOl0kpyczJtvvsmUKVOA8hENhwcBOTk5nu0no2L6oIrjDzdnzhwKCwuJjo6md+/elfZVXPvHH3/0TOtU2wzD8IzuyM3NrZNr1pTq9KvVq1eTlJREWFgYl1122VHbVUx3pSmWRERERE4Pml5JRERERKQa/Pz86Nq1K+vWrWPVqlWe9QUqgoSK0Q0AUVFRNG/enNTUVPbu3UuLFi2w2+1s2LABqDy1UkJCAqWlpQDccMMNJ1TL/v37PfP+Dxs2jPXr1/PKK6+wZ88eRowYQa9evQgMDDzlez4Zb775Jm+++WaV+8LDw3njjTcqTa9UGypGMYwbN+6INSIGDhxIZGQkGRkZzJ071/PgW6p21lln8e6777Jw4UJuvPFGxo8fT9++fT3BWlXWrVsHlK/dMXTo0KO2q1hUWwtKi4iIiJweFDqIiIiIiFRT//79WbduHWvXrqWsrAyLxXLEeg4V+vXrx8yZM1m5ciUtWrQgPj6e4uJiAAYMGOBpd+DAAc/Hh49gOJaK80B5ULFt2zbmzJnDV199xVdffYVhGLRt25YhQ4Zw2WWXERcXV+17PlH+/v74+/sD5W/4BwQEEB0dzcCBA7nkkkuOWOA4NDSUjIyMKkcsHEvF+hB/HSGxZ88e1q5dC1BloGAymRg3bhzvvvsu33zzTZ2EDm63m7y8PODkR3R4W58+fbjvvvuYMmUKv//+O7///jsATZs2ZdCgQYwbN65SP4Y/+7LD4TihvlxXI05EREREpHYpdBARERERqab+/fvz9ttvU1RUREJCAj169PCs5/DX0KFv376e0OGyyy7zjIjw9/evtJCxy+XyfBwfH+9Z/PhEWa1WpkyZwt/+9jfmzZvH2rVriY+PZ8eOHezYsYOPP/6Y++67j+uvv766t31Crr/+eu64444Tbt+mTRsyMjLYsmXLCR9TUFBASkqK5/jDHb5Ww4gRI455ntWrV3tGoNSmPXv2YLfbAWr9WrXhxhtv5KKLLmLOnDmsXr2a9evXk56ezrfffsu3337LyJEjeeWVVzzTjjmdTqB87Y6vvvrKm6WLiIiISB3Smg4iIiIiItXUq1cvz1oMq1atYteuXRw6dIgWLVrQtGnTSm3/uq5DxX8PXxsC8EyTBJCamlrt2jp06MA//vEPPv74Y1avXs3UqVPp27cvTqeTF198kW3btlX73LWh4i35nJwcTyBzPPPnz/csSn34W/ZlZWV8//33J3xtt9tdJwtKL1q0yPPxX0OpulCxqHjF9F1Vyc/PP+Y5IiMjufbaa/nvf//LsmXLmDVrlme9hp9//pkvvvjC07Zx48aApk0SEREROdModBARERERqSYfHx969OgBlK/lUNV6DhViYmJo2rQpGRkZ7Nixo8r1HAC6du3qCSF+/fXXGqnTYrEwcOBA3nnnHWw2G263m2XLllVqU7HmQcVD/Lp28cUXe0Z1/Pe//z1uHXa7nffeew+AJk2acN5553n2LVq0iIMHD2K1Wlm8eDHr1q076v8eeughAGbOnOl5M7825OXl8cknnwDloxz+urB1XahYDDo9Pb3K/S6Xi4SEhJM6Z/v27Xn66afp1asXQKV+VbHt4MGDbNq0qToli4iIiEgDpNBBREREROQUVIQG69atY/ny5cDR32KvCCPee+89z/z1fw0d/P39ueiiizztjveW+F/XQKiYvqcqNpvN87a7yVT5T4GKhaaP96Z7bYmIiODGG28EygOc//znP0dt63K5eOKJJ9i9ezcA99xzj2fECcDXX38NlI9+iIyMJCAg4Kj/u/DCCzGZTGRkZLBkyZJaubecnBzuuOMOz8P+u+++G4ul7me67dChA1B5hMjhZs6cedRA4lj9CsDX1xeg0oLd/fv3p2XLlgA899xzxz3Hya7nISIiIiL1k0IHEREREZFTUBEaFBUVsXDhQuDooUPF9h9//BGAgIAAOnfufES7u+++myZNmpCdnc3EiRP57rvvKCgo8OzPysri559/5u9//zv33ntvpWPPOeccXnnlFTZs2FDpIW9ycjL33XcfxcXFmEwmhgwZUum4tm3bAjB79uxKC1PXpdtvv51zzjkHgHfeeYebbrqJNWvWeEYgOBwOlixZwpVXXsnMmTMBuOKKK5gwYYLnHAcOHGDx4sUAXHDBBce9ZmRkpOeN/IqwoiY4HA4SEhJ48803GT16NCtWrADg1ltv5cILL6yx65yMMWPGALB7924ef/xxzyLcBQUFTJ06lX/+859HXeD6tttu4+GHH+a3337zLIYN5UHBW2+95Qnchg0b5tlnsVj417/+hcViYe3atVx11VUsX74ch8PhaZOSksIXX3zBJZdcwrRp02r4jkVERETEG7SQtIiIiIjIKejevTu+vr6UlJTgdDqJjo4mKiqqyrYVIx0qHqL36dOnyjfemzRpwtSpU7nttttISkriwQcfxGQyERwcjN1up6ioyNN20KBBlY7NzMzk3Xff5d1338VkMhEUFERJSYlnHn/DMHjwwQePWHh50qRJrFu3jp9//pmFCxcSHh6OxWIhMjKy0jz9tclkMvHmm2/y0ksv8dlnn7F48WIWL16M2WwmKCiIvLw8z0LbPj4+3H777dx8882VzvHdd9/hdDqxWq2Vplw6llGjRrFmzRp+/fVXsrKyCA8PP6m609LSGDx4sOfzkpISCgsLK40miIqK4tFHHz3hmmrDwIEDGTduHN9//z0zZsxgxowZBAcHU1BQgMvl4uqrr6agoMAT6ByutLTUs2A0/Dky5vAwbOTIkZ71HQ6/5muvvcYDDzzAxo0bufbaa7FarQQEBFBUVFQpGPPm10ZEREREao5CBxERERGRU2Cz2ejZs+dxp1YCaNWqFY0bN+bgwYPAkVMrHa5169bMnj2bmTNnMm/ePLZu3Upubi5Wq5WWLVvSsWNHBg8ezMiRIysd9+GHH7Jy5UrWrl1LWloamZmZALRs2ZLevXtz5ZVX0qVLlyOuN27cOACmT5/Ojh07OHjwoOcBf12yWCw8/PDDTJ48mRkzZrB8+XJSU1MpLCwkNDSUli1bMnjwYC6//HIiIyOPOL5iQeiBAwcSEhJyQtccOXIkzz77LA6Hg++//57rrrvupGp2uVyer7NhGPj7+xMZGUlMTAydOnVi6NChDB48+Igprbzh+eefp0uXLnz77bckJibicrno1asXV111FRdccIFnjYu/euyxx1i8eDGrV68mOTmZgwcPYrfbadKkCV26dGHChAmcf/75VR573nnnMX/+fKZNm8bixYtJTk4mPz8fPz8/4uLi6Nq1K8OGDeOss86qzVsXERERkTpiuL21UpyIiIiIiIiIiIiIiJxWvP+qjYiIiIiIiIiIiIiInBYUOoiIiIiIiIiIiIiISI1Q6CAiIiIiIiIiIiIiIjVCoYOIiIiIiIiIiIiIiNQIhQ4iIiIiIiIiIiIiIlIjFDqIiIiIiIiIiIiIiEiNsHi7AKma2+3G5XJ7u4xKTCaj3tUkcjTqr9LQqM9KQ6L+Kg2N+qw0JOqv0tCoz0pDov4qDU1967Mmk4FhGMdtp9ChnnK53GRlFXq7DA+LxURYWAB5eUWUlbm8XY7IMam/SkOjPisNifqrNDTqs9KQqL9KQ6M+Kw2J+qs0NPWxz4aHB2A2Hz900PRKIiIiIiIiIiIiIiJSIxQ6iIiIiIiIiIiIiIhIjVDoICIiIiIiIiIiIiIiNUKhg4iIiIiIiIiIiIiI1AiFDiIiIiIiIiIiIiIiUiMUOoiIiIiIiIiIiIiISI1Q6CAiIiIiIiIiIiIiIjVCoYOIiIiIiEgNKS4sIHHDGnIPHvB2KSIiIiIiXmHxdgEiIiIiIiINmcvlImVzPLkbfyGqcCsRRhkAKe5Acnyb446IIyS2A83adMDm4+PlakVE5HTgdDpxuZzeLqNBcbkMSkrM2O2lOJ1ub5cjcly12WdNJjNms7lGz3k4hQ4iIiIiIiLVkJuZSfLynwlKW00EOYQDGFDg9sWfEkKNAkJLt0PqdkidQ+ESE0mmxhQHtcQW1YbGbToR3jQKk0kD0EVE5MTY7aUUFORgt5d4u5QGKTPThMvl8nYZIiesNvuszeZLYGAoNlvNvxSj0EFEREREROQElZU52LN6GfZti4m276GVUf7Wmd1tITWgA0Fdz6Vl1x6UFBaSvmMLBSnbMWcn0sieRoBRQjN3BuRlQN4q2Abpbj+ybFG4GrUiqEV7mrXtjG+Av5fvUkRE6qOyMgfZ2Qcwmy2EhDTCYrEChrfLalDMZkOjHKRBqZ0+66aszEFhYT7Z2Qdo1KjpHz9Pao5CBxERERERkePISE4kfdV8IrI20MwoKt9oQJoRiSN2EK0GDqdbYKCnvX9QEHG9+0Pv/kD5FEyHUlM4uGsLjvRd+Bek0Nh1kCCjmCDHbkjfDekLKFlpsM9oRGFgDJambYho3YnGMS01GkJERMjPz8FkMhEeHql/F6rJYjFRVqaRDtJw1FaftVp98PHx59ChNAoKcggNbVyj51foICIiIiIiUoWSwiL2rFiIOXEZUa79xIFn+qQDYd1p0mcE7eLanNC5TCYTjWNa0jimpWdbaXExaTu3kpe8DdOhRMJKUwk2iogkEwoyYdd62AUH3T4csjajLCwW/5h2NGvXhYDg4Nq5aRERqZfcbjd2ewkBAUEKHESkRphMJnx9AygqysftdmMYNTdySqGDiIiIiIjIH1wuFylbN5G7YSHNCrYQYzjKt7sN9tlisbQdQly/oTSz2U75Wj5+fsR26wXdenm2ZaWncWDnZkrTduKbt5fGzgz8jVL8y5LgYBIcXETZWkg0wsj3j8bUpDXhrToS2aoNZkvtLQYoIiLe5XSW4Xa7sFprfu51ETlz2Ww+FBbm4nSW1egUSwodRERERETkjJeXdYikZfMI2r+KCLI9i0JnuYPJjexDzMDz6RzZtNbrCG/ajPCmzYDzAHDY7aTv3kFO0jY4uJuQ4n2EGflEkE1EUTYkbYKk78heaOGgpSn2kJb4NW9H0/ZdCA5vVOv1iohI3XC7y+d01ygHEalJFT9TKn7G1BSFDiIiIiIickZyljnZs3YZpVsXE12667BFoc2k+ncgqOswWnbrTUsvPuCx2mzEdOxCTMcunm15hzJJ37GZ4tQd2HKTaVyWjo9RRrRzH2Ttg6ylsAmS3cHk+TWHxq0Jje1A09btsNbACA0REfEmLRwtIjWpdn6mKHQQEREREZEzysGUZPavnEfEoQ00NQrLNxqQbjShtMXA8kWh6/GaCcGNIggeeDZwNlAenmQk7iIrcQuuA3sIKtpXPlrDyCO8JA9StkLKD+QvNnPQ3ISS4Bb4NGtLk7ad/xhVISIiIiJScxQ6iIiIiIjIaa+kuIgdv/+CKXEZzZ2pnkWhC90+ZIR0p3Hv4bRt297bZVaL2WImqm17og6rvzAvl7QdmylK2YElO4lGjv34G3aiXGmQkwY5K2ErpLoDyPaJwtUojuCW7WnWtiM+fn5evBsRERERaegUOoiIiIiIyGnJ5XKRvDmBjRt+pUlO/GGLQkOqtSWmtkOJ6zeUpj6n36KcAcEhtOkzCPoMAsq/Fgf2JpG1ewuOjN0EFqQQ4T5EsFFIsH0npO2EtJ8pXm6w19SYosAYrE3b0LhNJxo1j9Ec4iIiIiJywhQ6iIiIiIjIaSU/J5ukpfMJSF1BY7IIBjAg2x1EdpPexAw4n07NorxdZp0ymUw0jY2jaWycZ1txYQHpO7eSv3c7pkOJhNv3E2QU09R9APIPQP5a2AkH3L4csjXDGdaKwJj2NG3fGf/AQC/ejYiIiIjUZwodRERERESkwXOWOUlcv4LiLb8RXbKLWMMFgMNtIi2gI/6dz6ZF9960MJm9XGn94RcQSKsefaFHX6B8NERW2n4O7tqMPW0Xfvl7aew6SIBRQoAjEQ4kwoGFONbAHiOc/JC2NOk7gmZxbbx8JyIiImeGxMQ9vPfe28THryc3Nxe3280//nEPl19+hbdLqzduv/1mNmxYx+uv/49evfp4tn/wwTt89NF7XHfdTdxwwy1HHPfTT7P55puvSE5OpKSkBIA5c34lKCjohPZLZQodRERERESkwcrcl0Lqynk0ylxH5GGLQmfQmOKY/rQdej7DWjUnO7uQsjKXd4ut50wmExHNo4loHg2MBMBeUkLaru3kJm/DyNxDaEkqoUYBjcmice5KWLCS7aZmOOOG0HrguVoPQkREpJbk5ORw++03kZubS2hoKJ06dSn/tzuiibdLO6q0tP389NNsgoKC6nUw8tNPs3n22X8B0KJFS0JCQgEwm80ntF+OpNBBREREREQaFHtJCbtXLILdS4l2pngWhS5y20gP7kpE7/No064jABaL1iI4FTZfX1p26Q5dunu2ZWdkkLFjE85dy2lu31O+OPWuGeTu/J60kG407ns+Ua3bebFqERGR088vv/xMbm4uHTp04q233sdms3m7pONKS9vPRx+9R9OmzbweOoSGhtKiRUtCQ0OP2PfNN18B8Pe/38XkyVed9H45kkIHERERERFpEPZt38KhdQtolpdAtGH/c7s5BtoMoXX/s4n09fVihWeGsMhIwiIjYeh5ZGekk7j8Z8IyVhNqFBCXtwZ+WcOOX5viiB1C68Hn4uvn7+2SRUREGrzExEQAevXq0yACh/rmkksmcsklE6vcl5S0B4CBAwdXa78cSaGDiIiIiIjUWwW5OSQuW4B/ygqakEkIgAE57kCyGveief/z6dg82ttlnrHCIpsSNv7/cJZdReL6FZRsXkR06S6audJhz9fk7/6e7cFdieg9guZ/jD4RERGRk2e3lwLg4+Pj5UpOP6Wlx/7aHm+/HEmhg4iIiIiI1CtOl5PE9aspTlhE85IdnkWhy9wm9vm2xa/z2bTq0Z8Yi+bRrS/MFjNt+g6GvoPJPXiAxGU/E5q+ijAjn7j8dbBoHTt/i8QeO4i4QcPxCwj0dskiInIau/TSi0hPT+P11/9HYGAgH330Pps2baC4uJiYmJaMHTuB8eMvwWQ6chrGnTu3M23ap2zYsI6cnGz8/f3p0KEzEyZcwpAhZx/R3ul0snz5EpYsWcyWLQkcPHiQ0tISGjVqTJ8+fbnyyv8jOjqm2vdSsQByhY8+es/zedOmzfj669lH3HNQUDCffPIhGzeuJycnm9tvv8szvVFhYQHTp0/jt99+JTU1BcMwaN48hrPPPoeJE6/A3z/gmF/PJk0i+eCDd1i7djUFBfk0axbF6NFjmTTpqkpfz4oFnQHS09MYMqRPpXMuWbKm2l+TlJS9vP/+/1i7dhVFRcVERTXnggtGM2nS0ac+qmoh6Yr7qnDZZWM9H1933U3MmfPDMfffcMMtnvUeLrhgDI8++mSV1664zowZs2jWLMqzvbS0hBkzvmThwgWkpOzF4bATEhJC48aR9OrVh0svnUhUVLMjzrds2RJmzfqWLVs2k5eXS3BwCN26dWfy5Gvo3LnL8b+AdUChg4iIiIiI1AuH9u9n38qfCT+wlkijoHyjAQdoRFF0f2IHjaBraJh3i5TjCmnchG7jrsbpuuKP8Ggh0SW7aEoGJM6kcM9sdgZ1IbzX+UR36OTtckVE5DSWkBDP1KkfYDIZtGzZitzcHHbt2sGrr75AfPwG/vnPpzEMw9N+7twfee65f+N0OgkMDKR167ZkZh5k5cplrFy5jIsvvox77nmw0jUOHcrkoYfuxTAMwsLCadq0KU6nk/T0dGbP/o5ffpnPq6++SZcuXat1D5GRTenatTv79qWQnZ1FkyaRREY2BaBRo4gj2m/cuJ5PP/0Ik8lEy5at8Pf3B8rvMT09nbvuuo19+/ZiMplo1SoOgD17drFr1w7mz5/LlClv0aRJZJW17Ny5nYcfvpeysjJiY+OwWCwkJyfx1luvk56eVulr07p1G/LyctmzZzc2m4327WtmxOPWrZu5887bKCoqxGbzoVWrOPLy8nj77TdISNh0Uufq0KETjRs3YdOmjZ7PrVYrUP51P97+U+F0Orn77tuJj98AQFRUc0JCQsjJKe+j27ZtoUuXbpVCB5fLxfPPP8VPP5UHTaGhYcTFtWb//v0sWrSQ33//jfvvf4QxY8adUm01QaGDiIiIiIh4jb20lN0rf8O9awnNHXuJMwADit020oI6E95rOK3adaryTUSp38wmM216D4DeA8g7lEnisp8J2b+ScCOPVgUbYPEGdi1uTEnLQcQNOg//oCBvlywi0qC53W7sDpe3y6gWm9VU6eF/Tfnww3cZPHgoDz/8TwIDA7FYTCxcuJAnn3yUBQt+plevPowdOwGAPXt288ILT+N0Opk48UpuueXvnrUT5sz5geeff4pvv51B+/YdGT36zzfe/f0DePjhJxg0aChhYX++HOFwOPjhh++ZMuUlnn32ST7//Otq3eOYMeMYM2YczzzzJHPm/MDo0WM9b+pXZerU9xk1ajR33XU/fn5+QPkb9QD/+tej7Nu3lzZt2vHMMy/S/I8pKlNS9vLII/eRmLiHf//7cd58890qz/32229wwQVjuOOOe/4IM+CXX+bz5JOPMHPm11x66SRatGgJwN13P8C6dWv4xz/+Rnh4I95++4OTvve/Ki0t5Z//fISiokIGDRrCY4/9m+DgYACWL1/C448/RFlZ2Qmf7+mnXwDwjMJ46qnnK41EqHh4f7T9p2LJksXEx2+gSZNIXn75NeLi2nj2lZaWsHjxIqKimlc6ZurU9/npp9lER7fgoYceo0ePXkD5//e///4b/vOfl3jllefp3LmrJ1DyFoUOIiIiIiJS51J3bidz7Xya5m4i2iifJxcDUs3RuOIG03rAMJr88YeyNHzBjSLodtGVuFyTSdqwhsJNC4ku2UGkcRCSv6co6Ud2BXYirNcImrfvrJBJROQkud1unvtsHbtSc71dSrW0iQ7h4St71XjwEBgYxBNPPIWPj69n21lnDePKK6/ho4/e47PPpnLRReMxDIMvv/wMh8NBly7duOOOuyud54ILxrB79y6+/PIzPv74g0qhQ2BgYKXPK1itViZMuJRNmzYyb94ctmzZXCdT38TGxvHAA49iNv85DaWPjy/r169l06aNmEwm/vWvZz2BA0BMTAuefPJZrr12Mhs2rGPDhnWeB9qHi4lpwX33PVzp3MOHj2D+/DksWbKYFSuWekKH2rBw4Xz2708lICCAJ554msDAP6drHDhwCNdeeyP/+9+btXb9mrR3bzIAw4adWylwgPLv14gRoypty83NYdq0T7DZbDz//CvExrby7DMMg/HjLyUlZS/Tp0/jq6++4MEHH639mzgGhQ4iIiIiIlInCvPySFw2H5+UFTR1HyQYwIA8dwCZEb2I6nceHWJq7w9V8T6TyURcr37Qqx/5WYdIXDaP4P0raWTk0KowHn6PJ/H3RhS1GETcoBEE/PH2ooiInICaHyjQ4I0ZM65S4FDh4osv56OP3mP//lRSUpJp0SKWFSuWAXDZZZOrPNekSVfx5ZefsX9/Knv3Jh/xcD0hIZ7Fixexd28SBQUFOJ1OADIy0gHYuXNbnYQOI0deWCkUqFBxf/36DaBly9gj9rdu3Ya+ffuzatUKVq5cXmXocNFF46s8d+fOXVmyZDGpqftO/QaOYcWKpQCMGjW6UuBQYfz4S3n//f+d1GgHb6mYnmnNmlXk5uYQEhJ6zPbLly+lpKSEPn36VQocDjd06DCmT5/G+vVra7rck6bQQUREREREalVxYQE75n1N1IGltDQcQPmi0Kk+bfDpeBZxvQfSXItCn3GCwhvRbcxkXK6JJMevo2DTQpoXbaOJcQj2zqYk+Sd2B3QipMdwYjp10+gHEZFjMAyDh6/spemV/uJoD2fDwsIIDQ0jJyebvXuTCQ+PICvrEABxca2rPCYiIoKQkBByc3PZuzfJEzqUlZXxzDNPMn/+3GPWkptbN6NQjnbPFW/WH+3+yve1YdWqFSQnJ1W5Pzq6RZXbw8LCASguLj6JSk9ecnL5PcTGVj11UGBgII0bNyEtbX+t1lETzjprGNHRMezZs5uLLx5N79796N69B92796Rjx85HhDu7d+8CIDFxD7feekOV57Tb7QAcPJhRu8WfAIUOIiIiIiJSK+ylpWz/ZRYRKb8QZ5SAAZmEURDVn5aDRtAlvJG3S5R6wGQy0apHH+jRh/ycHJKWziMwdTkRRjatijbBsk0kLQunMHogrQaPIPA4bwKKiJypDMPAx6YQ/3AVD8OrEh4eTk5ONkVFRRQVFVbafvRjGpGbm0tRUZFn27RpnzB//lxCQ0P5299up2fPPkRERHhGWLz//v+YOvX9Onv73tf3yJEdgKfmsLCj//4V/sfvZod/PU7k3BUvBrjd7hOuszqKiyvuIeyobcLCwhtE6ODr68t///seH374LgsXLmDZst9Ztux3oPz7MHny1UyceAVQ/rUtKMgHyhcuP3Qo85jnLi0trdXaT4RCBxERERERqVHOMifbF88lcOdcYo18MCDLHUxRh9G0G3oeZpMeiEjVgkJD6Tr6clyuS0nZHE/uhgVEF22lsZFF430/Yv9yLvH+HQjqNpyWXXto9IOIiBxTdnbWUfdlZZXv8/f3x98/oNL2o011UzEaomIRZYC5c38E4JFHnmTQoCFHHFNXIxyOp6Lm7OxDR23z5/0FHLWNN/n5VdxD9lHbHOt7XhsqRugcK3ApKal6BEijRhHcf/8j3HvvQ+zevZONG9ezbNkSVq1awX//OwW328U111wL4FkUfMKEy7j33gdr9iZqgUIHERERERGpES6Xi50rF2PdNIsYssCAfLcfWbEjaH/uGKxWm7dLlAbCZDLRsmsP6NqDgtwcEpctICBlGY2NLFoVb4aVm0leWT5qJnbISIJCj/7Go4iInLmSkhKr3J6Tk0NOTvmD6xYtWhIYGEh4eCOysg6xZ89uWrU6cvqezMxMT4DQokWsZ3vFW/U9evSs8lqbN286lVuoMRXTQe3Zs/uobSr2VbXmQ3XU9JRZLVu2ZNeuHSQl7alyf2FhAQcPHqjRax5PxeiPihDrr/Ly8sjJyTnmOUwmE23btqdt2/ZceukkPv/8Y95++w2+++4bT+hQMS1WYuLRv3/1iV4LERERERGRU5a4YQ27PnyEqE1TaUwWxW4biU3PI/yaV+gy8mIFDlJtgSGhdL3gUmJvfJmswXeT6N8Vu9tCBNnE7p9L2fR72fTJCyRuWI3L1TDnMhcRkdrx44+zqpxq5ttvvwKgWbPmxMSUP4wfMGAQADNmfFHlub766nMAmjePrrSIdMU0SpmZR055s3btanbs2HYKd1BzKu7vaGs27Nmzm9WrV1Rqe6p8fHyAmpvup3//8rp+/vknCgsLjtj/3Xff1Pki0hXrXOzcud2zpsLhZs6ccdLn7NKlO1C5Tw0aNBSbzYeNG9ezdevmalZbdxQ6iIiIiIhItaXu2MqWD58kYtWbNHOlY3eb2RM2CP9JL9Jt7FX4+vkf/yQiJ8BkMtGyc3e6XXUvvpNfJbnFRRwgAovhIrZkKxGr/sve9+8mfvY08rKOPnWEiIicOfLz83j66X9WekC9ZMliPv/8YwCuvPIaz9v4kyZdhdVqJSEhnv/+9zUcDofnmHnz5vDVV+VhxP/9X+VFfCtGOLz++ivk5+d7tq9bt4Z//vMRbDaf2rm5k9SzZ2+6deuBy+XiyScfITV1n2dfauo+/vWvR3G73fTo0Yvu3asetXGyoqKigfIpj4426uRkDB8+gmbNoigoKODf/3680td7xYplTJ36ARZL3U7s07p1GyIjm5KdncVbb72G0+n07Pvll3l8+ulHVdb05Zef8cUXnx0xMiMvL48vvvgEgPbtO3i2h4c34qqr/g+3280DD9zN4sWLjpjSKT09jWnTPuWHH76rwTusHk2vJCIiIiIiJ+1AShIZv04ntmQrwYDTbZAc1IMWwyfRPTLS2+XJaS4gOJguoy7B5ZpA6vYtZK+bT1TBZhoZuTRKm0fZjAVs8m2Lf5dziO3ZV+uIiIicoa6//mamTv2AceNGERsbR25ujmc6pHPPHcG4cRd72sbFteaBBx7l+eef4osvPmX27O+IiYkhMzPT82B4woTLuPDCiypd44Yb/saaNatYsWIZF198ITExLcjPLyAtLZXWrdswatRovvzys7q76WN44omnueuuW9m5cweTJ19Mq1atATeJiXtwuVzExLTgiSeeqrHrhYaG0rdvf1avXsn1119FXFxrz3REb7757kmfz8fHl3/+8xnuvvvvLF36O+PHj6JVq9bk5eWyf38qQ4cOIz8/jw0b1tXYPRyPyWTijjvu5vHHH+Lrr6czd+5PREfHcPBgBocOHeK6625izpwfSE9Pq3RcRkYGM2Z8wX//O4UmTSJp1CiC0tIS9u1LwW63ExgYxF133V/pmOuuu4nc3By++eYrHnnkPoKCgmnePBq3201m5gEOHTrkaedtCh1EREREROSE5Rw8QPL8L2iZv4FYo/ztqiSfDkQOm0T3Gpr/V+REmUwmYjp2IaZjF4oKCtizbAE+yctoygFiS7fD2u3sWzON3Gb9aDloFCEREd4uWURE6lCXLt343/8+4KOP3ic+fj3FxcW0bt2GsWMnMGHCZUesOXDBBWNo06Yt06Z9yvr1a9m5cwf+/gH06zeACRMuZejQYUdco23bdrz99ge8997/iI9fT1JSEpGRkVx11bVcc831fPHFp3V0t8fXtGlTPvjgU7788nN++20hqakpALRqFcewYcOZOPGKGl9E+oknnubdd//LypXL2blze6WRANXRpUtXPvjgE95//x3Wrl3Fnj27iYpqzt/+djuTJ1/NnXfeWkOVn7hhw4bz4otT+PTTj9i5czvJyUm0bt2GO++8n3PPPY85c3444pjx4y8hJCSEdevWsG9fCrt378QwDJo1i6Jv3wFMnnwVkZFNKx1jGAZ33/0A5547gu+++4b4+A3s2bMLgEaNGnPuuSMYOvTsKhc0r2uG+1hLa4vXOJ0usrIKvV2Gh8ViIiwsgOzsQsrKNE+q1G/qr9LQqM9KQ6L+euYqyM1h97yviM5aic0o/2MxxRJL8ODLiW7fycvVHZ367Jlp3/YtHFo7n6j8BHyN8ukxnG6DfT5t8O1yDq169a+Xox/UX6WhUZ+tOw6HnUOH0mjUqJnWSToBl156Eenpabz++v/o1auPZ7vFYlJflQaltvvsyf5sCQ8PwGw+/ooNGukgIiIiIiJHVVJcxI7539I0bTFxhh0MSDM1xdrnEjr16Ovt8kSqFN2+E9HtO1FSWMTuZQuwJi2lGRm0tO+EdTtJXfsFOZF9aTF4FKGNm3i7XBEREZHTikIHERERERE5gsNhZ/vCHwlLmk8rowgMOEgYjq7jaNv/LEym47/hJOJtvgH+dB4xFhhL6s7tZK6ZR7O8TYQZ+YQdWIjz219JsMXh0+kc4noPxGypf6MfRERERBoahQ4iIiIiIuLhdDnZ8fsC/Lf9SEsjDwzIdgdR0HYU7c8apYey0mA1b9ue5m3bU1JcxJ5lCzEnLiXKlUZLx27YuJv9G74kq0kfWgwaRdhf5lAWERGpKZ988iHLly894fZ3330/7dp1qMWKvOM//3mRHTu2n3D7p59+gUaNtDZTQ6HQQUREREREcLlc7FmzHGPDTKLJBAMK3L5kxgyn/fCx2Hx8vF2iSI3w9fOn0/AxwBjSdu/kwOp5NM3dSKhRQOjBRbi++43NtlZYO5xNXN9BWCxWb5csIiKnkZSUvWzatPGE2xcUFNRiNd6ze/euk/o62O32WqxGapoWkq6ntJC0SPWpv0pDoz4rDYn66+kpOWEDxStm0NyVCkCJ28r+JoNpO+JS/AMDvVzdqVGflRNRWlzM7hWLMO3+neau/Z7tue4AclqeS/vhF9XJwq3qr9LQqM/WHS0kXTO0kLQ0NFpIWkREREREGpS03TvJWvwlLRy7AXC4TaSE9iVuxOV0D2/k5epE6o6Pnx+dzrkAzrmA9MTdZKyaR2TOBkKMQkL2zib1o9+xdxlHmwFnaz0TERERkeNQ6CAiIiIicobJTN3H/oVf0rIogUADXG6D5ICuRA+fRPdmUd4uT8SrmrZqTdNWt2IvLWX7L7NonPILjYwcSPiYnVvm4ztwIi07d/d2mSIiIiL1lkIHERERkQYqK20/Kb/OILTr2bTs2sPb5UgDkHcok8T5X9Iidx2tDBcYkGxrS8RZk+gW19rb5YnUKzYfH7peeBmFeSPZNW86MYdWEOXaD0v/w6Y17Wl67hU0jmnp7TJFRERE6p0GHTocPHiQpUuXkpCQwKZNm9i6dSulpaX069ePTz/99JjHOhwOPv74Y2bNmsXevXuxWq106NCBq6++mvPPP/+Yx27ZsoV3332X1atXk5eXR5MmTTjnnHO47bbbCA8Pr8lbFBERETmqtLnvEedIpGzZRrZkXU6ns0d5uySpp4ry89k5fwbNDy4jzigDA/aZYwgcdDldOnb1dnki9VpAcDDdL72JrPQxJC74nJaFCcSWbqfsp3+xMaQ3cedPIkjTkYmIiIh4NOjQ4ccff+S555476eNKS0u57rrrWLt2LWazmTZt2lBcXMyqVatYtWoVN910E/fdd1+Vx86bN4977rkHh8NBo0aNaNu2LYmJiXz66afMnTuXL774gpiYmFO9NREREZFj2r9zOy0ciQBYDBcx278kPucgXS66UvONi4e9pITtC76jceqvxBmlYEC60QSj18V07D3A2+WJNCjhTZsRftV9pO7YSu6SL4kpSyYubzXFMzaS2Ows2o+4BB8/P2+XKSIiIuJ1DTp0CAwMZNCgQXTt2pWuXbuyZcsW3nrrreMe99JLL7F27Vqio6N57733iIuLA+CXX37hrrvu4r333qNXr16ce+65lY7LyMjggQcewOFwcNttt/H3v/8di8VCfn4+d999N7///jt33XUXX3/9NYZh1Mo9i4iIiAAcWv4dQZRPjeP0CycudyWtMn4h4YuDdLz8dqxWm7dLFC8qK3Ow/dc5hOz5mVijEAw4RCglHS+i3eBzFEyJnILm7TrSvN2/2L1mOaz7mibGIVqlL+DgJ8vJbXshHYaNwmwye7tMEREREa9p0H9tXHrppXz00Ufcc889jBgxgkaNjj+kNTMzky+//BKAZ555xhM4AAwfPpwbb7wRgDfffPOIY99//32Ki4vp27cvd955JxZLeWYTFBTEK6+8QlBQEAkJCfz66681cXsiIiIiVTq4by8tircBEDpwAt0n3kpSzBhcboNWhfHs/PRpivLzvVyleIPL5WL7kl9I+fB+WiR+S4hRSK47gORWFxN9/Ut0GDpcgYNIDWndZyCx17/I3jaXkesOIMQopMWuGSS9/yC71q7wdnkiIiIiXnPG/cWxcOFCHA4HsbGxDBhw5JDySZMmAbB582b27t1bad/PP/8MwOWXX37EcSEhIYwaVT6P8pw5c2q6bBERERGP/YtnYjLcpFhaEt2+EwBdL7iUjG7XYndbiCnbS/oX/yQrPc3LlUpd2rN2Jbs/eJioLZ8SQQ5Fbh8Sm42k8TUv02XEWCwWq7dLFDntmC1mOp87msbXvExi5HBK3FaakEnk2v+x5cN/krpzu7dLFBEREalzZ1zosGHDBgB69+5d5f7IyEiio6MrtQVIS0sjIyMDgL59+1Z5bJ8+fQDYuHFjDVUrIiIiUlnuwQPE5Jf/ruHXa0ylfe0Gnk3R2XeR7/ajMVkUf/8UqTu2eqNMqUMpWxPY+sETNF77Nk3dGZS6LexpNJTAyS/R7aLJmmNepA74+PnRbdzV+Fz2PHuC++B0G8SUJRO48DniP3uF7Ix0b5coIiIiUmca9JoO1ZGUlARAixYtjtqmRYsW7Nu3j8TExCOOs1qtNG3atMrjKhaQTklJweFwYLWe2ttkFkv9yYTMZlOl/4rUZ+qv0tCoz8rJSP5tJq0MF2mmpnTo1feIqXJadelGZtjjZH7/EhFGNqW/vsLu3OtoP3BojVxf/bX+SE/cTfrCL2hZuoNQoMxtIiW0F3HnT6Z348beLq/eUJ+VuhTepDHhV/2DjOQk9i34jJalO2hVtAn7d48SHzGQDhdOxj8o6KjHq79KQ6M+W3dcLq0deqoqll81DHC7vVuLyImoyz5rNhs1+iz6jAsdcnNzgfLpkI6mYl9eXp5nW05Ojmff0RaJDg0NBcrn0i0oKCAsLKzadZpMBmFhAdU+vrYEB+tNOWk41F+loVGflePJy8qi2aE1YEBA3/E0alT1g6uwsPbkNX+Z+HefJKoshUbr3mdrUTaDLp1cY7Wov3rPgX372DJzKs1zN9DScONyw76gLrQbex3DW8V6u7x6S31W6lJYWGc69HiO7WtWk7ngE5o599Pq0BIOfbKG5Laj6DthIlab7ajHq79KQ6M+W/tKSsxkZppq/MHgmaihhmTjx48mPT2N//73XXr37uPtcqp06603sX79Wh577EnGjBnr1Rr++nV6773/8cEH73LDDTdz001/O+K4H36YxddfTycpKZGSkhIA5s//jaA/XhY43v7aVJt91uUyMJlMhIT44+vrW2PnPeNCh9LSUoBjjkKw/fHLX0UHOtnjDm9fXS6Xm7y8olM6R00ym00EB/uRl1eM0+nydjkix6T+Kg2N+qycqPXfTiPWcHCQcFr37E92duExWltpd+0/SZg2hdiiBJpu/5pf3k6l++U3YzaZq12D+qv35GVlsevn6URnraSF4QID9tpaE3H2JLq3bQ9wnD5xZlKfFW9q0roTEa2eZfvSX7Fu+o5GRi6Bu75jw0u/Yu8yng5Dzqk0Yk39VRoa9dm6Y7eX4nK5cDrdlJXpa10dhlHeZ51OV4Me6eB0uuptH3D/8YV1ubzXTytq+OvXyeU6em0//TSbZ5/9FwAtWrQkJCT0j3MZlJW5jru/ttRFn3U63bhcLnJziygudh63fXCw3wmFIGdc6ODj4wOAw+E4ahu73Q5QKd05meMOb38q6uMPkPr8g03kr9RfpaFRn5VjKSkuonH6cjCgpO0I3C6DMtex+4thstD5intI+P4TWh1cRKus5cR/dIj2E+/Bdopvsai/1p3iwgJ2zv+GZhlLaGU4wID9pih8+19O5649gPr5e2N9oz4r3tR24Dk4+gxm2y+ziUieTyMjFxI+ZuuWefj2n0jLP/6/XEH9VRoa9dna53Q24Kfk9UTFQ9uGHDhI9YWGhtKiRUvPTDWH++abrwD4+9/vYvLkq056f22pyz5b04HmGRc6BAcHA39Os1SVin0VbeHPKZdyc3Nxu91VTrFUMQWTyWQiMDCwpkoWERERYeevPxBrlJDtDqLd0PNO+DiTyUS3CdeyeWFjonZ+Q2zpDhI/+xdRF99HUHijWqxYTpXDbmfbL7OI2LuAVkYJGHCARri6T6Bt30FHrOchIvWb1Wqj66hLKMo/n53zviI6cxlRrjRYPoWEtW1pcs6VRLWO83aZIiIip6VLLpnIJZdMrHJfUtIeAAYOHFyt/XKkM+4vldjYWACSk5OP2mbv3r2V2h7+scPhIC0trcrjUlJSAIiOjj7lRaRFREREKjjsdsJSfgMgL/YcLJaT/z2j87mjye5zC8VuG1GuNLJm/IsDyUk1XKnUBGeZky2/ziHto3uJTfmBQKOELHcwKe0nEXvji7TtP0SBg0gD5h8URPdLbsA0/hkS/bvhchu0tO/ENvdfrPvsNbIPHPR2iSIiImeUimnyjzZzzfH2y5HOuJEOPXr04Ntvv2XdunVV7s/IyGDfvn2ethWioqJo0qQJBw4cYM2aNYwde+RiKGvWrDniOBEREZFTtWPxPFoYheS7/Wh39oXVPk9c7/6khTUiZ/4Uwo08Cuc+R9LAW4jt1qsGq5Xqcrlc7Fq1BEv8d8SQBQbku/3Iih1B+3PHYLUefdFZEWl4wiKbEnbVPezfuZ2c378gpiyJVnlrSXs3nvRmZ9F2xCX4+vl7u0wRkQbp0ksvIj09jddf/x+BgYF89NH7bNq0geLiYmJiWjJ27ATGj7+kyhc5du7czrRpn7JhwzpycrLx9/enQ4fOTJhwCUOGnH1Ee6fTyfLlS1iyZDFbtiRw8OBBSktLaNSoMX369OXKK/+P6OiYGr2/HTu2ee6pqKiYFi2Ofk+nWl92djYzZnzBsmVL2L8/FZfLSUREE7p27caFF15Ez569T6jm5OQk7r777xw4kMGll07kzjvvq3ImmRORkrKX99//H2vXrqKoqJioqOZccMFoJk06+tRHH3zwDh999B7XXXcTN9xwC/BnP6lw2WV/Pu+97rqbmDPnh2Puv+GGWzzrPVxwwRgeffTJKq9dcZ0ZM2bRrFmUZ3tpaQkzZnzJwoULSEnZi8NhJyQkhMaNI+nVqw+XXjqRqKhmR5xv2bIlzJr1LVu2bCYvL5fg4BC6devO5MnX0Llzl+N/AevAGRc6DB8+nKeeeoqkpCRWrFjBgAEDKu3/8ssvAejUqRMtW7astG/kyJF8+umnfPXVV0eEDrm5ucydOxeAUaNG1eIdiIiIyJnE6XLiv2cBAJnNhhB1imsxNItrQ+7FT5D+3cs05QC25W+yNWcSHc86vybKlWpK2ZpA0dLPy6daAYrdNtKbDqXdeZcQFaCHjiKns6i27Ylq+yS7167Ave5rIskkNv0XDn2ygpzWF9Bh2AWYLWZvlyki0iAlJMQzdeoHmEwGLVu2Ijc3h127dvDqqy8QH7+Bf/7z6UoPvufO/ZHnnvs3TqeTwMBAWrduS2bmQVauXMbKlcu4+OLLuOeeBytd49ChTB566F4MwyAsLJymTZvidDpJT09n9uzv+OWX+bz66pt06dLVK/d0KvXFx2/g4YfvJTc3F5PJRIsWLbHZbOzfv585c34gLW0/b7757nFr3rw5gQceuJPc3FxuvPFvXHvtjdW+/61bN3PnnbdRVFSIzeZDq1Zx5OXl8fbbb5CQsOmkztWhQycaN27Cpk0bPZ9XzF4TGdn0uPtPhdPp5O67byc+fgMAUVHNCQkJISen/Pu5bdsWunTpVil0cLlcPP/8U/z002wAQkPDiItrzf79+1m0aCG///4b99//CGPGjDul2mrCGRc6REREMHHiRD777DMeffRR3nvvPeLiyufNXLhwIe+//z4Af//734849oYbbmDGjBmsXr2a1157jdtvvx2z2Ux+fj733nsv+fn5dOrUiXPPPbdO70lEREROX7uWLSKKHIrdNtqcc+RIy+oIadwEnyueZPdXr9DCsZvobdOIzzlIlzGTNW1PHSvKz2fnjx8Tm7uWUMONw20mJbw/cSMup1sVi9yJyOmrde8BGH37s2fZL1g2fkeoUUDwnq9J2vMr7p4X06av5pEWkWNzu91QZvd2GdVjsVX7rfdj+fDDdxk8eCgPP/xPAgMDsVhMLFy4kCeffJQFC36mV68+jB07AYA9e3bzwgtP43Q6mTjxSm655e/YbOUjTefM+YHnn3+Kb7+dQfv2HRk9+s/fy/39A3j44ScYNGgoYWFhnu0Oh4MffvieKVNe4tlnn+Tzz7+ukXv86z0BLF68qMp7OpX6Dh484Akchgw5i3vvfYjGjZt49m/btpUtWxKOW++qVSt49NH7KS0t5b77HmL8+Eurfe+lpaX885+PUFRUyKBBQ3jssX971uRdvnwJjz/+EGVlZSd8vqeffgGAIUP6APDUU89XGolQ8fD+aPtPxZIli4mP30CTJpG8/PJrxMW18ewrLS1h8eJFREU1r3TM1Knv89NPs4mObsFDDz1Gjx7lI9bdbjfff/8N//nPS7zyyvN07tyVVq28u05Ugw4d0tLSGD9+vOdzu738B+u6devo37+/Z/uNN97ITTfd5Pn8/vvvZ/Pmzaxfv54xY8bQtm1bioqKPGs5XH/99Zx33pELNDZr1owXXniBe++9l7feeovp06fTtGlTEhMTKSoqIiIigilTptTKD0kRERE587hcLkxbfwYgLaIf3YOCauzcvgH+dLj6ERK+fpu4vDW0Sp/Ppi8z6Xz5bdVaM0JOjsvlYsfSXwna8g1xRhEYkOTbkeiR19I9MtLb5YmIl5hNZvpdNIH0Pmexec4Mmu7/jSbGIVj/HlvjfyZ46GSat+vo7TJFpB5yu90UzXoGV8Yub5dSLebItviNfaTGn6kFBgbxxBNP4ePz52jhs84axpVXXsNHH73HZ59N5aKLxmMYBl9++RkOh4MuXbpxxx13VzrPBReMYffuXXz55Wd8/PEHlUKHwMDASp9XsFqtTJhwKZs2bWTevDls2bK5Rqa+OZl7OpX6Pv/8E3Jzc+nQoRNPP/0iFkvlx8gdOnSkQ4dj/5u0YMHPPP30PzEMgyeffJZzzz3yeevJWLhwPvv3pxIQEMATTzztCV0ABg4cwrXX3sj//vfmKV2jruzdW77e8LBh51YKHAB8fHwZMaLyTDq5uTlMm/YJNpuN559/hdjYVp59hmEwfvylpKTsZfr0aXz11Rc8+OCjtX8Tx9CgQwen00lOTs4R28vKyiptLykpqbTf19eXTz75hKlTpzJ79mySkpKwWq3069ePq666ipEjRx71mqNGjSImJoZ33nmHNWvWsGPHDpo0acLFF1/MbbfdRqNGjWrq9kREROQMt2f9Kpq6D2B3m2l1zoTjH3CSzBYz3SfdzqYfv6LFvp+IK1jPjk+eIfby+/A/7Bd4qVmZqfvImPcBLRyJYECWOxhHnyvo2nvA8Q8WkTOCj68v3S66kvycC9nz8xe0yFlDtHMvrl9fIH5lZ6LPu5LwGnrTUkROHwZ6CfavxowZV+nhfIWLL76cjz56j/37U0lJSaZFi1hWrFgGwGWXTa7yXJMmXcWXX37G/v2p7N2bTIsWladlT0iIZ/HiRezdm0RBQQFOpxOAjIx0AHbu3FYjocPJ3NOp1Ld48a9/3PeVRwQOJ+Kbb6YzZcrL+Pr68eyzL9G3b//jH3QcK1YsBWDUqNGVAocK48dfyvvv/++kRjt4S8X0TGvWrCI3N4eQkNBjtl++fCklJSX06dOvUuBwuKFDhzF9+jTWr19b0+WetAYdOkRHR7N9+/ZqHWuz2bj55pu5+eabT/rYzp078/rrr1fruiIiIiInyrHhBwD2hfSke3jtvdjQdfTlbF/amIiEz4gpSyJt2pOEj7uPsFOcp1QqczjsbJ07g+b7f6WFUUaZ28TeiMF0HH0ltlNcq0NETk9BoWF0n3gbB/ftZd8vnxNbup1WxZtxzHqcjeH9aTNyEgF/TCshImc2wzDwG/uIplf6i6M9nA0LCyM0NIycnGz27k0mPDyCrKxDAMTFta7ymIiICEJCQsjNzWXv3iRP6FBWVsYzzzzJ/Plzj1lLbm7uKdzJn070nipCh+rUV1RUyIEDGQB06dLtpGv85puv2L59K6Ghobz00mt07Nj5pM9RleTk8tEBsbFVTx0UGBhI48ZNSEvbXyPXq01nnTWM6OgY9uzZzcUXj6Z37350796D7t170rFjZ8zmyus57d5dPoopMXEPt956Q5XnrJgF6ODBjNot/gQ06NBBRERE5HSVvHkj0c59ON0G0WddXOvXaz/4HPaGRmBf8l+aGJnkfvcURef+g+Zt29f6tc8EyQkbcC77hFZkgQGppihCz72B7kf5o1ZE5HCNo1vQ+P8eZu/mTRQv/4Io137ispeR/8Va9sQMp8N547H+Me+4iJy5DMMAq4+3y6hXwsLCj7ovPDycnJxsioqKKCoqrLT96Mc0Ijc3l6KiIs+2adM+Yf78uYT+P3v3HR5VmfZx/HsmvRcCISGdHiChSlWpAgICriiygiK2dXdta1l7F8tr7ysgIKKg2ACV3qu0UBJaSEJoISEhIT2TmfePbEZZESmTTCb8PtflBcycOec+cHvyzLnP89yBgdx11z/o0KEzISEhttkIkyZ9xNSpk+z29P25ntPFxFdU9Ovfh4/P+c+APnw4E6hqdNy4cdifbH3uSkqqzuu3vSn+V1BQsFMUHTw9PXn//U+YMuU/LF26mLVrV7F27SqgKs9uvHEsN9wwBqjquVdYeAqoagx+4kTOWfddVlZWo7GfCxUdREREROqgwo0/EAwc9GlDQnjtLKER1aYdOQGPk/Pj64QYJyld+n/szx9Ps849auX49VFRQT77500l5tRWTAYUWT040XQYrfterabdInLeotq0w9K6Dfs2rMR9x3eEGCfxOfQjRz5dTUn8NbTo2VfXFhGR38jLy/3D93Jzq97z9vbG29vntNf/aKmb6tkQ3t7ettd+/nk+AI899gw9evT63WfsNcOh2rme08XE5+Pz699HUVEhfufZW+6OO/7OihVL2bz5F+655y7eeefjsxYKzpWXV9V55eXl/eE2Z/v7qQnVM3SsVusfblNaWnLG1xs0COGhhx7jX//6N6mp+0hK2sratavZuHE977//FlarhXHjbgHAy8sLgJEjR/Gvfz1i35OoARqNiIiIiNQxR1P3EVWRisUKjXrav5fD2YRERNLwhmc4bGqCp1FByOZP2Lnoh1qNoT6wWCykrFhA/hf/Jq6wquCQ5t0Wn1Ev0ab/UN0UFJELZjKZaNm9N5G3vkZG9HBOWb0INgpokjKD/ZMfJS1pi6NDFBGpM9LT0874+smTJzl5surGdVRUNL6+vgT/dznTAwdSz/iZnJwc2w363/ZLqH6qvn37Dmf83K5dOy4o9j9yrud0MfF5e/vYeg7s3Ln9vGP09PTklVfepFOnLqSlHeCee+48a6HgXEVHV51XevqBM75fVFRIdvbxiz7O+fD87zKp1QWf/1VQUHDGnsS/ZTKZaN68JdddN5o33niPv/3tnwB8990c2zbVy36lpZ05P+safdsRERERqWOy134HQKZHcxrH1v7yO74BgcSNfYp0r3hcDCvRad+QNGcSFoul1mNxRtmZGeye+gwRe77AzyjhBIFkd/k7CTc9iF8N9uYQkUuLq6sbbQeOJPCvr3Eg5ArKra6EWbMI2fAOOz99nmN/cENGRORSMn/+D2dcauabb2YDEBbWhMjIqhvZ3bpVze796qsvzriv2bM/B6BJk4jTbupXL1OUk/P7JW82b/6FvXt3X8QZ/N75nNPFxHfllX0AmDXrc1vT6fPh6enJq6++SadOl5GWdoB7773rogsPXbtW/RstWPAjRUWFv3v/u+/m1HoT6YiIKAD27dtj66nwW99++9V577Nt20Tg9H+zHj0ux93dg6SkraSk7LrAaGuPig4iIiIidUjO4UNEFScDENB1uMPicPfwoM1fH+RAg8sBiDuxml0zXqO8DqwPWldVlJez/bvpuPz4HJHmg1RYTaQ17E34za8Q16GLo8MTkXrK29eXxGtvxeXal0jzScRiNYiuSMVzwfMkzXyb/DPcZBIRuVScOlXACy88fdoN6tWrV/L559MA+Otfx9mWxxk9+ibc3NzYuXM777//NhUVFbbPLFz4E7NnVxUjbr759Ca+1TMI3nnndU6dOmV7fcuWTTz99GO4u9u3z8b5nNPFxDdmzDgCAgJISUnmySf/TU5O9mnv796dwrfffn3WWD08PHn11Tfo1OkyDhxIvejCQ79+AwgLC6ewsJDnnnvytPNZv34tU6dOxtW1drsJNG3ajNDQxuTl5fLBB2+fVqBZsmQhn8TcnPoAAIPPSURBVH326Rlj+vLLGXzxxYzfzcwoKCjgiy+mA9CyZSvb68HBDbjpppuxWq08/PD9rFy5/HdLOh07dpSZMz9j3rzv7HiGF+a8/hUKCgpIT08nKCiIyMjIM26TmZnJ5s2bGTFihD3iExEREbmkHF75DXGGlUMukbRu3dahsZhMJhL/MoFdixvRJPUbYkpT2Pfp03je+SwYalL4W2lJW2DDZ8SSBwYccokguP8EEqJjHR2aiFwiAhs2IvCv93P0wH5yV3xOVEUacYVbKZuzg+2hl9NiwCg8fbz/fEciIvXIrbfewdSpkxk+fBAxMXHk55+0LTfUt+8Ahg+/1rZtXFxTHn74cV5++Xm++OIz5s79jsjISHJycmw3hkeOHMXVVw877RgTJtzFpk0bWb9+LddeezWRkVGcOlXI0aOHadq0GYMGDeHLL2c45JwuJr6QkIa89NLrPProv1i5chmrV68gKioGd3c3jh49yqlTBbRv35GRI687a7zVhYeHH36AzZs3cu+9d/H22x9dUI8HDw9Pnn76Re6//++sWbOKESMGERvblIKCfI4cOczll/fm1KkCtm2rvaUGTSYT//zn/Tz55L/5+utZ/Pzzj0RERJKdncWJEycYP/52fvppHseOHT3tc1lZWXz11Re8//5bNGoUSoMGIZSVlXLoUCbl5eX4+vpx330PnfaZ8eNvJz//JHPmzOaxxx7Ez8+fJk0isFqt5OQc58SJE7btHO2cZzq8++679OjRgxtuuIGrrrqK0aNHs2/fvt9tt3XrVh599FG7BikiIiJyKcjPySGyIAkAj/ZDHRzNr9r0H0ZO5zsptboRbjnC3g8f4nhmhqPDqhNOnTzJ9s/fIGTDO4SQR6HVk8zmN9By/HOEquAgIg4QFteMNuOfJrvL3zlmNMTDMBN7fBknZjzIzkU/UGk+/yUyREScVdu2CXz00WS6dOnG0aOHOXEih6ZNm3H//Q/xzDMvnjYjAGDw4KFMmjSdAQMG4enpyb59eykrK+Oyy7oxceL/nbGBb/PmLfjww8n06HE5Li4upKen4+rqwk033cKHH06xNQB21DldTHyJie2ZMWM2Y8aMIyoqhmPHjpCZmUlQUBBXXz2M22+/+5xiri48dO5cNePhvvv+dsEzHtq2bcfkydPp23cAnp6eHDiQiru7B3fd9Q9eeOGVC9rnxerdux+vvvoWCQntqaw0k5GRTlhYE5577mUmTLjzjJ8ZMeIv3HbbXXTs2BmA1NR9HD58iLCwcK67bjTTpn1x2kwHqGpaff/9D/P++58wYMAgvL29OXBgP2lpqbi7e9K37wCefvoFRo/+a42f858xrGdrrf1fixcv5h//+Aft27dnwIABZGVl8e2331JRUcH//d//0b9/f9u2P/zwA4888ggpKSk1Gnh9V1lpITe3yNFh2Li6mggK8iEvrwizWes5S92mfBVno5yVaklff0Jc7hqOGaE0nTCxzjUbPpK6F8vitwkwiii0elLe829E/3e90UuNxWJh9/KfCNo3F1+jFIA0nwRih9yKX2CgY4OT0+gaK87E3vlaaalkz6pF+O6eT5BRtQRFNsFUJl5L0y496tzPGXE+usbWnoqKck6cOEqDBmG4ubk7Opw677rrhnHs2FHeeecj201dqMpZ5ao4k5rO2fO9tgQH++Di8ufjh3NaXmnq1KkkJibyxRdf2KplEyZM4O9//zv33XcfL774IsOHO27NYRERERFnV1RQQPiJjWCAJX5QnbwRFN60BacCn+H4N6/SiGwq1rzD7rwxtLq8n6NDq1VZGWnkLp5MZOUhMCCbIIyuY0lI7Ojo0ERETuNiciH+ykGUd+vD7kXfEHp4GQ2NXEiaxJ6dP+PXcwwRreIdHaaIiIjUM+f0bTY1NZUhQ4acNj0nNDSUGTNm0LVrVx599FFmz55dY0GKiIiI1Hepy77H06gghyCadb/C0eH8oaDQUNr98/846BaLm1FJWPJnbJ/3BRZL/X9irLysjKRvP8X95+eJqDxEhdWFtNB+RN7yCrEqOIhIHebu4UHC0BvxGf0qBwK7YbaaiKg8RMDKV9nx2avkHDnk6BBFRESkHjmnmQ7l5eV4enr+7nVPT08++ugj7r33Xp5++mnKysoICAiwe5AiIiIi9VlZSQkNj60BA4qb9cfF5OLokM7Kx8+XNuOfIGnme8QVbiX2yAJ2zMqmzai/4erq5ujwasSBrb9g+uVz4jgJBmS6RtPwqgkkREQ5OjQRkXPmGxBI4vV3kXN4KIeWfE5MaQoxJcmUz32GHU36Ez9oFC6udftnkIiIs5s+fQrr1q055+3vv/8hWrRo9ecbOpk333yVvXv3nPP2L7zwCg0ahNRgRGJP51R0iIiIYOfOnVx//fW/e8/NzY133nmHBx54gJdeeon27dvbO0YRERGRem3v8vnEGKWctPrS4vIBjg7nnLi6utFu9D/ZOX8WsUcXEHdqC3s+e4m46/+Fl4+vo8Ozm1O5J0ib/ymxJTur/mz1Ir/1SFr16l8nl8ASETkXIU0iCBn3CJm7d1K8eibhliPEHPmZA59uwfvK8TRp0drRIYqI1FuZmQfZsSPpnLcvLCyswWgcJzV1/3n9PZSXl9dgNGJv59RIeuLEiXz//fesXLkSd/czN5SwWCw8/PDDzJs3D8Mw1Ej6IqmRtMiFU76Ks1HOXtoqKso5NuUBAo1C0iOH0m7wdY4O6azOlK+7Vy2mUfIXuBmVZNGQkJEPEdiwkYMjvTgWi4WUpfMJSZ2Ht1GGxQrpfh1oNvQWfPw1s9eZ6BorzsQR+VppqSRl8Vwapf2Il1FOpdUgo0EPWg25CQ8vr1qJQZyXrrG1R42k7UONpMXZ1OtG0sOHDyc7O5tdu3bRoUOHM25jMpl47bXXCAkJYdeuXeeyWxEREZFL3r5Vi4g0Cim0etKi9xBHh3NBWl3en4ygEDzWfESokc3Jb56jpP+9hDVt7ujQLsixA6mcXDqZKMsRMOA4DXDtOY7EtomODk1ExO5cTC60vWoEJ7N7kDH/E6LL9xGXu4aj03diuewm4jp0cXSIIiIi4mTOaaaD1D7NdBC5cMpXcTbK2UtXpaWSg5MeJIQ80kL7kTB8rKND+lNny9fszAyKfnqDBuRTanWjoPMEmnbq5qBIz19ZSQm7f5xJVM4aXA0L5VZXDof3pfWg6/REoRPTNVacSV3I1z1rluK782v8jWIA0nwSiBt6K74BgQ6JR+q2upCzlwrNdLAPzXQQZ+OsMx20EK2IiIiIg6SuX0kIeZRa3WjaZ7ijw7loDSOjaXD9MxwxheFpVNBg08fsWjzP0WGdk9RN6zg2/RHiTqzC1bBw0C0W67BnSBg2Rl/sReSS0rJnXwJvfJkDvlWrHMQWbafgy0fZvWoJFotu1ImIiMifU9FBRERExAEsFgvs+hmAI8Fd8PH3d3BE9uEXGETsTU+T7tEKF8NK1IGvSfpmSp29UZWfk8OO6a/QaMvHBBsFFFi9Odx6LK1vfpKQ8AhHhyci4hA+/v4kjrmXnK7/5ASB+BklNEn5jORpL5KXdczR4Ylc4rRgiYjYU81cU86pp8O5Kioq4rvvvuPAgQNUVFQQHh5Oy5YtiY+PJzQ01J6HEhEREXFq6ds2EWbNosLqQkyfax0djl25e3oSP/Yhdn4zhbjcNcTlrGTn5ydofcO9uLnXjVkDVY1Tf6BR2k/EGOVVjaIDOtN8yM008fNzdHgiInVCbGInylu2IWX+50TnrCa6IpXS755kZ8xgWg8YjovJxdEhilwyTKaq54YrKytxc3NwMCJSb1RWmoFfrzH2Yreiw549e5gwYQInTpw44/sNGjSgdevWxMfH06ZNG+Lj44mI0NNjIiIicmkq21q17FCmfyKJISEOjsb+XEwuJF53O7sWNaLJge+ILdlF6mfPEnHdQw5fF/zIvj2cWjGVaMtRMCCLhnhccTOJrds6NC4RkbrI3dOTxL9M4Mi+XhQun0IYWURn/MD+Kb8Q0O82Gsc2dXSIIpcEFxdXXF3dKS4uxMPDC8MwHB2SiDg5q9VKcXERrq7uuLjYdW6C/RpJT5gwgTVr1gDQpUsXGjVqxOHDh9mzZw8lJSW/HvA3F0V/f382bNhgj8PXO2okLXLhlK/ibJSzl57MlJ0Ervo/Kq0G5qHPE9LEeR7EuJB83f/LGgK2TMXTqCCHIPyG/Msh51xaUsyeeTOIzl2Hi2GlzOrK0YiraD1wJK6uemSwvtI1VpxJXc/XSnMlyQvnEJa5EA/DjNlqIjP0SlpffWOdmckmtauu52x9U1JSRH5+Du7uXnh7+/z3JqGKD+fDxcWgslJLVInzqJmctVJZaaa4uIjy8hICAkLw8vI5p0+eayNpu5UwtmzZgmEYTJw4kREjRthet1qtpKenk5KSQnJyMikpKaSkpJCbm0tBQYG9Di8iIiLiNPI3fE8gkOndmnZOVHC4UM269ORwQDDly94jxMijcN4LZF7xdyJbt6u1GPZtWI3HtlnEGafAgAz3ZoQPmkC7xmG1FoOIiLNzcXWh3dXXk3OkB5k/TyLSnE7s8WVkTk3CpefNRLdJdHSIIvVa9U3BoqICTp7McXA0zslkMtXZXmMiZ1KTOevq6n5eBYfzYbeZDl26dKGiooJt27ad0/ZZWVmkpKTQu3dvexy+3tFMB5ELp3wVZ6OcvbQcS0vFa+HzmAwo7Pc4YU2bOzqk83Ix+ZqXdYzc71+jEScot7pwot1NtOjRp4YirT5mFod+nkxM2V4A8q0+FCWMomX33jV6XKk7dI0VZ+JM+WqxWNizciFBe77Dxyi19cZpMewWvHx8HR2e1BJnytn6prLSrJvn58nFxSAgwJv8/GLNdhCnUJM5azKZLmhJpVqf6dC0aVP27NlzztuHhoaqubSIiIhcco6v+ZZYAw66NaWNkxUcLlZQaGM8xjxL+uzXiDRnELpjGjtOZtPu6uvtfqxKcyXJi76l8cEFxBgVVFoNMgIvo8XQsUToZpiIyEUzmUy07j2IUwldSJs/hdiSXcQVbCJnxm5K24+meddejg5RpF5zcXHFRb3cz4urqwlPT09KSipVJBOn4Mw5a7e21CNGjKC0tJRNmzbZa5ciIiIi9cqJI0eIKtoFgO9l1zg4Gsfw9vWlxbgnSPNtj8mAmEM/kvTl+1SaK+12jMN7Uzjw6WPEZM7D06jgmBFKUZ+HSbzhb3r6VkTEzvyCG5Aw9iGyOt5BntWPQKOQxkmT2DH9FQpOaPkXERGRS5Hdig7XXXcdbdq04cUXX6S0tNReuxURERGpNw6t/AYXw8phl4hLet1rV1c32o6+h7TGAwCIK/iFlM9eorSk+KL2W1JUSNKsD/FZ9iqNrVmUWt1IjxxK3PiXaNKitT1CFxGRP9Cscw8a3fQKBwK7YrEaxJSmUPL14+xaOl9LwIiIiFxi7FZ0cHV15f3338dsNjNq1ChSU1PttWsRERERp1eQe4KI/K0AuCUOcXA0jmcymUi45q8cajWGCquJ6IpUMmc8Q37OhT0Vu2fdck7MeIS4/A24GFbSPVrgOuIF2g2+DhdXrT0gIlIbPH28Sbz+bxRc8S+O0wBvo4yo/V+x59NnyDmU6ejwREREpJbYregAkJOTQ2xsLPv27WPYsGH89a9/ZcqUKWzcuJHCwkJ7HkpERETEqaQt+w53o5JjRkNiO3Z1dDh1RusrriK/2z8otnrQ2Hqc/DnPcuzAuT+8knv0CDs/fZ7wHVMJMIrIs/pxLHEC7W5+jCD1DxMRcYjI1m2JGj+RtNB+VFhNRFQexJj/LNvnfYHZXOHo8ERERKSG2a2R9IYNG7j99tupqKgaQFgsFjZv3syWLVsAMAyDyMhI2rRpc9p/fn5+9gpBREREpE4qPnWKsJwNYEBlq0GYTHZ97sPpxSZ25Hjgo+T+/AbBRgEli17hwGW3E9ehyx9+xmyuIHnBN4QfWkS0Ya5qFB3cnZZDb8LTy7sWoxcRkTNxc3MnYfhYjmdczvHFn9Ck8jCxRxaQ9ukWvK+8VcveiYiI1GN2Kzq8++67lJeX4+HhwTXXXENoaCiHDx9m9+7d7Nu3D7PZTEZGBhkZGfz0009AVSEiOTnZXiGIiIiI1En7l/9ArFHOCQJp3rO3o8OpkxpFx1Aw6mmOfvMaYZZjuG38kOS848T3/f1SVJkpOylbNY1YssGAo6bG+F45nsTmLR0QuYiInE2j6BhCxj9P8pJ5NDowj8ZkU7nsVZKSutNq6Fg8vLwcHaKIiIjYmd2KDikpKRiGwQcffEDPnj1Pe6+iooK9e/eSnJxs+2/Pnj1qOC0iIiL1XnlpKSFHVoMBRXH9cDGpv8Af8Q9ugMdfn2bv7DeJKdtL5P6v2J6fTdvh4zCZTBSfOsW++dOIyd+MybBSYnXneOxgWve/Rn+vIiJ1mMlkou2AaziZ3Y2M+ZOILt9LXN5ajk3fSWWXm4jreJmjQxQRERE7slvRwdXVFS8vr98VHADc3NxsyylVs1gsHDhwwF6HFxEREamT9q74kWijhHyrDy2uGOjocOo8Dy8v4sc+ws45k4jLW0ds9nJ2zszBPbo9fsnfEGcUgwHpnq2JunoCbUNCHB2yiIico8CGjQi85TH2rl2Gz46vCDYKYNMHbE9ZTdzQW/ENCHR0iCIiImIHdltQuFWrVpjNZiorK8/twCYTzZo1s9fhRUREROocs7kC//RlAORFXombu7uDI3IOLiYXEkfdSUb0NVisBrHFO2mSMgN/o5hcqz/HO95Ju3GPEKCCg4iIU2rRow+BN77MAd8OAMQWbafgy0fZvWoxFovFwdGJiIjIxbJb0eG6666jvLycFStW2GuXIiIiIk5t3+olBBmnKLJ60rzPUEeH43TaDryW4+1vpczqitlq4kCDy2k87hWadu7u6NBEROQi+fj7kzjmXnK63kMOgfgZJTRJmUHKtBfJyzrm6PBERETkIthteaVhw4Yxf/58XnjhBRISEgjRk2ciIiJyCbNYLHjsXQjA8dDuNPbydnBEzql518vJb9oaS2UliaGhjg5HRETsLDaxI+Ut40mZ/zlROWuIqkil9Lsn2RkzmNYDhqtnj4iIiBOy20yHu+66i+joaAoLCxkxYgTLly+3165FREREnM7+jatpSC5lVlfi+gx3dDhOLSAkhCAVHERE6i13T08S/zKBkv7/5qgRiqdRQXTGD+yf8gTHDqQ6OjwRERE5T3ab6bB8+XIMw7D9+W9/+xuNGjXiyiuvpF27drRp04YWLVrg6mq3Q4qIiIjUSRaLBevOnwA4HNyFRDXGFBER+VPhTVtQGf0SyQu/ISxzAeGWo5gXvUhSoyuIHzJGvZFERESchN0qAOPHjyclJYWUlBTy8/MByMrK4quvvuKrr76qOpirK82bNyc+Pp74+HjatGlDYmKivUIQERERqRMytm8h3HKUCquJ6N4jHR2OiIiI03BxdaHd1aM4caQnmT9/QqQ5jbjs5WROTcKlx81Et23v6BBFRETkT9it6PDII4/Yfn/kyBGSk5NJSUkhOTmZ3bt3c/ToUSoqKmyvz5kzB8MwSE5OtlcIIiIiInVCyZa5ABzySyChYSMHRyMiIuJ8GoSHE3TLk+xetZCg3d/R0MjDsuYtknZ2pvnQW/D29XV0iCIiIvIHamSto/DwcMLDw+nfv7/ttZMnT9qKENX/ZWRk1MThRURERBzm0J5kIs0ZWKwGYZdrloOIiMiFMplMxF85iFOJXUmbO5nYkp3EFWwi9/MUDiXeQItuVzg6RBERETmDCy46rFu3jq5du2IynVsv6sDAQLp370737t1tr5WWll7o4UVERETqpLz13xEAHPRqRbvIaEeHIyIi4vT8AoNIGPsgqZvW4bZ5JkHGKQK2T2HH3nVED5mAf4MQR4coIiIiv3FuFYMzGD9+PN27d+fhhx/m559/pri4+Lz34enpeaGHFxEREalzsjLSiCrdC0Bw9xGODUZERKSeadq5O41ueoUDgd2wWA1iSlMo+fpxkpfMw2KxODo8ERER+a8LnunQsmVL9uzZww8//MDcuXNxc3Oje/fu9O3bl759+9KwYUN7xikiIiJS52Wt+pZYAw66xdKmeUtHhyMiIlLvePp4k3j9XWTu7kX5yqk0MnLwTv2aPekbCBl4Ow0johwdooiIyCXPsFqt1gv98JEjR1iyZAmLFy9m8+bNmM1mDMPAMAzatm1L//796devH02bNrVnzJeEykoLublFjg7DxtXVRFCQD3l5RZjNeoJE6jblqzgb5Wz9kHvsKMb3j+NqWMjtfh/R7do7OqQaoXwVZ6OcFWeifD0/FRXlpPw0m4ijy3AzKim3unA4vD/xg6/D1dXN0eFdEpSz4kyUr+Js6mLOBgf74OLy54snXVTR4bcKCgpYvnw5ixcvZvXq1RQXF2MYBgBRUVH069ePvn370qlTJ9vr8sdUdBC5cMpXcTbK2fohadYHxOVv5LApnFa3veTocGqM8lWcjXJWnIny9cIcz0wnd+EkmlQeAuCY0RDvK2+lSYvWDo6s/lPOijNRvoqzqYs5W+tFh98qLy9n/fr1LF68mGXLlpGdnV11MMMgKCiIPn360LdvX3r16oWHh4e9D18vqOggcuGUr+JslLPO79TJPMpmPYSHYSar/e00u6yno0OqMcpXcTbKWXEmytcLZ7FYSFkyj4YH5uFllFNpNcgI7k6roWPx8PJydHj1lnJWnInyVZxNXcxZhxYd/tf27dtZvHgxS5YsITU1terAhoGnpyc9evSgX79+9OvXj4CAgJoOxWmo6CBy4ZSv4myUs84v6ZspxOWsJIsQ4m57FZPpzwdhzkr5Ks5GOSvORPl68fKzj3Pwx0nElO0FINfqT2WXm4jreJmDI6uflLPiTJSv4mzqYs6ea9HhghtJn4+EhAQSEhJ44IEHyMjIsPWB2LZtG0uWLGHp0qUcOXKEf/zjH7URjoiIiIjdlBQV0jh7PRhQ0eqqel1wEBERqesCGjai3c2PsXftMnx2fE2wUQCbPmB78iqaXnMbPv562FFERKSm1fq34ujoaG699VZmzpzJ6tWreeGFF+jTpw9emu4oIiIiTmjfsrl4G+WcsAbQokc/R4cjIiIiQIsefQga8zIH/DoCEFu8g5NfPMq+DasdHJmIiEj9VyszHf5IcHAw1113Hdddd50jwxARERG5IOVlZTQ4vAoMKIrri4uri6NDEhERkf/y9vMj8cZ7SN++BdZNo4GRj3/SJLbv2/jfWQ/+jg5RRESkXqqRmQ5ZWVnk5OTUxK5FRERE6oy9K37C3yimwOpN8ysGOTocEREROYOYhI40HjeRAwGXYbFCbPF28r54lP2b1jo6NBERkXrJbjMdrFYrH3/8MZ988gnFxcUAeHl50bJlS+Lj423/NW/eHFdXh06wEBEREbloleZK/NKWggG5Ta6giYeHo0MSERGRP+Dp5U3iDXeTltQV0/ppBBsFBGz5D9v3bqTZNbfh7evr6BBFRETqDbvd/Z85cyZvvfXWaa8VFxezdetWtm3b9usBXV1p3ry5rQgxZswYe4UgIiIiUmv2rl1ChFFAsdWDZn2GOjocEREROQexiZ0obdaaPXOnEFewidjCbZz4/N8c7XwTTTt1c3R4IiIi9YLdig6zZs0CoHPnzjzyyCMEBgaSkZFBSkoKycnJJCcnc/DgQSoqKmx/NgxDRQcRERFxOhaLBffdCwA41qgboT56OlJERMRZePp4kzj6HxzY+guuG6cTZJyCzR+RtGcDLYZPwEs/10VERC6K3YoOmZmZGIbB66+/TmhoKACRkZH06tXLtk1hYSG7d+9m165d7Nq1i5SUFHsdXkRERKTWpP6ylsacoMzqSlyfkY4OR0RERC5AXIculLRozd4fphB3agtxhVvJnvEo5svGEdehi6PDExERcVp2Kzr4+vri7u5uKzj80TadO3emc+fO9jqsiIiISK2z7PgRgMOBnUgMDHRsMCIiInLBvHx8SbzxHlI3r8d904yqWQ+/vE/Sns60HHYrnj7ejg5RRETE6ZjstaPExESKioooLy+31y5FRERE6pz07VsItxzBbDUR1VuzHEREROqDpp260WDMRNJ82wMQV7CJrBn/Ji1ps2MDExERcUJ2KzqMHj0as9nM4sWL7bVLERERkTqnaPNcADJ92xIU2tjB0YiIiIi9ePv5kTDmPrI63kG+1Ydgo4Dg9e+SNOsDSkuKHR2eiIiI07igosOECRN44403+Pnnn8nMzASgV69eDB06lJdffpmsrCy7BikiIiJSFxzem0JURRoWq0HjXtc6OhwRERGpAc069yDoxomkeSdgMiAufyPHpj9Kxo5tjg5NRETEKVxQT4c1a9awdu1a25/9/Pxo3bo1zZs3p7y8nBEjRvDCCy/Qr18/uwUqIiIi4mi5677HHzjo2YJ20TGODkdERERqiI+/Pwk3PcC+Davx3jaTBkY+lrVvkZTSjVbDbsbDy8vRIYqIiNRZF1R0uPPOO0lOTiYlJYWcnBwKCgrYsGEDGzdutG3zj3/8g4YNG9KnTx/atWtHmzZtaN68Oa6udutdLSIiIlJrjmemE1W6BwwI6jbc0eGIiIhILWjetRdFrduR+sMnxBbvJO7keo58thtTz/FEt0l0dHgiIiJ1kmG1Wq0Xs4OsrCySk5PZtWsXycnJJCcnc+zYsV8PYBi237u5udGsWTPatGlDfHw8bdq0ISEh4WIOX29VVlrIzS1ydBg2rq4mgoJ8yMsrwmy2ODockbNSvoqzUc46h+0z3yK2cBuZrjHE3/qMo8NxGOWrOBvlrDgT5Wvdtnf9SnySvsTfKMZiNUgP7k7ra27G3cPD0aE5jHJWnInyVZxNXczZ4GAfXFz+vGPDRU87CA0NJTQ0lD59+they83NJSUl5bRCRGZmJuXl5bYZElBVkEhOTr7YEERERERqVF5WFpGntoMBXp2GOTocERERcYAW3a7gVKsE0uf+h5iSZOLy1nJ4Wgqul08gsnVbR4cnIiJSZ9TIWkfBwcH07NmTnj172l4rLCy0FSB27drFrl27SE9Pr4nDi4iIiNjVwRXfEmdYOGIKo2ViJ0eHIyIiIg7iFxhIu7EPs2fNMvx3ziLEyKNy5eskJfek9dCxl/SsBxERkWoXXHRYu3YtPXr0OOftfX19ueyyy7jssstsr5WWll7o4UVERERqRWH+SZrkbQIDjLaDHR2OiIiI1AEte/bhVOsE0ud+QkzZbuJOrObQtGTcr7iNiFbxjg5PRETEof58AaY/cOuttzJy5Ei+//57zGbzBe3D09PzQg8vIiIiUitSl36Hh2HmOA1odlkvR4cjIiIidYRfcAPa3fxvDrceS6HVk4bk4rviNZK+mUJFebmjwxMREXGYCy46AKSkpPDvf/+bfv36MWnSJE6dOmWvuEREREQcrrSomNDj6wAoazkAk+mihk4iIiJSD7W6vB8+o14kw70FLoaVuJyVHJz6GIf3pjg6NBEREYe44G/OX375JVdddRUmk4msrCxef/11rrzySl566SUOHz5szxhFREREHGLf8nn4GGXkWf1o0bOfo8MRERGROso/uAFtb3mMQ63GUGT1oBE5+Cx7laRvp1JRoVkPIiJyabngokP79u155513WLRoETfffDM+Pj4UFxfz2WefMXDgQO6//362b99uz1hFREREak1FeTlBh1YAUBDTF1dXNwdHJCIiInVd6yuuwusvL5Lh3qxq1kP2cjI+fZwjqXsdHZqIiEitMaxWq9UeOyosLOTrr7/ms88+4/DhwxiGAUCnTp0YP348/frVracD3333Xd57772zbvPMM89w4403/u71iooKpk2bxg8//MDBgwdxc3OjVatWjB07lquuusou8VVWWsjNLbLLvuzB1dVEUJAPeXlFmM0WR4cjclbKV3E2ytm6adeiH4hK+4ZTVi9Cbn4Td/WiApSv4nyUs+JMlK/1h8ViYc/KhQTv+QZvoxyz1URm4z7EDxldrx5kUM6KM1G+irOpizkbHOyDi8ufz2NwtdcBfX19ueWWWxg3bhwLFixg2rRpbNu2jU2bNrF582aioqIYP348I0eOxMPDw16HvWgNGjQgOjr6jO81bNjwd6+VlZUxfvx4Nm/ejIuLC82aNaOkpISNGzeyceNGbr/9dh588MGaDltERERqUKW5Ep+0JQDkhF9OuAoOIiIich5MJhOtew/iZJuOHJz3EVEVB4jNWkLapzvw7XcHYXHNHB2iiIhIjbFb0aGayWRi8ODBDB48mO3btzNlyhQWLVpERkYGzz77LG+99RZjxozhpptuIjg42N6HP29XXHEFL7/88jlv/9prr7F582YiIiL45JNPiIuLA2DJkiXcd999fPLJJ3Ts2JG+ffvWVMgiIiJSw/atW0YT8im2utOszzWODkdEREScVGDDRvjf/AS7l/9EyL7vacxxKha9xPbwfrQZPBoXVxdHhygiImJ3F9zT4VwkJCTw1ltvsWjRIm655RZ8fHw4efIkH374IX369OHJJ5+sycPbXU5ODl9++SUAL774oq3gANCvXz9uu+02gD9dtklERETqLovFgmvKAgCOhXTF29fXwRGJiIiIMzOZTMT3HYLbiOfIdI3FzbAQe3QRqZ8+xrH0A44OT0RExO5qtOhQLTw8nAceeIA5c+YwevRoXF1dKSsr4+uvv66Nw9vN0qVLqaioICYmhm7duv3u/dGjRwOwa9cuDh48WNvhiYiIiB0c2LKeULIpt7oS12eEo8MRERGReiIotDGtbnmSg3HXUWp1I8yahfuCF9k+7wsqzZWODk9ERMRuLnh5pUWLFnHq1Cnbf4WFhaf9+X9fr6iosGfcdrN7927+9a9/kZ2djY+PDy1btmTIkCE0b978d9tu27YNqGqOfSahoaFERERw6NAhtm3bRlRUVE2GLiIiIjXAnDQfgEMBHUgMbuDgaERERKQ+MZlMtOk/lNw2Hcn86WMizRnEHlnA/qnbCRpwJ42iYxwdooiIyEW74KLDP//5TwzDsP3ZarX+6We8vLzw8fHBz88PX19f/Pz8LvTwdpOSkkJKSortz0uXLuWjjz5i3LhxPPLII7i4/Lq+Ynp6OsBZiwlRUVEcOnSItLS0i47N1bVWJqKck+qu5OfSnVzE0ZSv4myUs3VH+vZtNKk8jNlqIqbvX+rUz+K6QvkqzkY5K85E+XrpaBQZQchtz7Jz4Q80TJ1LuOUo5T8/z86ogbQbMgoXk3P0elDOijNRvoqzceactUsj6e7du9O9e/fTigk+Pj623/v6+uLr63vaDXxHa9SoEffccw+XX345ERER+Pr6kpaWxsyZM/nyyy+ZNm0arq6uPPzww7bP5OfnAxAQEPCH+61+r6Cg4KLiM5kMgoJ8LmofNcHf38vRIYicM+WrOBvlrOPt+OUHAoAj/u3o3eb3sx7lV8pXcTbKWXEmytdLx5U3/pVjGZezf9abhFccJDrzR3Z/kkTsqPto0jTuz3dQRyhnxZkoX8XZOGPOXnDRYcCAASxZsgSLxcK6desoLy9nwoQJ9OnTx57x1Zgbbrjhd6+1bNmSZ599loiICP7v//6PadOmMWbMGCIiIgAoKysDwM3N7Q/36+7uDkBpaelFxWexWCkoKL6ofdiTi4sJf38vCgpKqKy0ODockbNSvoqzUc7WDYf37SWibD8WK4T2GkFeXpGjQ6qTlK/ibJSz4kyUr5cmD/8GtJ7wHDt+/pbQtPmEVx7m1BePsjxmMG0HX1unZz0oZ8WZKF/F2dTFnPX39zqnmRcXXHR49913yczMZOrUqXzzzTds2rSJzZs3ExcXxy233MLw4cNtN+Cdza233sr06dM5fvw4S5cuZdy4cQB4eHgAnLU/RXl5OQCenp4XHYfZXDeS6bcqKy11Mi6RM1G+irNRzjrW8dXfEANkejSnbWSs/i3+hPJVnI1yVpyJ8vXS1OaqkeQc6szhBR/TpPIQURlzSflkKyGD7iKkSYSjwzsr5aw4E+WrOBtnzNmLWhAqMjKSJ598khUrVnD//fcTEhJCamoqTz31FH379uWjjz6yLUnkTFxcXEhMTAQgIyPD9rq/vz/AWc+p+r3qbUVERKTuyzmUSWRxVY+ngG7DHRyNiIiIXKpCIiJpPv5Z0iOHUm51pUnlIZj3DDsXfIvF4lw3nERE5NJlly4U/v7+3HnnnSxdupSJEyfSvHlzcnJyePvtt+nduzcvvPAChw4dssehak31Ekpms9n2WkxMDHB6IeJ/HTx48LRtRUREpO47vPIbXAwrma5RRLZq6+hwRERE5BLmYnKh3eDrsFz9JEdM4XgYZqIzvmfPp0+Tc8S57q2IiMilya6tr93c3Bg5ciQ//PADkydPpkePHpSUlPD5558zcOBA7r//frZv327PQ9aYffv2AdC4cWPba+3btwdgy5YtZ/xMVlaWrbhSva2IiIjUbfnZx4k8lQSAZ4dhDo5GREREpErDyGia3fo86RFXU251IaIyE+vcZ9m16HvNehARkTrNrkWH3+rZsyeTJ09m7ty5jBgxAhcXF3766SduuOEGxo4dy/Lly2vq0Bdt+fLltqJDz549ba/369cPNzc30tPTWb9+/e8+9+WXXwIQHx9PdHR07QQrIiIiFyV9+Xe4GRaOGqHEJHZydDgiIiIiNi4mF9pdfT2Vg57kiCkMT6OCqLRv2T31WXKPHXV0eCIiImdUY0WHas2bN2fixIksXbqUu+66C39/fzZt2sTf/vY3hgwZUtOHP6N9+/bx1FNPsXv37tNet1gszJs3j3/9618A9OnTh4SEBNv7ISEh3HDDDQA8/vjjHDhwwPbe0qVLmTRpEgB///vfa/oURERExA6KCvIJz/0FAGvbwZhMNT40EhERETlvjaJjaHbLC6SFD6TC6kKkOQPz90+za/FczXoQEZE6x9VeOyouLubUqVMUFhZSWFho+/2pU6coKiri1KlTFBcX06NHDxYvXkxFRcVpN+1rk9lsZtasWcyaNYvAwEDCw8NxcXHh4MGDtkbQnTt35tVXX/3dZx966CF27drF1q1bGTp0KM2bN6e4uNjWy+HWW2+lf//+tXo+IiIicmFSl35PrFFBNkE063q5o8MRERER+UMuri4kDL2RY2mXkbP4P4SRRdSBOew+uIWwIXcRFBrq6BBFRESAiyg6XHPNNbYCQ1FR0XlV1q1W64Ue1i6aNGnCfffdx7Zt20hNTSUjI4Py8nICAgK44oorGDp0KEOHDsXFxeV3n/X09GT69OlMnTqVuXPnkp6ejpubG5dddhk33XQTAwcOdMAZiYiIyPkqLSmmYdZaMKC0+VW4mH7/c19ERESkrmkc25SG419i149fEnF0CZHmNEq+e5Lk5sNp1VszN0VExPEuuOiwd+/eP93GMAx8fX3x8/PD39/f9utvf+8I/v7+/O1vf7vgz7u7u3PHHXdwxx132DEqERERqU37lv9IjFFKntWPFpdrlqKIiIg4DxdXFxKu+StHD3TlxJL/0JjjRO7/ir1p6zC17kfcZb1wdXVzdJgiInKJuuCiw7hx404rHpypoODr64thGPaMV0REROSiVVSUE3hwORiQH92bKH0pFxEREScUFtcMc9SLJM//kshjy2hSeQh2TuPojjnkhV5GzOVX498gxNFhiojIJeaCiw6PPfbYaX8uLy/H3d39ogMSERERqWn7Vi4k0iik0OpJiyuvdnQ4IiIiIhfM1dWNhOFjyTnch4NrfyQ0dzOBRiGBx5di/no5O7xa4t9xIJHxCVp6SUREaoXdfto888wz9tqViIiISI2ptFTilboEgOzGPfHw8nJwRCIiIiIXL6RJBImj7iD45rc52GwUx4xQXA0LMaUpBK99iwOTHmbXou8pLSl2dKgiIlLPXfBMh//1zTff0KFDB0aNGmWvXYqIiIjY3f51KwgnjxKrO037DHd0OCIiIiJ25e7pSZu+Q6DvEDJTdpK3eQERRcmEGjmQ9i0FB+azJ7A9Yd2uplF0jKPDFRGReshuMx28vb154YUX2LVr1zltb7VaeeWVV+x1eBEREZE/ZbFYMCX/DMDRBl3w8fd3cEQiIiIiNSeydVsSbvoXbjf8H2lhV5Fn9cPLKCcufyNeC54hecpT7Fm3nEpzpaNDFRGResRuRYeXXnqJsrIy7rnnHk6ePHnWbau3mzp1qr0OLyIiIvKn0rZupLH1OBVWF2L7jHR0OCIiIiK1wi8wiIRhY2hy+1scS7yNg26xWKwQaT5I+I6pHJl8L9u//4yC3BOODlVEROoBuxUdBg0axE033cThw4d58MEH/3C73Nxcxo4dy6JFi/D09LTX4UVERET+VPm2+QBk+rfHv0GIg6MRERERqV0uJhead+1Fm/FPUz7kOQ4EdafY6kGgUUhs1hIqv3qIHZ+9SsbOJCwWi6PDFRERJ2W3ogPAv//9bxITE1mzZg1vv/32795PTU1l1KhRbN++nZCQEKZNm2bPw4uIiIj8ocyUHURUZlJpNWhypWY5iIiIyKWtYUQUiaPuJHDcW2Q2vY5jRqOqxtMlyQSvfZMDkx5h16If1HhaRETOm12LDq6urrz11lv4+/vz8ccfs3z5ctt769at48Ybb+Tw4cM0b96c2bNnk5CQYM/Di4iIiPyh/A3fA3DQO56Q8AgHRyMiIiJSN3h4eRHfbyjNb3+Vk5f/izSvtlRYTYSSTVTaN+RPv4+kWR9yPDPd0aGKiIiTsGvRASAsLIzXXnsNq9XKI488QmZmJnPmzOGOO+6goKCAXr168cUXXxAeHm7vQ4uIiIic0bEDqUSX7wegYU/NchARERE5k8jW7UgY+yBuN7xOWtgA8qx+eBvlxOVvwOunZ0ie8jR7169U42kRETkr1wv50IQJE2jbti1t2rQhPj6eiIjTnxa84ooruOuuu/jwww8ZPXo0ubm5WK1WxowZwxNPPIHJZPdah4iIiMgfOr7mW2KBDLemtI1r5uhwREREROq0qsbTf6XSPJrUTWswJy+lSUU6keYM2D6Fw0lfcTKsK816DyEoyMfR4YqISB1zQUWHNWvWsHbtWtuf/f39bQWINm3a0LZtW/75z3+SlJTE2rVrMZlMPProo4wbN85ugYuIiIici5wjh4gq3gUG+F82wtHhiIiIiDgNF1cXWnS7ArpdQXZmBkfW/UTjvK0EGacIOraY0i+WstyvDQEdryKiVTtHhysiInXEBRUd7rzzTpKTk0lJSSEnJ4f8/HzWrl3LunXrbNv4+fnRuHFjDMNg6NCh9OzZE6vVimEYdgteRERE5M8cXvEtcYaVQy6RtG6jL8MiIiIiF6JhZDQNI++irKSE/WsW4562ksZkE1W4A1buYN+qRpTHXk6znv3x8PJydLgiIuJAhtVqtV7MDrKyskhOTmbXrl0kJyeTnJzMsWPHTj/IfwsNnp6etGjRglatWhEfH0/r1q3VTPoPVFZayM0tcnQYNq6uJoKCfMjLK8Jstjg6HJGzUr6Ks1HO1pyCEzmYv34EN6OS453uommnbo4OyekpX8XZKGfFmShfxZlYLBaO7N1F/paFhJ3ahZtRlbPFVg+OBXUgvPtgGkZGOzhKkV/pGivOpi7mbHCwDy4uf9464YJmOvxWaGgooaGh9OnTx/Zabm4uKSkppxUiMjMzKSkpISkpie3btwNVxYjk5OSLDUFERETkjNKWfUucUckxoxFNO1zm6HBERERE6g2TyURM20SCLu9BRupB9i+fT9DR9QQahcSdXI/lx/Uku8XgGt+Xpp174uLq4uiQRUSkllx00eFMgoOD6dmzJz179rS9VlhYaCtA7Nq1i127dpGenl4ThxcRERGh+NQpwk78AgZY4gdhMv350xgiIiIicv78gxuQcM1NVJpv/G/j6SVEmjOINKf/2ng6vBuxl1+NX2CQo8MVEZEaViNFhzPx9fXlsssu47LLfn3KsLS0tLYOLyIiIpeY/cu+J9YoJ4cgmnW/0tHhiIiIiNR7v208fTwznaNrfyLs5H8bTx9dRMWsJWz3jieo80AiW6vXlohIfVVrRYcz8fT0dOThRUREpB4qKSpk74LZRGSvBQNKmvbDxaTp/CIiIiK1qVFkDI1u+BulJcWkrl6MR9oqQo1sYkt2wqqd7FvdiPLYK2jWs58aT4uI1DMOLTqIiIiI2EtFRTl7lswlOGMxcUYJGHDIJZLmV1zl6NBERERELlmeXt60GXANFstQMpN3kL91IZHFKTTmOBz4mpOpczkW3JEm3a8mJCLS0eGKiIgdqOggIiIiTs1isbB3zTI8U34gmnwwINfqT0n8NbTs2Ve9HERERETqAJPJRHTbRGibSEHuCdJW/UjQsQ1Vjafz1mGZv45d7rG4x/cjrkt3zVQVEXFiKjqIiIiI00pL2kzFxtk0sWYBUGj1JCeqP636X4Obm7uDoxMRERGRM/EPbkDC8LFUmsew/5dVVKYsJdJ8kKiKNEiaxOFtszgZ3v2/jacDHR2uiIicJxUdRERExOkcPbCf3BUziao4AEC51ZVDDXvQ/KrrCfP1dXB0IiIiInIuXFxdaNm9N3TvzfGMdI6u/5Gwk9v+23h6YVXjaZ94gjoNJLJ1W0eHKyIi50hFBxEREXEaeVlZZC7+nOjCHfgaViqtBgf9EokaMIbEho0cHZ6IiIiIXKBG0TE0ir77v42nF+GZtopGRg6xxTtg1Q72rQ6lvOkVNO/RD3dPT0eHKyIiZ6Gig4iIiNR5RQUF7F84i4gT64k1KsGADPdmhPQeQ0JMnKPDExERERE7qWo8PRyLZRiZydsp2LKAiJI9NCYL9n9F3r7vyfaIxtqoOcHN2tE4rgUurur/ICJSl6joICIiInVWRXk5uxd9R8NDS4gzysCAI6YwPLveQNt27R0dnoiIiIjUkKrG0+2hbXsKTuSQtupHgrM2EGAUEV2+Dw7tg0M/cmKZO9nuTagMaUZgXAJhLVqqt5eIiIOp6CAiIiJ1TqWlkr2rFuOzex4xxikwIIdAKtoOp3m3KzGZTI4OUURERERqiX+DEBJGjMNsvpHDKbvIP7AD1xP7aVhxBC+jvKoB9dE0OLqI/NWuZLuGU96gGf6xbWjSqi3uHh6OPgURkUuKig4iIiJSpxzYvIHKLV8TYc0GA05ZvciNvYpWfYfi6urm6PBERERExEFcXd2Ibtce/jvj1Wyu4Oi+PeSl7sAlez8h5Zl4G+VEVB6E4wfh+FIK15s47hJGWVAcvjFtaNIqAU8fb4eeh4hIfaeig4iIiNQJh/ftIX/VTCLNGQCUWt04GtqLFgNGEa4vhiIiIiLyP1xd3Yhs3ZbI1m2BqtmyWan7ObF/BxzfS4PSTPyMEppYDsOJw3BiFaWbDA66hFISEId3VGvCWyfi4+/v4DMREalfVHQQERERhzpx5AiHl3xOdPEu/A2otBpkBHQi9qobSQhu4OjwRERERMRJuJhcCG/ekvDmLQGwWCwcP5hOzt7tWLP2ElScQYBRRJjlGOQdg7y1mLcZ7DdCKPKPxTOyNeGtE/DTGFRE5KKo6CAiIiIOUZh/ktQFXxKZt5FYwwIGpHu0pHHfMSRGRjs6PBERERFxciaTicYxcTSOiQOqihC5R49wfPc2zEf3EFCUQbBRQCjZUJANuzbCLjhAEKf8YnFv0oqw1u0JbNjIwWciIuJcVHQQERGRWlVeWsruRXNofGQFcUY5GHDYpQk+PUbTrnU7R4cnIiIiIvWUyWQipEkEIU0igKEA5GUd49juJMoP78a/MJ0Q8mhIHg1P5cHuLbB7JunWAAp8onENb0mjVomEhEc49kREROo4FR1ERESkVlSaK9m98mcC9v1IrFEEBmQTTGXiSFp06YnJZHJ0iCIiIiJyiQkKbUxQaGNgIAAFuSc4mryN0kO78SlIo6E1hwZGPg2Kt8P+7bD/KzKtvuR5R+PSuAUNWyQSEhmlsayIyG+o6CAiIiI1ymKxcGDTOoxt3xDFCTAg3+pDftPBtOo9GBdXF0eHKCIiIiICgH9wA/x79QP6AVBUkM/h5CRKMlPwOnmARpbjBBqFBJbsgrRdkPYtx6xenPCMgtAWNGjejtDYpriYNMYVkUuXig4iIiJSYzJ376RwzZdEVB4CoMTqzrGwK2k54FoivLwcHJ2IiIiIyNn5+AfQotsV0O0KAEqKCjmSsoPCjGQ881JpVHkMP6MEv7I9cHAPHJxLttWDHPcIrA2bE9QsgbBmLfWgjYhcUlR0EBEREbvLPnSQY0tmElO2m0DAbDVxMLALcQNHkxAY5OjwREREREQuiJePL007d4fO3YGqfmWHd++kIG0n7rmpNDIfxccow6ciFY6kwpGfyV3hRrZbE8whzQiIa0t4y3jc3NwdfCYiIjVHRQcRERGxm1O5Jziw8Eui8jcTY1iwWOGgdzxhfceQ2EQN90RERESkfnH39CS2fWdo3xmAivJyjuxNIf/ATlxz9tOw4hCeRgWR5nQ4lg7HFlOwxpXjrmFUBDfFL7YN4S3b4qFZwCJSj6joICIiIhettKSYvQu+JixrFXFGBRiQ6RpFQK8badeitaPDExERERGpFW7u7kS3TYS2iQBUmis5mrqH3P07MGXvI6QsEx+jjIjKTMjOhOzlFG8wke4SSmlQU3yi42nSOgEvH18Hn4mIyIVT0UFEREQumNlcwZ5lPxJ4YAGxRjEYkEUIRse/EP/fKeciIiIiIpcqF1cXIlrGE9EyHoBKSyXH0w6Qs287ZO2lQelB/IwSwi1H4cRROLGass0GqR7NCB90K8GNwxx8BiIi509FBxERETlvFouFfRtW4r7je6LIAwPyrH4UtrialldehYtJjfJERERERP6Xi8mFsKbNCWvaHKgaV+dkHuT43u1Yju0hqDiDQKOQ6PJ9lH7/FDuiBhI/cKTG1yLiVFR0EBERkfOSsTOJ0vWzCLccAaDY6sHxJn1oOWAk7h4eDo5ORERERMR5mEwmGkXH0Cg6xvba4b0pFK2cRpjlGDGZ80idsgnfPrcS3rSF4wIVETkPKjqIiIjIOcnKSCN72Uyiy/cBUGF1ITO4K80G3kCof4CDoxMRERERqR+atGhNZbMXSV7wLY0PLiDMcozKxRNJ2taT1kNuwt3T09EhioiclYoOIiIiclb5OTmkL/yc6FPbiDasWKwGGT5tieg/hkStMSsiIiIiYncuJhfaDb6O3GM9OfjTJKIqUok7sZoj03Zguewm4jp0cXSIIiJ/SEUHEREROaOSokL2LphNk+y1xBlmMOCgWyxBV9xIgqZ2i4iIiIjUuODGYQSPf5I9q5fgu2sODYx8+OV9tu9KIHborfgFBjo6RBGR31HRQURERE5TUVHOniVzCc5YTJxRAgYcMxrh2mUUbdrriSoRERERkdrWslc/ihK6sH/ep8QVbiW2eDuFs/7NodbX0rJXf0wmk6NDFBGxUdFBREREALBYLOxdswzPlB+IJh8MyLX6UxJ/DS169tUXGRERERERB/Lx9ydxzL2kb9+Cdf1nhBh5+O6eSUrqOkIHTiAkPMLRIYqIACo6iIiICJCWtJmKjbNpYs0CoNDqSU5Uf1r1uwY3d3cHRyciIiIiItViEjpS3rINu3/8gsjjK4mqSKNs7jNsjxhAm4HX4eLq4ugQReQSp6KDiIjIJezogf3krphJVMUBAMqtrhwK6U7zq64nzM/PwdGJiIiIiMiZuHt4kDDyFo6lXc7xJZMJtxwh9vBPHPh0M95XjqdJi9aODlFELmEqOoiIiFyC8rKyyFz8OdGFO/A1rFRaDQ76JRI1YAyJDRs5OjwRERERETkHjWOb0vDW50lZPJdGaT/SmONULnuVpKRutBw6Fk8vb0eHKCKXIBUdRERELiHHM9I5uvYHIgqSiDUqwYAMt6aE9B5DQmxTR4cnIiIiIiLnycXkQturRnAyuwfpP04ipmwvcXnrOD59J+Wd/0qzTt0cHaKIXGJUdBAREannLBYLGds3U7z1ZyLKU4kzAAOOmMLwuGwUbRM6OjpEERERERG5SIENGxF482PsXbcC7+2zCTJOweaP2J68itght+IX3MDRIYrIJUJFBxERkXqqorycfWuW4L5vKaFkV71owEG3WLwSBtG8QxdMJpNjgxQREREREbtq0f1Kitt1Yt+8qcTkbyK2ZBdFXz1OZovhtLpyoL4DiEiNU9FBRESknjl18iRpK+bS4Ng6Io1iAMqtLhzySyC0+1DaaBklEREREZF6zdvXl8TR/yBjVxKVa6bR0MjFZ98sdqeto+FVt9EwIsrRIYpIPaaig4iISD2RlZHGsbVziSjYTqxhBgNOWb3IDu1O3BVDSNR0ahERERGRS0p0m0QqWrxMyo+ziDi2jEjzQcrnP8v28L7ED74eV1c3R4coIvWQig4iIiJOzGKxkJ60mZJtPxFRfsDWr+E4IZQ260Pznv0J9/BwdJgiIiIiIuIgbm7uJAwfy/GMy8laPImIykPEHl1ExpStuF9xC5Gt2jo6RBGpZ1R0EBERcUIV5eXsW70Ij/3LaERO1YvV/RoSBxPbvrPWahUREREREZtG0TGEjH+OlKU/EpL6A42MHCwrXicp6TJaDB2Ll4+vo0MUkXpCRQcREREncupkHmnL59Iga/3v+zX0GEabmDgHRygiIiIiInWVyWSiTf+hFHToRvr8ycSUphCXv4GcGbsobT+a5l17OTpEEakHVHQQERFxAlkZaRxb8wMRp7YTa1SCAQVWb0407k7slUNJDAxydIgiIiIiIuIk/BuE0G7cI+zbsBrPbV8SaBRC0iR27FlD1NUTCAgJcXSIIuLEVHQQERGpoywWC+nbNlGS9BNRFWnEARiQRQjlzfvRvGc/mri7OzpMERERERFxUs279qK0bUf2zJ9GTN5GYkpTKJ7zGIeaDqN13yFaslVELoiKDiIiInVMRXk5e1cvwnP/UhpxAgCLFQ65N8Wr/SDiEjtp8C8iIiIiInbh6eNN4vV/I3P35ZStnEqokUPUgTnszdhAcP/baBQd4+gQRcTJqOggIiJSRxTk5rJv6Q+EZK0nytavwZVD/gk07jGMNtGxDo5QRERERETqq8hWbTE3m0jyT1/R5MgSmlQeouLn59ge2pvWQ0bj5qZZ1iJyblR0EBERcbCjB1JJWjePxie3Efe7fg3DSAwMdHSIIiIiIiJyCXB1dSNh2BhyDl1O5sJPiDQfJPb4UjI/3YZLz5uJbpPo6BBFxAmo6CAiIuIAFouF9K2/ULL9Z6Iq0oiC//ZraEh5877q1yAiIiIiIg4TEhFJ8C3PsHvFAoL3fk9DIxfL6jdJ2tGZ5kNvwdvX19EhikgdpqKDiIhILSovK2P/6kV4pC47rV/DYc9m+HQYTFzbDurXICIiIiIiDmcymYjvM5hTiZeRNv9TYkt2ElewidzPU8hMGEXL7r0dHaKI1FEqOoiIiNSCU7knSFs5j5Cs9UQaJUB1v4ZEIq64hivbtyUvrwiz2eLgSEVERERERH7lF9yAhLEPsn/zetw3fU6QcYqAHVPZuWctEUNuI7BhI0eHKCJ1jIoOIiIiNehYWirH180l4tQOYm39Gnw4EdaduCuHkhgQiKurZjaIiIiIiEjd1qxTN0rjE9gzbwbRueuILt9LyTdPsDN2MK37X4OLycXRIYpIHaGig4iIiJ1ZLBYObN1IedICIs1pxAIYcMxoiLl5P5r17EsTN/VrEBERERER5+Lp5U3iqDs4vPdyild8SmOOE53+Pfun/EJAvwk0jm3q6BBFpA5Q0UFERMROysvK2LdqEV4HlhJKLlDVryHTvSk+Ha+maTv1axAREREREefXpEVrKuMmkrxgDmGHFhJuOYJ54YskNbqc1lePwd3Dw9EhiogDqeggIiJykQpyT5C2Yi4Nj28g6r/9GsqsrhwOaE9Yz6G0jYxxbIAiIiIiIiJ25uLqQrsh13PiSC8OLviEqIo04rJXcHjadug6ltjEjo4OUUQcREWHC7R+/Xo+/fRTkpKSKC4uJjw8nEGDBnHHHXfg7e3t6PBERKQWHDuQyvH1Vf0a4v7bryHf6kNuWA/irhxCYkCgo0MUERERERGpUQ3Cwwm6+Un2rF5MQMq3hBh5sOEdknZ1oNnQ8fj4+zs6RBGpZSo6XIDPPvuMF198EavVSuPGjQkLC2P//v18+OGHLFy4kJkzZxIYGOjoMEVEpAZYLBbStmygbPsCIs3pv+nX0IiKFn1p3qMvEerXICIiIiIilxCTyUTrK66iMPEyDsybQmzRduIKt3Lyiz0cavMXmvfoo6VmRS4hKjqcp507d/LSSy8B8Nxzz3H99ddjGAZZWVn87W9/Y9euXTz55JO8++67Do5URETsqby0lH2rF+F1YBmNftuvwaMZPh2upmm79hpEi4iIiIjIJc03IJCEvz5A2rZfMDbOoIGRj3/yZ6TsW0vY4NsIbhzm6BBFpBao6HCePvjgAywWCyNGjOCGG26wvR4aGsobb7zB4MGDWbhwIbt376ZVq1YOjFREROyhIPcE6Svm0vD4eqKMUuDXfg3hPYfRNjLawRGKiIiIiIjULbHtu1Deqh0p8z8nKmcNURWplH7/FDuiBhI/YCQuri6ODlFEapCKDuehqKiIVatWAXD99df/7v2YmBi6devG2rVr+fnnn1V0EBFxYkcP7Cd73Q9EFO4k1rD82q8hvCdNrxxCon+Ao0MUERERERGps9w9PUn8ywSOpl7BqWWTCbMcIyZzHqmf/oJv3wmEN23h6BBFpIao6HAeUlJSKC8vx93dnYSEhDNu06lTJ9auXUtSUlItR1e/mM0V7Fu7DPOpk44ORZyQYQJ3N1fKK8xYLY6ORpyNFSuuWclEmjPwBVu/BnOLfjTr0Uf9GkRERERERM5DWNPmNIp9kZSF3xGa8TNhZFG5eCJJv3TB5BdSa3HoXoFcFMMgLLE7IU0iHB2JU1DR4TykpaUBEB4ejpub2xm3iYqKOm3bi+HqWnfWBndxMZ32a01L37aViN0za+VYIiJnYrEaZHo2w7/zEFrWcL+G2r7GilwM5as4G+WsOBPlqzgb5aycK1dMtB86itxjvTg47xOiyvcTV7ARChwdmci5y8xKpvHtz9ba8Zz5Gquiw3nIz88HICDgj5fUqH6vetsLZTIZBAX5XNQ+aoK/v1etHCe+W1d+Sd0KJRf39ygiciEMn2CaDxhBn9jYWj1ubV1jRexB+SrORjkrzkT5Ks5GOSvnKiioGU1bv8KWRQsoSF4LFk05ECdhGDTscpVD7tc64zVWRYfzUFZWBvCHsxwA3N3dT9v2QlksVgoKii9qH/bk4mLC39+LgoISKitr4weCQeINf6uF40h9VPv5KvVVXl5RrRxHOSvORPkqzkY5K85E+SrORjkrFyq2cy/o3KtWj6l8FXuorfsEUDdz1t/f65xmXqjocB48PDwAqKio+MNtysvLT9v2YpjNdSOZfquy0lIn4xI5E+WrOBvlrDgT5as4G+WsOBPlqzgb5aw4E+WrOBtnzFnnWxDKgc5l6aRzWYJJRERERERERERERKQ+UtHhPMTExABw5MiRP5ztcPDgwdO2FRERERERERERERG5VKjocB5at26Nm5sb5eXlbN++/YzbbN68GYD27dvXYmQiIiIiIiIiIiIiIo6nosN58PX1pVevqiY3s2fP/t376enprF+/HoBBgwbVamwiIiIiIiIiIiIiIo6mosN5uvvuuzEMg++//55Zs2ZhtVoBOH78OA888AAWi4X+/fvTqlUrB0cqIiIiIiIiIiIiIlK7VHQ4TwkJCfz73/8G4KmnnqJPnz6MHDmSfv36sWvXLmJjY3n++ecdHKWIiIiIiIiIiIiISO0zrNWP6st5WbduHVOmTGH79u0UFxcTHh7OoEGDuOOOO/Dx8bno/VutViyWuvVP4+JiorLS4ugwRM6J8lWcjXJWnInyVZyNclacifJVnI1yVpyJ8lWcTV3LWZPJwDCMP91ORQcREREREREREREREbELLa8kIiIiIiIiIiIiIiJ2oaKDiIiIiIiIiIiIiIjYhYoOIiIiIiIiIiIiIiJiFyo6iIiIiIiIiIiIiIiIXajoICIiIiIiIiIiIiIidqGig4iIiIiIiIiIiIiI2IWKDiIiIiIiIiIiIiIiYhcqOoiIiIiIiIiIiIiIiF2o6CAiIiIiIiIiIiIiInahooOIiIiIiIiIiIiIiNiFig4iIiIiIiIiIiIiImIXKjqIiIiIiIiIiIiIiIhdqOggIiIiIiIiIiIiIiJ2oaKDiIiIiIiIiIiIiIjYhYoOIiIiIiIiIiIiIiJiFyo6iIiIiIiIiIiIiIiIXajocAmyWq2ODkFEpN6xWq1kZGRgsVgcHYrIOVO+ijNRvoozqaysZPv27Y4OQ0RERMQhVHS4hBw8eJDy8nIqKipsr1VWVjowIpE/dvDgQQoLC8nLy7PdZFDBTOqqBQsWcNdddzFu3Di+//57R4cj8qeOHj36u9d0Q1fqquPHjwOn56jyVeqyOXPm0KtXL55//nmysrIcHY7IWW3bto3ly5ezevXq0/JV371ERC5eamoq+fn5FBYW2l67VMaxro4OQGpeUlISH374IampqZSXl9OkSRN69+7NHXfcgYuLi6PDEznN9u3bmTx5Mnv37uXUqVN4e3vTtWtXHn/8cTw9PR0dnshpdu/ezXPPPceWLVsAiI6OprS0lLKyMjw8PBwcncjvJSUlMWnSJNLT0ykrKyMyMpIrr7yScePGYTLpWRSpW7Zv386MGTPIzMzk5MmTNG7cmJ49e3LbbbcpX6VO2rJlCy+++CK7du3Cy8uLyy+/HG9vb0eHJXJG27Zt46233mLTpk0AmM1mWrRowY033sjo0aMxDMPBEYqcbtu2bbz88svcfvvt9OvXj8rKSt3TkjorKSmJ9957j927d1NeXk6DBg3o1asX99xzD76+vo4Or1YYVpWv663y8nI++ugjPvjgAwDCwsKoqKigoKCA8vJyRo4cyQ033ED79u2xWCz68iYOlZeXxxtvvMFXX30FQFBQEBaLhbKyMkpLSxkzZgy33347YWFhDo5ULnVWqxXDMEhKSuLhhx8mIyOD/v37M3r0aHr16uXo8ETOqLCwkPfee4+pU6cCEBISQmVlJadOncJsNjNq1ChGjRpFQkKCxgTicCdPnuS1115jzpw5APj4+FBUVITJZMJisXDnnXdy8803Exwc7OBIRapkZ2czceJEfvzxRwAGDx7M2LFj6dixo4MjE/m9oqIi3n//faZMmQJAixYtaNu2LRs3buTQoUOEhITw2GOPcfXVV9vGvSKOVFhYyEcffcSkSZMA6Ny5MzNmzABQjkqdYrVaqaioYPLkybz99tsAREVF4e7uztGjRykqKqJnz56MGTPmkiicaaZDPbZlyxY+++wzAgICePTRRxkxYgQ5OTmsWbOGl156ie+++460tDTeeecdGjVqpIu1OMy6det4/fXX2blzJ/Hx8dx4440MHz6cY8eOsXbtWp555hl++OEHBgwYoKKDOJxhGFRWVjJjxgwyMjK4//77ufPOO23v1/eBgzinzz77jKlTpxIVFcXf//532zV29erVPPvss3zzzTekpqby1ltvaUwgDrV9+3Zef/11NmzYQHx8PKNHj6Z///7s2bOHX375hQ8++IDPP/+c2NhYhg0bpuutONybb77J5MmTMZvNdOzYkTFjxjB06FDb++Xl5bi7uzswQpHTzZgxgylTptCgQQMeeughRowYAcDevXv55JNPmDt3LkuXLqVPnz54eXk5Nli55B06dIipU6faigxBQUFs2rSJWbNmccMNN2CxWDQWkDrDMAz279/P559/jo+PD08++SQjRoygtLSUdevW8cYbb7BmzRr27NlDy5YtiYiIcHTINUqPsdVTZrOZqVOncurUKR577DHbQCI4OJjhw4fz7LPPEh8fz7Zt25g4cSKAbi6IQyQnJ/P222+zc+dORo0axaRJkxg1ahTu7u5ERkYyevRo+vTpQ2FhoZrxSZ2xadMm5s6dy+WXX35awQF+XZ/RbDY7IjSR01itVvbt28esWbNo0KABH3/8McOHDwcgNDSU6667jvvvv58GDRqwZcsWXnrpJUBjAnGMwsJCJk2axIYNGxgyZAiTJ0/m+uuvJzg4mO7du3PPPffYxgSrVq3CxcXlklkTV+qmlJQUW8Fh6NChzJw587SCA3BawUH5Ko62d+9eZs6ciZ+fHx9++KHtPkH10kr9+/fHy8uL/Px8vLy81NdBHKq8vJyvvvqKGTNmEBsby/PPP89NN90EwH/+8x/y8vI0FpA6Z8qUKeTk5PDPf/7Tdo11d3enT58+PPfcc/Ts2ZOcnByee+45CgoKHBtsDVPRoZ7Kz88nKSkJf39/OnToAFQ9fVt9E6Fv377ccccduLq68tNPP7Fw4UJHhiuXsOLiYsrLy3n44Yd5/vnnCQ4OxmKxYLVabYOHxMREAAICAgA1NRPHqc7J/fv3AzBy5Ejbe0ePHuWTTz7h6aefZuzYsTz11FOsXr2aU6dOnfZZkdpkGAapqakcO3aM6OhomjRpAlRdR6uvpUOHDqVVq1aYTCZ+/vlnfv75Z0eGLJew1atXs3DhQoYPH85LL71kW2rRarXaCrm33XYbAMuWLePEiRNaCkwcKjY2lnvuuQeoKkBUVFTY3jt+/DjLli1j/vz5fPzxx2zbto2ysjJHhSoCwMGDB8nKyiI4OJiYmBjg9PsEDRs2pKSkBE9PTywWix5CEIcqLy+nqKgIX19fbr/9doYNG8bAgQNp3749hw8fti23pDyVuqKoqMjW1+myyy4Dqoq61ePVDh06cP/99+Pm5sbKlSv54YcfKC8vd2TINUqjdCdWfbPgTDeyvL298ff3x2KxcPz4cQBcXFxsF+PqKtu4ceMAePvtt0/rpC5ib3+Ur507d+aRRx7h2muvBaoGvSaTybZETW5uLqtWraJ79+5ceeWVgAYVUvP+KF+rBwsHDx4EqopmACtWrOC+++7j9ddfZ968efzyyy9888033HPPPTz++OOnfVakJpxtTLBnzx6gqtG5u7s7ZrMZwzAwmUxYrVYaNWpE27ZtbZ996623bLktUpsGDRpEx44dGTZsGB4eHlitVkwmE4Zh4OrqitVqxcXFBX9/f8LDwzEMQw8iiEN5enoycOBAEhISSE1N5ZNPPgHgiy++4J577uHBBx/kX//6F2+++SY33ngj//jHP1i9erWDo5ZLWU5ODq6urvj5+XH48GHb69XL06xdu5b4+HjGjRunsavUmj/6We7r68v111/Pf/7zH6699lo8PT2JioriL3/5CwAzZ85k9+7dtuVvRWrTmXLOx8cHb29vSkpKbNdYV9dfOxtYrVbatm1re2Bh+vTppKWl1U7ADqCfIk6s+kmaMw0GTp48iWEYlJaWUlJSAvz+Qu7u7s64ceMIDw8nNTWVb775BtDTuFIzzpSv1bnWtWtXAgMDgV8HvNU3F6ZOncrOnTs5dOgQzz77LC+99BLr16+v19Vgcbw/ur5WX0cbNWoEwKlTpygsLGTKlCkkJSUxduxYpk+fznvvvUe/fv1wc3Nj4cKFvPvuu8pZqVFnytnqgXDbtm0B+PnnnyksLMTV1dX2XvXT40FBQQB4eXmRnp7Ot99+C2hMILWnOic//fRTevXqBfz+IQPDMHBzc6OgoICTJ0/i7e2tBxHE4SIiIhgzZgwA06ZN44knnuCll15i27Zt9OzZk1GjRnHVVVfh6urKmjVrmDhxIitWrHBw1HKpqR7DtmvXDk9PT3bv3s28efNsM8bMZjP/+c9/+PDDD0lOTuaxxx7jr3/9K++99x67d+8GNCaQmnOmn+XVOduiRQs6duwIVOWgu7s7vXr14qqrrqKkpIQPPvgAQH0dpNZUP7B9ppw7efIkwcHBuLi4cOLEid9dN6tz/fbbbyc6OpqDBw/y008/AfVzRQ81knZC69atY86cOZjNZjw8POjevTu9e/e23bQFCAsLo02bNqSnp/PTTz9x+eWXn7EpZOPGjbnlllt46aWX+M9//sP111+Pp6dnLZ+R1Gdny9ezPT2zePFiXn31VdsT5Wazma1bt7J8+XLmzp3Lddddxz333IObm1ttnYpcAv7s+lp9Da3O3V9++QVfX182bNjA888/z6hRo2z76tq1Kz/88APPP/88n376KZ07d6Z79+61fk5Sv53LNbZp06a0adOGXbt28eGHH/LQQw/Z1r+tvoYuXbqU6OhounbtyuzZs5k2bZqtv46IvaxYsYLs7GwGDx6Mj4/Pae9Vf3Hz8PA46z527NgBVE1P15hVatrZcraai4sLvXr1YsCAASxatIivv/6aTp068dxzz9G0aVMsFgsmk4lly5YxefJkNm3axHvvvUe3bt3+NN9FzsfZ8rV6DNumTRtuvPFGPv/8cyZPnsySJUto3bo1O3bs4NChQwB0796dyspKNm7cyObNm5kzZw5z5swhODi41s9J6rfNmzezYsUK2wzcTp06/eGDB/Drd7DQ0FBGjhzJhg0bWLhwIUuXLqVv37621RJEasKaNWuYNWsWxcXFWK1WevbsSe/evYmLi7Pdbw0MDCQ6OppVq1axdu1aRo8e/bv9VOfpfffdx/3338/06dMZP348AQEBZ7xv68xUdHAix48f5+WXX+bHH38EwM3NjYqKCr7//ns6d+7MQw89RGJiom1ge9111zF//ny++eYbJkyYQNOmTc94Ee7ZsyctWrRg7969/PTTT6etUS5yoc41X88kMzOT//u//+PgwYMMHz6c66+/nqZNm3LixAk+/vhjFi1axOzZs2natKmtMY/IxTjXfK0eBAwYMIBXXnmFpUuXkpmZSVhYmK24a7FYcHFxwdfXl7/+9a8sXbqUNWvW8N1339G9e3fbNVrkYpzPNTYkJISBAweya9cuJk+eTMuWLenSpQthYWFkZWXx0UcfsW7dOu699146d+7MunXryM/PZ9OmTfTo0cORpyn1xLFjx3jppZdYuHAh0dHRxMXF2Z5aPFdmsxlXV1cyMjIA6NSpU02EKgKcf842aNCAG264gS1btjBo0CAefPBBvLy8Tvvu1adPHywWC9nZ2ezYsYOvv/6av/71r7V1SlKPnWu+Vo9B77zzThITE5k2bRre3t6sXLmSoqIi+vfvz9133018fDwlJSWsX7+eDz74gB07dvDWW2/x3HPPaRwrdpGRkcFLL710xllf48ePZ8yYMURGRv5hvplMJtq3b88111zDZ599xocffkjv3r1xcXGpdzdtxfFycnJ45ZVXmDt3LlC1nH1xcTFr1qxh+vTpvPjii/Ts2dO2/Y033siMGTNYuHAh27Zto3379qeNB6p/7d27Nx06dGDr1q18/fXXTJgwofZProbpp4WTqKys5K233uLHH3+kffv2vPXWW8yfP5+HHnqI9u3bs2nTJh599FG2b99uu8DGxMTQu3dvgLNOOQsJCSEhIQHDMDh06JDWwpOLdj75eiaNGjXi0Ucf5eOPP+aVV16hU6dO+Pr60rRpU+655x4GDhxIfn4+y5cvVy8SuWgXcn2NiIiwFWj37duHYRg0btzY9pQO/Do98q677gLghx9+4MiRI/qiJhftfHLWarXi6+vL1VdfzbBhwwB49tlnGT9+PP/4xz8YNmwYX3zxBa1ateKaa66hSZMm+Pn5UVRUZMv3+jjVV2rPpk2bePjhh1m4cCEuLi5kZGSwaNEicnNzgXPPr+ox7N69ewFo1arVae8rT8VeLiRnDcOgXbt2PPDAA1x33XV4eXkBv+Zt9Wc6dOhAt27dANi6dav658hFO598rR6D+vr60r9/f6ZPn87f//53QkNDGTVqFO+99x7x8fFUVlbi5eVF7969ufPOOwGYPXs2Bw8e1DhWLorFYuH7779n9OjRrFixgsTERJ544gkeeeQRBg4cCMCXX37JjBkzgLP3xAsKCmLo0KHExsayY8cOpk+fDpy9z5nIhZg0aRJz584lISGBd999lyVLlvDyyy/Tv39/jh07xtNPP82PP/5oy7no6GjbvYI333wTOPO9WFdXV6644gqgqgdfaWlpvSuY6SeGk9i4cSM///wz8fHxTJo0iUGDBhEVFcWECRN46623aN68OQcOHOD9999n69atQNUTNwMHDsTLy4v58+ezcuVK4Nf1m6sFBATQqFEjrFYrR44csVWHRS7U2fL17bffPmO+/jbnPDw8uPLKK22NoysrK23NdyIiImjdujUA2dnZ+Pj4KF/lolzI9RXgL3/5i23quslkYsOGDaftt3qQHBwcTFxcHN7e3hw7dqz2TkzqrQvJ2YiICJ5++mmGDRuGn58f6enprFixgsrKSsaOHcvnn39OkyZNCA8PJzIyErPZzJEjR4AzT28XORd79uzho48+YuPGjVx++eXcdtttuLi48NNPP7Ft2zbg3POr+uGYlJQU/Pz8aNmyJfBrLwjlqdjDxeRsQEAA1157rW2c+lvVnwkODqZhw4YAFBQU4O3trXGsXLCLvcYahsH69es5cOCAbWZERUWF7eaYYRi0atXK1hvqf8e6Iudr6dKlvPXWW+Tl5XHfffcxdepUbrrpJsaPH8/bb7/NuHHjsFqtLF++3Lac4tm0aNHC1lR6ypQpZGVlYTKZqKioUIFM7GL79u18//33REdH88EHHzBgwACCgoIYMWIEb7zxBl27duXQoUN88sknLFu2DKgqMIwcORI/Pz82bNhgm5n+vz/v3dzcCAgIAKrGBJ6envVuTKD/C53Enj17KC4upm3btvj6+mKxWLBYLFRWVtK4cWOefvppwsPDbUt45OXl4e7uTqdOnRg0aBAAL7/88mk3b+HXxpMxMTEAtqbTIhfjbPkaGhp6Wr5+++235OfnYxjGH15gqwe+1QWziIgIoOrCXB+rwVK7zuf6+u2333Ly5Emg6inb6jUac3Nz+eWXXygrK7PlcvWNMFdXV7Kzs7FYLLYbDSIX43zHBPn5+UDVk42vvfYan332GZ9//jlvvvkmc+fO5fHHH8fHx8c2JqgeJ0RGRjrsHKV+SE5OZvXq1XTr1o1//vOf3HvvvfTq1Ytjx47x448/2tYPP1c7d+4kNzeXyy67jMDAwNOmqu/bt4/vvvtOxV25KBebs2cbk1aPC6rXxS8pKcFsNmscKxfsYvO1rKyMLVu24OrqSlxcHPDrGKA6X6sfTISqp3dFLlRWVhaTJk0iOzubN954g7vuusu2DF319/yrr76a4OBgTp48yalTp/50n15eXvTt25cuXbpw/PhxPv74Y6DqZu62bdt47bXX2LNnT42el9RvBw4cIC8vj2bNmhESEoLFYsFqtWI2m3F3d+eRRx6hS5cupKSkMHPmTLKzszEMg9atW3PjjTcC8Oqrr3Lo0KHTft5Xf+/67b2t+jgmUNHBSaSlpQHYBgPVa9tVf9Hq3LkzY8aMwdPTk6VLl7J48WIAoqKi+Mtf/kJMTAwHDhzg1VdftU21LC8vtzWQ3LhxI4DtqbH6luhSu843XxcuXAj8+Re16kFwdaW4R48etunrIhfqfPN10aJFQNUN3JtuuonmzZtTXFzMypUrT5tRVv359PR0Tp06RXx8PP7+/vXu6QWpfRd6ja0WERFBp06d6N+/P+Hh4VRWVtrGBMeOHWPDhg0EBwcTFhZWuycm9Ub1dW7IkCHceuutPPzwwyQkJGAymbjlllvw9fVlyZIlrF+/3val62yqb0ZU3zho164dhmHg4uLCyZMn+eSTTxg/fjxPPfUUmzZtqrkTk3rL3jn7v35bIKsex3br1u20h8FEzpW98tXDw4PCwkLMZjPLly8Hqr6P/XYcu3fvXvLz82nSpAmNGzfWkjVywVxdXTGZTIwYMYJevXqd1guv+lrYvn17fH19yc/Ptz3o9Weql711dXXlq6++YsWKFUycOJHRo0czefJk1q5dW4NnJfXd8ePHgap7q1D1vcswDFvOxsfHM2rUKCIjI1m/fj2zZ88GwM/Pj9GjR9OyZUuOHTvGO++8YxvHVlRU2O7FVo9bExMT6+WYQEWHOq76h3psbCwAq1atAjgtGau3GTlyJN26dSMnJ4dly5aRmZkJVK0d+sADDwAwffp0Jk6cyIEDB3B3dwfgq6++4rvvvqN58+aMGjWqdk5M6qWLydfDhw8Dvw6iq3+tfsqmeuD7n//8h/nz59O+fXvuuOOOmj4lqccuJl+rnxwLCwvj2WefxcvLix07djBx4kTWrl1r+4L33Xff8dhjj+Hm5sa4ceMICAhQUVcumL2usb+dWVZ9Y6F6TPDpp5+Sk5PDtddeq5kOcsEMw8BiseDu7s7DDz9MfHy87b3u3bszdOhQSkpKmDdvHqmpqX+6v+ocr14urHr5xe+//5677rqL119/nZMnT3LHHXcwdOjQGjgjqe/snbPV1+L/Hcd+9NFHbNq0icsuu4yxY8fWwJnIpcAe+Vqdm9dddx1QlZvr16+nuLjYds39+uuvefDBBwG4+eabiYqK0pI1ckEsFgsNGjTgqaee4vHHH8ff3/+0XnjV2xQXF+Pv7w9U9R79M9VPmw8bNoyBAwdSUVHB3//+d6ZNm4arqysPPPAA48ePr7Hzkvqr+rtSo0aNAFi9ejVw+veu6m169+5Nv379AFi4cCH79u0DIDw8nKeeegpXV1fmzp3Lc889x86dO237mDNnDtOnTyciIsK2gkJ9U//KKPVM9UU4MjKSgIAAjh49yvbt20lISLDdODCZTFitVho0aMDVV1/Nli1bSEpKIikpicjISFxcXLjqqqv4xz/+wTfffMPcuXPZunUrzZo14/Dhw+zbtw+TycQNN9xAcHCwbb8i5+ti8nXr1q00adLElnvVv1Z/SVu3bh0zZsxgyZIlhISEMHbsWOWrXJSLyddt27bZpkJ27NiRp556iq+//prNmzdz3333ERISQmlpqW06+t13303v3r0ddapST9TkNXbVqlV8/vnnLF++nISEBK6//nrHnKTUG7+9kVCdn9VPe99yyy2sWrWK9evXs2LFCiIiIvD19T3r/jIzM9m/fz9NmjQhPT2djz76iAULFgBwzTXX8O9//9u2bI3IhbBnzlbvq/oau2bNGmbOnMmSJUto0KABo0ePts1+1DhWLsTF5mt1bnbv3p2ePXuyZs0aHn/8cWJiYmjbti3Lly+3PZX797//XQ8nykWpztdWrVoBv87S/d9tqnuKmUwmW/HhbKpv3i5fvpykpCSgqhAxcuRIHn74YYKCgux5GnIJqf7Z3KpVKxo3bszhw4dZuXIlV1xxhe2aW72Nv78/vXv3Zu3ataSlpbF8+XKaN28OQKdOnXjqqaeYPXs2mzdv5q677qJJkybk5+eTnp4OwJgxY4iIiKiXYwKVqZ1EkyZNaNSoEUeOHGHLli1/uNZXv379aNOmDSdOnGD37t1YrVbbE7d33HEHb7/9Nl27diU7O5u1a9dy6NAhunfvzqxZs7jpppswmUz1Lsml9l1MvlZXi0tLS/nuu++YMWMGt9xyCxMmTGDJkiV06tSJSZMmMWTIkNMu9CIX6mLytXrJj+HDh/PWW28xcuRI25Rgs9lM7969mT17Nvfccw8eHh61fWpST9njGgtw5MgR3nvvPYYOHcrtt9/O8uXL6datGxMnTrRNIRaxh98WuaxWKzExMdxwww0AzJs3j+Tk5D/dR1paGidOnCA3N5cnn3ySBQsWkJCQwKxZs3j11VdVcBC7uticrays5MMPP+T//u//GD16tG0c27FjRyZPnszVV1992nFELsbF5GtoaChPPfUULVq0IDs7mzVr1vDxxx+zZ88eunTpwuzZs/nnP/+pJW3Frv5oxszBgwc5cuQIrVq1OqexaGpqKuPHj+ef//wnhw4don379syePZuJEyeq4CB24efnR4sWLSgtLWXVqlWn9XD8rU6dOtGxY0fKy8vZvXs3ubm5tm3+8pe/8M477zBo0CAsFgupqank5eXRs2dPvvrqK2699VZcXFzq5ZhAMx0coPoJhN+u7flnWrVqRYcOHdi3bx+rVq2iR48etGjRwvZ+9RRLDw8Phg4dyqpVq1i0aBEPPPAAbm5uWK1W3NzcaNeuHR9//DHHjx+nvLycsrIy2rRpU1OnKvVAbedr9QDEbDazefNmvvrqK7y8vEhMTGTcuHEMHjy4Rs5T6ofazldXV1fbjdyGDRsyceJEW2P07OxsmjZtWlOnKvWEo66xAO7u7pw8eZKsrCy6du3KmDFjGDhwoN3PUeqPC8nX/1X9FNeYMWNYsmQJSUlJLFy4kLi4uLMupZCZmYnVaqWkpIQGDRrwxBNPMGLEiAs8E7lUOCpnq2/+Tpo0CT8/P7p06cJNN92ka6yclSPy1WKxEB0dzaeffsrWrVs5cuQIFouF+Ph4Lrvssos9Jann7JGzv1W9HGjLli3x9vb+0/3u3r2bdevWERoaykMPPaQlFuWsiouLMZlMeHp6nvNnmjRpQvv27Vm7di0bN25ky5YtdO/e/bQCgcViwc3NjSuvvJIvv/ySLVu24ObmZitOGIZBeHg4b775Jjk5OVgsFvLy8mwzf+ozzXSoZZ988gmPP/44wDlflKvXWxwzZgy+vr6sW7eOFStWUFhYCPy6jlj1jYQ+ffoQFhbG4cOH2bVrF8BpT4R7enoSFRVFs2bNVHCQs3JUvkJVk9677rqLl19+mY8++ogvvvhCBQc5K0deX397vICAAPz9/VVwkD/lyGssVK2Ve/fddzN9+nSmTZumm2FyVheSr2diMpmwWCz4+voybtw4XF1d+fnnn9myZcvvZuP81hVXXEFgYCC33XYbq1evVsFB/pSjcra6n8Pdd9/Nq6++ynvvvcdnn32ma6yclaPytXq80KBBA/r378+4ceO45ZZbVHCQP2WvnP2tDRs2AL8uw+Ti4nLW5uVDhgzhhRdeYPny5So4yFm9++67XHXVVbbGzeeiOvcGDx5MXFwce/fuZeHCheTm5p72/m+/d8XGxnL06FG2bdsGcFrvEsMwaNiwIaGhoZdEwQFUdKg1WVlZDBo0iNdff51ly5axaNEigLNeQKtVX8BbtWrFqFGjsFgs/PDDD7YL8v9OwSksLMTd3R0vLy8CAwPteyJySagr+dqkSROGDx9O165d7XBWUl/VlXwVOVd1KWcbNGhA69atL/KMpD67mHz9I9V5OmTIEPr27UtOTg7z5s0jPT3d9t6aNWtsa91arVYiIyNZunQpDz74YL2cfi724+icrb7pCzBs2DCNY+WsHJ2vIuerJnIWqp5CX7NmDW5ubnTq1Amoetim+obt7t27KSsrsx2r+njXXXedxgXyhxYsWECfPn14//33KS8vp7y8/Jw/W517sbGxjBgxAnd3d5YsWcLPP/982vtQNVY9deoUwcHBeHl5nVNPkkuBig615ODBg6SnpxMQEEBBQQFffPEFRUVFpw1Kz6Z6m9tvv534+Hj27dvHzJkz2blzJ1B1Ma7u3VC9rIenp6cuvnJB6lK+Koflz9SlfBU5F8pZcSYXm69nUt3wFODmm28mICCAFStWsGPHDvbs2cNDDz3EhAkTeOKJJ05rquft7W2385L6y9E5C5z2VKPI2dSFfBU5HzWRswBHjx7l8OHDxMbG2vo5uLi4cPToUd58803Gjh3L66+/DlRdY/+oL4QIwJ49exg7diz33nsveXl5jBkzhpkzZ9K3b9/z2s9vi1tXXnklOTk5zJgxg/Xr1wPY+uhWry6TkZGB2WxWP8f/0v+ltSQgIACAjh07Eh0dzfr165kzZw5wboPR6gt4cHAwd999N82bN2fNmjW88MILZGdnYzKZcHNzo6KigsmTJ1NcXMw111xDREREjZ6X1E/KV3EmyldxNspZcSYXm69/xMXFBbPZTKdOnbjxxhspKyvjnXfe4dprr2Xu3Ln4+fkxdOhQ3bSV8+bonBU5H8pXcTY1lbMHDhzAbDYTFxeHv78/RUVFfPnll9xxxx18/PHHWK3WS2ZJGrlwRUVFPPHEEwwfPpxffvmF3r1788EHH/DUU0/RrFkzrFbreRXHqr93+fv7M27cOHr06MGBAwd44oknSE5OpqKiwva968MPPyQnJ4eRI0cqV/9LjaRrSWpqKm5ubiQmJtKkSRNmzJjBnDlz6NOnD5GRkVgslj+t1FZfwPv3709FRQVvv/0227ZtY/z48XTs2JGYmBgWL17Mli1biIuL4+qrrwY47QkxkXOhfBVnonwVZ6OcFWdij3z9I66uVV9F/P39cXNz49ChQwCMHz+e+++/H3d3d7udh1w6lLPiTJSv4mxqKmeXLVsGQOfOndm6dSvvvfcea9asAWDcuHH861//0tPjclYlJSU8+eST/Pjjj/j7+3P33Xdzyy23nLbNb/vdwrl9N6rO586dO3PPPfeQm5tLcnIyd9xxBx07dqR58+asXr2apKQkwsPDGTZs2Dnvu75T0aGGVSeZn58fFRUVtoZMGzZsYM+ePcycOZNHHnnknC7Kv+18PnjwYCIiInjttdfYtm0b+/fvt23Xt29fHnvsMdsTjZd6ksu5U76KM1G+irNRzoozsWe+/pFNmzbx+uuvs3XrVqCqWfRjjz1GTEyMPU5BLjHKWXEmyldxNjWZs0VFRWzevBlXV1cWLFjAa6+9RllZGb169eLxxx8nNjbW3qcj9ZCXlxd9+/Zl165dFBYWEhYWdtr7hw8fpqioiPz8fDw8PGjevDleXl7AuRcIEhISeOONN/j4449ZvHgxCxcuZOHChUDV965HH32UyMhIQN+7QEWHGledZFlZWUBV5a1jx47079+fjIwMfvzxR/r160fnzp0xm822pxH+bH9Wq5V27doxadIkfvnlF7Kzs8nPzycxMZH27dvX6DlJ/aV8FWeifBVno5wVZ2LvfP1fqampPPfcc+zdu5dmzZrxyCOPcPnll9v9POTSoZwVZ6J8FWdTkzlbWFiI2WzGbDbzyy+/EBkZyRNPPMGVV15ZI+ci9U910WDAgAFs3LiR2bNn8+2339KuXTsCAwOZPn06y5Yt4+jRoxw/ftw2W2f48OGMGjXqnAsEVquVmJgYJk6cyI033kh2djYFBQU0bdqUhISEGj5L56OiQw2rnlpWncBeXl54eXnRp08ftmzZwoYNG/j8889JTEzEzc3tnPdbvT93d3d69uxZI7HLpUf5Ks5E+SrORjkrzqSm8rVaREQEQ4cOxc/PjxtvvNHe4cslSDkrzkT5Ks6mJnO2rKyMU6dO4enpyX333fe7JXFE/oxhGFgsFjw8PLjmmmvYunUrGzZsYMqUKRw6dIjly5fj7u5OYmIijRo14ujRo2zatIlNmzZRWVnJkCFD8PPz+9MZD799T0WGP6eiwwVasGABGzduxM3NjZiYGLp06ULTpk2B06flVE8ty8nJAcBsNgNVyTlgwAB2797NypUrWb16NX369GHlypV06NABPz+/84pHa4XJ2ShfxZkoX8XZKGfFmdSFfLVarXh4eHDbbbdd1NIhcmlQzoozUb6Ks3F0zlqtVqKionj77bdp164dvr6+NXWqUg+cLV+rde7cmYEDBzJ58mRmzJgBwLBhw3jwwQfx9/fHy8uL3bt388knnzB//nymTZtGUFAQAwcO1HcoO1PR4TylpKTw7LPPsm3bttNer25SMmrUKHx8fGxV4OqLdHXiNmjQwPaZnj17sm3bNubNm8e7777LjBkzWLNmDbfddhsPPvjgecWl/zHkTJSv4kyUr+JslLPiTOpSvv7vDQyRM1HOijNRvoqzqUs5C9C9e3e7nZvUP+earxUVFbi5uTF48GA2btzIwYMHueeee7j22msBqKysBKBVq1Y888wzHD16lC1btrB8+XI6dOhAo0aNavvU6jUVHc5DWloaDz/8MPv27aN///6MHDmS0tJS5s2bx+rVq3n55Zc5ePAgTz311O9+wOfm5uLm5kZZWZntf4LY2Fg6d+7M8uXLSU5OBiAkJIQOHTo44vSknlG+ijNRvoqzUc6KM1G+irNRzoozUb6Ks6lLOauHZeTPnE++Vi/t1bRpU66++mpKS0u56qqrgKpZNS4uLkDVcmF+fn6MGTPGtjxYWVmZw86xvlLR4Tx8/fXX7Nu3j5tuuoknnnjC9voVV1zBN998w8svv8zMmTOJj49n2LBheHh42KrBpaWlVFRU4O/vj5ubG2azmVmzZvHuu+9SWFgIQHBwMNOmTaNp06ZUVlba/mcQuRDKV3EmyldxNspZcSbKV3E2yllxJspXcTbKWXEmF5KvACNHjrT9Hk4vcFX/fsiQIbzxxhscOXKElJQUIiMja+msLg2ab3cOrFYrAL/88guurq70798fqJqWY7Va8fPz4+abb+auu+4C4JNPPmHr1q3Ar1MazWYzQUFBBAYGsnTpUq6//nqef/55Tp48Sc+ePWnZsiW5ubl8+eWXALooywVTvoozUb6Ks1HOijNRvoqzUc6KM1G+irNRzoozuZh8BXB3dz9tP79VXXTIzc3Fz88PDw+P0woUYh8qOpwDwzA4efIkqampmM1mW+XLZDKdVim79957admyJRkZGXz77bccPnwYgIqKCrKzs8nLy+Pee+/l7rvvJjk5mcTERObMmcPkyZMZNmwY3t7eLFy4kFWrVgFV031EzpfyVZyJ8lWcjXJWnInyVZyNclacifJVnI1yVpzJxeZr9TZnWsKruhH63r172bNnD66urkRFRdX0KV1yVHQ4B1arFU9PT+Lj44GqKhucnrjVCVvdJGfRokUkJSXZ1rhr1qwZAGvWrKFBgwa8+uqrzJo1izZt2gBVTXMSExPJyspi/vz5/H979xdSd/3Hcfx1/mhp0mTKrPbHrLlTSDWcW7ZNYWQ2XBvYjFo1SKhIKgYyL7rOQTQWBUFQh8hpOAtzN6uNhouIooLWn7GM/YmckiZuSseDHM85n9/Ffuc0PY45Pc3e8/m4mfX94/my59nNm8/345xj4yfMCr3CEnqFNTQLS+gV1tAsLKFXWEOzsGQuvU4ddCVWOyQ2kvb7/RobG9P+/fslSfX19SoqKvoXn2Zh4ps/Ax6PR9FoVLm5uZKkvr6+lA1G/P6L22NUVFSourpa4XBYR44c0fj4uCTpxRdfVFZWlurr6/Xll19q27Ztki5OiiWppKRE1dXV2rVrl/bs2cNmOpg1eoUl9ApraBaW0CusoVlYQq+whmZhSTp6vfRe0j+v+zp8+LCeeeYZHTt2TOXl5dqyZYuk6V/FhDlwuKJ4PO6ccy4YDLpAIODq6urcwMBAynnRaNQ559xvv/3mAoGACwQC7tdff00eD4VCyZ8nJiZS7p+4HpgLeoUl9ApraBaW0CusoVlYQq+whmZhSTp6TRwbGBhwH330kWttbXV1dXXJ85qamtzQ0NA1eqKFZ8GudAiHwzM+1/1/0vX4448rOztbv/zyi44dO5Zyns/nk3NOq1at0ubNmyVJBw8eTB6/6aabFI/HFY/Hk9M4KXXiBkxFr7CEXmENzcISeoU1NAtL6BXW0Cwsuda9JlocHBxUR0eHmpub1dPTo/Xr12v//v16/fXXlZ+fP8enwuUsuKFDOBzWK6+8ovr6+hlf4/V6FYvFlJOTo4aGBkkXd0X/888/U871eDyKxWJavXq1/H6/RkZGNDExkfyyeL1e3meHGaNXWEKvsIZmYQm9whqahSX0CmtoFpbMV6+JvR0CgYBefvllNTY2KhgM6v3339e6devS83C4rAX1L0Rra6s2btyorq4u/fTTT+rp6ZnxtYnp2GOPPaY77rhD/f39amlp0djY2LTnZmVlKRqNanh4WBkZGbzHDleNXmEJvcIamoUl9ApraBaW0CusoVlYMp+9JgZjN9xwgyoqKvTcc8/p/vvvT8+D4YoWxNDhq6++Uk1Njfbs2SOfz6fs7Gzl5eVpaGhoRtc755LT3NzcXDU2NkqS2tradOjQIYVCIUkXN86JRCKSlNy0pKioiI1IcFXoFZbQK6yhWVhCr7CGZmEJvcIamoUl/7VevV4vQ7Nr7LoeOpw7d04vvPCCnn32WfX29mr79u0KBoO69dZbNTw8rJGREUlKLreZTiwWk8fjSe6aLklVVVWqra1VNBpVMBhUe3u7JCkjI0OZmZk6f/68PvvsM0nSxo0biRozQq+whF5hDc3CEnqFNTQLS+gV1tAsLKFXJPivfIo90WhUe/fuVUtLiySpvLxcO3fu1IMPPihJKisr05kzZ/TNN99o69at076HLhaLyefzyefzKR6Pq7OzUyMjI9q+fbsWL16s3bt3a3x8XEePHtW+fft09uxZlZWV6e+//1ZnZ6dOnTqlmpoalZWVXdNnhz30CkvoFdbQLCyhV1hDs7CEXmENzcISesVU193QYWJiQs3Nzero6NDtt9+unTt3qra2VtnZ2ZKkSCSS/Nk5p0gkIr/fnxJ74r1h3377rdra2vT5559LkiorK5Wbm6u8vDzt3r1bq1at0ttvv62uri51dXUlr3/qqafU2NiY/F3AdOgVltArrKFZWEKvsIZmYQm9whqahSX0iulcV0MH55wyMjK0efNmFRUVqaqqSsuWLZN0cdmOc06ZmZkqLi6WJB0/flyZmZnT3uvcuXP64IMP1NXVpXA4rLVr16qpqUmBQCB5ztKlS9XQ0KDq6mp1d3crFospEomopqZGK1eu/PcfGKbRKyyhV1hDs7CEXmENzcISeoU1NAtL6BWX5a4DsVjsssfi8XjK8ZMnT7r169e7srIy9+OPP0573TvvvOMCgYDbsGGDO3To0LS/Kx6Pz/GTYyGiV1hCr7CGZmEJvcIamoUl9ApraBaW0CuuxPRKh8HBQRUUFExajuOcS24Wkvh56uYhic1KvF6vYrHYpHMTf9bU1GjRokXasWNH8rrEu8USpt730t8NTEWvsIReYQ3NwhJ6hTU0C0voFdbQLCyhV8yUyaHDkSNH9OGHHyoUCml0dFSVlZWqrKzUpk2bJoV2uehKSkq0ePFinTp1SqdPn1ZpaWnKl2LFihVasWKFpIubofj9/kmRT4fIMR16hSX0CmtoFpbQK6yhWVhCr7CGZmEJveJqpW4V/h82ODioxsZG7dq1S999951GRkbU39+v9vZ2NTQ06MCBAxoeHpb0zwRtKuec4vG4SktLJUknT55UNBqddtf0xPl+v8nZDOYZvcISeoU1NAtL6BXW0CwsoVdYQ7OwhF4xW6aGDp988ok+/fRTlZSUKBgMqru7W52dnXryySclSW+++aaCwaCki8t1nHMp9/B4PJOOJSZnl/tiMDHDbNErLKFXWEOzsIReYQ3NwhJ6hTU0C0voFbM2080f5ltvb68rLy93FRUVrre3d9KxSCTiXnvtNVdWVubuvvtu19HR4ZxzLhqNptwn8f8OHz7sAoGA27RpkwuHw//+A2BBoVdYQq+whmZhCb3CGpqFJfQKa2gWltAr5sLMSofff/9dFy5cUGFhoZYvX654PJ5cnpORkaGnn35atbW1isfj2rdvny5cuCCfz5fcnCQh8S6wRYsWKT8/X16vV6dPn56PR8J1jF5hCb3CGpqFJfQKa2gWltArrKFZWEKvmAszQwev1yuPx6OsrCyFQqHkfyfe/7V06VI9+uijKi0t1ejoqN54443kddPJy8vTyMiIBgYGlJmZKUnTLgECZoNeYQm9whqahSX0CmtoFpbQK6yhWVhCr5gLM0OH8fFxOefU19eXDHOqlStXaseOHZKkjz/+WD09PfJ4PCkTNkkqLi7Wfffdp2g0qq+//loS7wxD+tArLKFXWEOzsIReYQ3NwhJ6hTU0C0voFXNhZuhQWVmpJUuW6OzZszp69KgkpQTs9/u1du1aVVVVSZJaWlok/bOM51KhUEjLli2Tz+fT6OjotF8GYLboFZbQK6yhWVhCr7CGZmEJvcIamoUl9Iq5MDF0cM7J5/Npy5YtkqT29nZFo1H5fL6UZTj5+fmqrKzUjTfeqBMnTujMmTPT3jMnJ0der1exWEx+v/+yS3+Aq0WvsIReYQ3NwhJ6hTU0C0voFdbQLCyhV8yVib9dj8cjn8+nNWvW6JZbbtHx48d18OBBSanv/vL7/brrrrtUUFCg4eFhhUKhlPvF43FJUl1dnd566y299NJLLOdB2tArLKFXWEOzsIReYQ3NwhJ6hTU0C0voFXNlYuiQcM899+iBBx5QNBrVgQMH9NdffyUnZJe69957dfPNN+v8+fPq6+uTNPkLkZikrVmzRg8//PC1ewAsKPQKS+gV1tAsLKFXWEOzsIReYQ3NwhJ6xWyZGjoUFBTooYceUnFxsU6cOKH33ntP0uT3hE1MTEiSCgsL5fF4kpM0pme41ugVltArrKFZWEKvsIZmYQm9whqahSX0itkyNXSQpHXr1mnr1q3y+/1qbW1Vd3d38lgkElFGRoYk6eeff5ZzTsuXL5+vjwrQK0yhV1hDs7CEXmENzcISeoU1NAtL6BWzYW7okJOTo23btumJJ56QJDU3N6utrU2hUEiZmZkaGxvT3r171dvbq0ceeUSrV6+e3w+MBY1eYQm9whqahSX0CmtoFpbQK6yhWVhCr5gNj5u6+4cRExMTev755/X9998rGo2qtLRUhYWF+uGHH/THH3/otttu06uvvqoNGzbIOceSHswreoUl9ApraBaW0CusoVlYQq+whmZhCb3iapgcOsTjcXm9Xg0ODuqLL77Qu+++q/7+fvn9fvl8PlVXV6upqUlLliyZ748K0CtMoVdYQ7OwhF5hDc3CEnqFNTQLS+gVV8vk0GGqwcFBDQ0NKRwOKy8vT3feeed8fyTgsugVltArrKFZWEKvsIZmYQm9whqahSX0iiu5LoYOAAAAAAAAAABg/pnbSBoAAAAAAAAAAPw3MXQAAAAAAAAAAABpwdABAAAAAAAAAACkBUMHAAAAAAAAAACQFgwdAAAAAAAAAABAWjB0AAAAAAAAAAAAacHQAQAAAAAAAAAApAVDBwAAAAAAAAAAkBYMHQAAAAAAAAAAQFowdAAAAAAAAAAAAGnB0AEAAAAAAAAAAKQFQwcAAAAAAAAAAJAWDB0AAAAAAAAAAEBaMHQAAAAAAAAAAABp8T8ptXieGAI1swAAAABJRU5ErkJggg==\n"
},
"metadata": {}
}
],
"source": [
"poa['west'] = pvl.bifacial.infinite_sheds.get_irradiance(\n",
" surface_tilt=vert_params['west']['tilt'], surface_azimuth=vert_params['west']['orientation'],\n",
" solar_zenith=sp.apparent_zenith.values, solar_azimuth=sp.azimuth.values,\n",
" gcr=GCR, height=HEIGHT, pitch=PITCH,\n",
" ghi=weather_data['ghi'].values, dhi=weather_data['dhi'].values, dni=weather_data['dni'].values,\n",
" albedo=SURFACE_ALBEDO, model='haydavies', dni_extra=dni_extra.values,\n",
" iam_front=iam['west'].values, iam_back=iam['east'].values, bifaciality=BIFACIALITY)\n",
"poa['west'] = pd.DataFrame(poa['west'], index=TIMES)\n",
"f, a = plt.subplots(3, 1, sharex=True)\n",
"poa['west'][['poa_global', 'poa_front', 'poa_back']][july(4):july(4)].plot(ax=a[0], title='West POA Global', ylabel='$kWh/m^2$')\n",
"poa['west'][['poa_front_direct', 'poa_back_direct']][july(4):july(4)].plot(ax=a[1], title='West POA Direct', ylabel='$kWh/m^2$')\n",
"poa['west'][['poa_front_diffuse', 'poa_back_diffuse']][july(4):july(4)].plot(ax=a[2], title='West POA Diffuse', ylabel='$kWh/m^2$')\n",
"f.tight_layout();"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/",
"height": 719
},
"id": "kXwloGZlb2WT",
"outputId": "58b84114-32a1-4f3c-c96e-add783bc2d2a"
},
"outputs": [
{
"output_type": "display_data",
"data": {
"text/plain": [
"<Figure size 1600x1000 with 2 Axes>"
],
"image/png": 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\n"
},
"metadata": {}
}
],
"source": [
"poa_global = pd.DataFrame({\n",
" 'east': poa['east'].poa_global,\n",
" 'west': poa['west'].poa_global})\n",
"# recast air temp & wind speed into 2d arrays so they will broadcast\n",
"# correctly with poa_global which is a 2d array (east & west X 8760 hours)\n",
"# also transpose them for the same reason\n",
"temp_air = np.atleast_2d(weather_data['temp_air'].values).T\n",
"wind_speed = np.atleast_2d(weather_data['wind_speed'].values).T\n",
"celltemp = pvl.temperature.pvsyst_cell(\n",
" poa_global=poa_global, temp_air=temp_air, wind_speed=wind_speed,\n",
" u_c=UC, u_v=UV, module_efficiency=ETA)\n",
"f, a = plt.subplots(2, 1, sharex=True)\n",
"celltemp[july(4):july(4)].plot(ax=a[0], ylabel='$\\degree C$', title='Vertical PV Cell Temperature')\n",
"poa_global[july(4):july(4)].plot(ax=a[1], ylabel='$kWh/m^2$', title='Vertical PV POA Global')\n",
"f.tight_layout();"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/",
"height": 802
},
"id": "a9ULhZE5fZN2",
"outputId": "e6acee27-3bd7-4c1f-ad58-4eefa1a524ef"
},
"outputs": [
{
"output_type": "execute_result",
"data": {
"text/plain": [
" i_mp v_mp p_mp\n",
"2021-07-04 00:30:00-06:00 0.000000 0.000000 0.000000\n",
"2021-07-04 01:30:00-06:00 0.000000 0.000000 0.000000\n",
"2021-07-04 02:30:00-06:00 0.000000 0.000000 0.000000\n",
"2021-07-04 03:30:00-06:00 0.000000 0.000000 0.000000\n",
"2021-07-04 04:30:00-06:00 0.000000 0.000000 0.000000\n",
"2021-07-04 05:30:00-06:00 0.000000 0.000000 0.000000\n",
"2021-07-04 06:30:00-06:00 2.320847 36.329957 84.316263\n",
"2021-07-04 07:30:00-06:00 9.282416 36.202918 336.050547\n",
"2021-07-04 08:30:00-06:00 5.004827 36.562913 182.991060\n",
"2021-07-04 09:30:00-06:00 11.229845 35.754317 401.515429\n",
"2021-07-04 10:30:00-06:00 9.318552 35.926752 334.785307\n",
"2021-07-04 11:30:00-06:00 6.154413 36.133208 222.378671\n",
"2021-07-04 12:30:00-06:00 3.697838 36.052156 133.315042\n",
"2021-07-04 13:30:00-06:00 5.604650 36.043173 202.009370\n",
"2021-07-04 14:30:00-06:00 7.884615 35.813943 282.379135\n",
"2021-07-04 15:30:00-06:00 9.366363 35.670006 334.098230\n",
"2021-07-04 16:30:00-06:00 9.881988 35.634969 352.144352\n",
"2021-07-04 17:30:00-06:00 9.252398 35.767628 330.936328\n",
"2021-07-04 18:30:00-06:00 5.303750 36.263750 192.333860\n",
"2021-07-04 19:30:00-06:00 2.758688 36.194916 99.850499\n",
"2021-07-04 20:30:00-06:00 0.000000 0.000000 0.000000\n",
"2021-07-04 21:30:00-06:00 0.000000 0.000000 0.000000\n",
"2021-07-04 22:30:00-06:00 0.000000 0.000000 0.000000\n",
"2021-07-04 23:30:00-06:00 0.000000 0.000000 0.000000"
],
"text/html": [
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" <tr style=\"text-align: right;\">\n",
" <th></th>\n",
" <th>i_mp</th>\n",
" <th>v_mp</th>\n",
" <th>p_mp</th>\n",
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" <tbody>\n",
" <tr>\n",
" <th>2021-07-04 00:30:00-06:00</th>\n",
" <td>0.000000</td>\n",
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" const dataTable =\n",
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" [key], {});\n",
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"\n",
" const docLinkHtml = 'Like what you see? Visit the ' +\n",
" '<a target=\"_blank\" href=https://colab.research.google.com/notebooks/data_table.ipynb>data table notebook</a>'\n",
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],
"application/vnd.google.colaboratory.intrinsic+json": {
"type": "dataframe",
"summary": "{\n \"name\": \"mpp['east'][july(4):july(4)]\",\n \"rows\": 24,\n \"fields\": [\n {\n \"column\": \"i_mp\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 4.111837380936451,\n \"min\": 0.0,\n \"max\": 11.229844871340871,\n \"num_unique_values\": 15,\n \"samples\": [\n 7.884614554961037,\n 9.88198832565223,\n 0.0\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"v_mp\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 18.14375725739323,\n \"min\": 0.0,\n \"max\": 36.5629128956416,\n \"num_unique_values\": 15,\n \"samples\": [\n 35.81394285596094,\n 35.63496940011581,\n 0.0\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n },\n {\n \"column\": \"p_mp\",\n \"properties\": {\n \"dtype\": \"number\",\n \"std\": 147.3618184203524,\n \"min\": 0.0,\n \"max\": 401.51542864341985,\n \"num_unique_values\": 15,\n \"samples\": [\n 282.3791351126525,\n 352.14435159691885,\n 0.0\n ],\n \"semantic_type\": \"\",\n \"description\": \"\"\n }\n }\n ]\n}"
}
},
"metadata": {},
"execution_count": 21
}
],
"source": [
"cecparams = dict.fromkeys(vert_params)\n",
"cecparams['east'] = pvl.pvsystem.calcparams_cec(\n",
" poa_global['east'],\n",
" celltemp['east'],\n",
" pvmod.alpha_sc, pvmod.a_ref,\n",
" pvmod.I_L_ref, pvmod.I_o_ref,\n",
" pvmod.R_sh_ref, pvmod.R_s,\n",
" pvmod.Adjust)\n",
"mpp = dict.fromkeys(vert_params)\n",
"mpp['east'] = pvl.pvsystem.max_power_point(*cecparams['east'], method='newton')\n",
"mpp['east'][july(4):july(4)]"
]
},
{
"cell_type": "code",
"execution_count": null,
"metadata": {
"colab": {
"base_uri": "https://localhost:8080/",
"height": 802
},
"id": "se5D-k3Ui2nG",
"outputId": "08456d92-5ee2-47f7-eb17-911b5a40929b"
},
"outputs": [
{
"output_type": "execute_result",
"data": {
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" <td>133.357388</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2021-07-04 13:30:00-06:00</th>\n",
" <td>6.576294</td>\n",
" <td>35.990858</td>\n",
" <td>236.686459</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2021-07-04 14:30:00-06:00</th>\n",
" <td>10.074941</td>\n",
" <td>35.526601</td>\n",
" <td>357.928402</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2021-07-04 15:30:00-06:00</th>\n",
" <td>12.476694</td>\n",
" <td>35.165141</td>\n",
" <td>438.744722</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2021-07-04 16:30:00-06:00</th>\n",
" <td>13.512022</td>\n",
" <td>35.005927</td>\n",
" <td>473.000866</td>\n",
" </tr>\n",
" <tr>\n",
" <th>2021-07-04 17:30:00-06:00</th>\n",
" <td>12.896303</td>\n",
" <td>35.152978</td>\n",
" <td>453.343473</td>\n",
" <
@tadatoshi
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First of all, thank you for this Gist.

I have found two issues purely on programming side. I write how usually done below.

  1. Slicing on Pandas DataFrame/Series Index: You can use loc.
    (I remember that there used be a warning when loc is not used.)
    e.g. sp.loc[july(4)] instead of sp[july(4):july(4)]
    Also,
    ac_output.loc[july(1):july(5)] instead of ac_output[july(1):july(5)]

  2. Avoiding side effect of data modification in Python function: You can deep copy DataFrame inside the function.
    Inside do_the_magic function:
    # This performs deep copy of the DataFrame:
    my_weather_data_copy = my_weather_data.copy()
    # shift the weather times to interval centers to make pandas work more easily
    my_weather_data_copy.index = TIMES
    # Use this copy in the rest of the function
    ...
    # No need to reassign original times to weather_data.index at the end of function
    instead of:
    weather_times = my_weather_data.index
    # shift the weather times to interval centers to make pandas work more easily
    my_weather_data.index = TIMES
    ## The code above causes side effect of modifying weather_data outside the function.
    ...
    # weather_data scope exists outside this function, we stole the
    # references, so now we need to return it to its original state
    weather_data.index = weather_times

I hope this helps.

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