{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# What does data look like" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## What libraries should I import?" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "import pandas as pd\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## How to read data?\n", "Dummy data for the following exercises is provided [here](https://ruhr-uni-bochum.sciebo.de/s/Svwxncw01Ir9uxw)." ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "file = '/Users/guillermo/Downloads/pose-3d.csv'\n" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [], "source": [ "data = pd.read_csv(file, header=0)\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## How is my data structured?" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", "RangeIndex: 450 entries, 0 to 449\n", "Columns: 139 entries, lefteye1_x to fnum\n", "dtypes: float64(138), int64(1)\n", "memory usage: 488.8 KB\n" ] } ], "source": [ "data.info()\n" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(450, 139)" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "np.shape(data)\n" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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450 rows × 139 columns

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" ], "text/plain": [ " lefteye1_x lefteye1_y lefteye1_z lefteye1_error lefteye1_ncams \\\n", "0 -11.488100 -0.391982 -6.391103 1.938121 2.0 \n", "1 -11.563727 -0.248620 -6.538817 2.030270 2.0 \n", "2 -11.630087 -0.129231 -6.667193 1.802676 2.0 \n", "3 -11.666934 -0.057356 -6.765140 2.019693 2.0 \n", "4 -11.657633 -0.022595 -6.825935 2.186289 2.0 \n", ".. ... ... ... ... ... \n", "445 19.858564 -0.186870 3.376668 1.879663 2.0 \n", "446 19.828282 -0.197882 3.399467 1.926345 2.0 \n", "447 19.792748 -0.197968 3.419085 1.987387 2.0 \n", "448 19.753271 -0.185416 3.436065 1.666125 2.0 \n", "449 19.712078 -0.173427 3.453072 1.993099 2.0 \n", "\n", " lefteye1_score lefteye2_x lefteye2_y lefteye2_z lefteye2_error ... \\\n", "0 0.999995 14.093313 -1.432060 -1.898372 2.190833 ... \n", "1 0.999996 14.219575 -1.263471 -2.031282 1.935011 ... \n", "2 0.999997 14.361094 -1.127249 -2.146595 1.606363 ... \n", "3 0.999998 14.528884 -1.018296 -2.235377 1.527383 ... \n", "4 0.999998 14.727834 -0.916615 -2.290928 1.662191 ... \n", ".. ... ... ... ... ... ... \n", "445 1.000000 43.138611 -0.935498 6.239373 2.397886 ... \n", "446 1.000000 43.099870 -0.936545 6.289830 2.507487 ... \n", "447 1.000000 43.070633 -0.924082 6.339649 2.495454 ... \n", "448 1.000000 43.049360 -0.899445 6.388871 2.244805 ... \n", "449 1.000000 43.030381 -0.879919 6.437327 2.190697 ... \n", "\n", " M_10 M_11 M_12 M_20 M_21 M_22 center_0 \\\n", "0 0.025309 0.004592 0.999669 -0.155911 -0.987735 0.008484 136.712949 \n", "1 0.025309 0.004592 0.999669 -0.155911 -0.987735 0.008484 136.712949 \n", "2 0.025309 0.004592 0.999669 -0.155911 -0.987735 0.008484 136.712949 \n", "3 0.025309 0.004592 0.999669 -0.155911 -0.987735 0.008484 136.712949 \n", "4 0.025309 0.004592 0.999669 -0.155911 -0.987735 0.008484 136.712949 \n", ".. ... ... ... ... ... ... ... \n", "445 0.025309 0.004592 0.999669 -0.155911 -0.987735 0.008484 136.712949 \n", "446 0.025309 0.004592 0.999669 -0.155911 -0.987735 0.008484 136.712949 \n", "447 0.025309 0.004592 0.999669 -0.155911 -0.987735 0.008484 136.712949 \n", "448 0.025309 0.004592 0.999669 -0.155911 -0.987735 0.008484 136.712949 \n", "449 0.025309 0.004592 0.999669 -0.155911 -0.987735 0.008484 136.712949 \n", "\n", " center_1 center_2 fnum \n", "0 21.796899 59.925219 0 \n", "1 21.796899 59.925219 1 \n", "2 21.796899 59.925219 2 \n", "3 21.796899 59.925219 3 \n", "4 21.796899 59.925219 4 \n", ".. ... ... ... \n", "445 21.796899 59.925219 445 \n", "446 21.796899 59.925219 446 \n", "447 21.796899 59.925219 447 \n", "448 21.796899 59.925219 448 \n", "449 21.796899 59.925219 449 \n", "\n", "[450 rows x 139 columns]" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "data\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Cleaning data" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [], "source": [ "coords = data.loc[:, ~data.columns.str.contains(\n", " 'score|error|ncams|fnum|center|M_')]\n" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [], "source": [ "scores = data.loc[:, data.columns.str.contains('score')]\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Changing the data structure" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [], "source": [ "# Let us transform the data to be centered around a reference point\n", "centered_coords = coords.copy()\n", "for i in range(centered_coords.shape[1]):\n", " if '_x' in centered_coords.columns[i]:\n", " centered_coords.loc[:, centered_coords.columns[i]] = centered_coords.loc[:,\n", " centered_coords.columns[i]].subtract(coords.loc[:, \"nose1_x\"].values)\n", " elif '_y' in centered_coords.columns[i]:\n", " centered_coords.loc[:, centered_coords.columns[i]] = centered_coords.loc[:,\n", " centered_coords.columns[i]].subtract(coords.loc[:, \"nose1_y\"].values)\n", " elif '_z' in centered_coords.columns[i]:\n", " centered_coords.loc[:, centered_coords.columns[i]] = centered_coords.loc[:,\n", " centered_coords.columns[i]].subtract(coords.loc[:, \"nose1_z\"].values)\n", " else:\n", " pass\n" ] }, { "cell_type": "code", "execution_count": 10, "metadata": { "scrolled": true, "tags": [] }, "outputs": [ { "data": { "text/html": [ "
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450 rows × 63 columns

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" ], "text/plain": [ " lefteye1_x lefteye1_y lefteye1_z lefteye2_x lefteye2_y lefteye2_z \\\n", "0 21.138248 0.149274 1.339277 46.719661 -0.890804 5.832008 \n", "1 21.201282 0.213704 1.322499 46.984585 -0.801147 5.830035 \n", "2 21.256664 0.240579 1.302346 47.247845 -0.757440 5.822944 \n", "3 21.299285 0.240397 1.274168 47.495103 -0.720543 5.803931 \n", "4 21.325677 0.220319 1.235597 47.711144 -0.673701 5.770603 \n", ".. ... ... ... ... ... ... \n", "445 23.060752 -0.199214 1.879664 46.340798 -0.947842 4.742368 \n", "446 23.079261 -0.215957 1.892306 46.350848 -0.954620 4.782669 \n", "447 23.092409 -0.221658 1.901226 46.370295 -0.947773 4.821791 \n", "448 23.100727 -0.215898 1.907636 46.396815 -0.929927 4.860443 \n", "449 23.107326 -0.207480 1.914174 46.425629 -0.913972 4.898429 \n", "\n", " righteye1_x righteye1_y righteye1_z righteye2_x ... lowlip_z \\\n", "0 -22.571980 -0.471520 -9.779492 -37.820867 ... -80.979542 \n", "1 -22.538740 -0.402639 -9.909138 -37.677083 ... -80.990478 \n", "2 -22.508311 -0.368747 -10.036418 -37.536744 ... -81.001777 \n", "3 -22.480971 -0.356541 -10.160358 -37.410751 ... -81.009722 \n", "4 -22.456571 -0.350904 -10.279109 -37.310866 ... -81.007437 \n", ".. ... ... ... ... ... ... \n", "445 -19.185499 1.345010 -6.506368 -41.953663 ... -71.425305 \n", "446 -19.195640 1.345283 -6.492639 -41.925121 ... -71.434948 \n", "447 -19.207953 1.350226 -6.479757 -41.894597 ... -71.446489 \n", "448 -19.222547 1.355703 -6.466862 -41.864912 ... -71.458910 \n", "449 -19.238019 1.361772 -6.453821 -41.835615 ... -71.471432 \n", "\n", " llip_x llip_y llip_z rlip_x rlip_y rlip_z \\\n", "0 37.796704 -0.980286 -67.807799 -10.351668 1.195690 -76.963349 \n", "1 37.855529 -0.946660 -67.868614 -10.338881 1.200735 -76.917438 \n", "2 37.907243 -0.940885 -67.933516 -10.330400 1.193681 -76.872875 \n", "3 37.937340 -0.950328 -68.005056 -10.330788 1.182822 -76.827400 \n", "4 37.939126 -0.940040 -68.081264 -10.349203 1.157687 -76.779312 \n", ".. ... ... ... ... ... ... \n", "445 43.196517 -0.785810 -56.866667 -18.389502 1.428511 -66.358897 \n", "446 43.233000 -0.798553 -56.874906 -18.308865 1.423512 -66.383337 \n", "447 43.267756 -0.816412 -56.887243 -18.231429 1.421237 -66.409016 \n", "448 43.300950 -0.836934 -56.901680 -18.156717 1.420305 -66.434610 \n", "449 43.332800 -0.859951 -56.916573 -18.082740 1.422841 -66.459968 \n", "\n", " chin_x chin_y chin_z \n", "0 19.029902 -0.445000 -115.416169 \n", "1 19.053691 -0.440997 -115.518292 \n", "2 19.065735 -0.449761 -115.618253 \n", "3 19.055308 -0.460424 -115.710979 \n", "4 19.016472 -0.470678 -115.789328 \n", ".. ... ... ... \n", "445 18.667268 0.086065 -118.640513 \n", "446 18.711471 0.078809 -118.608907 \n", "447 18.751617 0.062069 -118.578352 \n", "448 18.788906 0.038433 -118.547809 \n", "449 18.825424 0.014881 -118.516762 \n", "\n", "[450 rows x 63 columns]" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "centered_coords\n" ] }, { "cell_type": "code", "execution_count": 11, "metadata": { "scrolled": true, "tags": [] }, "outputs": [ { "data": { "text/plain": [ "array([[ 2.11382476e+01, 1.49273730e-01, 1.33927693e+00, ...,\n", " 1.90299024e+01, -4.45000140e-01, -1.15416169e+02],\n", " [ 2.12012820e+01, 2.13704103e-01, 1.32249940e+00, ...,\n", " 1.90536908e+01, -4.40996722e-01, -1.15518292e+02],\n", " [ 2.12566635e+01, 2.40579034e-01, 1.30234553e+00, ...,\n", " 1.90657352e+01, -4.49760897e-01, -1.15618253e+02],\n", " ...,\n", " [ 2.30924089e+01, -2.21658316e-01, 1.90122647e+00, ...,\n", " 1.87516173e+01, 6.20694224e-02, -1.18578352e+02],\n", " [ 2.31007267e+01, -2.15897713e-01, 1.90763642e+00, ...,\n", " 1.87889064e+01, 3.84331742e-02, -1.18547809e+02],\n", " [ 2.31073256e+01, -2.07480062e-01, 1.91417434e+00, ...,\n", " 1.88254245e+01, 1.48810149e-02, -1.18516762e+02]])" ] }, "execution_count": 11, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# What is the difference between pandas Data Frame and numpy Array?\n", "coords_egocentric = centered_coords.to_numpy()\n", "coords_egocentric\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Reading DeepLabCut Data\n", "Note that DeepLabCut files contain multiple headers" ] }, { "cell_type": "code", "execution_count": 12, "metadata": { "scrolled": true, "tags": [] }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/Users/guillermo/opt/anaconda3/lib/python3.8/site-packages/IPython/core/interactiveshell.py:3444: DtypeWarning: Columns (0,1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18) have mixed types.Specify dtype option on import or set low_memory=False.\n", " exec(code_obj, self.user_global_ns, self.user_ns)\n" ] }, { "data": { "text/html": [ "
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scorerDLC_resnet50_Picky_Pigeon_ProjectDec17shuffle1_1030000DLC_resnet50_Picky_Pigeon_ProjectDec17shuffle1_1030000.1DLC_resnet50_Picky_Pigeon_ProjectDec17shuffle1_1030000.2DLC_resnet50_Picky_Pigeon_ProjectDec17shuffle1_1030000.3DLC_resnet50_Picky_Pigeon_ProjectDec17shuffle1_1030000.4DLC_resnet50_Picky_Pigeon_ProjectDec17shuffle1_1030000.5DLC_resnet50_Picky_Pigeon_ProjectDec17shuffle1_1030000.6DLC_resnet50_Picky_Pigeon_ProjectDec17shuffle1_1030000.7DLC_resnet50_Picky_Pigeon_ProjectDec17shuffle1_1030000.8DLC_resnet50_Picky_Pigeon_ProjectDec17shuffle1_1030000.9DLC_resnet50_Picky_Pigeon_ProjectDec17shuffle1_1030000.10DLC_resnet50_Picky_Pigeon_ProjectDec17shuffle1_1030000.11DLC_resnet50_Picky_Pigeon_ProjectDec17shuffle1_1030000.12DLC_resnet50_Picky_Pigeon_ProjectDec17shuffle1_1030000.13DLC_resnet50_Picky_Pigeon_ProjectDec17shuffle1_1030000.14DLC_resnet50_Picky_Pigeon_ProjectDec17shuffle1_1030000.15DLC_resnet50_Picky_Pigeon_ProjectDec17shuffle1_1030000.16DLC_resnet50_Picky_Pigeon_ProjectDec17shuffle1_1030000.17
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672.112326 \n", "\n", " DLC_resnet50_Picky_Pigeon_ProjectDec17shuffle1_1030000.16 \\\n", "0 backcenter \n", "1 y \n", "2 637.4671020507812 \n", "3 636.5131135081384 \n", "4 636.2873536219506 \n", "... ... \n", "71921 479.530765 \n", "71922 479.611423 \n", "71923 479.673533 \n", "71924 479.578535 \n", "71925 479.64037 \n", "\n", " DLC_resnet50_Picky_Pigeon_ProjectDec17shuffle1_1030000.17 \n", "0 backcenter \n", "1 likelihood \n", "2 0.9575235247612 \n", "3 0.9471402168273926 \n", "4 0.9269355535507202 \n", "... ... \n", "71921 0.999961 \n", "71922 0.999972 \n", "71923 0.999959 \n", "71924 0.999954 \n", "71925 0.999971 \n", "\n", "[71926 rows x 19 columns]" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# .h5 vs csv with multiple headings\n", "file = '/Users/guillermo/Downloads/DLC_data.csv'\n", "data = pd.read_csv(file, header=0)\n", "data\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "You can specify multiple headers in `pd.read_csv(file, header=[0,1,2])`, but your data frame will be a little more difficult to subset, as columns will be a MultiIndex array." ] }, { "cell_type": "code", "execution_count": 13, "metadata": { "scrolled": true, "tags": [] }, "outputs": [ { "data": { "text/html": [ "
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scorerDLC_resnet50_Picky_Pigeon_ProjectDec17shuffle1_1030000
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71924 rows × 19 columns

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" ], "text/plain": [ " scorer DLC_resnet50_Picky_Pigeon_ProjectDec17shuffle1_1030000 \\\n", " bodyparts tophead \n", " coords x \n", "0 0 736.836548 \n", "1 1 736.696573 \n", "2 2 735.704049 \n", "3 3 734.293249 \n", "4 4 732.744517 \n", "... ... ... \n", "71919 71919 816.685736 \n", "71920 71920 816.844076 \n", "71921 71921 816.824561 \n", "71922 71922 816.406188 \n", "71923 71923 816.119821 \n", "\n", " \\\n", " neckbase tailend \n", " y likelihood x y likelihood x \n", "0 440.205109 0.999986 736.774231 521.376404 0.988297 855.151794 \n", "1 439.964204 0.999971 736.690168 521.373712 0.998479 854.196062 \n", "2 436.763739 0.999963 736.657600 520.317367 0.999484 855.345366 \n", "3 431.819332 0.999991 735.908934 517.310811 0.998731 827.010097 \n", "4 426.053270 0.999990 735.196591 513.924565 0.999366 791.315112 \n", "... ... ... ... ... ... ... \n", "71919 394.333402 0.996886 747.200637 430.753285 0.999920 575.128539 \n", "71920 394.197315 0.993028 747.467628 430.599931 0.999918 575.047661 \n", "71921 393.841141 0.991949 747.354100 430.614478 0.999922 575.211231 \n", "71922 393.766398 0.992734 747.626257 430.654457 0.999948 575.462232 \n", "71923 393.876178 0.993627 747.240035 430.915333 0.999949 575.500692 \n", "\n", " \\\n", " wingbowleft wingbowright \n", " y likelihood x y likelihood x \n", "0 502.516541 0.992927 722.450867 638.555115 0.981716 848.135498 \n", "1 497.600140 0.041485 717.910163 636.903006 0.989108 843.847818 \n", "2 630.676626 0.003816 718.973163 637.871498 0.938180 709.894219 \n", "3 675.563420 0.004858 721.308479 640.070535 0.857882 796.094113 \n", "4 546.063109 0.032099 723.677384 638.630865 0.999613 811.859656 \n", "... ... ... ... ... ... ... \n", "71919 563.851408 0.999976 756.409661 354.888011 0.999997 816.141309 \n", "71920 564.093645 0.999984 756.498965 354.752492 0.999998 816.132225 \n", "71921 564.088919 0.999988 756.520165 354.817808 0.999998 815.879470 \n", "71922 564.156158 0.999987 756.487524 354.854141 0.999997 815.797104 \n", "71923 563.874192 0.999987 756.474672 354.848543 0.999998 815.629617 \n", "\n", " \n", " backcenter \n", " y likelihood x y likelihood \n", "0 725.848633 0.551814 779.173828 637.467102 0.957524 \n", "1 722.921047 0.863907 777.030138 636.513114 0.947140 \n", "2 604.044998 0.140822 777.393932 636.287354 0.926936 \n", "3 682.185972 0.460554 777.985463 635.496588 0.972686 \n", "4 696.591080 0.586390 779.552232 633.139890 0.991626 \n", "... ... ... ... ... ... \n", "71919 446.039971 0.999989 672.113405 479.530765 0.999961 \n", "71920 445.987682 0.999973 672.046608 479.611423 0.999972 \n", "71921 446.139886 0.999980 672.175552 479.673533 0.999959 \n", "71922 446.552003 0.999989 672.213608 479.578535 0.999954 \n", "71923 446.596012 0.999986 672.112326 479.640370 0.999971 \n", "\n", "[71924 rows x 19 columns]" ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "data = pd.read_csv(file, header=[0, 1, 2])\n", "data\n" ] }, { "cell_type": "code", "execution_count": 14, "metadata": { "scrolled": true, "tags": [] }, "outputs": [ { "data": { "text/plain": [ "MultiIndex([( 'scorer', ...),\n", " ('DLC_resnet50_Picky_Pigeon_ProjectDec17shuffle1_1030000', ...),\n", " ('DLC_resnet50_Picky_Pigeon_ProjectDec17shuffle1_1030000', ...),\n", " ('DLC_resnet50_Picky_Pigeon_ProjectDec17shuffle1_1030000', ...),\n", " ('DLC_resnet50_Picky_Pigeon_ProjectDec17shuffle1_1030000', ...),\n", " ('DLC_resnet50_Picky_Pigeon_ProjectDec17shuffle1_1030000', ...),\n", " ('DLC_resnet50_Picky_Pigeon_ProjectDec17shuffle1_1030000', ...),\n", " ('DLC_resnet50_Picky_Pigeon_ProjectDec17shuffle1_1030000', ...),\n", " ('DLC_resnet50_Picky_Pigeon_ProjectDec17shuffle1_1030000', ...),\n", " ('DLC_resnet50_Picky_Pigeon_ProjectDec17shuffle1_1030000', ...),\n", " ('DLC_resnet50_Picky_Pigeon_ProjectDec17shuffle1_1030000', ...),\n", " ('DLC_resnet50_Picky_Pigeon_ProjectDec17shuffle1_1030000', ...),\n", " ('DLC_resnet50_Picky_Pigeon_ProjectDec17shuffle1_1030000', ...),\n", " ('DLC_resnet50_Picky_Pigeon_ProjectDec17shuffle1_1030000', ...),\n", " ('DLC_resnet50_Picky_Pigeon_ProjectDec17shuffle1_1030000', ...),\n", " ('DLC_resnet50_Picky_Pigeon_ProjectDec17shuffle1_1030000', ...),\n", " ('DLC_resnet50_Picky_Pigeon_ProjectDec17shuffle1_1030000', ...),\n", " ('DLC_resnet50_Picky_Pigeon_ProjectDec17shuffle1_1030000', ...),\n", " ('DLC_resnet50_Picky_Pigeon_ProjectDec17shuffle1_1030000', ...)],\n", " )" ] }, "execution_count": 14, "metadata": {}, "output_type": "execute_result" } ], "source": [ "data.columns\n" ] }, { "cell_type": "code", "execution_count": 15, "metadata": { "scrolled": true, "tags": [] }, "outputs": [ { "data": { "text/plain": [ "Index(['bodyparts', 'tophead', 'tophead', 'tophead', 'neckbase', 'neckbase',\n", " 'neckbase', 'tailend', 'tailend', 'tailend', 'wingbowleft',\n", " 'wingbowleft', 'wingbowleft', 'wingbowright', 'wingbowright',\n", " 'wingbowright', 'backcenter', 'backcenter', 'backcenter'],\n", " dtype='object')" ] }, "execution_count": 15, "metadata": {}, "output_type": "execute_result" } ], "source": [ "data.columns.get_level_values(1)\n" ] }, { "cell_type": "code", "execution_count": 16, "metadata": { "scrolled": true, "tags": [] }, "outputs": [ { "data": { "text/plain": [ "Index(['coords', 'x', 'y', 'likelihood', 'x', 'y', 'likelihood', 'x', 'y',\n", " 'likelihood', 'x', 'y', 'likelihood', 'x', 'y', 'likelihood', 'x', 'y',\n", " 'likelihood'],\n", " dtype='object')" ] }, "execution_count": 16, "metadata": {}, "output_type": "execute_result" } ], "source": [ "data.columns.get_level_values(2)\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Better rename the columns of your data frame to avoid MultiIndex" ] }, { "cell_type": "code", "execution_count": 17, "metadata": { "scrolled": true, "tags": [] }, "outputs": [ { "data": { "text/plain": [ "Index(['bodyparts_bodyparts', 'tophead_tophead', 'tophead_tophead',\n", " 'tophead_tophead', 'neckbase_neckbase', 'neckbase_neckbase',\n", " 'neckbase_neckbase', 'tailend_tailend', 'tailend_tailend',\n", " 'tailend_tailend', 'wingbowleft_wingbowleft', 'wingbowleft_wingbowleft',\n", " 'wingbowleft_wingbowleft', 'wingbowright_wingbowright',\n", " 'wingbowright_wingbowright', 'wingbowright_wingbowright',\n", " 'backcenter_backcenter', 'backcenter_backcenter',\n", " 'backcenter_backcenter'],\n", " dtype='object')" ] }, "execution_count": 17, "metadata": {}, "output_type": "execute_result" } ], "source": [ "data.columns.get_level_values(1) + '_' + data.columns.get_level_values(1)\n" ] }, { "cell_type": "code", "execution_count": 18, "metadata": { "scrolled": true, "tags": [] }, "outputs": [ { "data": { "text/html": [ "
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............................................................
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71924 rows × 19 columns

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" ], "text/plain": [ " bodyparts_coords tophead_x tophead_y tophead_likelihood \\\n", "0 0 736.836548 440.205109 0.999986 \n", "1 1 736.696573 439.964204 0.999971 \n", "2 2 735.704049 436.763739 0.999963 \n", "3 3 734.293249 431.819332 0.999991 \n", "4 4 732.744517 426.053270 0.999990 \n", "... ... ... ... ... \n", "71919 71919 816.685736 394.333402 0.996886 \n", "71920 71920 816.844076 394.197315 0.993028 \n", "71921 71921 816.824561 393.841141 0.991949 \n", "71922 71922 816.406188 393.766398 0.992734 \n", "71923 71923 816.119821 393.876178 0.993627 \n", "\n", " neckbase_x neckbase_y neckbase_likelihood tailend_x tailend_y \\\n", "0 736.774231 521.376404 0.988297 855.151794 502.516541 \n", "1 736.690168 521.373712 0.998479 854.196062 497.600140 \n", "2 736.657600 520.317367 0.999484 855.345366 630.676626 \n", "3 735.908934 517.310811 0.998731 827.010097 675.563420 \n", "4 735.196591 513.924565 0.999366 791.315112 546.063109 \n", "... ... ... ... ... ... \n", "71919 747.200637 430.753285 0.999920 575.128539 563.851408 \n", "71920 747.467628 430.599931 0.999918 575.047661 564.093645 \n", "71921 747.354100 430.614478 0.999922 575.211231 564.088919 \n", "71922 747.626257 430.654457 0.999948 575.462232 564.156158 \n", "71923 747.240035 430.915333 0.999949 575.500692 563.874192 \n", "\n", " tailend_likelihood wingbowleft_x wingbowleft_y \\\n", "0 0.992927 722.450867 638.555115 \n", "1 0.041485 717.910163 636.903006 \n", "2 0.003816 718.973163 637.871498 \n", "3 0.004858 721.308479 640.070535 \n", "4 0.032099 723.677384 638.630865 \n", "... ... ... ... \n", "71919 0.999976 756.409661 354.888011 \n", "71920 0.999984 756.498965 354.752492 \n", "71921 0.999988 756.520165 354.817808 \n", "71922 0.999987 756.487524 354.854141 \n", "71923 0.999987 756.474672 354.848543 \n", "\n", " wingbowleft_likelihood wingbowright_x wingbowright_y \\\n", "0 0.981716 848.135498 725.848633 \n", "1 0.989108 843.847818 722.921047 \n", "2 0.938180 709.894219 604.044998 \n", "3 0.857882 796.094113 682.185972 \n", "4 0.999613 811.859656 696.591080 \n", "... ... ... ... \n", "71919 0.999997 816.141309 446.039971 \n", "71920 0.999998 816.132225 445.987682 \n", "71921 0.999998 815.879470 446.139886 \n", "71922 0.999997 815.797104 446.552003 \n", "71923 0.999998 815.629617 446.596012 \n", "\n", " wingbowright_likelihood backcenter_x backcenter_y \\\n", "0 0.551814 779.173828 637.467102 \n", "1 0.863907 777.030138 636.513114 \n", "2 0.140822 777.393932 636.287354 \n", "3 0.460554 777.985463 635.496588 \n", "4 0.586390 779.552232 633.139890 \n", "... ... ... ... \n", "71919 0.999989 672.113405 479.530765 \n", "71920 0.999973 672.046608 479.611423 \n", "71921 0.999980 672.175552 479.673533 \n", "71922 0.999989 672.213608 479.578535 \n", "71923 0.999986 672.112326 479.640370 \n", "\n", " backcenter_likelihood \n", "0 0.957524 \n", "1 0.947140 \n", "2 0.926936 \n", "3 0.972686 \n", "4 0.991626 \n", "... ... \n", "71919 0.999961 \n", "71920 0.999972 \n", "71921 0.999959 \n", "71922 0.999954 \n", "71923 0.999971 \n", "\n", "[71924 rows x 19 columns]" ] }, "execution_count": 18, "metadata": {}, "output_type": "execute_result" } ], "source": [ "new_col_names = list(data.columns.get_level_values(\n", " 1) + '_' + data.columns.get_level_values(2))\n", "data.columns = new_col_names\n", "data\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## What does my data tell me?" ] }, { "cell_type": "code", "execution_count": 19, "metadata": { "scrolled": true, "tags": [] }, "outputs": [ { "data": { "text/plain": [ "0 -19.892839\n", "1 -19.914494\n", "2 -19.930776\n", "3 -19.937752\n", "4 -19.923985\n", " ... \n", "445 -6.321469\n", "446 -6.313084\n", "447 -6.304621\n", "448 -6.296241\n", "449 -6.288533\n", "Length: 450, dtype: float64" ] }, "execution_count": 19, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Does this make sense?\n", "coords.mean(axis='columns')\n" ] }, { "cell_type": "code", "execution_count": 20, "metadata": { "scrolled": true, "tags": [] }, "outputs": [ { "data": { "text/plain": [ "lefteye1_x 18.106572\n", "lefteye1_y -0.019333\n", "lefteye1_z 0.796235\n", "lefteye2_x 43.672666\n", "lefteye2_y -0.645574\n", " ... \n", "rlip_y 0.996420\n", "rlip_z -74.329763\n", "chin_x 17.394544\n", "chin_y -0.286453\n", "chin_z -118.842049\n", "Length: 63, dtype: float64" ] }, "execution_count": 20, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# What about this?\n", "coords.mean(axis='index')\n" ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "18.10657168922479" ] }, "execution_count": 21, "metadata": {}, "output_type": "execute_result" } ], "source": [ "coords['lefteye1_x'].mean()\n" ] }, { "cell_type": "code", "execution_count": 22, "metadata": { "scrolled": true, "tags": [] }, "outputs": [ { "data": { "text/html": [ "
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lefteye1_xlefteye1_ylefteye1_zlefteye2_xlefteye2_ylefteye2_zrighteye1_xrighteye1_yrighteye1_zrighteye2_x...lowlip_zllip_xllip_yllip_zrlip_xrlip_yrlip_zchin_xchin_ychin_z
count450.000000450.000000450.000000450.000000450.000000450.000000450.000000450.000000450.000000450.000000...450.000000450.000000450.000000450.000000450.000000450.000000450.000000450.000000450.000000450.000000
mean18.106572-0.0193330.79623543.672666-0.6455745.586992-21.6322611.278443-6.218734-44.885085...-77.89207336.387709-0.794339-65.950381-14.8130160.996420-74.32976317.394544-0.286453-118.842049
std11.4342840.5994693.82895711.5053540.7053444.14488612.1242530.8030024.43366811.226158...6.38348912.0883320.7088875.90993812.3279030.7050055.11613911.6694500.8233163.496960
min-18.098617-1.145164-6.8447815.858257-1.948370-2.307151-57.526330-1.012775-18.430021-81.767449...-89.0689690.151487-2.103737-76.193362-50.004844-0.675003-84.866708-17.538646-1.985098-125.301249
25%18.225435-0.612380-2.95400843.193416-1.3447812.123240-22.6839560.584199-10.600334-45.410591...-83.60401633.761567-1.246099-70.754029-16.6608260.725735-78.22664315.961120-1.119348-121.885470
50%19.861041-0.0470410.65347546.836783-0.5752745.330278-18.6951141.352917-6.413949-42.622488...-77.40090339.924777-0.819950-67.125851-12.6961781.048074-74.78513518.953581-0.140253-117.925277
75%24.6140060.5726763.73749248.943208-0.0116918.761392-15.2533851.890220-3.227924-39.535513...-72.53981843.852962-0.265885-63.012012-10.1721261.509309-71.51092424.5418570.266672-115.933453
max34.4499840.9683918.65205260.0247780.42034714.328102-5.6694872.6810842.781161-28.287430...-64.90650053.7328580.461475-54.2439528.0417732.103936-63.09497634.4906730.977069-111.792641
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8 rows × 63 columns

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" ], "text/plain": [ " lefteye1_x lefteye1_y lefteye1_z lefteye2_x lefteye2_y lefteye2_z \\\n", "count 450.000000 450.000000 450.000000 450.000000 450.000000 450.000000 \n", "mean 18.106572 -0.019333 0.796235 43.672666 -0.645574 5.586992 \n", "std 11.434284 0.599469 3.828957 11.505354 0.705344 4.144886 \n", "min -18.098617 -1.145164 -6.844781 5.858257 -1.948370 -2.307151 \n", "25% 18.225435 -0.612380 -2.954008 43.193416 -1.344781 2.123240 \n", "50% 19.861041 -0.047041 0.653475 46.836783 -0.575274 5.330278 \n", "75% 24.614006 0.572676 3.737492 48.943208 -0.011691 8.761392 \n", "max 34.449984 0.968391 8.652052 60.024778 0.420347 14.328102 \n", "\n", " righteye1_x righteye1_y righteye1_z righteye2_x ... lowlip_z \\\n", "count 450.000000 450.000000 450.000000 450.000000 ... 450.000000 \n", "mean -21.632261 1.278443 -6.218734 -44.885085 ... -77.892073 \n", "std 12.124253 0.803002 4.433668 11.226158 ... 6.383489 \n", "min -57.526330 -1.012775 -18.430021 -81.767449 ... -89.068969 \n", "25% -22.683956 0.584199 -10.600334 -45.410591 ... -83.604016 \n", "50% -18.695114 1.352917 -6.413949 -42.622488 ... -77.400903 \n", "75% -15.253385 1.890220 -3.227924 -39.535513 ... -72.539818 \n", "max -5.669487 2.681084 2.781161 -28.287430 ... -64.906500 \n", "\n", " llip_x llip_y llip_z rlip_x rlip_y rlip_z \\\n", "count 450.000000 450.000000 450.000000 450.000000 450.000000 450.000000 \n", "mean 36.387709 -0.794339 -65.950381 -14.813016 0.996420 -74.329763 \n", "std 12.088332 0.708887 5.909938 12.327903 0.705005 5.116139 \n", "min 0.151487 -2.103737 -76.193362 -50.004844 -0.675003 -84.866708 \n", "25% 33.761567 -1.246099 -70.754029 -16.660826 0.725735 -78.226643 \n", "50% 39.924777 -0.819950 -67.125851 -12.696178 1.048074 -74.785135 \n", "75% 43.852962 -0.265885 -63.012012 -10.172126 1.509309 -71.510924 \n", "max 53.732858 0.461475 -54.243952 8.041773 2.103936 -63.094976 \n", "\n", " chin_x chin_y chin_z \n", "count 450.000000 450.000000 450.000000 \n", "mean 17.394544 -0.286453 -118.842049 \n", "std 11.669450 0.823316 3.496960 \n", "min -17.538646 -1.985098 -125.301249 \n", "25% 15.961120 -1.119348 -121.885470 \n", "50% 18.953581 -0.140253 -117.925277 \n", "75% 24.541857 0.266672 -115.933453 \n", "max 34.490673 0.977069 -111.792641 \n", "\n", "[8 rows x 63 columns]" ] }, "execution_count": 22, "metadata": {}, "output_type": "execute_result" } ], "source": [ "coords.describe()\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## How could my data look like" ] }, { "cell_type": "code", "execution_count": 23, "metadata": { "tags": [] }, "outputs": [ { "data": { "text/plain": [ "array([[,\n", " ,\n", " ,\n", " ,\n", " ],\n", " [,\n", " ,\n", " ,\n", " ,\n", " ],\n", " [,\n", " ,\n", " ,\n", " ,\n", " ],\n", " [,\n", " ,\n", " ,\n", " ,\n", " ],\n", " [, ,\n", " , , ]], dtype=object)" ] }, "execution_count": 23, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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", 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", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "scores.boxplot(column=['chin_score', 'lefteye1_score'], figsize=(10, 10))\n" ] }, { "cell_type": "code", "execution_count": 25, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Text(0.5, 0.92, 'My First Plot')" ] }, "execution_count": 25, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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LljgI+meffYZPPvkE3333HZ555hno9XokJCT4XNf777+P3/3ud3jhhRewbNkyvPzyy7j88stRW1uLKVOmBPBb+c+4FE6WtSxh4Wzkj9BIuLtjAPfBoaGhIVRXV0Mmk6G0tBQDAwPo6+vz4Rt5biOFAoR+mQ77AKu1dT5z5kwkJCQgISEBS5Ys8buup59+GjfffDNuueUWAMCzzz6LXbt24cUXX8QTTzzh9/kDybhNgHc1XNLXbrcQsWVZFjqdDsePH8fkyZNRXFyMmJiYgHT5XbUlWERy6k6oiMSRXtb1eYqqB8LHaTAYcOLECaxevdpm++rVq526Cc4349LidOeX8kW8hETPVSoV6urqYDabUVJSYhOE8lS3p5ueWpyBIdJ/DEJ9n4RCOPv7+2E2m5Genm6zPT09Hd3d3X6fP9CMS+F0h6/C6ekYlmXR1NSExsZGpKenQ6lUOkTu3RGOFicV6sARyRanOwKdx2l/HUPtmvAWKpxeHKNWq1FdXQ2z2Yzi4mKYTCYolUpB5/G27d5gNLM43DSM4y3D0BlZ5GXGYkVOCpKipV4dbw0Vaf8JtZiFWwJ8ICzO1NRUiMViB+uyt7fXwQoNB8atj9MVQgM97vZx+WuHDx9GUlISSkpK3EYNfa1bSFkzS7DjcDtePtCC421KnOkZwb/KOrHt63MYGDV4XUekE6lCHak+TplMhsLCQuzevdtm++7du1FaWur3+QPNBWVxAs5vBGfHaDQaNDY2wmAwYPHixTbpH0KDPUIeYk9la7tGcKBxECnRUsRFWf59JjOLhr5RfFvXj+sWZQalXYEgkn2PF/KQy0AlwG/evBk33XQTioqKUFJSgldeeQWtra247bbbAnL+QBJxwgm4j5B7Ek5CLDMZnTlzBklJSU5z5gI10khI+znqe0dhMLO8aAKARCxCtEyEinaV18JJCIHebOn2RxL9agP2NKlh0BiQM9uMaFnwR7VcyFkQJpMpYD7O66+/HgMDA9iyZQu6urowb948/O9//+MnxwknIk443UXbXcEJm06nQ01NDdRqNRYuXAiWZXH27FmX5b3dDnh/w3uyJkQi5z8ALAHEIu8skbYhLU62q3C4E2iu6MX8KSYUZMVDIR2/Q+cIIXhpfyteP9zG/xi8UXMUD12Ri8tmp53n1gWO85XH6QqWDexibbfffjtuv/32gJ0vWESccAJwOkKI++ezLOtUXNVqNQ4cOIAJEyZg2bJlkEql6OvrC8gvvLsbr29EjwONQzjVPQK5WASZCphvMCM62nn5eRPj8KlMjEGNESkxMgCAzmiG3sRiydREj23pVOrwZW0fRvQmiBnAyBIcaBzEkMaINXPSvBbfcON/p/rw8sFWAICYAQgB1HoT7v1PHWbcEoPpqS4uaICIZJ8qneTDkYgTTqFj1Q0GAwYGBqDT6ZCfn+9VBC9QXfV+tQGvHmpDy4AG8QoJzCxBezcDaWUPNlwUA6nYUeBz0qLxw7wJ+KymFw19GjAMIGIYLMxKwCUzUzy2vaZzBCM6E6anRqNugEFqjBQsI0FD7yjmZ8ZhcpLC4znCkfeOd4ABgVgkguVSE4gYBgQEn5zsxt2XTg9IPTWdI9i+pxlHW4YhFzO4Yl46iuSh7apHssU5XohI4XRncVoLWE9PD06dOgWJRILMzEwH0Qy2L/NI8xBaB7XImRDDW3q6YaC6U43T3WosmBTvtI5rCjIwJyMWVe0q6M0sctNiUDglAVEeutqEEHSpdDb+0VGDGSqDGf2jBgyMGsatcHaq9CBw9F2bzSy6lPqA1HG6W411/6iEmSUwE0DDEnxc2YV9UcDihSy8z+r1j3BKgDeZTJBKhafBjXfGpXB68le6204IgdFoxOnTp9HX14c5c+ZAqVQGTCCFlD/TPYoYudimexwlYaBmgfZhnVPh5M6XNzEOeROFPaoMwyBWJkGXVgeWENQMAB0dPTCYCVhC0KXU4+ErZo5L8cxNi8Hg6LDNdeaspRlpgemmv7i/hRdNDjMBerTA7voh3LDU9wkuvCUc05FCMZ9ruHHB5HFy//yBgQEcOHAABoMBy5YtQ2ZmJr+shrfnAoSNbXe1XSEVOUS1CQFYEMicdNMDwZyMWBhZgv0Ng6hXAiaWhVTMIEoqwrkBLbZ8cRYGU+gj7c0DGhxoHERj36hPx69bmgXAkufKEgKWWAJm0TIxfpqfEZA2lrUM24gmhwgEFR3qgNThDaHuqruDzscZIbgSO276uZqaGsyePRtZWVn8DehLl1xI3Vz9KpUKEomEnwh2XkY0arpUUGqMSFBIQUAwpAeSYySYnRHj9XcWwqz0WAyMGvDFqT4+Ei+XiBCvkAIEaB7QoqxlGMtmJAelfntUOhMe+bweh5qGYGYJxCIGRVMSsOVHswSNhCqZloTHr5qFp745h361ZSDAjLRoPPzDmUiPlwekrTEyCdR6s4t9oRGPcLM4qY8zQnAmXoODg6iurgYAFBYWIjk52eEYf+twt12v16O/vx/d3d02cxqaWSDDzKC+jYFxzMiLlgA5kkE015xAq5MlFjzN2O1N+ew4S+Q5VgokRokRJZPA4i2wtL9bFRifoDds/fIs9jcOQiISQSEVwWQmONo8jIc+q8NzP5sn6FyX503AD2an4lDNOWhH1VhTkh9Q6+zq/HS8erAVrN2/mAWDy+eE5ocGCK8EeBpVjxCsxctsNuPs2bNoa2tDbm4uzpw549QfE6wgECEEjY2N6O3tRWJiIubPn2+TLMyyLC5mWTT0jqJlUAMRA2g7z6J4/kwoFAqHGbnNZrON8Nq/uJnw3c30zbIsTGYzosBilCUwGXRQj+mkkQUMJqC36Qz2KOsEiTPDMC6XPhaJRDAYDBgeHrbZ1qM2Yt/ZAYgZQCYGwABSCQOYGJS1KtHYN4oZacIsb6lYhOnJcgyLtAEXmJtLJ6OsZRjlbSpIRAwILK6ByyezmDcxNqB1uSLcoup0sbYIgRM1pVKJqqoqSCQSlJSUIDY2FnV1dUGNkluX1+l0qKqqgk6nQ0ZGBqRSqcMNyAnInMwEzMm0BBYODDVCoVD4NZO2NwzEdeOZ3fUwMjLER0thMBOM6oyYMykaN63JhYiBS4H2JMzcmjv2oj48PAy1Ws1vOzNohtHEQioCjMbvu8AsAQws8OW+Y5ib7HxpY3cvjUYDg8GAhoYGn61yZ9sVUjFevzEf+84O4EjzMBRSMdbOTUPPmeNB/V9ZE24jh6iPc5zhTtR6e3tRV1eHGTNmYNq0aXzCe6Ci4Z629/X1obq6GqmpqVi0aBEaGxv59cS9+V6h4KoF6ag6XY9KpRhKnQkSsQhLpibhzlXZiI0JfJS0vLwcmZmZyMj4PlCTrdLj1dMnwBICmYR7+Aj0JhYyMbB62TxkJcg8Cri9iOv1ej4tzRfhd7VgGieiMpEIF8dZ3qtaesGyLGpra23814F0rVi/ws3ipD7OCGBkZASDg4MQi8VYunQp4uNt03kC1SV3Ne6ds6wqKysxZ86csF7lUsQwuCRLhF9dMgNKk2XCkMlJUUF9KO2/V0a8HJfOSsGXtX3QmcyQikQwsSxMLMGKnGTkZvhmdYtElrXVZ86c6VdbvXWTVFVVIT093WF9euvyzpYx9lbEnbF3716/xNmTa4V76fV6sKxlyWXrY7njAuXjbG5uxqOPPopvv/0W3d3dyMzMxI033oj7778fMpmML+fs/nzxxRdDPhFIRAgnIYSfZFihUGDixIkOogn4Fg33NBUdd06tVovTp0+DZVksW7YMsbHf+7wCOTtSIGEYBnFyMbImhCp125F7V+cAAL6pG4DeZIZYxODSWan445ocv87r73XkhMUbUWAYBqmpqYh2NU7WDwghNqLa29uLzs5O5OXleWWJOxNnb0Sc+6Hgljm2H37c3t6O3/72t5BIJNi1axeee+45yOVyPP7447jhhhsEf88zZ86AZVm8/PLLyMnJQU1NDTZs2IDR0VFs27bNpuyOHTuwdu1a/nOw3VrOGPfCOTo6iurqan76t9bWVpdlfUkv8mZ7T08PqqurkZKSAr1ebyOa7up1Rbj5sYJJtEyMLT+ahY0r9Ggf1iEzQY6JCeMvoTpYP3jW1h0ASCQSiMVixMQEJ13NHm6Sm9zcXAd3SHFxMR566CHMmTMHP/vZz6DT6TBjxgyf6lm7dq2NGE6fPh11dXV48cUXHYQzMTHRxuXjDoZhRLDonIkQwo5tSwAgIoQM+dRYjOMEeEIIWlpacOjQISQkJGDZsmVITEx0K1KB7qqbTCbU1taiuroaeXl5mD59ekAsnVASLiKdHi9H4ZQEl6JpZgmONA3hnbIOfFnbh1G9KcQtdE2op5U7XwnwnBUulUoRGxuLWbNmwWw2Y8qUKViyZAlWrFiBSZMmBaxupVLpkDoIAJs2bUJqaioWL16Ml156yak7w6rdqwA8DGD22Hf4KYAzAAYYhnmWYRiZw8FeMC4tTpZlUVZWhtHRUSxatAgpKd9PbhFK4SwrKwPDMCgtLUV0dDRUKlXQ5+MMR7pVenQqdZgQJ0NWYuCHaw5pjLjvv2dwqmsEhAAEQFqsDI/+aCbmuxiWSgkMhBCXUzUClqi6u/2+0tjYiO3bt+Opp56y2f7oo4/i0ksvhUKhwDfffIO7774b/f39eOCBB2zKWQWtVgLIBXB6zNLcAOB/AHYC+COAXwB4S2j7xqVwikQiTJo0CRMmTHDIIfNFOAHXYuVse09PDwAgKSkJs2fP9hi1FyKcofZx+oPGYMYz357DN3UDMJpZSMQilExLxB8um4EEReAmfti+txlVHSrEySWQSUQwswR9agMe/t9ZvLO+wOPkJkLoVunx2qFWfFs3ALGIwdq5afhVyWSXo5i4/2uo/m/hFlX3lI708MMP45FHHnFbR1lZGYqKivjPnZ2dWLt2La677jp+jXUOa4EsKCgAAGzZssVBOK1IAqAnhBCGYUoBmAG8RwjZzTDMjRizRIUyLoUTACZNmuSTSPkTPTeZTDh9+jR6e3sBWPw+9r+2gbAWQ93185Xn9jThf6f6IJeIECuXwGBisffsIIxmgr/+ZE5A2qfUWpLk5RIRZBLLtRaLGMTLxehR6XGsRYkVObbdOV+/U9+IHjfsqMCQxgjz2PCgt491YO/ZAfzr/y1ErHzcPi4+428C/KZNm/Dzn//cbR3Z2dn8+87OTqxatYpfOsMTS5cuhUqlQk9Pj6spIVUApoy9XwaLcFaOfZaPfRZMxN0Jge6qc4yMjODkyZOQSqVYunQp9u/f73CML1F7d3WGM/1qA74+0w+ZmOHHaUtkYjCMZTKMc/2agEwePGoww8QSSO0mWBaLGLCEQKk1+l0Hxz+PdWBIY4kii61m2m8d1OLjym78sjjL5bGRanF6wpPFmZqaitTUVK/O1dHRgVWrVqGwsBA7duzwygVQUVGBqKgoJCYm2my3OvYLAD9gGOYkgDQATxNC+hiGmQFADMB1NNkNESecgGuLw1fhbGtrQ11dHbKzs22ihs6EU0jUXmj7w4kelR4GM0G01PbmlktE0GpN6BjWBUQ402JlSIuVoUupt+mS64wsZBIRZqcHbqjjvoZBfqIRDoZhYGYJDp0bciqc5+N/NZ666t7S2dmJiy++GFOmTMG2bdvQ19fH7+Mi6J9++im6u7tRUlIChUKB7777Dvfffz9uvfVWyOW2E7lwzyIh5ADDMLcBuB7ACQCfjRXJBHAIwF5f2jtuhdOVSIlEIn4mJG+PcXVjcOdpaGiwCUJxUTxn5/IlH9SbtgQDoUEra9Lj5ZCKGRhMrM1M9XqTZZq6zITAzEgkFYtw05IsPPXNOQxqjFBIRDCyBCaW4NJZqcid4Dwtx5frGCUVwdlhIsayLxwItVCHaqz6V199hYaGBjQ0NCAry/YHivvOUqkUL7zwAjZv3gyWZTF9+nRs2bIFGzdudHrOsVQuhhBSAaDC7pz7Aez3tb3jVjjdEQiLU6lUorKyEgBQXFxskzfnS96npxvexBIMjRowpCPnZT5MoaTGynDpzBR8fqoPMJgRJRHBYGKhMZlRMi1J8OQc7rhy/gRIxAz+VdaBTqUe8VES/Gj+BKxz03X2hR/mTcCZbrWNWLBj/7e1cye4PXY8BfWEECrhXL9+PdavX++2jH2upys+++wzxMfHY8WKFQCwnGGYAgAjAFhYfJqmsZcCwAFCSLPQ9kaccHLjeZ3hjbBx+aFnz55FdnY2GhsbnXYDuLKuziOEbpUOle0qDKgNaO41Y1CiwjJZHKYkB3cmdn8fwN9dMh0mFthzdgAqvQlSEYPl05Nxn5NRP/7UxTAMfpg3AWvnpkGtN0MhFTldj8lfri/MxL6GQZS1DNsswrF6Thoum+3cT3c+LMBQ40k4g5GO5A/vvfcepkyZwgnn9QBuh0U4ZQAYWPLXTQCiYElPel1oHREnnIBwi5M7xmAwoKamBiqVCkVFRYiLi0NjY6PXVqqrMezu6lXpTDjSNAy13oQJcXKo5AxG9CYcaxlGtEyM1Fif8nNDQrRMjD/9MBe3KCejY1iHCXFyTA2i2IsYBvFRnm9ZX8VFLhHhxZ/Pwzd1A9jfMMAP/7woJxmiMArInK8EeGeE2+xIhBC8/fbbAMANH90EYFOg64k44fQ1qm40GnHo0CHEx8ejtLQUMpmM93EGwm/pqmyXUochjRHZyQowDAOpmEFqrBTDOhPahrRBF85AWDCZCVHI9GKY5HgIeknFIqydm4a1c4WtxR6pUfVQBYcChfWzNjYhSRwAAyFEz4x9ETJWgGGY6LF9goehhZeNHQDc/ZOdCRghBD09PdBqtcjOzsbChQv52Vhcdcld1eOuvCs0BjPEY+ORv2+UxfoZCaNhhRTnhFNXvWlAg2PNw+hS6gJan7tnymQyhd1Exgxjs9LtkwDuGQsSESvRTIZlBNG1vtQRXt84ANhdNId91jeeXq9HVVUV1Go1FAqFTSKuNb501T2V5YiLksBMLAuMiRgGYBiwhIXObBa05g4AnOvX4GjzMESMZQ0eTz7ScMoHpHiP/f9tYNSAJ3Y1oLxNBZPZkqZ1cW4KNl86HdEBWAvJ3X0SrvNxWrX5KIC/AZjLMMwfCCHtDMNcDeDvAJoB+DQLdUQKpzs4Aevv70dVVRWSk5Mxd+5c1NfXCzpXoJLaMxOikB4vR+uQDikxUmhNBJ0qIyZPiMMUL5fpJYTg+X0t+KC8C0YzCwLg+X0tWFechV+VZLmtfzx0n8cDoeyq239+9IuzKGtRIkYmRrRMCp3RjC9P90EuFeH/+4FvsxW5qs9+X7guncEFiQkh/2AY5iCADwDsZBimH8AiAE8D2EYIMfhy/vD7xn7iycfJsizq6+vR0tLCr3Y5ODjoccilt3W7Kq/X61FZWQmxWOwwWWw6AUZNJrR3sVDrTJik0GNatB6a4X7oVLZlnR2/r3EY7x7vhIgB4uWWX/9RA4sdh9swLzMWxdlJXrU/kjhfQhYKrL9bfe8oTraPIFYu5gcIxMglIDBh9+l+3FwyGckxvvvJQ5WOFAysnsdGhmH+DOAJAAUAHgTwF198mxzh+Y39wJ1wsiyLpqYmiEQiLF26FHFx30/gG4jcT2fCyflQ1Wo1ZsyY4TBLOMuyiBexWJAmgVpvwoCURWKMEUQzjK4Rs8fJaQHgn/UiGIwMoiWATg8wYCBhgFEj8I/vToHJkzkVXr1ej46ODgwNDbmcAdyZULubVZx2/4OL/T3XrdLDaGYRG2Xr1pGJRdAazegdMQRVOMN9lUuGYWIAPATgDgB/ATAEi3AuYBjmTkJIty/nvWCEs7e3F0qlEgkJCVi8eLHNPzuQE4NYYzAYcPLkSajVasTHx2Py5Mkec94qKiqQnp6OzMxMt+W4dhFC8E5nNSRqNeRyqxuYAFqzCawsBtOmZTkVXU4wAcsDYDZ7FmpPyzq4El6NRgO9Xo++vj5B6+4IEe7zmU94vqLqmQlRkElE0BtZKKz8mXoTC7lEhAw/15T3JJzh6uO0iva/CaAUwBpCyD4AYBjmf2PbyxiG+SEhpFro+SNeOFmWRV1dHdrb2xEbG4uJEyc6/KMDNTGItcU5MjKC8vJyxMXFIScnBx0dHf5+NadtYBgG+ZPicapLDQB8viELyw2/KDsFaWnOU2t6enqQkZHhcr8nOOHmRNSd8J47dw5xcXFISEhwWtZ+VUxfhJthGJsBEEqlUpDo+iLUnlLWgk1OWjQWTY7H4aZhEAAyMQOdiYXBzOLK+RlIFBhgdMZ4SkfisPoR/RjAZkJIm1VkvR5AKcMwbwHwad2YcSuc3owC0mg0/LDJ0tJSt8sDC60HcB49B4Du7m7U1dVh2rRpmDFjBrq7ve8N+GK5/HRhBr6o7cOQxgiZ2HK8wUwwIU6GHy9wOtVWQOCE2xtLr729HYmJiV5Z0t5iLdrWr7a2Nuh0OkydOtWl4Poj3Nyx1v//ffv28dcimGKt0+lgNpuh0Wj44/64ejqe+rYZR5qHMaK3WJo/XpCO31w0NSDXeDwKp5UR8y63jdg9sISQdb6ef9wKpys44ezq6sKpU6eQmZnJTzbsy1hydxanPZwFVFdXh/z8fEyYMMHj+YW0xRVZiQr87bo8vHygBSdalQCAFdOTcPtFUzEhznVXbbz7IxnG+YJqcrkcLMsiKSm4QTFCCHQ6HQ4fPoySkhIArtei9+QG8bSAGncObvG0/v5+m/vk0lhgYS6DEZMIadEMkqK6UXG812/RNhgMGBkZcVj6eHR0FBqNBiKRCEajMSACmp2djZaWFpttf/jDH/Dkk0/yn1tbW7Fx40Z8++23UCgUuOGGG7Bt2zablTDtYSzLYyQCmAggBt+PV5cCqCKEaIS2NeKEkxACtVqN2tpazJ8/32ZyUyHdbqHHcP5MACgsLHRYKyXYXbmZE2Lw1E/nQmMwg2EAhZezotN0JN+xtrblcnlIfKwNDQ0wm82YNWuWS4s7EMLNlTcYDOjp6UFvb6/N/v/+97947bXXAFh6c4BlIbnGxkZMmTLF3Vdwy5YtW7Bhwwb+s/XCh2azGVdccQXS0tJw4MABDAwMYN26dSCEYPv27U7PNzY66BkAv4Rl4mLAsvoKgWUAUCmAI0LbGVHCqVar+Rtr+fLlUChs8yB9EU7Ac3BIpVKhoqKCX5LYWb1C8EfMApHwHAzGu3UbTnDX0pXFHUiOHTuG6dOnO0xGvHLlSvz5z3/G5MmTsXv3bmRnZ0On0/ntiomLi3O5guVXX32F2tpatLW18fU89dRTWL9+PbZu3WqzJDjLstwP2Z9gmfl9CYB/AtgB4CCA7bD4P8t9aWdEDLkkhKC9vR2HDx9GfHw8YmJiHMQL8DzJhzM8PfCdnZ04evQosrKy+DVQhIwcElpfIIlkMQv1d4vUvFF3Pk6JRAKj0YjU1FRkZmZi+vTpfud0/vnPf0ZKSgoKCgqwdetWGAzf56cfPnwY8+bNsxHnNWvWQK/X48SJEw7tHuMHAJ4bi5yLASgJIccB3ALgagAzfWnnuLc4TSYTTp06hYGBARQUFIBlWTQ2NrosH6iuOmDxtwwMDDj4M13V6+3DFand50j8Xuc7AT7YePp+gczjvPPOO7Fo0SIkJSXh2LFjuO+++9DU1MS7BLq7ux3WFUpKSoJMJnMXgFUAGB17PwQgfmyyj9MAZgDwaZmCcS2cKpUKlZWViIqKQmlpKaKiotDb2xuQ1CJ3+wwGA/R6PViWRUlJicMkx66i7YBnAQ21pUTFLDCcrzzO81kfl44WqFUu77rrLn7bggULkJSUhGuvvZa3QgHn19lZG60+VwPg+v4HAFwz9rcEFj+n0m3jXDBuhbO1tRW1tbV8yo+13ycQEXJrrI9RqVQoL7e4RWbNmmUjmu7q4G4yb276SBSzSOV8dJ1Dmejv7p7lclilUte5okJXubRm6dKlACwBsZSUFGRkZODo0aM2ZYaGhmA0Gh0sUatr9AKAmYxlerk/wzIjEjexxx8ANLltnAvGrXDK5XKn0etAJbM729fZ2YlTp05h+vTp6Orq8rqLQn2clEASLhan0WhZYTRQq1zaU1FRAQCYOHEiAKCkpARbt25FV1cXv+2rr77itcBF+/cB2Ge1aRnDMDMBDBFC+pwe5AXjVjjT09OdLsrmj8XpyuQnhOD06dPo6OhAQUEB0tLS0NPTI3hEkbeE0oqh1q3/hJPPMRh4sjgD4eM8fPgwjhw5glWrViEhIQFlZWW46667cNVVV/HpTatXr8bcuXNx00034a9//SsGBwdxzz33YMOGDTYRdU+MjRzyi3ErnK7wNdADuP515UYcWfszhVqvwUyAp5w/wknIgoG77xdI4ZTL5Xj//ffxyCOPQK/XY+rUqdiwYQN+//vf82XEYjE+//xz3H777Vi2bJlNAnyoGbfCGYxRQPb7lEoltFotEhISUFRU5JBqEY7dbyGEa7sCQaR+t3BKR+JGygViWrlFixbhyBHPeehTpkzBZ5995rFcsBm3wukOd8LpbEYfZ8LJ+TOlUimmTZvmcHMIEe5gD7n0h1DVFalCBkRuzijgXjhNJst0luE4Vj3YREQCvDXuIo7eRNVZlsXp06dRW1uLgoICyOVypzeOr6OQKJHF+bAAQ40nH2c4TmSsVCqdxkCsYfz4BYo44QTg1KoEPAunXq/H8ePHMTAwgNLSUqSlpfkkkOPJ4oxEIvn6nY88TlcE0scZKLj2XnHFFXj88cfBMEyss3IMw0gBNDIM41PIP/x+KvzEU46bO+E8duwYkpKSsGjRIv5XVOgwTXfWabh1V8OtPeOVSL6OnvI4rSc6CSdqa2tx6NAhAHiRscz0PmhXRAxgsq/nD79vHACEWpxdXV0AgEmTJiE/P9+m6yE0ad5fizFSfZyRSjgFa0JdX7jOxQkAWq0W77zzDmCZ3GMXwzDT7YowYy+f1h2KOIvT03BG6xudmx2em519ypQpLvM4PZ3LGmdddZZl+dxPbkYbZ3MjWk/dFY6/5OOFSLYCwyUYFY7CybXVbDZjyZIlALAYwKcA9jMMcy0h5PBYUe7hcu8IdUFECqc36UjcqpNGoxElJSXYv3+/4C65t5aoyWSCyWRCU1MTZDKZ23kSOdra2vhukLtJZ33dJhaLYTabYTAYoNPpbMoE68GMVOs2XHyOoa4vHIWTg2s3IUQFYCXDMG8A+JphmJthWSqYszipcALeCadSqURFRQUSExNRWFjId82FjmP3RlBHR0dRVVUFhmH4ReLcTZpQX18PhmEcln2wF1h3nw0Gg8vJa623GY1GjIyM4Ny5cw7fwV9RdjaTuFarhUqlclluPFqJ4RTlDjTcd3OXjhSuwgnAOk7BEEJ+xTBMLYB/AJgL4LmxYlQ4ge+Fy9XwSa1Wi2PHjiEnJwfZ2dk2k4O4O5+z7Z7KDw4OoqKiAhMmTPBqbDvDfL+Gj1zu3+qE3lBZWYm0tDRkZmYKEmlX2+zX7bEuo9FooNVq0d3dzW+zv66BsqbVajUIsSwv4ekY7pqPF86H/9tTVz0cr5/ZbOZdXWTsixBCtjEMUwPgXVh8nxeexelOuJzB+RhHRkZQWFjoMPGAUF+mpyAOl0A/e/ZsJCUleb1gWyiDQ9Y/GsGeSfzkyZNISUlBVlYWv83bZR7cfebW4bHeNjo6ys/L6uzc9vhjTXM/Fp2dnYIF31fCxeIM5656SkqK01mbCCFfMgxTDIvfE7jQhNMVzibs4PyZGo0GSUlJTmdrCaRwdnR0oL+/HwsXLkRqaipGR0cj1r/nD/4KiCus1+Wxh+uNCLWmXa2KqdfrQQhBT0+Px2Os8dV/PTpqmZOXCx56I+7Wn30RXXfCGY7J7wBw8OBBl8teE0LqGYZZAuAK4uODGZ7f2g/sh08ODw+joqICycnJyMjIQF+f65mkhASHnME9SAaDAcXFxYiLi+PbJOT/E47pSMMaI060KWFiCRZkxmFiQlSQWxYcrN0hgUClUqGqqgoLFy50W44TbG9E2dNng8EApVLpleC7EmxvhJp7lpqamvhVLrkyZWVlqK2thVQqxe7duxEdHY2EhATMnz/fp+u4Z88erFq1yum+Y8eOYfHixXz77XnxxRdx22232WybOdP9ihiEECWAf/nUWES4cLa3t+P06dO8P7Ojo8PnCUA8lTcYDKioqIDZbMbcuXN50fSl/eFmne4+04eX9rdiWGsEIUCMXIxrCjKwrjgrLP1b4UigBFuj0WDChAleL4pmbV0L9V9z821yBoF1mS+++ALl5eUYHh7GHXfcwa9jv2/fPg8tck5paSmfT83x4IMP4uuvv0ZRUZHN9h07dmDt2rX854SEBJ/q9IeIFc7Tp0+jt7eX7y5z+CKcnraPjo7ixIkTiIuLQ2xsrNMJQcLR4vRG9M71a7B9TzN0RhZpsTIwDKDSmvDu8U5MS4nGytyUgNXljsFRA9R6MyYmyCEVexafUPsBQ4XQ+vzxXxsMBrS1tSE3N9fh+Jdffhn79u3Dxo0bcebMGb+vt0wms1nd0mg0YufOndi0aZPDuRMTE12uhBkqIi7DmlsVT6lUoqSkxEY0PaUqudrurgs/ODiII0eOID09HQUFBU7L27sP3BFqC85Tm76rH8Co3ozUWCnEIgYihkFitBQmlmDXaZ8n0PaaHpUemz+qxeUvlOHa107gypeO45NK7wJtoSJcEtJDXR/n4wxGe3bu3In+/n6sX7/eYd+mTZuQmpqKxYsX46WXXnJwR4SCiLI4OX8mYJnfLzradgE7b5Pj7XFlcapUKjQ1NWH27NmYPHkyv91fwqmrPqw1gsDxe0lFDPrUBucHBQiDicXGD2rQPKCFiAFEDIO+ET0e/6oBcqkIP8ybENT6w5Fw8n8HM4/z9ddfx5o1a/jniuPRRx/FpZdeCoVCgW+++QZ33303+vv78cADDwSlHa6IGOG09mfW1dU59SX5IpzOthNCoFKpMDo6ikWLFnm0ap1F+l1xPtKR3DEtRWFJdmMJxKLvv4fBTDA73XHiGRNL8NXpPnxT1w+9kUXxtET8eIFv3ao9ZwfQ1K+BTCLi65aIxdAazHjjcBsun5t23n2sF3ICvDfpSA8LWOWSo729Hbt27cIHH3zgUNZaIAsKCgAAW7ZsocIpFJa1zJ/Z3d2NRYsWISUlhV/qwh5PouRNcIhlWdTU1ECj0SAzM9OrfFBPSfbhzCUzU/Hfqh60DukQJxeDYYARnQkJCimumm+7sqCZJfjTp3XYXdePsZRjHG0ZxqdVPbgzX4xkpzW4prFPA5GI4UWTQyxi0Dakg8FMIJec/2saqUMuvRFOT8EuX1a53LFjB1JSUnDVVVd5bOPSpUuhUqnQ09PjsNJlMBnXwqnT6VBZWQmWZVFaWgqFQgFAeITc0zHcdi5yzrIsMjIyXC6L6q7LH04WJ+D5QUyMluKxK2fhtUNtqGhTwswC+ZPisW7pZOROsF0a+WDjIL6u64dExEAmsTxQZpagaVCLL5qkuG2isLalxEpBCMASApHVdWMJQZJCCqnY9dDVUBHJsyN5qotlWY95nEJXuSSEYMeOHfjlL3/pdtlhjoqKCkRFRSExMdHrOgLBuBVOlUqFI0eOIDk5GfPmzbPpMviStO7pGOvI+YIFC1BXV+fyPK62hZPvUgiTkxR45IqZUGqNMJoJUmKkTr/n/sYhEAJeNAHw1uLxLqPg7796dhqe39uCUYMZMjHAMIDRTAAwuKYgw0ZMLyRCaeG6qysYPs5vv/0WTU1NuPnmmx32ffrpp+ju7kZJSQkUCgW+++473H///bj11ltDMkTZmnErnAqFAjk5OcjKcswlDKRwApbcuSNHjiArKwszZ87kc/J8cQd4Itx8nNYkKNxbAARu3CCCarKQGC3Ftp/OwX3/PYMhzdga3iIGq2en4lclPs9BG3Aiuavu7rsFY8jl66+/jtLSUsyZM8dhn1QqxQsvvIDNmzeDZVlMnz4dW7ZswcaNGwPaBm8Yt8Ipk8kcIm4cvgqnMzQaDYaGhjB37lyb+oRE4cPZ4gxkm0qnJWFnVQ+MZpbPtWRZy/kLMzx3u5yxeGoiPv3NYhxsHIJKZ8T8zHgHF4EzIjWPEwif7xaMIZf/+pfrwTxr1661SXw/n4xb4XRHICxOQggaGxsxNDSECRMmOBVpb/2oQm70cBw55C0rclOwfEYy9jcOwmCyzJ3AMEBWYhTWTvP9VlNIxfjBbJ+Whok4wsniDPdp5YLJBSWcgHcjh7jI+eDgIDIyMpz6T3xNmPem7aEi0HVJRAz+fPVsfFbdi6/O9EFnZFE6PQnXFGSgvfFMQOsKJ8IlIT3UdYXz7EjB5oISTm/Skawj5yUlJTh37pzfsyYJvdHHc1RYKhbhJwUZ+EmBbe5me0BrCR/Cfcilv3V5Es4LdXmXiBROQNhyF9w+nU6HI0eO8JFzbpJWZ0O6hHSpw3nIZSQSypSd80E4+Ti9SRmKRCJSON11o11hNptx9uxZTJ48GbNmzfIqaV2oOBsMBhDy/WJtXHT+QiCSv2eoo+rhksdJLc4Iw52V6Gx7Z2cn1Go1Jk2ahNmzZzscIzSZ3lVX/fjx4w77rOc45BZQM5vNKC8vt9luP2eiq8lq3ZW1F+rxHIgKFy70rjr1cUYQ3lqcXOS8ubkZsbGxSE52HBQo1F/qrO7W1lYAwKxZs5Cens7PkehsbsTe3l6MjIxg4sSJNmW4vyaTyWHpCPv31tvs22gtrFxUdGBgwK3weiPergT9fBEuAZTxXB8VTtdErHB68ktaR86Li4tx5swZwbMjedrOCXNLSwsAyzyCDMO4vdm0Wi30ej0mThQ4PtEFziao5f42NTVBKpUiLS3NpfBaL8DmbL/9e/trwQmo2WzG8PAwv2hdIEQ6nIQ6VITawvUknOG6dEawichv7SlVyHq29pKSEj7dSKjP0t12QghOnz6Nnp4eLFmyBIcPH/bx2/iHO0GJiopCVFRUwCZH4L63M5E9e/YsYmJikJKS4nIWcm7hNb1e71SknZ3XGk6oOUupv7/fb6vZ3fvz5eoIp+AQtTjHGb5O2MGyrEPk3NMxQurnznPy5EmoVCosXbqUn3zE24dsvKYjcT5UkUjkYInIZDLExMS4XEDLFzihthfT5uZmAHBwdzgTXoPBIMj14ez7EkJw6NAhv0TYm21cXbSrfv4Zt8LpDlciqFKpQAjBhAkTbCLn7o4Rup0Qgs7OTkilUixduhQymYwv70/bI4FAfy9robZGJpNBJBIhJcW7ZT28hbOmrYV1YGAAHR0dmDVrllfC68z14aqsvVCLRCKwLIuqqip+8bRgibS15e4Kf4Rz69at+Pzzz1FZWQmZTIbh4WGHMq2trdi4cSO+/fZbKBQK3HDDDdi2bRv/TAFAdXU1Nm3ahGPHjiE5ORm//vWv8eCDDwb9x+WCEc7Ozk7U1NQAgEPk3NUx7rYDjkJgMBj47uGSJUtsrK5IFsRwI1jXmfNPW4uFWq2GWCxGUlJSwOuzFmpOUI8fP44ZM2ZAoVB4FF7O9eGNSJvNZqfZIIQQHDx40EFkH3jgAWg0GiiVSmzYsAEKhQI/+MEPvJpDE7A8K9dddx1KSkrw+uuvO+w3m8244oorkJaWhgMHDmBgYADr1q0DIQTbt28HYDGELrvsMqxatQplZWWor6/H+vXrERMTg7vvvtv/f4AbIl44rSPneXl5qK6udvpL6m++plarxfHjxyEWi5Genu6z0zzUsyNRMfefYFk31kLNJZozDIPY2FjEx8cHvD57/3RfXx86OjowZ84cB5G97LLLUF5eDpFIhIkTJ0Kr1Qpa+4ebFf7NN990uv+rr75CbW0t2tra+BU9n3rqKaxfvx5bt25FfHw83nnnHeh0Orz55puQy+WYN28e6uvr8fTTT2Pz5s1BtTojWjjtI+fczedKOH31carVahw/fpz337ma6IOKFCUQhEKoAYvLQyKROF1+96677sKDDz6ICRMmYMuWLQFvy+HDhzFv3jybZZDXrFkDvV6PEydOYNWqVTh8+DBWrlxpM5fEmjVrcN9996G5uRnTpk0LeLs4IjJ/g2EYGI1GlJWVQa1Wo6SkBHFxcR5vOF98nMPDwzh69CgmTZqEuXPn8r4hb8/ja7nzRTi3zZpwiTyP5/o8+Ti9mQHeV7q7ux2yPZKSkiCTydDd3e2yDPeZKxMsxrXF6UpkWJZFY2MjkpKSHCLn3H77gIIvwSG9Xo+ysjLMnDkTU6dO5fdForic7lbj85penOlRIyFKgotnpmDNnDSb2d6F0KnU4d3jnTjcNASZWIRLZqXg+kWZiIsaf7fkhZoAbzKZbJ4jXxZmc4ezuu3b5GxQi6tjA8n4u0s9MDQ0BKVSieTkZH6dcw5fUpgA50I4PDyMkZERLFiwwKY74UuQyZdygcKbuk51jmDbN+cwrDEiLkqCjmEddhxuQ8ugFhtXTBV8k3ardPjtB6fQpdJDImJAQPDmkXYcb1Hi2WvnIko6flJcItni9ITZbLaJcPuyMJsrMjIycPToUZttQ0NDMBqNvFWZkZHhYFn29vYCQNAXboso4ezs7MSpU6cQExOD9PR0lwEgf9OOWlpa0NnZidjYWBvR5Mq7GrXkDeE2GQYhBP+t6sGw1ojsFAXfPpXOhEPnhrB6ThpmCpyR/d/lXehS6ZGkkEA0tiaR0cyipmsE39YPXJDrpQshXCxO+3QkoQuzuaOkpARbt25FV1cXP4ruq6++glwuR2FhIV/mj3/8IwwGAy/gX331FTIzM70WaF+JCB8nIQQNDQ2ora1FQUEBoqOj3QZ6fA0CEUJw9uxZNDQ0YPr06UGbUiuUUXVP6EwszvaNIlFhu0BbnFwMndGMc/0awfUea1FCLAIvmoBlHk+WAJXtKsHnO9+E8scunHyc/uRxtra2orKyEq2trTCbzaisrERlZSXUajUAYPXq1Zg7dy5uuukmVFRU4JtvvsE999yDDRs28BkFN9xwA+RyOdavX4+amhp88sknePzxx4MeUQciwOK0j5zHxcWhvb3dJ+F0t50QgtraWvT19aG4uBgqlQr9/f2Cz+OJUFucntrELfU7qjfZbLcsJcQgygcfp0Iqgn21hBAwgE/nsyfcXB2BJlwtTiH86U9/wltvvcV/XrhwIQDgu+++w8UXXwyxWIzPP/8ct99+O5YtW2aTAM+RkJCA3bt3Y+PGjSgqKkJSUhI2b96MzZs3+9QmIYxr4TQYDCgvL4fZbMbSpUsRFRUFwHNqkVDhZFkWJ0+exMjICIqLi6FQKDAyMuL3rEmuCCc/llQswvLpSfioshtxcjMUMjFYlqBTqUNqrBQLJwvPJ7x0Vipqu9XQm1jIJZYsBI2BhVTM4KIcxxmqKN8TyiGXQPAm+XjzzTdd5nByTJkyBZ999pnbMvPnz8e+fft8aoM/jFvhNJvNOHLkCGJjYzF//nxBo3SEBIHMZjPUajUIISguLvZqCKXQSUGsCTcfJwBcnZ+B5kEtqjpUMI9YFgFOiZFhw7IpHpcMdnW+4y1KHGkewqjeMqOSRGxZK71oimPOoL+c6hzBf6t70KPSI3dCDK4pyMDEhKiAnT+Su+ruoGPVxyFisRh5eXlISkoSnMzuraVoMBhw7tw5AMDixYu9EmdPk394Qzj5OAEgLkqCe1fPQFXHCFoGNYiWSVA0JQGpsTLPBztBLhHhiatn49C5IZxoVUIqZrB8RjLyJ3nOtfUW7jz/OdmNx3c1gCWWpYoPnhvChxVdeP5n85CXGed3PbSrToVz3JGSkiLYuvPUJefQarUoKyuDXC6HVCp16JL468t0Rbj5ODmkYhEKpySg0A+L0LouiYjBipxkrAhi13xYY8S2r8/BzBLIJSIwY26BEZ0JT3zVgH+uKwhLC98V5yP1iQqncyIiqm6Pq9E7gHeW4sjICI4cOYLU1FSf0hr89XFSAsPhpiFojGbIJCL++jMMA7GIQX3vKDqV+oDUc6EmwFPhHKf44mf0ZCkODQ3h2LFjmDx5MubMmSN4COV4SoCPVDHnrp+ZG0Vit58BQACYWf+v8/nwOYZLcIhl2QtWOMd1V90VnixOV9s1Gg2OHz9uM4TSF4F0BsuyqKurg8FgcJj/0PqvyWSCXq9HfX29zVRe9vMnujsHN+nthc6SqYmQiUUwmAnkku/920aWYFpKNLKSAhMgitRr7elHwWQy0eWBIw2hFufIyAgGBwexYMECh/V+hPhRnZ1fq9VCq9UiISEB8+fPBwB+NUv7+RFHR0ehVqv5dXqMRqPTcp6WkXA1Sa216I6OjgIAGhoaBImy9d9wFo0JcXLcXDoZLx9ohc5kBgjAMJbg1OZLpkEUxm13RqgtTtpVd01ECqe77q6zfc3Nzejr60NSUpKDaHozosgdGo0GZWVlkEgkmDRpEmJiYtwuKjY0NITBwUHk5OR4dX4OZ5PeOvtrPa+i9do+9hPeuvtrfx28EdiRkRHo9Xp+ZU1un4kAnSNmKGQSTEmK4mc2dzYruS/cUjoZ01Oj8XFlN7qUOszJiMMNizORN9H/iDoQXulBwajPk3BeCAvkOeOCFk5uCGVbWxuysrJgMpnclhe6fXR0FGVlZZgwYYLTpQFctc8XOAGznvTWE0ajESaTCTNnzvS6Hm4UlSdRtreoVSoVX6dOpwPLsjjYpsPOBh2UesuooUkxwE9nMMiIclzamGEYr61gpVIJqVSKpqYmiMVizI4V44EVKVZlTFAqlS4taKH/g0gNDnmqi65yGWG4mmiD28c9/KdOnUJ/fz+Ki4vR29vLP9zOygvdrlarUVZWhokTJ2LWrFkOM724I5ytGE5YhFoaGo0GsbGxvO/40LkhfHC2DkazGPHRErCEoENrxvstMrxxYz4So6WCLWjuM/f/12q1XlnQ9tdAiKtidHQUer0era2tgtwdvvihw9HipF31CMJTZJqbVECtVvNDKPv6+gSfy9V2k8mEY8eOISsrC7m5ubzYjNeRQ8Hgw4ouGEwskmO+nzxEKhahV23A7jP9uG7RRF5ghFo1BoMBUVFRXs8A7sqC9kasrS1qT5a3Mz+0EJHm6OzsdOrSCHSgMJgjhzwt1nby5Ek8+eSTOHDgAPr7+5GdnY3bbrsNd955J1/G1SzvX3zxBdauXetTu7zlghTOuro6iEQihyGUQoNAztDr9RgeHsaMGTMwY8YMm3LWFo6z4zkrLlLTkay/V1O/BlKJ7UMtFjFgALQNawNWjzcwDONzl7OtrQ3Dw8OYN2+eV+3yVpyd/TUajQAsfnBP1rg17gKF7v6qVCqIRCJ0d3fbWMo6nQ5dXV0ALMvGjIyMQKFQCLqGnhZrO3HiBNLS0vD2229j8uTJOHToEG699VaIxWJs2rTJpuzXX3+NvLw8/nNycvDnO7ighFOv10Ov10MmkzkMoQSETzdnX16pVKK5uRkKhcJpcMdsNvOzZrs6r1ZrEQ2DweBVW5wNN/V0jHU3+3xNKDIxQY6+UdvvyBLLOPj0OLnzg8Y51n5oXzAYDOjp6cH8+fPdukq8DRS6+qvX6/ngIQB0dHTYnK+qqgoPPfQQdDodDh8+jDvuuAOAZS7Myy67zKvv4mmxtl/96lc2n6dPn47Dhw/j448/dhDOlJQUZGRkeFVvoLhghJPL0RSJRJgxY4bfQyjttw8PD/MLttmLHiEEMpkM9fX1/DZnVgAhBBqNBgqFAnV1dS7XvraOZHva5s6q5B4Q+/Z6I75CBdqeq/MzcKpLDaXWiFi5xcep0pmQECXBD2YFZjLcUBCO/mhfAoXOqKurg0QiwYwZM2y2l5aW4rbbbsPy5ctx77334vLLL4dWqw3KEsnWcCs72HPVVVdBp9MhNzcXd911F6699tqgtgO4QIRzZGQEx48fR3p6OgYGBlwKga8jfoaGhnDixAnk5uZCIpGgo6OD38f5z+bOnYu8vDynEWcuf7OhoQFpaWlITk52KGOfz2n/3pUfzVlQQiwW87M+JSUlobGxkd9nX9Zb0fYE135OpFdOj0fn0kl490QXhjVGiBhgYrwc91yajZRoy0AAbwQ7HNJhIjWq7um+5wyCxMREJCYmBrUthw8fxgcffIDPP/+c3xYbG4unn34ay5Ytg0gkws6dO3H99dfjrbfewo033hjU9oxr4fSmG82JWnZ2NmbMmIFDhw55PEbI9oGBAZSXl2P27NmYPHkyOjs7bdKdOEGzFh17K0CtVqO6uhrZ2dmYPn26oGtgj7UfzZnAsiyLkZERNDU1ITMzE9HR0Tb7DAaDVwJtnyrkyjoWiUQwmUwYGRmBWCxGc3MzX25VphhFqeloHDQiSipC3sQYREkJRkZGHNKPhAQ5TCYTL9LBcG+cL8I9AT7Qi7VxnDp1Cj/+8Y/xpz/9ycYVkJqairvuuov/XFRUhKGhIfzlL3+hwukLnKj19vbi5MmTmDVrFqZMmWKzz9kxrnA3m1J5eTnmzJmDrKwsm/LWounuoR8dHcWJEyeQlZXlt2hy7XLnR1Or1Th16hRmz55t02ahuIo0278fHR1FS0sL0tPTERUVxW83GAz8+8lSyzEdrf0Ox1vjKcjBjbYaHBzEhAkT0NbW5rV7wzoCLUSYuIEDXODGmkALdLilI5lMJhuXVyAXa+Oora3FJZdcgg0bNuCBBx7wWH7p0qV47bXXBNXhCxErnBqNBidPnsT8+fNtHMeBGns+ODgIlmWdrnIJwCvR1Gg0OHHiBDIzMx38SMFAq9WivLwcU6ZM8Us0ge9FzB16vR4NDQ2YMWOG16lB1tgHOVxZv9x7o9GIlpYWJCUlQS6X8+4BTwLvyb3hyt0BWFZVTEhIQEdHh1NXhz/uDXs4C9papH3xRwuxnt21036Sj0Au1gZYLM1LLrkE69atw9atW706pqKiwmH0XzCISOEcHByEWq1GYWGhwz/S3yAQAPT09ODMmTMA4LDKJWARxLNnz0IikfDWn32+ndFoRG1tLSZMmIApU6Z4FFl/MRgMqKioQGpqakAsW0+YzWacPHkSSUlJPq84KCTIQQhBZWUlkpKSHJaF9oR9Hqe9wLoS3b6+PojFYsjlcqjVap/dG66E2X6bSqWCTCZDd3e3S/+zv0n21u2zToNyJtA6nc7nDIHW1lYMDg7aLNYGADk5OYiNjcWpU6ewatUqrF69Gps3b+aXARaLxUhLSwMAvPXWW5BKpVi4cCFEIhE+/fRTPPfcc/jzn//sU5uEEFHCSQhBfX09+vv7ER8f7/TXz5d8Tevt3d3dqK6uxuzZs3H69GmH4+Pj45Geng6TycT7C+0fJm4GJIZh0NHRYRNMcpbM7OyzkH0AUFNTA4VCgdmzZwfdR0YIwenTp0EIwdy5c0Pik2tpaYFarcbSpUt9GjIpNI+zv78fra2tKCkpgUKh8OoYb90bzj5z+cFJSUkYHBx0e4w1ngTZmUBzgjs4OAiZTIaBgQGb/Z2dnTAajejs7ER1dTUuu+wywdfc02Jt//73v9HX14d33nkH77zzDl9u6tSpaG5u5j8/9thjaGlpgVgsxsyZM/HGG28E3b8JAIwAv0n4rCA2BhcEACw3ZW1tLfr7+zF58mQMDg5i8eLFDsccPXoUWVlZmDRpks32rq4uNDc3o6SkxGa7RqPBvn37sHbtWn7d9oKCAsTGxmLv3r38CAVvfZo6nQ7Hjx9HSkoKZs+ezbfd3UPj6bOnsva+QmtLzpPo+iLY7e3taGtrQ3FxMeTy4OdkDg8P48SJEygqKkJCQuDXLLLHaDTi8OHDmD59ut8uD2+pqKiAXC7H3Llz3ZZzlmTvizWtVquh0+kQGxvrsO/WW29FZ2cnX6dIJMKNN95oI4RhRFB+tSPC4uS6hRqNBkuXLsXAwIDPExk72w4A7e3tOH36NBYuXIjU1FTodDoAVpPmChDN5ORkG8svEDl3ziDEsqSxUqlEYWEhHzwRIsJcIMcbkbbvih46dChgVrOz/SKRCEajEdXV1cjJyQmJaAKW/MbY2FiHH99g0dfXB6VSidLSUo9l/U2yBywGyYEDB7BgwQKnvbaysjLk5eXh9ddfx/Lly6HRaPgReBcK4144jUYjysvLQQjBkiVLIJPJ3HbHhQaBuO2nT5/GokWLkJKSYrPfOoDhTjT1ej1OnDiBpKQkzJkzJyTd14aGBt7y5iy/YE48OzIygmPHjmHWrFlITk4WZDVzvQdvgjnWcNextbUVHR0dHgXZFxeI9f+qt7cXfX19KCkpCcn/0Gw2o66uDjk5OSETp5aWFsTExDjc6xwvvPAC5s6di6uvvjos0rTOB+NaOPV6PY4dOwa5XI6CggLeT+WrcDrbzvkf7UWTe2i4RG13omkwGHDixAkkJCSEzOfHCcnixYv59eaDicFgQGVlJbKzs4PafbXuira0tKCzsxPz58/ngxnuRNc6BcqTSFtj7QPU6/WIiopCdXW1X35o+8+u7onm5mZIpdKQWbcGgwEtLS1YuHCh0zYNDQ3h+eefxwcffHDBiiYwzoWT6zLZj90NlHA2NTWhqakJABxGRnA31bFjx9w+HIBlNhu5XI6kpCT09vY67YbaR0f9obu7Gw0NDSgsLERMTIxf5/IGlmVx8uRJxMfHBz1iz3VFR0ZG0NraGhS/pis/YX19PaKiojB16lSXPkIu8OeNC8Qa6+CNtaU7MjKCxMREXqj9CRx6I3TNzc1ITEx0OXzy+eefx7x583DppZcG5FqPV8a1cObl5TlN0vVFOAHbqHpjYyOam5uxcOFClJWV2ewjhEAkEqGoqMhm5nT7h8RgMKC3txdisRgymQxdXV1eP0TeWCzOtmk0GrS2tmL69OlgWZafsNdd99MfCCE4c+YMzGYz5s2bFxJr2mAwoKqqCrm5uUHxazrzE/b09ECtVqOkpCQgAS/rQRKu3BiNjY1ITExERkZGwPzO7u4rwJItMGHCBNTX19vs27dvH4aGhvDKK6/g97//PY4cOcL76i9ExrVwisViB9EBPAunq+3czdzQ0IDW1lYsWbLEoZvL+TMJIUhMTHR5PqPRyPs0FyxY4HFEiPVD5EpcnW23tnD0ej2USiWioqLQ3d2Njo4Oj91PIaLs7HN/fz96enqQn5/PJ5wHWpztr1VNTQ0SEhIwefLkgJ/fGXq9HqdPn8bs2bMDliXAjVASiURO/c59fX3Q6XQoLS31y7cpZABBZ2cnYmJi+GG41kbBF198gVOnTsFsNuONN97A9u3bMWvWLHz99df+XIZxy7gWTm/Gqnu7jxtCWV9fj46ODixZsgRxcXH8chrWQSDOynVVv8lk4tNHPIkmV7e7h8gbuLWNcnNznSacu+p+evPZlW+QWwZDIpGgoqLC7QgcfwTaentnZydGR0exZMkSn66TULic1OTk5JBNXWY2m3HmzJmABIQ4F4CnPFWNRoP6+nosXbrUqXtn+/btyMvLwyeffIJLLrnErzZFAuNaOH3BnahySb1LlixBbGwsXx6w3MzcsZ5Es7y8HBKJxCvRDAR6vR7l5eXIyMjgl6awJxBpKtaMjo7i2LFjyMvL40dPeZpgxJUlbT25iLtjTCYT/7/bt28fAATEanZ3THd3N5RKpUN+bzBpbm6GTCYLWUAIsLimMjIyXPrEt2/fjoKCAqxatSpkbQpnIlI4OevR1T574SSE8EO/li1bhujoaJvyALyyNM1mMyoqKiAWi5Gfnx8wkXIHZ90mJCRg5syZIfExGo1GVFZWIisry2GcfiDF2RqDwYAjR44gOzsbmZmZHqPjzra580dbf3Y2+ubw4cMBF2Xus/WPq0ajQXNzM4qKikI2C9LIyAh6e3td5okODAzgxRdfxM6dO0PWpnAnYoXTHfaBnlOnTmF4eBgymcxGNLn9DMM4PDiu/H0Mw2DSpEl8TqE3D5GvVikXzZbJZMjLywvJTc2yLKqqqhAdHS14CWNf4fyaiYmJmDx5ctC/JyemJ0+ehEQiQU5OjtcC7WpiEW+CNmKxZQ4DsVjMT2TtqyDbb3N3zRobG5GVleVy6Ohzzz2HwsJCrFy5MuDXerwSscLpjcVJCEF1dTWGh4eRl5eHmpoam7KclVlaWup03XHrAA03D2dycjJGR0c9PmiuHhxPPj7r993d3TAajcjJycHg4KDbsoESm/r6ehgMBixevDhk1kdTUxM0Gg2Ki4tDUifnS9VoNCgpKQnKoAFn91J/fz+ampowa9Ysm0k27O81b90h1veYfboT92JZFiqVCmlpaaitrbUp88UXX2B4eBg7duzAHXfcgS+//BLJyckoLi4O+PUYb0SscLrbx/niqquroVKpsGTJEuj1epsbzToQpFAoHCxR63KVlZWQy+VYtGiR15NFOBuf7k00nYuiDw8PQ6/XIy4ujncz2Je1xltBdrd9cHAQnZ2dWLBgAe+T9Mai8YfBwUE0NTVh8eLFQR31ZI1Wq0V9fT0WLFgQtDrtu+hmsxnt7e2YOXNmQKZF8zZT49y5c0hOTkZCQgJfhrvHysvLeTH9/PPP8e9//xsZGRkXbCTdmogVTndRda6Ly0Vn5XI5DAYDf4y30XPuPEajUZBoAt5HO53R1NSEgYEBlJaWuuxeeROocbXNmS/QYDBAq9VCKpWiurrao9UstFvpbLvJZEJVVRVycnIQFxcn+Dr5Aje+PyMjI6BzS3oi0AEhbzI1BgYGYDAYsGTJEqdlnnzyScybNw+ff/45VqxYEZB2RQoXnHAClmRmiUTCj223PkaIaFZXV0Ov16OwsDBk1lBHRwcfPHA3nVkgAzUajQbHjh3D3LlzbR5sV64LT9azde6pJ1EHLO4BLiFbqPgKKcswDNra2qDRaJCfn+/3dRNyfUMdEOLylbOzs13eu3/7299QXFyMiy66KCRtGk9cUMJpNlsmn2VZFqWlpTY3jLVweiOaNTU10Gg0KCoqCplo9vX14cyZM1i4cGHILDCTyYTKykpMnDjRwRqy724GknPnzqGzs5P3pfoSQfemrL3VTAiBVCrF0aNHfRZqV9ud3VOEENTV1SEzMzNkszsB3yfYc0vK2NPb24tXXnkFX375JY2kO+GCEU6z2czPopSenu5U7FiWdZp2Yv8w9PX1wWAwIDs7G4ODgy4fnkAGZoaHh1FdXY158+Y5XSI1GHDBs6ioKOTm5oakTuB7vybnRgkm1qJaWVmJ6OhoTJkyxaNQezNhiLXVzOEsOKPVapGcnIyqqiq/hdqbe42zNqdPn+6yR/Lss8+itLQUy5YtC8h1tudhJwu7paen8zO9hzvjWji9HTnEJaUTQpCRkeEgqizLQiaToaioyGnU0tpp3tvbC4PBgISEBPT29rrsjlrjTljdPQzcy2Aw4OzZs8jKykJMTAy0Wm1QIub2nD17FhqNBkuWLAnZTDh6vR7V1dWYNWtWSKxqzmru6OiAyWRCXl5eQNwbHM58zdZW8enTp5GRkcEHZ6zF15PV7Olec3Vf6XQ6/tXU1GRT9sCBA9Dr9dixYwf+9re/4ezZs0hISEB6enrArglHXl6eTaApkNc92Ixr4XSFtXCaTCYcP34cYrEYixYtwrlz52wWu+JuSIZh3I4954IGDMNg2bJlbi0hd8MbPfkC7R8Wo9EItVoNsViMrq4utLe3CxJmX0W7r68P7e3tLgMHwYDL10xOTg7pqBm1Wo3GxkYUFhYG/OF152tuaGiAQqHwKwdX6DwH3I9/QkICP2TWuvyzzz6Lnp4emEwm3H333dBoNJg9ezYqKir8vRQOSCSSkA1jDTQRLZxGoxHHjx/nF3TiujLW0XNOhNz5NLnxykNDQygqKvLYfQxUYMZoNKKsrAyZmZk2kx87W/3R2+CMUCvm8OHDggIu3u531r08d+4cdDod8vPzQ+ZXY1kWp06dwuTJkx2mDgwmGo0GLS0tfufDCp3noK2tDVFRUVi0aJHTej/++GPMmzcPu3fv5kcSucqJ9pezZ88iMzMTcrkcxcXFePzxx0OykGAgiGjhLCsrg1wu51fB47C2CLny7kSzrq4OAwMDKCoqCsmkwABsfG72C6xZC3OgrUGtVoujR49i2rRpyMzMFCTK1sLsKdJun5zNBYCioqL4HkKgrGh3wtTc3Ayz2RyS5Zk5uKn4MjMzER8fH7J6zWZL3qa7FQiefvpprFixwmZsfjDcNMXFxfjHP/6BmTNnoqenB4899hhKS0tx6tQplzPPhxMRKZxcV1yhUCA/P99hkmMhollfX4++vj6P6T+BhEt1AuAwSXMw4SLo6enpmDJlChiGCUo33b57qdVqUVlZialTpyI2IQn/renHnkYlRg0GzJ8QhbW5UciUi3hhdmcpuxJmZ8JKCIFSqURKSgrq6+t9tqKFWox9fX1QqVSYP39+oC+tW1pbWxEVFcUvr2tPd3c33njjDXzzzTdBt/gvv/xy/v38+fNRUlKCGTNm4K233sLmzZuDWncgiDjh1Ol0/BrNrkRHqVQ6Xffc/iFpb29Hf38/CgoKIJPJnE6aHGg4t4BGo8HixYtD5jDnxuxLpVJ+yF+wsO5eisVi1NTUIC0tDdNn5OC+/57GoXNDYACIRQz2tGhQ3W/Cs9fNw+w072ez9xTxNplMaGhoQHJyMhITE/n99ks6uzrelTB7inpz91Vqaio/ybUnKzoQ/wuj0Yjm5mYsWLDA5fmeeeYZXHzxxSEbUvnEE0/gj3/8I+688048++yzmD9/Ps6ePRuSuv0looRTp9Ph2LFjiI+Ph0ajcbhBWJZFamoqn0qi0+lcPiRcGcCyPAaHJ7+dt/49Z2VFIhEaGxv5BdZCFZQBLBM9jIyMhDSCDlj8mgaDAQUFBTjWPIwjTUOIkYkRJbX8YLCEYEBtwNvH2vHwFbO8Pi8XLXd1DRsaGnjfty/f15tRWc72DQwM8G6J7u5ul8d7M87cm3uO297T0wOFQgGpVAqNRmOzn5v34PXXX8eePXtC4l8uKyvDK6+8ggULFgD4frLo8ZJsHzHCqdVqcezYMaSkpGDmzJno7u52GHtuNpsRExPjcfq1xsZGtLe3o6ioCNHR0V5Fxp35+uxHxzh7OUvAlslkOHHihN+ibH+cq+/c1dWFtrY2LF68OKTLvA4MDPAz7UskEpzsUIEl4EUTAEQMA7lEhLLmoYDVq1Qq0dLS4tePhCdhdoZGo0F7ezsWL17s0bfprTA7yy+13280GjE6OgqpVIoTJ07Y3Hc9PT3YtGkT36O66aabEBMTgzVr1uCJJ57w6dp4Qq1WY/Xq1XjggQfwwQcfoLu7G9deey1UKhXWrVsXlDoDTUQIJzckcMKECZgzZw7vvxQaPQcs48Db2tpQVFTET+rKiU8w4NrW09ODuro6zJ07l1+6wN3LWpR9yfHjXoQQfkGwlpYWnwXa03W1R6fT8fma3KTRcokIhMDBJWK2E1N/MJvNOHXqFKZNmxay0VeA8ICQL8Lsirq6OkRHR6OgoIDfxt0zOp0OWVlZuP322/Hggw9iypQpGB0ddekHDQQbN27EhAkT8NRTT6G7uxunTp3CmjVrcOTIEZcTcYcb4144uZnIMzIy+OizfdqOt6LZ3NyMlpYWFBYW8g9zsBGJRBgeHkZdXR0WLFgQ0BvW00QfWq0WZ8+eRVpaGu/n4/x/ngSZ28/BRfq9TUPq7u6GQqEAIQRdXV0Qi8VYkCqGTAwotQbEySUQiRgYTARmlsXqOYG5Lo2NjRCLxU6XFwkm5ysgpNVq+Xxca6yF+dNPP8WCBQvwq1/9Kujd9Pfeew/l5eU4efIkoqKicPHFF6OgoADPPvtsUOsNNONaOEdGRnDs2DFkZmbadL/tl7vgtrm7KVpaWtDU1ITCwsKQWiIqlQonT57EnDlzAv4r7y6f1Gw2o7GxEenp6T6v9e5ulUZ3r4GBARiNRsTFxaG3t9dm36oME3a1EvTqvx+kkB1LMEnTiO++a/LJd8y9tFotWltbsWDBAuj1eq/cGIHAbDajrq4Oubm5IfVbAxYf8oQJE1ze0+3t7XjzzTdx4MCBoItmW1sb7rzzTnz11VchS+sLFoy7WYTs8LpgqFCr1Whvb0d2drbNP50Qgl27dmHp0qVQKBQeI5Otra1obGzEokWLQjrRArfA2pQpUzBt2rSQ1cuNQdfpdCgqKgppMKi/vx9VVVU26zrZc7p7BHvrBzBqMCEvIwal2QkQM66HLnqyijkrWqPR8N/VGzdGIIJ/YrEYjY2NGBoaCunkz4ClN3bkyBGUlJS4nE928+bN6O7uxieffBK0tr344ot48cUXcfbsWeh0OgC2ubtchgX3YxZggvKlxrVwEkJgMBgctpvNZuzZs4fP53TXjTQYDBgdHUVqaiovsoEKurjDYDDg2LFjSEtLC9laQRznzp3jV/IM9iQa1uh0Ohw5cgQzZ860WasoFJw5cwYjIyP81G3uxpALEWh357DG14Cet/5lZ1RVVUEikWDu3LlO97e3tyM/Px8HDx7EokWLAn7NOT799FOIxWJkZGSgs7MT//3vf/Hmm2/i3//+N7Zu3YrZs2fjD3/4A+bNmxeM6oPyYI3rrrozuKGIF110kcMYXmddxqGhIWRmZkImkzmNSnoTdBH6QACWbotcLkdSUpLDshfePBS+0tvbi+bmZixevDikoskl9aelpYVcNLmZ662X3gjmwnKA5UfdZDLh5MmTkMvlyM7O9kqQufvPU1lPCf6AxZWVkpKCmpoam/11dXWoqqpCeXk55s+fj87OTqhUqqD9oF155ZX8+0WLFuFHP/oRPvroIwwMDCAmJgYpKSnBEs2gEVHCaR0I4h4IVzOsd3Z2ore3F4sWLRI8TZs7a8Wbh2JgYICPHJ87d07QQ+HPS6vVorq6GnPnznW5DGywaGxshNFoxOzZs0Nar8lkwqlTp5CTkxPS78wwDIaGhqBWq5Gfnx9w36andKXGxkYkJycjJSXFZrvRaERTUxN2796N5uZmpKam4r777sPo6Cjuv/9+3HzzzQFtpz1msxn//ve/MTo6ipKSEvzzn/8Man3BIiKE03oIH+B5bG1XVxfOnDmDgoICn+a29NVa4Wb/iYqKQlFRkUtR90WUnc2qbu/jM5lMAICamhrU1NS4XO4iEC/rYFxfXx/a2tqwZMmSoFl4rqivr4dCocDkyZNDWm+wA0Lu0pWGhoag1WpRWFjoNC83Ly+Pnzz5ww8/DImbqLq6GiUlJdDpdIiNjcUnn3yCuXPnYs+ePUGvOxiMe+EUKpo9PT04ffo08vPzQzYhMPD9uHelUonFixe7XWsokDl8gEWIjx8/jqioKOTl5Xl0YTh7Wc+q5M7fx2HtVzYYDIiKikJtbW1ARNlbv3J/fz+6u7tRUlIS8lnMm5qaIJfLQ+6W4CYpnjp1qsvBDK2trXjnnXdw5MiRkF2XWbNmobKyEsPDw/joo4+wbt067N2716X/NdwZ18EhlmV5KwvwLJq9vb2orq4OeL6kN3A5oosXL3YZ4QwG3DyiarUaRUVFQbX47AXZZDLxFnZWVpZPwRehfmXrqer6+vqQmJiIxMREwdayP3DRbG9GCAWa/v5+1NTUYPny5S5/nO+44w6oVCp88MEH521ZjB/84AeYMWMGXn755WBXRYND9rz//vs4cuQIoqOjERsbi5iYGERHRyMmJoZ/Hxsbi+joaOwZi7L/9Kc/RWpqKu9HDMWN09nZyeeIhlI0AUt+6sDAQEi6yQzDQCKR8A9sfX09GIZBfn6+33UL9St3d3dDKpUiKioKGo3GY/lA+ZVFIhGampqQkpIChmEwOjrqNHATDDhrc9q0aS5Fs7m5Ge+88w7KysqCeu8/8cQT+Pjjj3HmzBkoFAqUlpbiz3/+M2bNmsW3Va/XB6QulmX5gSS9vb3Izc0N+nM9roVTLLakEw0NDWF0dBSjo6PQaDQYHR2FWq3m34+MjIBlWeTk5OD3v/895HI5L7DR0dE2Amu9nRNg+3LW++23WQsEwzA4ePAgNBoNCgsLQ2599PX14dy5cygsLAx5wjE3g3xxcXFABFuIX7m3txc6nQ4lJSVef+9A+ZX1ej20Wi0MBgM/LtyZCyMYr56eHhgMBmRlZTn9joQQbNu2DVdddVXQo9h79+7Fxo0bsXjxYjz99NM4ffo0LrnkEnz88cfYuXMn9uzZgy+//DIgdXEiec899yAjIwPr1q1zWCOLYRgRISRgMzKP6666J7jv9rOf/Qw/+clPcPnll0OtVvPCyomt9Xt70XW1zfq99VIcUVFRvJiKRCJ0dXXhsssug9FotBFhZ9axtVA7228/r6g7lEolysvLMWfOnJAvT8BNhjxr1ixMnDgxpHUbDAYcPnwYubm5Ifcvms1mHDp0CNOnT3dYRtlX94QQvzJgsZadTZf49NNPY2RkBMePH8dVV12FqVOnIiYmBnfccUfQsw1uvvlm7N69G21tbUhMTERhYSH+8Ic/4LLLLvP73GazGWKxZa2kK664At988w2KiooAWGazv+aaa24H8BohxOj+TMKIaOHkCPQ8mtbXjFuigxNX7jU8PIz/+7//w49+9CMsX77cRoQ1Go2DWHPbOEHm/nKRcAC81evKGrYW7E8//RT/7//9P6SmproV49jYWCgUCocZ5n2FC0TFxsaeF8d/VVUVWJYN6fIbHA0NDfyUgKFcH51lWbS3t6OlpQUFBQVOg3/vv/8+9u/fj56eHqxcuZK/v15++eWQDDFuaGhAbm4uv1JroPnhD3+IOXPm4KmnnkJzczNeffVVPP/881AqlW0A2gCsIYSoA1XfuO6qe0ugb2J7kZHL5ZDL5Q5R+hMnTrhct9oV9lPhGQwGp9Yx99dahDnR/vDDDxEVFYXy8nIbEba3ojlrhWEYByvY019XlvK7776LBQsW4PLLL4dGo0FUVFTARNkTPT09GBwcPC9R9NHR0YCsISQUrq7W1lbk5ua6dAddffXVeOyxx1BeXh7yHzRCCDZv3ozly5cHRTRVKhXMZjO/QsMTTzyBvr4+vP7667j22mt/BeBxANMBVAWqzgvC4ryQIITgjTfewPXXX+8wFtxelPV6vYPo2lvDzra5spQHBwcxOjqK5ORk9Pb2ArB0Ha2tYmfuCmsfszu3hbU/OSYmBjKZjBeO9vZ2HDhwAKtWrQq5a4IQgoqKCn59qFDT2tqKjo4OLF261KloE0Jw++23w2g04p133gn5j8rGjRvx+eef48CBAy79r0LQ6/UO6XrPPvssXn/9dcTHx6OjowNvvPEGLrnkEjAMkwqgEsBVhJCALdVJhZMSEAghuOeee1BUVISf/exn0Gq1bi1le/+xfWDP3lLmxFmj0fB1isViXlQZhkF6ejrvY7YX3JiYGIcAoCvLOTY21iGH1p3YdHR04OzZs1i2bFnIZz8ymUw4cOAA8vLyXKbYNTY2YvHixaioqMCcOXOC2p59+/bhr3/9K06cOIGuri788Ic/RFVVFfbt2xewiWyuu+465OTk4IknnuDdcJ2dnXj55ZcRExODVatWYfHixWBZFmKx+GkAKwkhRQGpfAwqnJSwx/oeNZvNvChzrwMHDuChhx7CM888w6cAWQuus2CffZBPo9FAq9Xy9UilUpeWsvVnqVSK//73v1i3bh3S0tKcirG9pWydKuSv9Xfu3Dn09/e7dBEQQnDbbbeBEIJ//vOfQbc2v/jiCxw8eBALFy7Etddei+TkZBw5csQhyu0PR48eRUZGBqZOnYo//OEPWLlyJX74wx/alDEajXjllVewadOmOgC3EkL2BawBuEB8nJTxjfXDLpFIEBcXZxPQ4B5SXyL41qLMTT3nyX1h7cL45ptv+OGV5eXlDpkXXDnrnEWZTOYxBc4bS9lgMOC1117D/fffD5VKhZiYGId0uIaGBvz73/9GZWVlSLrol19+OS6//HLcfvvtAIC77roLcXFx6O7uBgAkJCT4vVost5icWq3G/v378dRTT2HlypX44x//iJUrV0IikUCr1XI+/GcCLZoAtTgpFL/YvXs30tPT+UXHrOGeLW6mJGsL2D645yrLwtU2jUYDlUqFqKgo9PX18XVauyqio6PR19eHefPmYU+IFmHjcFXXjh07sH79+oDWdfToUTz88MPYtWsXLrvsMtx7771YtWoV1w4JIcTs4RSCocJJoYwzuPkZfvKTn+D+++9Hfn6+Uz+yWq1GeXk5li9fjksuuSTk7WQYBp988gmuvvrqgJ2TGyVUWVmJ48eP45ZbbuH3HTx4EFu2bMHevXuxYMECvPrqq8jPz6cTGVMolPFDMIST43e/+x3279+PEydOgGVZm9m4Dhw4gM2bN+Pvf/87lixZEhThDN2aCRQKhRIgfve732F4eBi7du1ymC1r+fLlOHbsmMMCdYGECieFQvGbF154AdOmTUNUVBQKCwuxf//+oNTD9ZCzs7Pxgx/8AA8++CCampqg1Wpx6tQplJeX46GHHrLJkAgGNKpOoVD84v3338fvfvc7vPDCCygoKMAzzzyD1atXA7DMS1pZWYnk5GTBo+is4cak9/T0oKenB1VVVYiJiUFjYyOuvvpq9Pf3Qy6XY2BgAD/96U/9jtx7gvo4KRSKXxQXF2PRokV48cUXsWfPHj6ibc26devw5ptv+l3Xtddei88++wx5eXlITEyEyWTCuXPn8NZbbyE1NRWTJk1CVFSU9cQldD5OCoUSXnDT5917770AgIsvvhiEENx5552orKzE3r17A1aXyWTCDTfcgDfeeANSqRQKhQInT57EmjVr0NraymcOCDAGfYb6OCkUis/09/fDbDYjPT3dZnt6ejqf9B4oJBIJfvrTnyI+Pp4ffZWfn4/bbrsNf/vb3zA0NAQgNJOTU+GkUCh+Yy9WgZrK0dp6NBqNvDhKpVJ+OZW77roLw8PD+M9//uN3fd5ChZNCofhMamoqxGKxg3XZ29vrYIX6Aie+r732Gq6//nqsWLECP//5z1FVVcUPL01ISMCPf/xjLFy40O/6vG4XDQ5RKBR/KC4uRmFhISZNmoTPP/8clZWV0Ov1+P3vf48nnnjC5/NykfRdu3bhN7/5DS6//HKUlpbipptuAmAZF//EE084He5qBU2Ap1Ao4cfmzZvx2muv4ejRo1ixYgXmzJkDlmVx2223+XVezqK87777cNNNN+H5559Hf38/8vLy8Pbbb6OiogIFBQVYsWJF0PM27aFRdQqF4hfXX389BgYG8Je//AW7du3CxIkTERMTg6lTp/p97urqaohEImzYsAEA8Nxzz+Hhhx/GDTfcgNraWuzfvx+XX3550PM27RnXFufWrVtRWlqK6OhoJCYmOi3T2tqKK6+8EjExMUhNTcVvf/tbGAwGmzLV1dVYuXIlFAoFJk2ahC1btoQkpYFCiRRuv/12NDc3Q6/X4+GHH3a5PLFQpFIpn0z/zTffICYmBsuXLwcArF27FpmZmdi0aVNA6hLCuBZOg8GA6667Dr/5zW+c7jebzbjiiiswOjqKAwcO4L333sNHH32Eu+++my+jUqlw2WWXITMzE2VlZdi+fTu2bduGp59+2ut2cFN2OXuVlZXx5Zztf+mll3y/ABRKhDN79mw8+OCDyMrKQlpaGr/cNwC88cYbUCqVDkvEhARuiiovXmHLjh07SEJCgsP2//3vf0QkEpGOjg5+27vvvkvkcjlRKpWEEEJeeOEFkpCQQHQ6HV/miSeeIJmZmYRlWa/q1+v1pKury+Z1yy23kOzsbJtzACA7duywKafRaHz81hRK8HnooYcILIFhl6+ysjKbY1w9j75g/fwolUqyatUqIpfLyZw5c8jEiRPJiRMnPJ1CiMZ5/RrXFqcnDh8+jHnz5tmsr71mzRro9XqcOHGCL7Ny5UrI5XKbMp2dnWhubvaqHplMhoyMDP6VkpKCnTt34le/+pVDLltiYqJNWX99M9nZ2Q5WLDeKg8MbdwWF4oxNmzbh9OnTbl+BWLmSW3HVPshj/fzEx8fj7bffxt///ndcd911ePfdd7Fo0SK/6/aFiA4OdXd3O+SSJSUlQSaT8Xln3d3dyM7OtinDHdPd3e3TAlM7d+5Ef3+/05muN23ahFtuuQXTpk3DzTffjFtvvRUikX+/X1u2bOGd5wBsui6cuyItLQ0HDhzAwMAA1q1bB0IItm/f7lN9zc3NePTRR/Htt9+iu7sbmZmZuPHGG3H//fdDJpPx5ZwlQL/44ot+R1spoSM1NRWpqalBr0ckEmFkZARLlizBl19+ialTpzpNos/MzLSZvPh8EXbC+fDDD+ORRx5xW6asrAxFRd4tWudqASt3a32TscCQryMfXn/9daxZswaTJ0+22f7oo4/i0ksvhUKhwDfffIO7774b/f39eOCBB3yqhyMuLs7lkrhfffUVamtr0dbWxlveTz31FNavX4+tW7e6XIfbHWfOnAHLsnj55ZeRk5ODmpoabNiwAaOjo9i2bZtN2R07dmDt2rX854SEBMH1UcYHra2tGBwcRGtrK8xmMyorKwEAOTk5XvkhR0ZGQAjBrl27cOuttwa5tX4ioF8fEvr6+sjp06fdvrRarc0xrnwqDz74IFmwYIHNtsHBQQKAfPvtt4QQQm666SZy1VVX2ZQpLy8nAMhvf/tbwf6dtrY2IhKJyIcffujxu27bto3Ex8d7c1lcMnXqVJKRkUGSk5NJfn4+eeyxx4her+f3e3MNAsFf/vIXMm3aNJttAMgnn3wSsDqsef7550l2djaRy+Vk0aJFZN++fUGph+I969atc/qMfPfdd16f4+mnnyY5OTmkp6cnUM0Kio8z7ITTFzwFhzo7O/lt7733nkNwKDEx0UZsnnzySZKZmUl6e3sFi/iWLVtIWloaMRgMHtt94MABAoB0d3f7+M0tN9qePXvIyZMnyauvvkpSU1PJzTffzO/fsGEDueyyyxyOk8lk5F//+pfP9dpz//33k8LCQpttAMikSZNISkoKKSoqIi+++CIxm81+1/Xee+8RqVRKXn31VVJbW0vuvPNOEhMTQ1paWvw+N8fjjz9OioqKSGxsLElLSyM//vGPyZkzZ2zKOBOK4uLigLXhQoK7LwYGBkheXh657bbbiNlsJiaTyesgrQuocNrT0tJCKioqyCOPPEJiY2NJRUUFqaioICMjI4QQQkwmE5k3bx659NJLSXl5Ofn6669JVlYW2bRpE3+O4eFhkp6eTn7xi1+Q6upq8vHHH5P4+Hiybds2we1hWZZMmzaN3H333V6V3759O4mKirKJ6BPiWyST48MPPyQASH9/PyHEIpyrV692KCeVSsm7774r8Bs6p6GhgcTHx5NXX33VZvujjz5KDh06RCoqKsi2bdtIdHQ0efTRR/2ub8mSJeS2226z2TZ79mxy7733+n1ujjVr1pAdO3aQmpoaUllZSa644goyZcoUolar+TLr1q0ja9eutcmSGBgY8LtuZ///9PR0fj/LsuShhx4iEydOJFFRUWTlypWkpqbG73rDha+//ppceumlpKmpid/mh4BS4bTHm65BS0sLueKKK4hCoSDJyclk06ZNDkJVVVVFLrroIiKXy0lGRgZ5+OGHffonff311wQAqa2tddi3c+dO8sorr5Dq6mrS0NBAXn31VRIfH09++9vfOpT1xV3B0d7eTgCQI0eOEEKEddV9EeyOjg6Sk5NjY+W6IhCuCb1eT8RiMfn4449ttv/2t78lK1as8Ovc7ujt7SUAyN69e/lt69atIz/+8Y8DXtdDDz1E8vLybAS5t7eX3//kk0+SuLg48tFHH5Hq6mpy/fXXk4kTJxKVShXwtgQTzsosLy8n+/btI8899xx57LHHyKpVqwjDMGThwoXktddeIyaTiT/Gh+eSCme484tf/IKUlpY63ffFF1+QgoICEhsbS6Kjo8m8efPIs88+S4xGY0Db8OmnnxIAfLfVG3cFh1DB7ujoIDNnziQ33XSTV13wQLgmOjo6CABy8OBBm+1bt24lM2fO9Pm8njh79iwBQKqrq/lt69atIwkJCSQtLY3k5uaSW265JSC+uYceeojk5+c73ceyLMnIyCBPPvkkv02n05GEhATy0ksv+V13qBkeHiYzZswgcXFxZNmyZaSkpIQ88MAD5I9//CPZuHEjycvLI8uWLSOvvvoqtTgpgeHQoUPk6aefJhUVFeTcuXPk/fffJ5mZmTbBLm/cFb7Q3t5OcnNzyc9//nMbi8AdrlwTQuCE89ChQzbbH3vsMTJr1iyfz+sOlmXJlVdeSZYvX26z/b333iOfffYZqa6uJjt37iT5+fkkLy/Pr+9HiEU4o6OjycSJE0l2dja5/vrrSWNjIyGEkMbGRgKAlJeX2xxz1VVXkV/+8pd+1RtqWJYlKpWKfPnll8RoNDr0orq7u8n7779PNmzYQNLT08nDDz/sSzVUOCm2nDhxghQXF5OEhAQSFRVFZs2aRR566CEyOjpqU84bd4UQuO75JZdcQtrb2226lBxCXBNCOB9d9dtvv51MnTqVtLW1uS3X2dlJpFIp+eijj/yq73//+x/58MMPSVVVFdm9ezdZuXIlSU9PJ/39/eTgwYMEgM1oOEJc+7LHE5xFad8L6+zsJO+8846v1jwVTkp4sGPHDpc+UI5guiaWLFlCfvOb39hsmzNnTkCDQxybNm0iWVlZ5Ny5c16Vz8nJselGBwK1Wk3S09PJU089xQunteuFEEJuueUWsmbNmoDWe77xM5rOERThDLsEeEr4s379eqejoqxZu3atTeJ7INm8eTNuuukmFBUVoaSkBK+88gpaW1sDOiKJEII77rgDn3zyCfbs2ePVCLKBgQG0tbVh4sSJAWsHAMTExGD+/Pk4e/Ysrr76agCWUW3W9QRqxvVwghuAQkhgluEIJBE9Vp0SmVx//fV49tlnsWXLFhQUFGDfvn343//+F5D5Hzk2btyIt99+G//6178QFxeH7u5udHd382Op1Wo17rnnHhw+fBjNzc3Ys2cPrrzySqSmpuInP/lJwNoBAHq9HqdPn8bEiRMxbdo0ZGRkYPfu3fx+g8GAvXv3orS0NKD1hgvhJpoAaFedQnEGXLgiduzYQQghRKPRkNWrV5O0tDQilUrJlClTyLp160hra6vfdd99991kz5495Ny5c+TIkSPkRz/6EYmLiyPNzc2EEEs6UkJCAvn4449JdXU1+cUvfjEu05FCBO2qUyihghD3E1krFArs2rUrKHW3t7fjF7/4Bfr7+5GWloalS5fiyJEjvEX9+9//HlqtFrfffjuGhoZQXFyMr776CnFxcUFpD8URulgbhUKJZOhibRThOPthJITw8x9SKBThUOGMcKwjk4BlwliGYfyeA9QdAnoxFMq4hApnBPP3v/8dhYWFOHr0KBiGgcFggEgkwnvvvYc77rgDjY2Nbo/nHOFCMJvNYBgGL7/8Mh555JGQL9tKoYQCKpwRzMaNG5GQkIC///3v0Gq1kMlkKC8vx5/+9CeYzWaHiZbt4Zbi8Baz2cy/j4uLQ3x8vI3Fy7IsWJalFill3EODQxEKGUsa/u6777Bu3Tps27YNP/vZz7B8+XJkZGRgx44diIuLc5pcPDo6inPnzmFkZATR0dFIT09HRkaGSxG1P4fRaIRUKnW5n0IJITQ4RPEehmHAsixWrVqF1atX480338SaNWtgNBpx7733OhVN7kf0yJEjeOihh3DjjTfiRz/6ES699FL85z//4ffv3r0bubm5+M9//sPXtXPnTvzkJz/B0aNHIZVK8dRTT+Htt9+GwWAAwzDo6urCzp078d5772HXrl1oaGiAyWQK+XWhUAKCgKRPyjhFqVSSJUuWEJFIRL788kuP5Y8fP06qqqr4z4888giZPn26zYw8t956KykqKiI9PT2kr6+PTJ8+nWzcuJGfQDk3N5dcf/31xGg0ksHBQbJ+/Xoyf/58Mn/+fDJz5kxyww03BHTGdgrFBUFJgKcWZwRDxizEffv2oaWlBYQQfjyzu3SkwsJCpKam4vjx46iqqsLPfvYzDA4Ooq2tjT/v3/72NwwPD2Pbtm244oorkJ+fj4cffhgpKSkALCttZmZmQiKR4KOPPsLevXuxY8cOVFVV4eTJk7jlllu8WsCLQglH6MihCIZhGAwPD+PXv/41fve732H37t3YsmUL3n77bURHRzuUJ2Nd948++ggvvvgiOjo6oFQqYTaboVQq+bXYGYZBVFQUnn76aT4AtXXrVqSmpsJkMkEikUClUvF1TJ48GTKZDPv370d0dDSmTp2KVatWhfRaUCiBhFqcEQpnbd54443Izc3FzTffjB07duDrr7/mfZP2MAwDk8mEX//618jNzcXOnTvR2NiI8vJyxMTE8Ofk/p45cwbt7e0wmUyYMmWKzT6tVovY2FiwLItLL70U11xzDf75z3/innvuwQMPPICqqqogXwEKJYgI6NdTxhnbtm0jqamp5NSpU/y2hx9+mMyYMYMMDg46Paazs5MwDGOzts4//vEPIhKJyBdffMFvO3z4MImNjSX/+Mc/yJQpUxwWt0tOTibPPfeczZIabW1t5K233iLLly8nM2bM8GsJDQrFS4Li46TCGaFUVFQQhmHI+++/b7Ndr9eTnJwccv3117tcwviiiy4iK1asIG+88QZ54YUXSHFxsY2YjoyMkOzsbLJ582ZiMpnIhx9+SOLj48nZs2f5cyQmJpI33niDEELIyZMnSXt7O7+vsrKSMAxD6uvrA/21KRR76OxIFO8pKCiAWq128GXKZDJ89NFHaG1thUTi/N/Pjfr5y1/+gtzcXGzfvh1XXnklFAoFAMt8mBkZGXj00UchFotxzTXX4J133sE111yDvXv3IjExEUqlku+2f/755zhz5gwyMzORlJSEPXv2YOnSpQGdP5NCCSU0AZ4iGJZlYTKZIJPJ+G19fX2ora3F8uXLIRaL8eqrr+KSSy7BjBkzUF5ejg8//BBVVVXQaDTIz8/HfffdhwkTJpzHb0G5QAhKAjwVTgqFEsnQkUMUCoUSDlDhpFAoFIFQ4aRQKBSBUOGkUCgUgVDhpFAoFIFQ4aRQKBSBUOGkUCgUgVDhpFAoFIFQ4aRQKBSBCBmrTheNoVAoFFCLk0KhUARDhZNCoVAEQoWTQqFQBEKFk0KhUARChZNCoVAEQoWTQqFQBEKFk0KhUARChZNCoVAEQoWTQqFQBPL/AzlPjH0l/ewBAAAAAElFTkSuQmCC", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "x_coords = coords.loc[:, coords.columns.str.contains('_x')]\n", "y_coords = coords.loc[:, coords.columns.str.contains('_y')]\n", "z_coords = coords.loc[:, coords.columns.str.contains('_z')]\n", "\n", "t = 0\n", "\n", "fig = plt.figure(figsize=(6, 4), dpi=100)\n", "ax = fig.add_subplot(projection='3d')\n", "x_points = x_coords[t:t+1]\n", "y_points = y_coords[t:t+1]\n", "z_points = z_coords[t:t+1]\n", "\n", "ax.scatter3D(x_points, y_points, z_points)\n", "ax.view_init(11, 280)\n", "ax.set(xlabel='X axis', ylabel='Y axis', zlabel='Z axis')\n", "\n", "plt.title(\"My First Plot\")\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "In the following section we will learn to calculate some easy kinematic features to better understand our data." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Bonus" ] }, { "cell_type": "code", "execution_count": 26, "metadata": {}, "outputs": [], "source": [ "def face_skeleton(pose):\n", " \"\"\"\n", " The face_skeleton function defines a mesh skeleton by connecting the facial landmarks as defined below.\n", " This function is directly passed to plot_3Dpose. \n", " \"\"\"\n", " skeletons = []\n", " for n in range(len(pose)): # read out n_components from different poses\n", "\n", " lefteye = [pose[n]['lefteye1_x'], pose[n]['lefteye2_x']], [\n", " pose[n]['lefteye1_y'], pose[n]['lefteye2_y']], [pose[n]['lefteye1_z'], pose[n]['lefteye2_z']]\n", " righteye = [pose[n]['righteye1_x'], pose[n]['righteye2_x']], [\n", " pose[n]['righteye1_y'], pose[n]['righteye2_y']], [pose[n]['righteye1_z'], pose[n]['righteye2_z']]\n", " leyebrow = [pose[n]['leyebrow1_x'], pose[n]['leyebrow2_x'], pose[n]['leyebrow3_x']], [pose[n]['leyebrow1_y'], pose[n]\n", " ['leyebrow2_y'], pose[n]['leyebrow3_y']], [pose[n]['leyebrow1_z'], pose[n]['leyebrow2_z'], pose[n]['leyebrow3_z']]\n", " reyebrow = [pose[n]['reyebrow1_x'], pose[n]['reyebrow2_x'], pose[n]['reyebrow3_x']], [pose[n]['reyebrow1_y'], pose[n]\n", " ['reyebrow2_y'], pose[n]['reyebrow3_y']], [pose[n]['reyebrow1_z'], pose[n]['reyebrow2_z'], pose[n]['reyebrow3_z']]\n", " nose = [pose[n]['nose1_x'], pose[n]['nose3_x'], pose[n]['nose2_x'], pose[n]['nose4_x'], pose[n]['nose1_x']], [pose[n]['nose1_y'], pose[n]['nose3_y'], pose[n]\n", " ['nose2_y'], pose[n]['nose4_y'], pose[n]['nose1_y']], [pose[n]['nose1_z'], pose[n]['nose3_z'], pose[n]['nose2_z'], pose[n]['nose4_z'], pose[n]['nose1_z']]\n", " lips = [pose[n]['uplip_x'], pose[n]['llip_x'], pose[n]['lowlip_x'], pose[n]['rlip_x'], pose[n]['uplip_x']], [pose[n]['uplip_y'], pose[n]['llip_y'], pose[n]\n", " ['lowlip_y'], pose[n]['rlip_y'], pose[n]['uplip_y']], [pose[n]['uplip_z'], pose[n]['llip_z'], pose[n]['lowlip_z'], pose[n]['rlip_z'], pose[n]['uplip_z']]\n", " face = [pose[n]['rear_x'], pose[n]['chin_x'], pose[n]['lear_x']], [pose[n]['rear_y'], pose[n]\n", " ['chin_y'], pose[n]['lear_y']], [pose[n]['rear_z'], pose[n]['chin_z'], pose[n]['lear_z']]\n", "\n", " skeleton = lefteye, righteye, leyebrow, reyebrow, nose, lips, face\n", " skeletons.append(skeleton)\n", "\n", " return skeletons\n", "\n", "\n", "def plot_3Dpose(pose, elevation, azimuth):\n", " \"\"\"\n", " This plot function takes the average pose coordinates of facial landmarks, creates a skeleton and visualizes the facial expression\n", " in a 3D coordinate system with predefined elevantion and azimuth angles.\n", " \"\"\"\n", " skeletons = face_skeleton(pose)\n", "\n", " ncols = 3\n", " nrows = math.ceil(len(pose)/ncols)\n", " width = ncols*6\n", " height = nrows * 5\n", "\n", " fig, axes = plt.subplots(nrows, ncols, figsize=(\n", " width, height), subplot_kw=dict(projection='3d'))\n", "\n", " for ax, n in zip(axes.flat, range(len(pose))):\n", " x_points = pose[n][['_x' in s for s in pose[n].index]]\n", " y_points = pose[n][['_y' in s for s in pose[n].index]]\n", " z_points = pose[n][['_z' in s for s in pose[n].index]]\n", " ax.scatter3D(x_points, y_points, z_points)\n", " ax.view_init(elevation, azimuth)\n", " ax.set(xlabel='X axis', ylabel='Y axis', zlabel='Z axis')\n", " ax.set_title('Predicted Pose: %d' % (n+1))\n", " for i in range(len(skeletons[0])):\n", " x = skeletons[n][i][0]\n", " y = skeletons[n][i][1]\n", " z = skeletons[n][i][2]\n", " ax.plot(x, y, z, color='g')\n", "\n", " plt.suptitle(\n", " 'Hidden Markov Model predictions with N = %d Components' % len(pose))\n", " plt.show()\n", " return\n", "\n", "\n", "def split_data(data, prediction):\n", " \"\"\"\n", " The split_data function will be used to split time series data into smaller \n", " chunks by the prediction variable.\n", "\n", " \"\"\"\n", " n = max(prediction)+1 # read out the number of predicted components\n", " data['pred'] = prediction\n", " grouped = data.groupby(data.pred)\n", " predictions = [grouped.get_group(i) for i in range(n)]\n", " pose = [predictions[i].mean() for i in range(n)]\n", "\n", " return predictions, pose\n" ] }, { "cell_type": "code", "execution_count": 27, "metadata": {}, "outputs": [], "source": [ "from hmmlearn import hmm\n", "import math\n", "# change the number of components you expect to find in your data\n", "model1 = hmm.GaussianHMM(n_components=9, covariance_type=\"full\")\n", "model1.fit(coords)\n", "pred1 = model1.predict(coords)\n" ] }, { "cell_type": "code", "execution_count": 28, "metadata": {}, "outputs": [], "source": [ "_, pose1 = split_data(centered_coords, pred1)\n" ] }, { "cell_type": "code", "execution_count": 29, "metadata": {}, "outputs": [ { "data": { "image/png": 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hvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJFkIIIYQQQgghvCRJHkWUUo8ppW71/vsYpdSuQ3RerZSacSjOJYQQo53EYiGEGFkSh8VIkyQ5SkqpfUopq1KqRynVqJT6i1IqI97n0Vq/q7WeHUF5LlZKvRfv8wcc/39KKZv39bYopZ5RShUO1/kiKM/DSqldSilDKXXxSJVDCDGyJBaPXCxWSs1SSj2nlGpWSrUppV5TSg36HgkhDi8Sh0c0Dhcopd5XSrUqpTqUUh8qpY4aibIcriRJjs1ntdYZwDKgDLix/wZKqYRDXqrhc5X39c4CcoC7R7Asm4ErgY0jWAYhxOggsXhk5ADPA7OBCcA64LkRKosQYmRJHB4ZPcAlwDggF7gLeOEwe69HlCTJQ6C1rgVeARaAf4jGd5RSVUCV97GzlFIV3laeD5RSi3z7K6WWKqU2KqW6lVL/AFICnjteKVUT8PsUb4tVs7fV6D6l1FzgQWC1t1Wrw7ttslLqN0qpA96WvQeVUqkBx/qhUqpeKVWnlLokitfbBvw74PUeqZQqV0p1ev9/ZMA5LlZK7fW+tmql1EUBz12ilNqhlGr39kAUR1GG+7XWbwG2SPcRQhzeJBYf2listV6ntX5Ea92mtXbiqSTOVkrlR/oahBCHF4nDhzwO27TWu7TWBqAAN55kOS/S1yDCkyR5CJRSU4AzgE0BD58DrALmKaWWAY8ClwH5wEPA894LNgn4D/BXPB/ofwHnhTiPGXgR2A+UAJOBp7XWO4DLgQ+11hla6xzvLnfhaeFaAszwbv9z77FOA34AnAzMBE6K4vUWeMu4SSmVB7wE3Ot9bb8DXlJK5Sul0r2Pn661zgSOBCq8xzgHuAH4PJ7Wr3eBvwec40Wl1I8jLZMQQkgsHvFYfCzQoLVujfQ1CCEOLxKHRyYOK6U+xtNx9DzwZ611U6SvQQxCay0/UfwA+/AMcejAc4E+AKR6n9PAiQHb/hH4Zb/9dwHH4alU1AEq4LkPgFu9/z4eqPH+ezXQDCQEKc/FwHsBvyugFygNeGw1UO3996PAnQHPzfKWe0aI1/s/wOJ9vbXAk3gu5K8C6/pt+6G3POne7c/zvTcB27wCfDPgd5P3+MVR/h3eAy4e6c+D/MiP/IzMj8TiUROLi7zl+dJIfybkR37k59D+SBweNXE4BfgS8PWR/kwcTj8ybj0252it3wzx3MGAfxcDX1dKXR3wWBIwCc9FWKu9n26v/SGOOQXYr7V2RVC2cUAasEEp5XtMAWbvvycBGyI4Z6BrtNZ/DnxAKTUpyL77gcla616l1IV4WuceUUq9D1yntd6J5z25Ryn128DD4WnZi6QsQgjhI7F4BGOxUmoc8DrwgNb674NtL4Q4LEkcHuE6sdbaBvzdO2y7Qmu9OdJ9RWgy3Dr+Ai/wg8BtWuucgJ80b2WiHpisAq5aYGqIYx4Epqrgk/F1v99bACswP+Cc2dqzyADe806J4JyDqcNzcQeaiqdlDa31a1rrk4FCYCfwp4DXclm/9yRVa/1BjOUQQohgJBYzfLFYKZWLJ0F+Xmt9W4xlF0Ic3iQOc0jrxInA9Bj3Ff1Ikjy8/gRcrpRapTzSlVJnKqUy8QzDcAHXKKUSlFKfB1aGOM46PBfynd5jpKhPlnlvBIq88znQngn8fwLuVkqNB1BKTVZKnerd/p/AxUqpeUqpNOCmGF/by8AspdSXveW/EJgHvKiUmqCU+px3HoYdz1Act3e/B4GfKKXme8uWrZQ6P9KTKqWSlFIpeFraEr3vhXyOhRDhSCyOYyxWSmUBrwHva61lDQkhRCQkDsc3Dh+hlDraWy9OVUpdj+duA2tjfA2iH0kuhpHWej1wKXAf0A7sxjM/Aa21A89E/Yu9z10IPBPiOG7gs3gWHDgA1Hi3B/gvsA1oUEq1eB+73nuuj5RSXcCbeG7Vgdb6FeD33v12e/8fy2trBc4CrgNagR8BZ2mtW/B8rq7D07LWhme+yZXe/Z7Fs4jC096ybQVO9x1XKfWKUuqGMKd+HU+r4JHAw95/HxvLaxBCfDpILI57LD4Xz61evqE8q8j6fmLthRFCHOYkDsc9DicD93vPV4tn0bQztdZ1sbwGMZDqO/xfCCGEEEIIIYT49JKeZCGEEEIIIYQQwkuSZCGEEEIIIYQQwkuSZCGEEEIIIYQQwkuSZCGEEEIIIYQQwivYPcYCyapeQoxdavBNxBghsViIsUti8eFB4rAQY1fUcVh6koUQQgghhBBCCC9JkoUQQgghhBBCCC9JkoUQQgghhBBCCC9JkoUQQgghhBBCCC9JkoUQQgghhBBCCC9JkoUQQgghhBBCCC9JkoUQQgghhBBCCC9JkoUQQgghhBBCCC9JkoUQQgghhBBCCC9JkoUQQgghhBBCCC9JkoUQQgghhBBCCC9JkoUQQgghhBBCCC9JkoUQQgghhBBCCC9JkoUQQgghhBBCCC9JkoUQQgghhBBCCC9JkoUQQgghhBBCCC9JkoUQQgghhBBCCC9JkoUQQgghhBBCCC9JkoUQQgghhBBCCC9JkoUQQgghhBBCCC9JkoUQQgghhBBCCC9JkoUQQgghhBBCCC9JkoUQQgghhBBCCC9JkoUQQgghhBBCCC9JkoUQQgghhBBCCC9JkoUQQgghhBBCCC9JkoUQQgghhBBCCC9JkoUQQgghhBBCCC9JkoUQQgghhBBCCC9JkoUQQgghhBBCCC9JkoUQQgghhBBCCC9JkoUQQgghhBBCCC9JkoUQQgghhBBCCC9JkoUQQgghhBBCCC9JkoUQQgghhBBCCC9JkoUQQgghhBBCCC9JkoUQQgghhBBCCC9JkoUQQgghhBBCCC9JkoUQQgghhBBCCC9JkoUQQgghhBBCCC9JkoUQQgghhBBCCC9JkoUQQgghhBBCCC9JkoUQQgghhBBCCC9JkoUQQgghhBBCCC9JkoUQQgghhBBCCK+EkS7AaKW1xjAMlFL+xwL/Hex3IYQQ8WUYRp/fJQ4LIcShJXVi8WkkSXIQhmHgdDqxWq2DbhsqYPj+Her/TqeT5OTkPscymfp27A927Gi3E0KIsUJrjdvtxmaz4XQ6g8YzrXXIGBvs38Gec7vdmM1mf/wNtV2oYw7272C/CyHEWBGqTlxXV8f48eNJSPgklYi1TuyLu1prtNaYzeaY67pSJxbxIklyAK01vb29AP5KU6iLSmsd9jihnvc9vmHDBpYvXz7g8cDzBVYAI+F0OmlubmbSpEl9Hg9Weez/eKhgFi5oxTuACSEEgMvlwuFw+GNQsAoTDD0OA+zatYtJkyaRmZnZ57mhxqaamhqKiooiTuQH28b3u9Z6wHdTvOOyEEJorenp6QEgISFhQNxpa2tj/PjxmM3muMRi8DRafvzxxyxZsgQYWp04cB+bzYbFYiEvL2/IdeLAx6VOfHiTJNnLMAwcDgdVVVVMnDiR3NzcsNuH+yBH8iH3VfziyeFw0NHRwZQpU4DYKpDBHuvq6qKxsZEZM2YA8buI7XY73d3dFBQUxNwLNBxBSyqPQowMrTUul4vm5mYaGxuZO3duzLE20uvWF4vjHY+bmpooLi6OW+XRZ8OGDSxbtgz45DXGUnnsr6GhgcLCQv/vsfQCBQoXi6UXSIjRzVcn3rt3L/n5+RQUFITdPh6xOFBg73Q8uFwu2traQr6OaOrEgc+1tbXR09NDcXHxkMsYGMcdDgdWq7VPLiJ14kPvU58ka61xOp243e6gX/RjTeAFHa+g5Ws9HI6g1drayvjx4wc8F0vl0fecYRhs3bqVxYsXD7mM/XuBWltbyc3N9Veow1Uatdb85S9/4aqrrhpyOYQ4nPmGVrtcrgHXXLjrPR6G+xzxrjwORyzWWlNXVzdgFJLvuWhjcWBv/NatW5k7d27YkVnR8B2jt7cXs9lMampqn8eDVQrffvttSktLmTNnzpDPL8ThrH+dOHAaYP/GuOGIncNZBw9Xx4/1vL73Jx6NrIHvpc1mo6WlxZ8kD6VODH2nF+3atYt58+bFXMZQ9d6Ojg6ysrL6jPwK/L9hGDz22GNjqk78qU2Stdb+4RdpaWn+i+dQVMqGy1hL8APf82DPxcowDAzDiHvQAs8QyuzsbP/wonBBy+12S5IsxCAMw8BqtfqTqMBkymKxsGPHDqxWa5/nTCbTgH/33z/YNsH+bbfb6enpCbtv/8ri4SbYSJ7+z8XK5XLFpae+f6xtbW0lNTWV1NTUQXuB/vvf/2IYhiTJQoSgtcZut/uv18D6mdvtZvv27bS2tvaJg1arlc2bN/sfC5wKEmn87R/DwTN1sKmpKaaYP9bqwYHCjcaJ1+vyNYLEGo/D5Uf79u0LOfpLa43D4eCJJ54YU3XiT2WS7FuEoLOzk9raWhYsWDDSRRJxFI+hhz79j+M7diSjDlwuV9x7fIQ4XPgakux2O+vWrWP16tV9rqnOzk4qKiqYNWuWf76wYRj+0SLx+rfNZqO1tZXOzs4+j/ffNpLG08CKm9VqZevWrTFXGENVBn1lDrb94SxUAh9JLHa73RKLhQjBVyfes2cPGRkZTJw40f9cT08PdXV1zJgxg9LS0j5J8pYtW5gxY4Z/NIcvToaKtaFiceDvbrcbwzCwWCyDxu5gxwgU+LtvpFJXV9eQ4m//bXp6erBarXR0dEQU58d6nB6s/IGLYPantR5zcXhslXaIfPPdXC4XEPpLd6z2JI818UxmD6VIy+xrkRVC9OWrlBmG0WdVafCsgbBt2zaUUqxevdpfcVIq/us4gKfyNHHiRLKzs4d0nP6VuE2bNjF9+vSwFbpIK5GB/7bb7VRWVg54fDC+ClqoSp/NZqOysjLihD7Sf0dStljf70hjsW8FcyHEJ8LViW02Gzt27MBisVBaWsqkSZNwOBxhjxcYY4ZSpsbGRkpKSmI+RjCdnZ3U19cza9asITewulwu/797e3ux2+00NTVFdAzfa4Tgi5L53j+3243T6cRms8UtFvuGPAeO3ur/XTCUOvlgMXks1ok/NUmy2+2mubmZ7OzsPh/E/gmxJMlj33Am31IxEyJ2gZWy/r2Abreb3bt309HRQWlpqX9on69yMdob1HxJvO+aN5lMpKWlxf085eXlLFq0KOr9BkvGOzs7GTduXNhtfJXDaJJ6i8XCxo0bw5YtlmGaHR0dWK3WkL3qvv9XVVXR0dHB/v372blzJ/n5+YwbNy5oOQ4ePMjXvvY1GhoaMJlMfPvb3+a73/0uN998M3/605/8+91+++2cccYZUf8NhBgtfAtz9R8dZxgGBw4c4ODBg8yaNYuuri4SExODHmOs1ZcDY0S8NDc309PTw7Rp04Z8rMCe+La2Ntra2iguLo4q5vrW9Qi1jcvlwmazsXv37qCNtMHKBH2n5ITqabdYLOzevbvP3YF8zzc3N/Pmm2/S3d3N3//+d5KSkjjjjDP8oxD6Gy2x+LBPkn3j710uFzt27ODII4/0PzfaK11i9Ik2ST6c5zEKEanAhbk+/PDDAUOrXS4Xa9euZfLkyaxcuZLu7m5aWlpGsMSHH18sCtVwZzabB72rQyzKy8tZsWJF2LjpqxyG6m0PVunr7e0lKSmJhISEAT08gdu/+uqrVFVV0dLSwttvv81xxx3HZZddFrQcCQkJ/Pa3v2XZsmV0d3ezfPlyTj75ZACuvfZafvCDH8T9/RHiUPLViXfs2MGkSZPIysryP+dwOKitraWgoIBVq1aRkJBAV1fXmEqEx7LADryEhAQSEhJCJpGxcjgcbN++nYULF0a9b/8Y3f/f3d3djB8/vk+PtW8bX++4YRjU1tZit9s55ZRTQp5rtMTiwzZJ9lXKnE4nQMhk5XDqSR7OpH84jj1cvUPD3ZMcKZmTLMQnC3YYhjFgERKHw8GuXbtwOByUlZX1Wan4UMXhsRzzDxeBIwoiHX3T2dlJTk4O+fn5Ybe76aab+N73vsc3vvENjj766LDbFhYW+m+DlZmZydy5c6mtrY2oPEKMZv3rxL4eR/D0Ku/du5eGhgaKior8t/uE8PFxOGKndF4Nv1jf48GG05vNZnJycoI+P3HiRAoLC9mwYUNECe5oicWHZTeXYRi0t7fjdDrDrngX7AIf6xeoVPaGnwy3FmJwgUO7fAmy79rRWlNfX095eTnjxo3zr1IsDk8j3RgaSyzet28fmzZtYtWqVQDcd999LFq0iEsuuYT29vaoyyvESPENrQ6sE/umG3Z0dLB27VpMJhPFxcUD4vBYrxOPVcNVlx/OHGGwmBxrnXgkY/Fh1c0VON+toqKCI488ctALPNgHxu12U1VV5R8LD30Tat+/I5k/Fep3h8NBfX192G0He04EN9zzFyVJFiI83wrM27dvZ8GCBX2uGcMw2LhxI8nJyaxcuZLExET27t3bZ/9D3bsrjYtjTzRx3jCiuyVgT08P5513Hr///e/Jysriiiuu4Gc/+xlKKX72s59x3XXX8eijj8ZadCEOCV+duLKykunTp/dpqDQMg+rqalwuF4sWLSI9PZ39+/eHnZfan4zCGV7DVY8dqfwhljrxSMfiwyZJDrUIQTjBnrfb7dTW1jJ16lRWrlwZdk5pJMvZh/odCDp/KtLj9E/YfeWx2WyUl5eHnVwf6e++f1ssFmw2W8gl7uO5Ol68jIYyyG1HxKdNYEOl1pre3t4+vccHDhzAYrEwd+7csMNkD/Vwa3F4iyYWO51OzjvvPC666CI+//nPAzBhwgT/85deeilnnXXWsJRTiHjxDa3WWtPU1NRnCHVTUxONjY0UFRUxa9asAdNgAg0Wi8dKkixx3mO4/16D9SRHUyceDbF4zNfgfYsQ+G4REs1CSYEXv29l1ZaWFkpKSpg6dWpEy90HrmYajdraWqZMmRL1fuHY7XZ27tzJokWLYk7gg61i6kuSA5e4D7XfYME0MLl2u904HA62bt0accIeSaLv+zw4HI4BCfyhNBaXuxciFoELcwVe57540N3dzfbt28nJySE9PX3QeaRCDCaanuRIY7HWmm9+85vMnTuX73//+/7H6+vr/fPjnn32WRYsWBBboYUYZuHqxHa7nR07dgCeOaIFBQUDrqFokihJPMeekbxTRDQ9yaMlFo/ZJNlXKbNarWzatImVK1dG/Yf3bd/R0cH27duZNGkSRUVFJCUlDUeRD5nBJtdHq6Ojg6amJmbNmjXkYwUm1B0dHTQ3N1NSUjLobUQCl68fbFuXy4XFYmH79u19nhtMJEm6zWZjz549g/bGt7a2snbtWrq7u1m/fj3JycnMnz8/5N9ktCx3L0S0fLersNvt5Ofn+z/jvpUwq6qqaG1tZd68eWRlZdHa2jroMWW4tRjMcMxJfv/99/nrX//KwoULWbJkCeCJuX//+9+pqKhAKUVJSQkPPfTQUIouRNz5RhI6nU4SExMHrAFRU1PD/v37mTlzJuPHj2fXrl0DjhFqnR4Zbn3ojWQyO1yiSZJHSywek0myYRg4nU7/suIQW4uW2+2mu7ubyspKlixZQlpaGtXV1XLRD6PA25D4lriP971EbTYblZWVUd1LNNJ70LW2tpKdnT0ggQ/sfffN9XnnnXeor6/n4YcfxuFw8Mgjj4Q8/2hZ7l6ISAUOre7p6aG3t5eCggL/8x0dHfT09DBp0qRBp670FxjPh7uicLhVRD4thmNO8tFHHx30+18aJsVo5qsT19TUoLWmuLjY/1xvby8Wi4Wuri7/bZ18giXE/TsUDqdE+HB5HUMxVnqSR0ssHlNJcmClDD7p+Yvlg9/e3s62bdswmUyUlZWFnZMhhs9Ir3oaWI5ILt6EhIQ+iUAo06dPp7i4mHvuuYeHH3540O1Hy3L3QkQisKHSd+344rDT6aSyshKr1UpaWholJSUxnUMqNCKcaD4fbrebxMTEYSyNEIde/zqxbxobeGL0vn37aGxsJDk5mXnz5vXZNx7J7+GUQMfq0/76ozEWF7MdM7eAcrvdNDQ0UFNTM2COabRfljt27GD37t0sWLCAlJSUIc3JGE0kwR9dXC5XTEPe5dYjYrTSWtPT04PNZkNrPWCuf2NjI+vWrSM3N5fly5fHPOVDhluLSMR7TrIQY4FvuqHdbsflcvWpE2ut6ezsZO3atWitB/Qe+0RzW1SJj+GNls6ekTxuJFwu15hbzHbUJ8laaxwOBw6HA7vdjtVqHTAUL9IL2OVysXbtWtLT01mxYkXQYb79b/U01kgwGz1zOWJZ3TrYcvd79uyhoqKCwsJCrrvuumEqrRCh+Xos7HY769evB/rGR6fTSX19PY2NjZSVlTFp0qQhXYOH8vodDbFCRG+475MsxGiktcZqtVJZWQkwoMOosbGRXbt2sXDhQkpLSwe9Q0sgmZP86TBS33mBU2THilFbWl+lzGaz9VmlL9gFPBiXy8X27dux2+0sXbqUqVOnhuyFlgrToXO4B9doA0Ko5e7NZjMmk4lLL72UdevWDVdxhQjKd3s9p9MJ0OczrbXm4MGD7N69m8zMTBYtWhS3hQ8P9/gghibaEWSSJIuxLLBO7HK5aGlp6VNfbW5uZvfu3SQmJlJWVkZGRkbY44VKiAfbR4xtw/m9Otixx2IcHpX93oZh0NTURFZWVp9WslharVpbW9m5cydTp04lLS2N1NRU/3OhjneoKmejpcdzJB1uw0kCRdOTPFqWuxfCJ9gaEL4f37Dr7du3++fQt7W1xe3cMtxaRCKahbvG2jA/IXyCrQHh43A42LlzJ263m9LSUhwOR9Dron+9KNL6r/Qkj4zhrMfKcOvIjarSBlbKduzYwapVq2IeWq21Ztu2bVitVpYtW0ZqaioHDx7ss43MvxDDyel0jrnl7oUAT6WssbERgNzc3AFfqnv37vXf1ik7O5u2tra4xk3f+QzDYM+ePbS3t/tHVPS/5Vo0jwV73DAM3G43brd7RO6nLmIzHPdJFmI0CddQaRgGtbW17Nu3jxkzZjBhwgQaGxux2+0RHTvaOcmNjY3s3r27z+N2u5329naSkpKijrvhHne73VgslqDbxRqfJa57DGd+M9h7PBbj8KhKkt1ut38RgsB7vPlEmsC2trbS29tLcXEx8+bNi+rikCR5oOF6P4bzuKMhII7F5e6F8K0D0d3djdlsJi8vz/9cR0cHXV1d5OTksGrVqj634Ivmeo7kGnW5XKxbt45x48Yxd+5cgAG3Zgt1T/VoHuvt7aW9vZ2ampqw91P3lTnSip7dbmf//v0xVxQDK4WjIZ6NNtHOSR5rPRhC9K8T+1itVnp6eujo6GDlypX+ldtDxWHf44N1OgW7ntxuN/X19aSlpbF06VL/ubTWVFVVkZOTQ05OTkSxNvDxwFtm9t/W4XCwd+/eoPuGEriQZLBY6na76e3tZffu3UNuWA18bCzmCyM5J1mS5CHwfeiAkPOPw30gXS4XO3fuxG63k5aWRlFR0aDnCzfcZLiHO4yWZC4Sh9uwj0NBhviJsSiwQuCLhS6Xi6qqKnp6esjMzKS4uLjP3OR4Ni765jn39PSwatUq0tPTcTqdw7bgx969e8nMzGTcuHGDbhtN8t3Q0EBycnKfSmGk+wY+3v997e3tpby83P/7UHrWAxNxl8tFe3t7RPuPhrgd7ZxkicVirAmsE4Mn/uzfv5/6+nqSk5OZP39+xMeJZWh1W1sbe/bsIScnh0WLFvl7tAPLZjab47YOhU9PT0/UU8u01n1iZv942tPTg2EY5OXlRZ20h3vM4XBgGAbNzc1ByxVrfO7p6cHpdNLY2Bj1/uHi80gm9WMxDo+q0vb/w0aTJLe0tLBr1y5KSkqYNGkSH3744aBJ6OE23Hoslz2eRkvjw1gcWiKEj29IX3NzM5WVlRQXFzNnzhw2btw4pLgZroHQZrOxdetW0tLSyMzMJCsry3/fz+ESTazwVVgjua6rq6uZMGFC3GNReXk5ZWVlQN+K4VB61n3DzVtaWkIm7YHbh+Pr9fJV2KxWK9u2bRuWYfK+n8F628figjFCBOrq6mL79u3k5+ezatUq1q5dO2CbwXqSI9nWd41XVVXR1dXF9OnTcTqdIXujR4vAuBNKR0dHn5FR8dDU1ITFYqGkpGTAc+GS9sEe8/3barVGvX+472Jfg8CmTZviEof799ZbrdaQo6HGYp14VCXJgSLtSXY6nVitVg4cOMDy5ctJSUnps+1gSXK4x0ZLsiXGJqmYibHM7XZTW1tLWloaK1asIDk5GRh6Y1yo/RsaGtizZw9z5swhJyenT2+pCC6SimEkDMOgra2NmTNnDrlM/StwFRUVlJSURFTRi6a3vbu7mx07dgDhe0euvvpq2traOP3000lJSeGHP/whn/nMZyJ6La+++irf/e53cbvdfOtb3+LHP/7xkN8fISLlSzx2795NR0cH8+fPJzMzM+z20TZW9n/Mbrezdu1aJk6cyIoVK2hsbPTf2SAY6ZgJTSkVcx3QbDZjs9koLi6OW3m09txDu76+nhkzZkQ9qmmw3naHw8Hu3bsH7Ku15tVXX+Xf//43FouFN998k0mTJvHiiy9GVO6RjMOjNkmGwS8+Xw9HQkICS5cujSmhDXYOwzA4ePAg1dXVIYcGBM5PM1Ds79a4DMWU7ARyUxOCtrQEtqz4hlEkJCSEbZ0ZjcPc4kXmJAsxOtXW1lJdXU1+fj4LFy7s89xQR+D039bX0NnY2OifXzdYa3i8SUUvfvr3tptMJtLT0+N+noqKCubNmzfoUM8PPviA4447jmeeeQaXyzXorXF83G433/nOd3jjjTcoKiqirKyMz33uc8ybNy8exRdiUJ2dnVRUVDB58mRWrlw5aL0m2p7kQL7FuZqbm1mxYoU/GQ8X2yOtZ2mt6bK5MJsUGcmjOu2I2liqx/oaVc1ms39ueTyVl5cPqC/4lJWVsWTJErZv386tt94a8TFHOg6P2k9rsJ5k32NOp5MdO3bgdrtZsWIFGzZsiHiRr8APXqhFCmpra8nLy6OsrCzs+HnDMLA73fz6zb1UNfeigESzm2uPK6QoJznskDWtNTabzX+ccK04kQ5zA8+CDps2bcJsNkc9XCLUc1ar1X9/vv7bDvUiHg3J7HAZi/MvhPCZMWNG0B6EeE5TaWtrY8eOHSQkJLBo0aI+sTlelY+D7VYefO8AdR02phekcfnRUxmXmdyn7GLsifTz4Uvac3JyoupxX7duHTNmzGD69OkAfPGLX+S5556TJFkcMikpKSxdurTPrUvDiSZJhk+uIavVytatW0lMTKSwsLBPb/VgSfJg16HV6eaP7+xnW303AMfPyueissmYDqO4O5a+Q0ayQdgwol+nZ6Tj8KiuwQf7Y1osFtatW8f06dOZOHFiyA9nuIpcqH1aWlrYs2cPeXl5zJ8/H7vdHnZ7k8lE+cEOKpstpKc4abO2YXWm82RFA3d8Lnhrik9DQwNTp06NW0+jbwGBbdu2MX/+/IgS7v7D3EI9b7PZsNlsVFZWDjgOgMOt2dNhgIIZ2SYSzcr//oRLyG02G06nk+rq6iEl8YGP+96L0RC0pCdZjFVFRUXU1dXhcDgGPBePnmS3282ePXvo6upi+fLlbNq0KS7l7s/icHPn63uwOt1kpyawp7mXX7+5lzvOnoPZNPIxIl52NvTwy1eqaO5xUFacww2nlpJ+mPXYBBNNnI/2O6G2tpYpU6b4fy8qKgo6D1SI4ZKcnBxVw04sc5Lr6uqorq5m7ty5aK1DLkAVq/9UNLClrpu8dDC05q1drZTkpXHMjPjODR7N1h/ooLrFSkl+KmXFOSNaluGqH0fy/R/LnOSRjsOj9lu0f0+yb6y7xWLhiCOO8M+PCyWaSpthGFRWVtLT0+O/GXukx+i0OmmxNLO2cQNu7QadyIZG+L/6zzM3fy6z82Yzt2Auc/PnMid/DrkpuSGPrbVmV2MvLb0OivNSmZIbWeuh73i+ZDHeKw22t7fT0tISdL5aW6+Dix6roN3iWVynIMPMkxcvISslYdA5Du3t7fT09JCRkRE2aQ/cx+12hzymj9vtxul00tXV1aesQ+1V9y080NbWNug+vkQgliRZ5sGJ0SAei8AE43a72bBhA5MmTWLFihX+L+xQo3yG0qu8vbGBve21tDsO0GZtIyclhwNdk3i1qoWTSleSnJDsP/dwOBQNdk3ddi558mMsdhdKwes7mmmzOPjjF8M31AYaLQ2L0RjuMof67AsxWkUTsw3Dc5/ljIwM/zSXYPe7779v/zg9WOzcXNfCwZ5dvFu3C7d2k2aaSO2al/hMs4nFExazZPwSCjMKY33Jo949b1fzVHkdGo0CvrhiEteeOH3Q/YYzvo1UHIulTjzScXjUJsnwyZvju4n5pEmTSExMHDRBhsgrcm63m7Vr11JYWMjs2bNpamoKezP2bpuL5h4H6Ulm0lIcPLXr1+zpKCUvbTwLxs+lqdvO+NwGkrJPYkfLDv627W/0Onv9+09In8Dc/Lnku/M5ynQU88fN9yfPf3r/IC9ubfQPQ/n+Z6Zx7Iz8iN+vkfDbt/bS0GXHZXjeV3uHjXverubnZ8wa9GJwOBxorSO69Uo0Ojo6aGpqYtasWf7HBluQIJLFCnwrwLa1tQ16rGeeeYYXX3wRu93Os88+y6xZs3j66acHLftIz78QwifeSbLWmn379tHb28vSpUvJz/8ktg22f7AvRafbYMOBTtosTorzUpk3MQOlFK3WVl7a/RLPVD7De/u2k+u4lpREJ0WZRXTYujloqeHLL36LlEQ4YtIRLMpcxFFFR3HSuJNIMMXvK/FQfZG/VXkQu8uBgUYbGpcB7+9t4cY1NzM1exJFmUVMzpxMUWYReSl5EZXL4nDzZHktdZ02VhbncNq8caMuQRzuJLmoqIiDBw/6f6+pqWHSpEnDdj4hhirSmN3a2kp1dTV5eXksWrSoz3bB+K61cHG6rtPGxgOdmJRi+dRsTAld/L789zxd2UKCawFTc6aSlZxNY5edZvtH3PHhs2g8x5qQPoHF4xezeLwnaVa2vqM+7S6DP79/gHX7O8hPT+KKY4qZOT7+6xzEW0OXjb+tq8XhNgCN1vDXdQdZMLWdOePHU5BaQGpi5J1hLT0Obnm5kt3NFmaOT+fnp8+kICO6TrGRbBCOJUke6Tg8apNkpRQOh4Oqqiq01pSVleFwOAb0DobbP1xFTmvPvTitVitHHHEEWVlZ/m1C2dti4ZEPDuB0a9qsHZS3P8R+x3/42sK7sHatwOHSnDpnEt868lhSEr8EgKENarpr2NGyg52tO9nZtpMdLTv4qPkj/l37b/+xC5OXkm75HmlJivTEVDISc7n7v9WsnpZLojny4TaHar5Bj6OH/+7/L2/vdeEyCvyPuwzNczvWQvbTHDX5KFZOWklmUujVGA8V32IFQxn+7EuQZ8yYMei2y5cvZ8GCBXR0dPCjH/0o4nOM9PwLIXzimST75rxlZWWRk5MzYCGnaHuL3YbmLx8eZHtDD0lmE70OO3m5u9nW8xT/O/A/XIaLkuwSvlP2ZVKdy9l6MBGlYHK64rMLs8nILmbNgTW8c/Ad7jlwD/dsu4fMtzM5cvKRHDvlWI6deiwLxy3EpEw8/3EDT5bX4TI0p80bxyWrp4zoUG2tNdtbtvPK3ld4de+rbDloJt/1XRRJmJTJu+aFwR833o9T923wTTGn+BPmyZmT/f8uTC+kp7eHGfYZpJgz+fJfNnGw3YrDrXlpaxO7Gnv53onTRugVj4yysjKqqqqorq5m8uTJPP300zz11FMjXSwhouaLr263m8rKSnp7e5k2bVrYecqB+w523IPtVu5bsw+twe6yc9+H/6Wi95dYdC3nzvkKmfYjsNqT0WiOWZjJNcefj839B7Y2b6WisYLNTZvZ3LSZt/a95RmRCeRuyWXJ+CUsHr+YhoYj2duYSVZyMq09Tq7/zw4e/NJCxmcO3mHWv6yHSnVHNX9a/yo293S0/mSRLJvbxpf+cy0O024AMhIzKEgrYFzaOApSP/l/siuZ7MRsZrtnMy5tHNlJ+Vz+ZI23U8qTgH/9iV7+c9mKqHIEGJ4G3EiS5FjmJI90HB61SbLNZuPjjz9m9uzZTJgwAfCsgjrU5e19c3e3bt1KSkoK6enp/gTZJ1TgeGJtDUkJJmp6t/POwfdINS3k8c9+i7PnHO3pRdQMqDyZlImpWVOZmjWVU6ef6n98w8YN5BTnUNVZxa7WXXy0r4Xt1S5aLO00YrB0fA4Op6bX7iYnLbILYLhb+g90HeDVva/yyp5XeLfmXRxuBxOMK0lVp6C156NkMrkxJe3j7nV38xv9G8zKzKLxi1g9eTVHTT6K1ZNXU5BWMMiZhma0DFOJpdVspOdfCBEo0qFOYXsYAua85eXlsWHDhiGX60C7lV2NvShzKx81bOBAVy2mvTmkj9vL1cuv5txZ57J4/GJ/ubbWddPS62RSdjKzJ2QA0zij9AwAKqoq2NS+iY+7P+adA+/wWvVrAOSm5LI4+0Lamk4mNzWN1IQUnt3cQEaymS+tmDzk19Cf29DsaOjB5nIzb2ImaUmfxA6H28F7Ne/xyp5XeG7HczS81wDA0glL+c7qM/jg40xausHhNkhNMnPxEUVcdnQjzZZmarprqO2u9f/f9+81B9ZQ31uPoQMWhFwPeeoEMq3fAe25naLVafDY2oNcdXwJCaNoHvdw9yQnJCRw3333ceqpp+J2u7nkkkuYP3/+sJ1PiKEKF4d7enr8K2XPmTOH+vr6AaMmo43tPmuqWjEpRVXnejY1VaDdWayY9BV+e9YXmJk3E7vLoKbditmkmJKbitmkSDRnsnryalZPXu0/jtVpZWvLVp5f9zwdqR1sbtrM/RseYJx1HoauxWw2MTljEtqVx5babj4zJ/Ik+VA42HWQZyuf5d+7/s2mxk0onUKxehylzf73NiMpg9vOupUuZzMt1haaLc20WFpotnpidUVjBc3WZlyGy3PQdZ7/JRrTmWi/ExNpALgMaOl1srfF4v1Oi8xw9iQPJpY5ySMdh0ddkmy329mxYwd2u52FCxf2ufH3UFuClFK0trayZ88eZs6cyfjx4/nggw8GbBPsHA63ptvuIiXJwpoD/2Nq1lSWFpzIzOxS/37mKL6vfclzaX4pp00/jS/PsXPZ37dgNk0DXNicJsZnJJGVOvx/ogNtVt7d00aS2cQpcwvITvW0ehnaYH39ep7d/iyvVb/G7m5Py9eM3BlctuQyTpt+GkvGlfH9f1ey8WAnAGXFBdx7/k9xGNeyrn4dH9R8wIe1H/Lo5kd5YOMDAMzKm8WRk49kQeYC5mfOZxp9eyjsLoPXtjfTZXOxsiSHWaNkWE20lbKxOP9CCJ9gdxgAz+cxkpX2nU4nFouFlpYWVq1a5W9Bjsfq2C63RilwGk7abe0sGb+I/ORS7vvCj0lN6hszlVIsnJwV4kiQl5zH6VNP5xsTvwFAXXcd79a8yzsH3uGd7Uk4Lc00WXtITUyjNHsO7+9tj3uS7HAZfOefW9nR0INJKTKSzPzqvCI2t77Na3tf4639b9Ht6CbFnMKS7CX85JifcOq0U5mU6Rl21lvm4u8b6mjotLNqWg4nz/FMYZmQPoEJ6RNYPnF50PO6DBcNvQ3s79jPh9s+JKkgiXV7DbbsMWEE/jk0uNwGCabRsxDhoZhHfcYZZ3DGGWcM6zmEiJdQa9309vZSVVXF4sWL/bdAiyYOD7a6tdOtSTApOhwdTMuZxuzsFRxbOoWZeZ74lJxgonTc4PW41MRUygrLYJKnBxE8PdNnP1SOw7Bid1tIMqeA1iQlDO3e8PHS0NvAS9Uv8faHb7O2ztOhsXTCUn55zC85d/a59PTm8t3/2+6ZipmZzO+/MI/5heFHV2qt2bV/Fy3WFhKyEmi2NLOrqZO/vZOMO+Cr1zBiex9GqhMpliQZRjYOj6okuaenh/Xr1zNz5kzMZvOAbvloV1AN3NYwDHp7ezlw4ADLly8nJSUlqrIlmRWFWcm0WUycP+d8cpLH0WF1RzXco7/A8o3LTOZnp8/kztf30OswMyk7mZ+fMXPYl8nfWtfNpU99jMutMSl48L19fOuEFt6pe5nXq1+n2dKMWZlZkreE2469jdNKT2Nmbt8FvB7+8kJaehwopchPT/QsHkYGJxafyInFJwKeQFfRVMEHNR/wQe0HPFv5LI/ZHwOg6IMiVk9ezZGTj2TFxCO55XkLte1W3BpMCn597lyOmxn53OyRXL0vkMvlinpoyUjPvxDCJ9xw68G2bWlpYdeuXSQlJbFgwYI+K7TGI0menJNCdmoiJnsh58/+Ch1WF4snZw5IkENxug3e2d1GdYsFk6Ob40pz/M9NypzEhXMv5MK5F/JY9kGeLD+AMlswtBuHW5ObGv/7S/5rYz1b67rR2o3TcNFhdXP2X9bQnPxLJqZP5LzZ53H69NM5bupxbKvYRtmisj77pycn8K0jp0Z93gRTAkWZRUxMnUhqcyrLli2jebadzz20nh67Z9hjklmxpCiLlMTRkyBHYyRveSLEodQ/jlosFrZu3QrAwoUL+9wjPNKEOJK61KqSHLbUdbN64kkoFBanO26rOCcnJHPlMTN48L0DJJuyMQxNSV4qK4qz43L8cDosTl7Y2ojF4ea4GfnMmeh5/5otzTxX9RzP7HqG92veR6NZULCAnx/1c86ddS6luaWfHCQL3rh6FS5DRzwSRylFVlIWGQkZFE0uAuCsGZrK/VvYdLALm8sgJcHE0ilZlORFPqcZRnZOsmEYEa0pNZqMqiQ5PT3dv8peU1NTVBWp/n+gwG17enrYsmULZrOZRYsWhU2Qw1UMLz5iCo98cICW3jx67AZfWTk56knzgcfrb+mUbP5+yVLs3gvgUPQg/uqNPdicBho3hjbo7XZz/UuvQeZLnFRyEqdNP40VOStw97iDrm4NntcybpDGguSEZFZNWsWqSau4lmtxG27eq3qPD2o+YJd1F+8efJd/7fwXGa5TyHN+G0WSZ6EIrfjFK1W8FUWSPJyi7UmONiCM9PwLIXximZMcOOct1K2d4hHX0pLMXHlsMS983Ehzr4NFk7M4ff74iPd/tqKBzbVdZKWaaW6z09jbxnWTCge0yp+9aCL/3dVKa28iKE+PyDdWTwlx1NhVt1lwuTVObcfhdmBWCUxMWcj/fXkNi8cvxqQOXa/JuMxkHvvqYm5+qZKmHgcrpmTzszOCx/7BDHeCOpy3gBJirPHFYa01tbW1HDhwgLlz53Lw4MEBn/9Ih1aHq3f7nptXmMk3Vxfxzp52TAqOn5nP9IK0uL2uzy2aSGF2ChU1XeSnJ3LavPGkDnOjXVuvg/Mf2Uin1YXbMHjkg4OcubyOje1PsubgGgxtMDtvNlctvIqTC0/m+AXHhz1etFNVgv0d7r9wAX9dV8vOhh7mTMzgqysnxxTXRmpOcqw9ySNpVCXJJpOJxERPK300F2uoi90wDA4cOEBNTQ0LFiygqqpq0DKECwgFGUn88ORSeuxuUhNNUU+Wj4RJqWG/+AO1W5woBS7DDVpjUomcVnIB959/N4lmz9+ira2Ntt62uJ7XbDIzN3cuxcnFlJSUoLVmb8de7n57G+/sSESjMbTGjJlumyuqYw9nT/JwD7ce6fkXQvhEmyQ7nU7Wrl1LUVERc+bMCbsa6lB7kgHy05O4OIaE1ep0s6Wum+SkHp7c/n+cWHgCbZbxNHTZmdqvVT43LZH7LlzAR9XtuAzN8inZTMiKf0v4gsJMXtnWhNlIJsWcApg4Zno+SyfMifu5gukf22ZPyODvlyyLy7ElORUiNtFeO0p5bj1ZUVFBYmIiK1euJCEhoc/otEDxiMO+7edPymL+pNDTWoaqrDjnkN5j+J8b6+mwOHFrA7dh4DRcPLXWTsqEfXx/5fc5b9Z5zCuYR2Njo/+2sfHW/++faDZxyRAbaUdyTrLb7Y56dOVIG7WljbZFq/+XvGEYbN++nYyMDFatWhW31guTUmSlDP1tO9Qr7YVy3Mx8/rWpHkgEFElmE19cOtufIA+n/vfbK80t5bJV41i3+2PsTs/EiwSzYuUI33zdJ5YkOZaAIPPgxGgwWLwN/Pf+/fvp7e1l9erVgw7pi8dw66EwKYVSkJGUhVu7+W/d23ym8AuYQrR5ZqUkcMrc2G5TF+lr+tyiCVTUdPHajmZMSlGSn8pPTikdfMdRbjR8xwnxadHW1kZ7ezuLFi1i/PhPRtYMJeYO1pMcjf1tVv5X2YrL0BxdmhvVglOHWrfdhcvQ+P5TmJiYVsL/LqkY8w1/IzUn2TAM6UmOl1AXdSTbtrS00NbWxqxZs5g6dWrI7SI97+HsuyeU0GN38er2ZhLMisuOnsqJs4d39elwFk7O4qYzZnLH63uwONysLMnh9rOj600ZLatbx7LcvRCjRahYGLigl2/OW3Z2NhkZGX0S5FDHiLbCVldXR11dHWazGZPJFPRHKc8t3pRSIbcJ/Fk5JYP39nZy5MTTeLN6DQdt5RRmBV/cKlbRxAqTUtx85iyuOb4Eh9tgfGbysK9HcaiM9QqlEKOdy+Vi165dWCwWsrOz+yTIMLQ47Husp6eHrVu34nK5/HHU4XBgMploa2sbNOY29Lj58/oWzEphMinW7W3mG2UTmDsxY8C2vqk7vtg+Eo6fmc+/NtbjcHkW2k1KMHHa3ImHrDyjZW2daI47WHmlJzmOQl2swVZV9W1rGAaVlZX09PSQn59Pbm7uoMeM5LxjSbRlTzSbuPnMWdx85qxhKlFoocp65oIJnLlgwiEuzeBiWbhrrLWaCQGEHSoNngagmpoa/5y37OzsoLcqi7SxM9hjWmu2bNmCYRjMmjXLH/8j+XG5XLjdbv/3Qv+fKbhZnuOkoSeDA3kdvNX6R/71Ti6l6aUDyhBrIu5wOGhqaiIhISGi7U0mE3npsa1xMRSG1nTZnMNy7LH8XSrEWNDR0cH27duZMmUK06dPZ/v27QO2iSYOB7tme3t7+fjjj5kzZw5paZ65xoZhUFtbi9aa8ePHDxqTN9Z2YhgG+y1baXe0k0w+v3m/ghOn25iYMpGJyRPJMGegtcZqtVJRUeGv7/vKpJTy3CqvzaDboSnKMjMtJ7FPjDaZTEHjtMvlwmKxUFdXF1EsXlyYxo2nlnLvmv3YXAanzCngBydNH/LfKxqjYdpgPI87FuvEYypJDrdtT08PO3bsoLCwkNmzZ7N169ah32bE5fIPD4h3i9ZwJONjscX+cAsCgWKZkxxvSimlpaYqYhAqRhmGwd69e8nMzPTPefMtFjOU4wY+1tPTQ29vL8XFxRQWFuJ0OvuskB0Pi73/P2FPOme9+jx/rP0jb33pLRJMfb8WAyt6vh6OUMm376fD4qSq3cCd1s3krMSIk/tQrC5NRbOB01BMSbaR/PHHESfeoXrdTSYT7+7t4Jev78fp1mQlaR6a3E3puIy4f9d92kkcFvGmtaaqqoq2tjYWL15Meno6Docj4nUkfMfov10gt9vNnj17sNlsHHXUUf4Y6EtAExM9sc2XOIeT26hIa4cUIxmnw0m7tZ491r283vG0f5uspCyKs4vJNDJZUryE4qxiSrJLKM4uZmrWVFIT0vnVG3vYVNuFRmNqga+vnMhnZuUNGqetViuAvxE1knhcZBjceaTv+62Dio0bAKjtMXhqp4N2G0zLgvNnmGhtbY05Jq872MuHB3rIT0/kC4vHk5uWiMPhwGw2+3vrfbF7tMbTSMLbaBhuHW0sHlNJcrD7dmqtsdvtbNu2jUWLFpGZmRlyf9/2kZy3vr6e3bt3k5SU1OfCC/UB7f+hN1C4tSItyRx0mKDVaqWpqYnk5OSoKjfxriiKyEWbJI9EQFi/fj3p6enMnTsXpdRq4MtKqTeAF6SSJqLV/yPT3NxMbW0tkydPZvbs2YPuH8vCXXV1dezbt4/U1FSKioowDGNYKwa5KbncuOxGvv/h9/njxj9y9Yqr+zzvi7+R2lLbxQ9f3YnNZmCqauXcxYVcfXzs84u7bS4ufepjGrvsGNpAuxW/mlnIoknpEfeq969AutwuDnT0ctMaC04DTErTZoVL/1bBXUcnh32/o/2ustvtEffe9D/GaK0QDiYwDn/44YcA90ocFvHS29uLxWJBKUVZWVmf+BTtHQn68z3m6z0uKCjw35J1KAtUrZ6Wwwd72ynJWMz0rCU4XJqvH5FHUspV7O/cz/6u/ezr3Mf+zv3satxFxccVWFyWPscYl7icTNulpCcbpCWmUpRZwpPrGzh1/kTMIVaP1lrz3MeN/HtTK26Hk6tPTmf1tNyg20ai3eLkpsc2YXEkkJhgYkeHi6f2JvLwVxZE3BgaGJdf2tnJXyo6cbg1ZgXPbWnmrhOyUU5PUt/W1uZP9sOtERJJo6hSCovFgmEYMSf04ToMIxlufahzmKHWicdUkgx9A4DD4WDr1q243W6WL1/epzUr0iF9wY7f1taG0+lk+fLl/mEbg+0T+OH/YE8b/7e5CbehmZKj+MqyfDKSTH22UUrhcrkG7ZGItKfB9/p6e3upqKgY0gXQ/8fhcOB2u/1zUUZ75WW0zOU4lD3JvnP99re/5dxzz2Xu3LkAPwJ2A98EHMCrh6Qw4rAQ2CjpdrvZtWsXNpuNoqIif2OkT6TrRYR6zHeObdu24XQ6WblyJevWrYvTKxncaVNO482mN7n1g1s5c8aZTM+JfVjdz16sxOk26HS1kZOQy382N3DszDwWT45t5deXtzVR32kHZcdu2HA4NT98+V0WzX4Lh+HA4XZgd9uxu+w4DSd2t+c2UnaXPeTzLsNFqns1+a6rUXgWaUwxp2BxKWYuWEpuWvCFG8N9X/l6b3z/NgwDp9PpHyYfae9N4PFC8VX2Nm3aFHYIfHt7O88//zw2m42HH36Y5ORkzj33XLKyBv9b/PCHP+SFF14gKSmJ0tJS/vKXv5CTk8O+ffuYO3euv5HoiCOO4MEHHwSCx+Ff/epXADYkDosh0lpz8OBBampqSE1NZdq0aX2SjkgXWwy1bWAnUXV1NQsWLEApRXV1ddBjRjMisignle+fOI01Va24DThyei4zx6cDhSwav6jPtuXl5axYsYIWa4s/cT7QdYCKg71s22eiy9FBk6WRadnTsBgal6FDJsnPfdzI79+u9jQOulzc8NxO7v7CfJYUxRaPt9V343RpDKzU9bSCVpTXJ7Pk0SMwJzhJMCV4flQCieZEzMr8yWOmhAG/b9n2VdzuRJQCAxMWF+zX+awu9MzfLSwsHLRMvpFckcRVX13ebDb735No4nKwDkPfuR0OB+vXrw8ai5999lk++ugjKisr+fjjj1m6dCnnnHPOoK8tljgM8asTj6kkOfCxlpYWdu3axcyZMzl48GDQ1oloh1tbrVa2b99OQkICixcv9n94Iimr2ezpMd7XauFfH7eQngLKZFDT7eClql6uPLakzz4tLS0UFhaSmhr6RuDVrRZe2daEw21wwqyCsJUs34d98+bNzJs3L6YWrVA/NpsNh8NBb29vRJWXSJPvnp4etNZBexkCW7+CtYaFa80aTtGc0+l0HvJFChISEsjJyeHFF18E2KG1vkEp9RAQv5sWik8NrTWdnZ1s27aNKVOmMHfuXPbt2zekodXBHnO73WzZsoUpU6YwZcqUQ35tK6X43Ym/Y+XjK7nmjWt44QsvxFQGp9ugzeLEbHJidVux9lopyiihvtMWc5LcaXVhaI3dbaXb0Y3SZmwWG2/tf4skcxJJ5iSSzcn+f6cmpJKdnE2yOZlEcyLJ5uQ+z/v+3dWTx+sb0zEMz2rfWnsaPzOSQzfsBX7XRfR+OJ00NTVRVFQU02sPxTAM1q9fz4IF4XtvAKZMmeIvb2dnJ263O6JznHzyydxxxx0kJCRw/fXXc8cdd3DXXXcBUFpaSkVFRch9A+Pw3LlzefbZZ38ocVgMhd1uZ+vWraSmprJq1SrWr18fcR030k4jwzDo7u7291AnJib662nxMCU3la+sjCwWKKUYlzaOcWnjKCssA6B9gZPv/3s7LrdBapKJDqubhZMySU4I3Tv5n48bQWuarLUAFJgn8+q2ppiT5NREMwYas0ogPTEDt6ExDBMrpx6BgQOn4cRtuHEZLv+PW3t+t7lsfX53GS7cBoDG0KDQuA2NzTl43tH/vYp0pKnT6cTlcjFp0qSYXn8oPT097N+/nzlz5gRN2M844wwaGhqYOXMmixcvZsKEyNYdGkochqHXicdkkrxjxw56e3tZsWIFycnJ1NTURLV/MM3NzVRWVlJSUkJbW1vMlbS6TjsoxZ7OXWxs2ADaxJv7crlv12Pkp+aTl5pHfko+WGB6x3QmZE4gPzW/z09eSh6NXQY3vVjpaSFTirXVHVz3memsCHE7pMDEMSkpvou/tLW10dbWxowZM8JuF01rltXh4tXqVhp7XCybkshRU9MGtFT5Wr1CHTMUXw99e3t7XHvUbTabv3dksGEnMDLDradMmcJLL73kG+K3y/twLhBZzVCIAD09PezcudM/5w2iXy9isG0bGhro6Ohg3rx5EbWax5uvp3Ny5mR+ccwvueG1/3D6g28wMX0C5y2dyFkLxkf8fZBoNjE5O5n97d5hidqEzeVgWn7sudHKkhye3lBHckIuOcl59NrsnLesiO9/ZmfMxwRPvE5z7eaVbU0owOl2c9MZM0k0x3c43HA0ePhib2Ji+FsV5ufnM2nSJP7xj3/w7W9/O6pznHLKKf5/H3HEEfzf//1fxPsGxuHvfOc7voclDouYNDY2snv3bmbNmsW4cZ7b0UVTx41kZKbFYmHz5s2YzWaWLFniv24D9+1/nOFYWyec3LREfnb6TB56bz8tPQ6OKMnh0qOmht0nyawwCBiB6naETaoHs6Qoi3kTM9hS102yKRuTSXPuvCy+d9r9MR3vxhd28fqOZhwuTykTzSaOmZEHltaYyziYcDHZ7jIwKaL+HvD1Loeq8y5dupTs7GyWL1/OaaedFvFxhxKHYeh14jGVJPf09GCxWJg8eTJz5swJehGH2z/YY1prKisr6erqoqysDLvdTmtr7B/O7FTPJP+pWVNJT0ynw+JEmXsomnw8rdZWWq2tHOg8QFNPE90Hu0Mep0BfQLrrWJKSbGQkZVCSOZ8XtjaFTJIBNh7s5L6NNjJ2b+XsRRNivrdnILvLoLbTDhG0bEXamuV0G3zvr5uparLgdGver22l2ZnMNSdMG3J5wVPptlqt/vmM8epRdzgc/lveDJao33///WzevJm3336bBx54gNNPP52rrrpq0LLHOrTEF5huv/12nnnmGT7zmc9w9tlnP6WUSgb+CWwa0psqPlV6e3vZvHkzWusBc96GmiT7HjMMwz+Eu6CgYMDto0bC1OQzKSSH/R31pJizeOi9A2QkmTkhitvi3X72HC7+27soWyJKmelOepri/JUxl2lJURY/ObWU+9fsx+p0s3Kime8cVxLz8XyUUtx42gw+u3ACtW09JPQ0cur88YPvGIXRMP02HrcdefTRR7nwwgv9v1dXV7N06VKysrK49dZbOeaYY4Dgcfj0009H4rCIhcvlYsuWLbhcLsrKyvp0gAw1SQ58LDAJ379/f0wNW54OneFfqG96QRp3nTM34u2/eeQUvvfvCpROARQ9zlZWzwyfWIdjNil+d948Xt3eTGO3nYlJDhZPSI75eD8/fSZpiSbW7G4jOzWRH59SyrT8NA70thzSaYM2p5tfvFLF+3vaUQq+tHwS3z56alRlGGxbwxjabVEjjcMQvzrxqEqSA9/gwAs4cB5GSkoKJSUlA/aNdmg1eIavWCwWTCYTy5cvRymF3W4f0muYNzGDo6bn8mG1Iicxg4n5Zq45oYQpuV/ps93WrVuZWjIVu8lOq7WVFkuLJ4m2eRLpdbuzONiUASZPT6oCCPNyttZ1c8MLldjtbpKtPdz1Rg9aw6nzYk+Ut9d386P/7MTqcOJ2G/xY53DavMgqUYY26LJ30WnvHPCzpdbFjsYiXG4NCtxGMk+W13LZMcVDauELZDabB+1liFZ3dzc1NTW+uQ1hPfLII/zkJz/h1FNP5Ygjjoi4LLEOLens7CQzMxOLxcIpp5ziC0RmwAU8o7WObvyO+FTr6Ohg5syZ7Nu3b0CjV7S9B8Fis81mY926dUycOJE5c+YEvRtB/2MciiHY7+5uZ1LmBHZ3NFPfu5/CtFLe2dMWVZI8LT+NWbOepaZqI787+Va++srf+M3aSdx41I0xl+vkOeM4eY4nlpeXl8ctTiqlWFKUxZyCJCorW+JyzGDnGEnhbjty0kkn0dDQMODx2267jbPPPtv/74SEBC666CIACgsLOXDgAPn5+WzYsIFzzjmHbdu2kZWVFTQOe4d3u5E4LKJkMpkYP34848cPHM0SjyTZMAx27NiB1Wpl5cqV/tGAkRzT95zN6WZNVSsNXXaSE0ysKsmhMDsllpc7LFaV5DKt+A3WV8Opk07kPy038dP3c3h18qskmmOrIyaaTXx2oWe4cH19PS6XK+byJSWYuOG0mdwQ8xGiFywmP/jufj7c20Gi2Y1ZJfCPjfUU56dGXOeP5Ds6VCyOdxyG+NWJR1WSHMh3YfoW50pJSWHVqlVR3Ysz3GNtbW3s2LGD5ORkSktLw/ZKR1vui8omc+yMfKxON5OyU8hMCf42J5gSyErLYlzaOMjv+9y+GRZ+9mIlhqExmRQ2l5szF4ROeF/Z1oTLrWlyHAQHTMko5dnNDTEnyW5D8+PndtJrd4Fy4TRc/PLV7ezufgsSWgcmv7ZP/t3l6KLL7lmiP5hU90ryXd9DkYACNEmAwuU24lb5Gw7RVNR9gSA7O5uJEydGfI5Yh5ZceeWV3HTTTdx+++088cQT5OTkADTiCQi5SqkTtNZrIi6I+FSbPHkyNpstqqF7wQS7XiwWC42NjSxevNj3OR30mMOZaAWeOzMlAZNKpDi7GJMy4TI0GcnRf03uaNnKtKwszpx5Ihfuu5C7y+/mvNnnMbcg8h6Qw8Fo6UkONbrpzTffDLvv448/zosvvshbb73l/wwmJyeTnOzpOVq+fDmlpaVUVlayYsWKoHHYmyQ3InFYRMlsNoecuznUET12u53m5mamTZvmH5kZbPXqwWLvlkY7OsWOYWoj0ZzPO7vbOGP++JD13kPN0AYfNT/NMbOP4fLSQk5I+CkXv3QxN793M7cdd9tIF++QC/WZ2XiwC5NJ02hpJNGcRGZiAZsOdsU1SQ61mG284zDEr048Oj7FQSil6OrqYt++fcycOZPx40P/oSKZb+HbzjAMqquraWpqYtmyZVRUVARdqW2oZZ+aF3pBrkjOU5Kfxs1nzOTFrZ6Fu06clc/yqTkhtzebVJ+UtMfZi9kU+/DFDquTHrubBLPBwe46AJRO4Bfv/BGbuQKFIis5i+zkbP9PcXZxn9+zU7LJSc4hOzmbrKQsslM8j2t3Opc8sZtumwulNEqZWTgpk/QYKqPBDOfq1tEcd6irW0cztOTJJ58E4LHHHuOxxx7zPZwd88nFp164XolIFjTsfwzDMKiqqqK7u5tZs2b5E+Rw5/I9d6hcuHwS6/Z34Lbngoa0ZDMXLItunrTT7WRn207Om3QeAHccdwdvVL/BNW9ew2sXvoZJjb6GwOFMZke6JznWOPzqq69y1113sWbNmj53zmhubiYvLw+z2czevXupqqpi+nTPaugh4jAMaAYXYmhCdQRFoqmpiV27dpGVlcW0aZ9Mc4u0Lt3nWL1O8lI7+OF/f8hnZ3yW44vOpsvmGjVJ8oaGDbRYWzhp6kkAfH7253mv5j3+sOEPHFV0FGeUnjHCJQxuOEdPBTvuhKxktjU04TSc5KeOAw2FWZEPIx9KkhxOLHEY4lcnHh2f4n4Mw6CxsRGHw0FZWZm/tSCUSIOF1p6br2dlZQ2YZxduv+EQyXlKx6Xz3Qjn6Z6zeCKv7WhC6XTAoNPeyfFzYh9qnZWSQJJZ4TRMjE8dj2GAyZTII5//C/MnFpCZlDmkyt6fL0rj589vo7nHxYppefzklPCLgo0W0SbJweZfDMfQEsPw3PfutddeY/bs2ZSUlKCU56bpSqkLgPe11rUxvGTxKRXtIjDhjmGz2di8eTPjxo1j4sSJA66LWOKu1prWXicuwyArJZG0pKEvkjclN5V7z1/AB3vbADhqeh4ToqgoAOxu343D7WB6hucLuyCtgNuPv53LX72cv3z8F765+JtDLudwOJTz3w6lWOckX3XVVdjtdk4++WTgk3Ug3nnnHX7+85+TkJCA2WzmwQcfJC8vDwgeh32VR4nDIp5iicO+hsqenh7mz58/YNHbaBe8VUqRlqDISMxn9eTV/GfXf5iWuYzPJAx9PZx4JYmv7n0VkzJxwpQT6GzoBOD2426nvL6cy1+9nPe++h5Ts2KfozzWhHpfj57Tzgs7mslIzCdBJTE5N4Xzo2ggjuSzGEssjiUOQ/zqxKMuSe7p6WHLli2kpqYyYcKEQRNkiOzC7urqorGxkalTp/ZZpXmkV+uLl+kFaVx8jI3rX1nDCVNP4v2We/jd5m4+O/9tUhKinx+SaDZxy1mz+NkLlShTKk7t5ttHlXBkcXxu5VE6Lp1fnTYZ8AztjKfh7EmOxqEcWuLz0ksv8dvf/tZ3b84EpdRvgRXAhqgKLz7VfIvwRXo7kXDHaWtro7a2lrlz55KXl0dVVVXEvRWhrjlDa8r3d1Ld0utZ5disOH5mPnnp0a/s3/91TsxK5vNLYl9le2vLVgBK00v9j31p7pd4evvT3PTuTZw+/XQmZcb39huj1aGaSx5OuDnJ4ezevTvo4+eddx7nnXde2H0D4/D8+fNJSkq6F4nDIo6iTZLtdjvl5eUUFBSwbNkyent7I+pcCnf9KqVYOCGFaofBWdMuYltDHX+v+g1XHf0EEN+7rMTq9erXWVm4krzUPDp0BwApCSk8ftbjHPu3Y7n4xYt59cJXSTKPjvIOt2Ax2eK0cPOH3yGxIJlbj/k3mUmpLJ+aTUpidHFzOHqShxKHYeh14lE17svtdrNjxw4WLFhAQUHkC6WES5J9i35t27aNcePGkZubO+i+g2nutrO1rouqpl4crtjX4Yh3Ml5rXU9H0iPcfe5q7j/rOra1bONn7/ws5uOtKsnl75cs5ecnFXHHZ8ZxUYT3tztcHYrh1r6hJc8///yAoSW++3sGG1piMpkwDIN7772X73znO3zjG98AaAGagBO11nuiKoj41BtqT7JhGHR2dlJfX8+KFSv8rbzR9lYE09RtZ29LL5g62Nj0FolmExsOdEa8/3Da1ryNRFMiU9Km+B9TSnH3Z+7G4Xbwo7d/FPOxx2ID7mDsLoPfvLmHz/6xnC8+upF3d8f31idDnfYSjWBx2FuXkTgs4iqamGmxWKiurmbmzJn+NXiiicPhzpOTYuL0eeM5bW4Rd55+IXt6XueXH/wyuhczTOp76tnctJlTp5864LnpOdP5wyl/YH3Dem5575YRKF14h7KB8dYPbmVPxx7uO+0uTps7maNK86JOkIdruHWs4lUnHlVJstlsZuXKlWRmZg55cRilFG63my1bttDR0cHKlStJSkoatOVssPMeaLfy5q4WdjX2suFAJ29XtuJ0R58oD8eHf13DOqakTiEvNY9Tp5/KFUuv4KGKh3hl7ysxHzM/PYn5E9OYkDHqBh2EFG1wMbTGZQz+WTsUSfJVV11Fd3c3J598MkuWLOHyyy8H4J133mHRokUsXryYL3zhCwOGloAnKHR0dPDWW29RXFwMUAlMBnKiKoQQXrEmyTabjQ0bNqCUYs6cOX1GBEWzhkSo8zhcGpNS/PfAf3ls6+Ps6dhOtz32FUbjaWvLVmbnzSbR1Hfl1NLcUn68+sc8v/t5Xtz94giVLriRXMfhvv/t45XtzTgNN+0WJ798ZTc7G3oGPW6kDvX96vvH4VmzZoHEYRFnkVyvvimG7e3tTJs2rU+dIdT+0Q63BkhLMjMhK5nPzT6Bby35Fg9sfID3Dr4X6UsJetx4NAi+Xv06AKdNC35f3nNnnculiy/lDxv+wMt7Xh7y+caC/jF5bd1a7t9wP99c/E2Om3rckI47mEOZJEN86sSjKkkONNSV+xwOB7t37yYvL4+FCxdiNpsjqpwNdt4ttV2kJLr5+86HabFX0W5x0tQ9cEXAQ01rzfr69czLmud/7BfH/IKF4xZy5WtX0tAzcA7sSBvpXhGtNU+sreGM+9dxxv3ruO3VqrAjA2IZbh3t/Ivdu3dz8OBBKioqqKio8N8L+bzzzmPbtm1s3ryZjRs38tnPfrbPfr6FlC688EIyMzP517/+hda6DNgBvKWUmhlVQcSnXrhKWLhrobW1lQ0bNjB9+vQ+i3NFe65w589O9VxXny39PIXpk3h4w9PkprsjOlew88QzFm1r3sb8cfOBge/T1cuvZn7BfH7w3x/QZe+K2znHsnf3tJFohtruA3Q52nC6DdYf6Ai7TzRJfTzukxypYHG4vLwcJA6LGIX6nA8Wt2w2G+vXr0cpRVFRUdDkJNK7woTTf/tfHvtLSrJLuOK1K+h2dIfdd7i9tvc1ijKLmFcwL+Q2tx13G0vGL+HyVy/nQNeBqM8x0vXYobA6rVzx2hVMyZrCL475xZCOFWlP8kjG4ljqxIdFkgx9P6gNDQ00NDRQVFREUVH4IcLRnsfl1phNsKdjD/duuJduRzdGjBdJPC+ufZ37aLG2MDfzk1uMJCck8+gZj2JxWrjs1cswRuEtGkdyFer/VbXyZHktiWZITdT8r6qNRz48GHafaMob61y4WPgWofvHP/7BbbfdRmJiIkopk9b6XuBioP6QFEQc9kwmU8jGxt27d7Nnzx6WL19Ofn5+xEP6BmvA7P9cdmoix5Tm4jbMfHnO5bQ6d/KP3XcO9aUNWZu1jdqeWhYULAgaKxLNidx78r3U99Tzi/eHVikZCyKJxelJZpp7W3EaTjKS0jEpFdNtt0IZ6ThsGAYSh0W8hau7BjZUzpgxI+QitZHWQaO580B6YjoPnfYQB7oO8NM1P43o+MPB7rLz9oG3OXXaqWFjUEpCCo+d9RiGNrj4xYtxuKPv9BrJeuxQjnvrB7eyu303951yH5lJmUM+9mgbbg1DrxOP2jG0sa7ct2vXLmw2G1OmTCElJSXodv0fC7WNzWbDZrNhNpsxmUyYTCZKcpPYUu/k8sXf5bYPf8Xftj3Kl5ZFP/8i3h/+8vpyAOZl9m0xm50/m7uOv4tr3ryGP6z/A98t+25czzuWbTzQidaaut5aHG4HUzNLWb+/E44Jvn3Uw7gP8TA/gJycHBoaGti7dy/AZ5RSGk9jWGzdbEIE0T+O2u12LBYLhmGwYsUK/xfUUJJk32NNTU3s2bPHH4MDf+ammJlbVEBd71Ie3fEoR+au5ITJJ/ifD4zdwX7MZrP/uyMetrdsB/D0JLcH36assIxvL/k2D1c8zAVzLmDlpJVxOfdQjGRvyKypu9hYZyYraQKGO4lJOSmcPCf8miTR9iSPZBzu7e3llFNOOQmJwyLO+l+3Wmvsdru/odJXB44m5vYXeIeCLVu2+O+l7JvS6Ha76e3t7RNX80x5fG3G13hsy2OUZZZx/OTjw8bg/o9prXG73f6507F4v/Z9ep29nDL9lEG3nZ4znftOuY+vvfg1bn7vZm4/7vaYzjlWKKVYW7eW+zbcxyWLLuH4qccP+ZijrSfZZ6h14sMmSbbZbJSXlzN+/HjmzJnD/v37Y6qc+X6vr69n7969ZGZmYhiG/8ftdpNldWHpdfO5SUfzt7rb+dEL3Xyj5Bt9jjtYJa27u5u6ujpSU1Mjqsz136Z/8CivLyc9MZ2S9JIB78/XF36dt/a/xS3v38IxU45h2cRlEb2vY1WkFajxmcl02rvocfQwKaMQl6EZnxl6hcNY5iQf6oDw9NNP88ADD/iG+N0ALARageMA6yEtjDgs9Y+ZbW1t7Nixg+TkZN/8y5Db+h4Ldsxg9u7dS1dXl3/KTP9Y7Pv3j3J+xPvN73PLxlsom1hGlikLl8uF3W7vs0//H7fbjd1ux+1209LSEvI1Rxqj39vrmYc3zhiHzWGjtbWVxMTEAftfv+J6Xtj9Ale/cTXvfPkdkhKSRnwV6JHoDdnWvI37t17D8pLP8rXZt5CelMhnZueTPkhP8mhPkgPj8BFHHAHwNBKHRRz1H9Fjt9vZsmULWus+DZUwtHsqK6VwuVxs2LCBmTNnkp2djVIKwzBobW2lra2N4uLiAbH1htwb+LDlQ27ZdAsrJq7wx+RQcTjwd4vFQkVFxaCvP1wd+Z9b/0myKZnpTKempgaXy4XNZqO5uTnovqdOOZVvLvwm9224j9WTVnPWjLNGPCYPB601NpeNK1+7kqLMoiEPsw487mBGOhYTQ534sEiSrVYrjY2NLFq0yL96dawr92mtsVgs1NfXs3z58qAtWZ+kmEdgvLaDJ7c9yefLPs9JJSf5jzFYIOjp6SElJYWkpCT/c06nc0CwCHWM/q/jf7v/x4y0GdgsngVz+geAq4qv4qODH/HV577K08c/TWZyZsQte75KpNPp7JOkD9WhXL0vmPy8KtqclWQlTiPFnENqookrjy2O2/FdLtchnX9hMpn41a9+xdtvv83555/PG2+88VWgEXiCUTy1QowtgXcOqK6uprm5mWXLlrFp06ag13Skq6UGPuZyuejp6SEzM5Nly5bhdDrDxopccvnzWX/mhKdO4Dfbf8MjZzwS8etpamrCYrFQUlIS9Plw8bj/T1V3FbnJueQm5FJr1NLT0+OvUPb/Drh6+tX85OOf8JMXfsKXpnwpZPn6x2er1cqOHTsi6iUfLKn3/YyEXmcvX3/p62SnZPP4OXcwPn38sJznUM+D6x+HH330UaZMmVKIxGERZ76Y6WuonDVrFlVVVQOuaV8MCrV/OHV1dVgsFo466ij/9AHwxKWEhARMJtOAUZsAOeTwyFmPcMJTJ/Drbb/m0TMfjfh1bdiwgSVLloRMqELVsQPj7PvN73PExCPITsvu81xPT0/I/b5c8GXezXiXy165jIeWPsTElIlBz6+U8sdYu92OUoru7u6YYnCobYazfnzPx/dQ1V7Fc+c9R1ZyVtyOO1h5x2KdeEwnyb45cF1dXcycObPP7Z0iTbIDt3O5XP6WuKVLl2IYBi5X+BVTf3Pib9jYsJFLX7mU977yHpMzJ6OUwmw2h20xaWpqIjc3l6ysoX9ArU4re97fw9XLryYtOY0lS5YEDQD3J9/PBS9fwO92/o67Vt/V57n+LXyBlTmbzYbD4aC3t9f/WCiBwWOwwNDZ2elfUC2aABLJQhKDbVPbXct33ryEgomTuPOof2EmmcVFWeSmJYbc51Csbh0r/yqTAbeNAiZorWuUUtOA0C9MiCj4ehY2btxIRkYGZWVlIROtcMP3Qj1msVjYvHkzycnJzJgxI+JrbvH4xfxo1Y+4/cPb+dyMz3H2rLMjfj3hviuiSSSre6tZNH4RU6dOpbW1leLiYhITg196i1jEWuta/rr3r1x5wpXMyJ0xYJv+lUG3283HH39MUVFR0B6YwHg+WIOrb3/f0EaHw0F5ebn/vfA1EEcaz4M9brfbcTqddHV1Ddj2ujevo6qtiue/8HzUCXK0PcmHqiEgWBxubGxEa+2UOCziyZf47t27199QmZqaSlVVVdBto1m1GjxJRmVlJVarlfT0dNLS0nA6nVGVcfH4xVx/xPXc9sFtfHbmZzl31rkR7xuubIPVsavaq9jfvZ+ry65m4kRPomuxWLBYLEybNi3sef857Z8c+7dj+d3B3/Haha8NuH+yr4HYF0Pr6+txu92MGzcubMdYqF70UHHcbrfT2NhIdXX1gNc+lEbRtbVreWT7I1w05yLK8suwWCxxaTiNdLj1WKsTj8kkWWuN0+nk448/Jjs7m8LCwqCtE9HMwfBVzKZOnUpNTU3ESXZaYhpPfPYJjnvyOC55+RJe/MKLJJoP7ffg5qbNuAwXKwtXotpDB49TZp/CD1t/yF0f3cUZs8/g/DnnR3T81tZWOjo6KC0tDbtd/+ARrpLmm28CnpXIowkeofiCh8PhwGw209LSEjR4uHFzyTuXYHVaufvEu5iVk4DJpNG2bjocoYOLYRijNkn2mTNnDh0dHXzpS1/ijTfe+K1SqgewAOHvqSJEhHp7e2loaGDhwoWMH/9JcuOLmYHXSLTzj1tbW9m5cyfz589n9+7dUZftupXX8creV/jeW9/jyKIjGZc2LupjxMrQBttbtnPxoosj3udXJ/yKtw+8zbVvXsvzX3g+6BoZgfFca01CQgKZmUNfZCVQT08PBw4cYN68T9a0iDaeB6sM2mw2rFYrdXV1fbZ5ue5lntrxFF+d+lVSG1IpbyzvUx6tddiEXGuN1Wqluro6bIWwra2NLVu20NXVRVVVFampqYMu5ulz880386c//Ylx4zyfodtvv50zzjgDgDvuuINHHnkEs9nMvffey6mn9r0Pa2Acvu6661izZs2LSBwWceRLYnNzc8M2VEL0SbLT6WTz5s3k5uYya9Ys1q5d698n0mP4fL/s+7y852WuffNajpx8JBPSJwz62obag/ra3tcAOHXaJ9dlpHX66TnTuf+U+/nqi1/lpndv4o7j7xhQNl9dEyAxMRGz2Rz3mLx3716ysrJ891n3G6zRM1SjqWEYWJ1WfrnllxQkF/DNKd/kwIEDQbePpNG4f73aZrP5yxAsZr/77rs4HA4++ugjCgsLmT59ep/6QyhDicMw9DrxmEuSlVK0t7f7h5aMGzduyC1nbW1t7Nu3j4ULF5KWlkZNTU1UZZ2VN4t7TrqHb73yLX75/i/5xbGDj/GPZjj5YHyLdpUVlrG/fX/Yba8/4nrWHFjDtW9eS1lhGSXZJXEpAwwMHoNxOBwkJiZSWFg45HMHVugOHDhAUlISeXl5QYPHL9b9gorWCn63+ncUpxX7FxwaLPjY7Xb/QkLBBAaEX//619TV1XH99deTl5fH+eefz1FHHTXo64g1IPi+VP785z8D8I1vfINLLrnkWmAK8JbWuncIb6/4lAlWSdFas3//fmpqahg3btyAL7ihLNKltaa5uRmLxdJnwZloY2SiOZEHT32QY548hmvfvJa/fvavh2xKR3VHNRaXhQUFCyLeZ2LGRG455ha+9+b3eGr7U1w0/6Kw2x/KBbaijefBdHV1UVdXx5w5c/yPVbZVcu8793J00dHc+/l7MZuC35om3JBKm81Gd3c3GRkZQSuDvni/adMmXn31Vfbv38/PfvYzkpKSeOKJJyIu/7XXXssPfvCDPo9t376dp59+mm3btlFXV8dJJ51EZWWlf1QU9I3DS5YsYdmyZQ8jcVjESUdHB42NjUydOpUZMwaOQIlEqLjodrspLy+ntLSUCRMm+K/FWCWaE3n4tIc5+m9Hc80b1/D02U8Pe0x+be9rzM2fS3F2bNPnzp51NpctuYz7N97P0UVHc+aMM+NcwsGF6pkdyhSZn7/zcw5YDvD4SY+zYuGKmMoUKilvbm7G5XKRlZXV53nfVM2tW7fS3d3Nm2++CcD5558fUZIM0cdhiF+deEwlyb6V+yorK/1DS0JtG2wORv/tfPOPDxw4wIoVK0hOTvYPP4vWBXMv4IPaD/j9+t+zumg1p08/PepjxKq8vpyS7BLGp49nP+GT5ARTAn8+488c9dej+ObL3+TVC1495D3fgeIVLAMrdCaTiaSkpP7DLAB4ZtczPL7rcS5fejnfWv2tqM7R0NCAw+Fg6tSpA57ztb75gsYNN9zAD37wA77+9a+TnJzsu5F5RGIJCMForTcBmyI+sRAh+L7kUlJSmDdvHvX1A++eEGuS7PuCNZlMrFixos+XXCyxeG7BXH66+qfc9N5N/Gvnv7hg7gVht49Xg+W2lm0A/ntyRnrcixdezNPbn+aGNTdwyrRTDmnv96EQGOOtTisXv3gxKQkp/Pn0PwdNkH37hEvQk5OTSUpK8jcmhjJjxgwmTJjAa6+9xh/+8IfYX0SA5557ji9+8YskJyczbdo0ZsyYwbp161i9enXQ7ZcuXYrW+vm4nFx8qvkaKhsaGpgwYQLZ2dkR7RfJejzgmQZotVpZvXq1v2c0XB0t0hg3O382Nx19EzesuSGixsBgZYtUl72L92vf56plV8W0v8+tx97Kuvp1XPHaFbw77t2YE+7Rory+nHs33Mu5xedy7ORjYzpGuGHuPT09uN3uAT3fPjfffDMfffQRd9xxR1ymmUYbhyG2OvGoXUSi/8XncrmoqKhAa90nQQ62bajH4JMLzzAMtm7disvlYv78+SQnJ4fdLxJ3Hn8ni8Yt4rJXLovppuSxKq8vZ8XEyFuFpmZN5Z6T7qG8vpw7Prpj0O0PZe/FcKpsq+Sq169iZeFKbj321qj3DzfnwteDnJSUREpKCnPnzsXtdlNWVsbRRx8d8RC/UEIFBCGGW2dnJ+Xl5RQWFjJ37lz/cNf+oomdvu3sdjvl5eUkJSVRVFTU58t3KA1o16y4hrLCMn7w3x9Q33Nobk27tXkrJmViTv6cwTcOYFIm7j35XnocPfzkfz8ZptKFN1yLxPT/PNyw5ga2tmzlodMeYlLmpCEd91Csbn3fffexaNEiLrnkEtrbPff0qq2tZcqUKf5tioqKqK2tjen4QkTK6XRSUVGB1Wpl5cqVJCUlRRxvB6sja63Zs2cP+/fvJz09Pe5DhwGuXHYlR00+iuvfvp6DXQcHLW+s3t7/Ni7DxanTBw69jUZyQjKPnem9f/JLsd0/ebTwrWZdmF7ItfOvHbbzDNec5JGMw6MuSfa9yYEXcHd3N+vWrWPixImkp6dHNC8i3PxjX8UsKyuL7OzssEMXokkQUxJSePysx3Fr96A3JY9X70Vtdy21PbWUFZZFtd/nZ3+er8z/Cr9d+1vePfjuoNuP5CrU0QpWgep19vLVF75KckIyj5/1+IDFGGI9bjiHMiAcLg0ZYvTQWuNwONi+fTuLFy/2L4AS6hqItie5s7OT9evXU1paSl5eXsgh3rEwm8w8eOqD2Fw2rnnjmkNyfWxr2UZpTilpiQNHsAxmTv4cvr/y+/xz5z95c9+bw1C6keP7uz6z6xke+fgRvrfie5wybfB7l4YTryT5pJNOYsGCBQN+nnvuOa644gr27NlDRUUFhYWFXHfddf5z9+cri8RhEW9KKTo7O1m3bp2/odK3gGm4dXv6HyPUY263m82bN+NwOPx3dImmbJF+5k3KxB9P+yNu7ebK167E0PG5N31/r1W/Rk5yDqsmrRrysablTOP+U+5nQ8MGfv7uz4NuM1zXfDyPe+eHd7KrbRd/OOUPZCRkDFuD6GDHNQwjaCyOdxwO9XwsRl2S7OO7+Gpqati6dSuLFi2isLAwplX6ArezWCysX7+eGTNmUFxc7F9qPdpjhVKaW8r9p9zP+ob13PTuTTEfJ1Lr69cDRJ0kg2fRmNLcUi595VJara3xLtqghqv3Ith5vvvGd9nZupNHzniEyZmTYz5ONAzDCLqg3HAEhH/84x80NzcHLYdS6kKllKyqKiLmcrnYvHkzbreblStXkp6e7n8u2FQW3+PBHgsWrzs7O9m+fTtLly6loKBgSHE9lJl5M7npmJt4rfo1ntz2ZMjt4tVgubV5KwvGRT4fub/rVl7HzNyZXPvmtfQ6D4+pq773dW/HXq55w9O7/7OjfhaX40aTJIe67cibb77J1q1bB/ycffbZTJgwwb84zaWXXuofuVNUVMTBg5/0hNXU1DBpkqdXXOKwiLf9+/ezfft2lixZ4m+ohPDr9gR7LNSUxPLycgoKCvzJd7SiiZ0l2SXcftztrDm4hj9V/Cnqcw3G0AavV7/OiSUnkmCKz2xS3/zkBzY+wIu7Xwy6zXDVY+Nx3A0NG/j9+t/ztQVf89+mdjhEEpNDxeJ4x2GIXywetUmyYRi0tbXR2tpKWVkZGRkZQGy3FPHp7Oykrq6OpUuXkp+fH/R48fhQnjPrHL695Nvcv/F+Xqh6IeR28aiYratfR7I5mUXjF0W9b0ZSBo+e8SjNlmaufv3qw6YVvP/F+sjHj/DPnf/khiNv4MTiE4d07Gg+Hy6XK2ir2XAEhG984xucfPLJrF+/Ptjf8UdA9F3n4lOrt7eX8ePHk5qaOuAzHK4nOZJ1IBoaGuju7qasrMy/bkC4kT9DccXSKzhq8lH8+H8/pqY7ugUZo9Hj6KG6s5r5BfNjPkZKQgr3nnwv+7v2c+eHd8axdIMbztjvNJx846VvYFIm/nLmXw75Ghih4vBgAufdP/vssyxY4GkA+dznPsfTTz+N3W6nurqaqqoqVq5cCUgcFvGXlJQ0oKESBr8DzGDa29vp7e1lzpw5UU0H69+pFK2LF17MySUn8/N3f05V+8BFd33HjSUmVTRW0GRp6rOqdTzceuytLJ2wlCtfu5J9nfvieuzhZHfZueK1KyhML+S2424DDt3UmmAMw4i6ISaWOAzxi8WjMknu7e1l27ZtJCYmsmjRoj4tD7EsDqO1ZteuXXR3d1NSUtJnQad4rjId6LZjb/NcVK9fSXVH9YDn4/UhLa8vZ8mEJTENHwZYMmEJNx99My/ueZFHP478Zu9jxYaGDfz4fz/m5JKT+eGqHw7pWNEGF631IQsIS5Ys4frrr+fCCy/kgQcewG639z+0O6qCiE+17OzsPo0wgaKJmYHbOp1ONm7ciFJqwG37Ql1XQ43NJmXigVMfwK3dfOf17wxbMri9ZTvAkHqSAY4qOoqLF17MfRvuY3PT5ngULWLDVXH6w44/sKlxEw+c+gBTswYuehjrcSMtb6ghfoP50Y9+xMKFC1m0aBFvv/02d999NwDz58/nggsuYN68eZx22mncf//9/uNLHBbxVlhYGPTzG64nebA68oEDB6isrCQtLY2cnJwhlS/amKqU4r5T7iPZnMzlr16O24jfJfFa9WsoFCeXnBy3Y8In85M1etCplKPJXR/dxc7Wndxz8j1kJ0e2yNtQDMd3SCxxGOIXi0ddktzQ0EBFRQUzZswgLS0tonlq4XqXfRUzk8nElClT4jrvLRzf3FeF4uKXLsbuGvAHGjKH20FFY0VMQ60DfWf5dzix+ER+8r+fsKNlR5xKN7jhbNFSStFqbeVrL3yNCWkTePj0hzGpoX3cD8Xw8FgDgt1u58ILL6S8vJx//vOffPWrX0Up5RubpZDKmYhRpMOgw1XOent7KS8vZ/LkySFv+Rbv4dY+03Kmceuxt/L2/reDNgTG4zy+la0De5JjjRW3HHML+an5XPPGNXGtQI6ENw68wVPVT3H50ss5a8ZZcTtuvIZbh/PXv/6VLVu28PHHH/P888/3+dz+9Kc/Zc+ePezatYvTT//kThbB4nBDQ4PvaYnDIm5iicOGYbBt2zY6OjoGvbdypGWIRWFGIb858TeU15dzz/p74nLcXruLV6rWsGJiGQVpwVdYHgrf/OSNjRtDzk+Op6HWNzc2bOTu8rv5yvyv9FkDYrjr3YOJ9tyxxGGIX5141CXJTqeTlStXkpmZGdUKqsGCgm+BrsmTJzNz5swB84/DHS8eSrJL+OOpf2RT4yZuWHND3M+7tXkrNrdtyEmySZl46LSHyEzO5JKXL8Hmsg3peKOBoQ2+/cq3abQ08sRnnyA/NX9EynGoAoLvvnR5eXmsWbOGxYsXA7ynlDoGT0AYnlUyxGEt0ngbbtvu7m4qKipYsGABEydOjHqhxXi4ZNElnFB8Aje+c2PQkT1DtbV5K5lJmXHpKc1NyeVXJ/yKTY2beLDiwTiUbmQc7DrIde9ex5zsOfzymF/G9djRfHcOZXXraAWLw0cffTQSh0W8RZsku1wu1q9fT1paGgsXLozLNTGUeuz5c87nnJnncNsHt7G1eeuA5yM9rqE1D723nwsfXU9jzUVk2y/D6hyetqjPzfwcly+9nAc2PhB2KuVI8w2zHp82ntuPu33A8yOZJB8q8aoTj7okecqUKSQmJg5pKAlAV1cXjY2N/opZuH2H05kzzuSq5Vfxp81/4pldz8T12OX15UBsi3b1NyF9An889Y9sa9nGje/cOOTjjbT7t9zPG/ve4M7j72T5xOVxOeZoCwKB0tLS+nzp/fSnPwX4MvAIMAupnIkYBIuZwRobg22rtaa1tZWWlhbKysr890aMZpGueDVgKqW4/5T7MSvzsKysuq1lG/ML5g+ID7GW/9xZ53LqtFO59f1bD8ntBOMd25xuJ5e8fAlu7eauFXeRnJAct2P7RFreWOckxyJYHH7qqadA4rCIs2jqyBaLhYaGBqZNm8a0adNGRT1GKcXdJ91NTkoOl716WcxDmN/a1cLLW5twqy4MOum1FPLXdQNvBRSvDrFbj72VZROWceXro3d+8l1r72JH6w7uOfkeclJy+jw3Flbjjod41YlHXZLsE2uSrLWmurqaxsZGCgsLI7ppdag/bkdHBzU1NdTV1dHQ0EBTUxMtLS20t7fT2dlJd3c3vb292Gw2HA4HLpcr6Kqvtxx9C2WFZVz9xtXsbt8dycuPSHl9OYXphUzOiG215v5OmXYKVy67kocrHuaVPa/E5ZjhDFfS+WHjh9y96W4umHMB31z0zbgddzQnyb/+9a+DVdDXAUuBn+vRFsHEmBBrT7Lb7WbLli04nU6mTp1KUlL0aybEe5RPUWYRdx5/J+/Xvs8fN/0xbufRWnuS5HGxL9rVn1KK337mtwB8/63vj7oKyGBu//B21tat5fbVtzM1Iz7zkANFO9z6UCXJweKwd+0IicMiriKtIzc0NLBv3z4KCgoYN27cISlDpPJT8/nDyX9gS/MW7vwotsUKdzb0YDYpehxdoMBkcrC9vjvmMg0myZzEY2c9hjKy+Pwjr/Plf1Tz3Rdr2NXYE9fzxFrf3NS4ibvX3c2X532Z06afFnSbT0NPcrzqxPFZI30YxJIku91utm3bhtlsZubMmf57zEayb381NTXU1NQwYcIEDMPwJ8But9vfjR/q92CuLbqWy5sv5/x/ns9DZQ9hOAx/b7dvNWPfT6S/r6tbx4qJK/zlj8cH9Jajb+G9g+9xxWtX8OHXPqQwI/j8wdGqpruGGzbewMycmdxz8j1xvWhHWxAIdNRRRwV9XGvdC/z20JZGjHW+z3k0MdP3uM1mo6KigsmTJ2MymXA6nYPuH815huKi+Rfx/O7nueXdWzil5BRm5s0c8jFrumvotHeyoGBoi3b1NzVrKjcedSM/+d9PeKbyGc6bfR4w/KOfhurNfW/y23W/5eKFF/PZaZ+ls7Mz7ueIduGuWOYkx0LisDhUBovDWmt2795NV1cXc+bMCXk7nJF2RukZXDT/In637necPv10ygrLoor9k3NScBmayZlF9Dh62Ntegzl5PzZXKSkJKcNS5uKsYhYk/IF9XXYMkxWrU3PF01v596XLyU0bubu8OdwOrnjVM8z6juPvCLrNcLbTjabvpnjF4sMmSXY6naxfv57CwkKmTp1Ka2trTBUxXyWvubmZZcuWxbRkeTBaa/486c9c8NwFPNH0BFeVXEVmZiZZWVkhE2+XyxXyuVZbK/u69nFawWls3LjR/xp8C+QEiibxNplM3LXyLj7/6ue55IVL+Nupf8NiseBwOLBYLAO2HU0XhcPt4Osvfh2n4eTBEx8kPTF98J2EECFFmyR3d3dTXV3N3LlzycvLo66ubsgJcWNjI5WVlQN6AwPjVzQx7uZlN3Nqzalc+tKl/Odz/8Fms+FyuXA4HH22j0RDl40/f7STDOcpTE6LX0+yz+VLLuefO/7J9W/eibN3KTnJ6WS741/JiVcDYENPA99+5dvMy5/HncffiaXTEofSBTcah1sLcSiFul+9y+Vi+/btZGRksGzZMjo7O4ecHDkcDjZt2oTT6fRfe4Zh+Nf+UUpFXdf0/fv6xdfz9r63+fbL3+aNL7yB2+3G4XCQkJDgr2eGut7PmD+edfs62dXUw7TsBbTb9/Ne+7V85u9/5rEzH4tLQ2h/7RYnHb3JmJUdh2Ej2ZyE29Bsq+/m6NK8uJ0n2pj8q49+xfbW7fzznH+Sm5IbdJuRXrhrrDkskmSLxUJNTQ2LFy8mLy8v5HaDtU4ZhsGWLVsAz/LhvsQ0HpRSnFZ6GteWXcvd5XczO2U2Xx73ZTIzM6M+1u7mXl5ZV0eG83ROnH8OK2au8D9XXl5OWdknc5QDE+xwvd+BvxelFPGjRT/ilk23cPfau/lC4Rew2+3s3bt3wPahRFKB7ejo8A9VjyawhgqYN75zI+X15dy1/C5m5MyI+n0dzOEaBIQIJZrFDi0WC52dnSxfvpzU1NSQx4y0l0ApRV1dHT09PSxbtqzPkG3fSq2RxjRfpcswDFKMFH44/4fcuOlG7nr3Li6YfAFWq5Xt27f7tw9VvsCKYKNF87vyXlptbrJdX+KeV11kWyspzErCbDZjs9loamoiOTk5otgWLK6ZTWa+v/RufvLsQe56fQ/pSelkJ7j552IX6cmj6+vbbbj51ivfwuK08NhZj5GWmIYFy7BVyCIul9tNYuLI9e4IMRxCNeS53W4qKiooLS31L/w51FE5hmGwfv16SktLyc7O9p/barWye/duFixY4I/J4WJx4L9dLhd2u93/+40Lb+TKj67kx2/8mIsnXszu3bv95w415ccXQ8+fqqjNN6GVieLsuaxv/zm/+PgXHPXXo7hh8Q2cO+1cfwdYY2NjRMl8qE4gl+Hi2ap/0uUowNBuEk2JmJTC0Jr0pPg1xkX796porOC3637Ll+Z9KeQw6+E0WHnjOeL1UBpd37KEH+YX7PHa2lrq6uooLCz0J8ih9g/3mMPhoKKiggkTJtDb2ztsf8ifHfUz1tat5dbNt1JWVEZ+fnSrLm+u7eJnL+yiqdcg230ej76TxIpCBwUZwef8RdMrEuj7U7/P5p7NPLDrAU6YdgLTsqYxffr0iPaNtALb09OD2Wz2v/+RVnoD55+D52/436b/8uCuB/lC0RdYlLCIPXv2kJKSEjYARjvMPZokeawGBCH6GyyOGobBrl27sNlsLFy4sE+CHE1C3H9ET0dHB8nJySxbtgyXyzVge7PZHHMP4dXTrmZd9zr+tOdPnDP/HArSC5g1a1bYfXxDGH3x6NnX9+LGCmYLym3B4jJ4fZ+Dy1dl+xsQw40G6v97qIrgo+ssJKg07G4bCY4EmhxmHnhtM5+bnRFzz81gFcFY/Hrtr3nn4Dv88dQ/Mid/jr/8wyHaOckpKcMz7FKIkdT/+mppaaGzs5NFixYxfvx4/+PRJsmB11d7ezsWi4UjjjiC9PT0PtNnfMf1NfCZTKaYpzbMmDGDClsFD1c8zNHjjubCuReGbWyFvp1A8wLi6rSp53PU9KP43jvf4+cbf8661nX8dPFP/YlyJDG5//ulteaDtg/4c/WfOWA9QGnad0iwn4JhmNEaSnNMpFkb2bOnJeo4PNTRmQ63gytfu5JxaeO48/jwc7uHs7PncKzvjrok2WewJNkwDCorK7FarZSWlmKzxXbbIqUUNpuNyspKZsyYwfjx46mtHbgyXrwkmBJ49IxHWf34aq565yrWFK+JaljwXz48CICTdsxmOx0WJ69sa+Krq4riWk6lFPecfA8b6nby3Re2kWtKojCng5tOn8n8SeF7vyOtwHZ3d5OVlUVBwdDuaVfZVsk9H93DqsJV3H/2/ezbu4/8/HzS09PDtmb65plH0hPlG1bU0NBAdXXfW8j0D3QWi4X777+fnp4ebrjhBlJTU7nkkkuYPHnwBdYuvPBCdu3aBXgWjsvJyaGiooJ9+/Yxd+5cZs+eDcARRxzBgw+O3dvDiLFhsJ5kh8PB5s2bycvLIz8/f0CDXCzzj91uNx9//DFKKaZPnx6X6S79+VZWff/x97n2nWv586o/R7RPYEWw1wWJZjOJ7kTc2k2jpZ7/q/qQnowWTpl2CjlJOUyaNAlzYhKPf3SQj6o7KMxO5qrjpjM+c+Bqz63WVna17mJH6w52tu5kZ+tOdrTuIKHrl5i0ZwFKbdJoN7gS0pk4cWLQuBXN+hm+99zlcuFyuejo6PC/1mgS8PLmcu786E7OmX4Op044lfb2dn9vusvlwmazxXWaTrRJsvQki7Eq1Oe8/4K1+/fvp6mpidzcXNLT00NuGw1ffSctLc0/NXA43XLMLby5701u33Y7Zyw5Y9AkOVwnUHZ2Ni9/8WV+V/47bv/gdra0b+HG2TeyqnhV1OX6oOYDbnrvJtbWrWVm7kweP+Fxzph2Bu/vbad8dwMFaWbOWToFkwrem+50OiPuBPKx2Wz+OPr/7J13eFPl28e/WU26S/du6d67gOwNsgTx50ARwYET91Zw7w0o4EBw4UIRREBUFGQWWrr33rvNnuf9o+8JSZpxstoUz+e6ckFPTp5zkpzzzX0/93g036s+Dd5euR3F3cXYfMVmCLuFEDPFBvcnI/hOTk7q523h3F6umZZj0kmWy+W4cOECvLy8kJGRgc7OTovr3qRSKdra2pCRkQFPT0/bvxE9BLsH4+Wcl3HPyXvwyJ+P4KMFH5l+0f8jlqvAZjLAYTqBr+Sjid+IL4vPICQwDTPDZ9r0PMfxxiGB/TbKZUIMMsSQ9TJwz3fF+P7WLPjpMfJGA4FMgJv23wQem4ddS3bBmesMJpMJLpc77IfCWmpqauDl5aUV/deXYiSRSLB27Vo888wzmDFjBsRisUmxJ/n222/V/3/44Ye1rsno6GgUFBTY7P3Q0FDBkI7y+XwUFRWpJxdLS0st1mHNjJ78/HyEhISAz+drPW9r/Fz88N6c97D6wGp8Vv0Z3kp4y6zXz4rzQWHLIHx5gfDk+mBQIoK77wXsLt6N7QXbwWVyMb12OpxEa1DXPg4qgoGLLcCpul48tliJRv6QQ0w6xp2iTvXYbhw3xPvEY/74+eh24aKu3Q0cJhMMMKGEElPi/G36e9XX14fu7m7Exg7V75lTptMt6sYjpx5BuGs4Hk9+HAMDA+rnRSIR5HI5xGLxsGwgfd8p1aweiUQCsViM9vZ2o/uLxWJIJBKzrx96spLG0dHXsDYnJwdFRUVWZXCQ4zY0NKCrqws5OTnD+tzo7msrXDmu2L5wOxbsWYCN/27EtkXW3VssJguPTnwU00KnYd2v63Bn3p3ocO7Avdn3gskwPfla0lWC5048h8N1hxHkGoTN8zbjxuQbwWYOuU6zEwMR564Ak8mEj7eXVeeqS3l5OYKDg+Hh4aGVnamrwxc7L+Kzys+wfPxyLBi/QCudXZ9m8/l8NDQ0gMlkDstiInWS/NuciVI+n6+uh9d9TqlUoqOjAwwGA4ODg3B2dqY8cTnaWjzmnGSFQoGysjLEx8cjICDA4L5UtnV0dKC7uxsxMTEj5iCTTAmYgntS78GWoi2YEjIFN6XcROl1c+N9sfNUE0LcIuDl5I8+ySAqBR9h+Y8bEe4RjpleMxEQH4Bwj6FlN+RKFUraBAAIJAa6g8s2LgwKlQL1A/Wo7K1ESWc1ajqTASghJxRwZvCgUjFxsYWPuQnWO8nWzjwRBIH7j96Pyt5K/LzyZwS7B6ufG6nGBPqi5i4uLpgxYwaYTCYWLFhg8bG+++47/Pnnn1adMw2NNRjSUZlMhqKiIqSlpcHNzc3ovvq26TuOTCZDXl4e4uLi4Ovri7KyMrt24gSAq+KuwvLo5fi06lOs7lyNdP90yq+9MskPAokCPxa0w4XBwh2Tx2N5+hxIFM/h35Z/8fW5r3Gu9wJUnVwQ4IPFYIIAAcGgEqt/3AIR66SWM5zok4h4n3gk+iQi1D1U/TmJ5UpsPFCB49V9YDMZuCqag+kxtmsOow+qZToqQoW7f7obg/JB/Py/n4ctg9XZ2QmxWIyIiAiTYxkzBHUzgaRSKYChTAZj+3711Vf4888/IZPJsHXrVsyYMQPvvvuuyXOhJytpHB19DWvJ7dauFFBeXg6FQoHs7Gy7ZPIYY2LwRKyKXIUvy7/E8oTlNqmvnRQyCX9d9xdu3387nvnnGfzV8Be2L9wOf1d/vfs3Djbi5ZMvY0/pHnhyPfH81OexPnM9XDguVp+LJWjamZrOpUwpwxOnnoCPiw/eW/gevJ1N/y6UlJQgMjLSZBBJt2zSWH056WgrFAqIRKJhz3d3d+O1115De3s7li1bBrFYjN27d6sdXGOMthaPKSe5q6tLPdtNOsiG9jW1rb6+Hl1dXQgODrZoDU9bsCFtAwr7C/Hwnw8jKzALSb5JJl+zMjMQKoLAodIu+Ll5YtPEJGSGH8KB6gP4ouQLfNHwBb745AvMDJ+J/8XfjF/ORqB1YGiRdn83J3x6UzrGuXAglAtR1VuFit4KVPZWqh81/TWXFnUnWAgnvgGTwQKbyQITTBAAXLmO0Sn0k4uf4Pvy7/HslGe1ouiOUAdnLcePH0dAQIA6sgMAdXV1yMzMhIeHB1566SVMmzZtRM6F5r+LvlrhmpoayGQyTJ48WesH29LJSgAQCARob29HTk6Oem37kbrXXrjiBZxoPoE7D92JY6uOgcumNgHIYDBwbXYwrs0O1truzHHG3Mi58B/0R1R0DGZtPQ+lSgEloQCTwQCLycWtEx/FtRlxWs6wIZw5LLy5IglKFQFCpcTFixctfq+GsFQzP8j7AEfrj+LdOe8i1S/VqnENGYL6YLPZYLPZasfAEGlpaXj77bcRGxuLG2+8kfK5kNCTlTSOikgkQmtrKzIyMizqx6MPMvvDx8cHiYmJJrXJ1pFkkttibsP5wfO47/f7cPrm0/BxNq93jz68eF54IeUFXGBewBN/PYHJX0zGmzN2oLAuFB2DUkyMHIeFqTy8d+5tfHzxYzDBxIacDXgw90FKzudo8PbZt1HUVYQ9V+2hfI5U7Vhz+37w+Xz4+/vDy8tL7/NTp07FjBkzcOzYMUrj6TJaWuywTrImBEGgrq4OPT09CAwMhIuL9myOOaKgUqlQVlamniXTrS8dSVhMFj5d9CmmfDEFq/evxt83/g03Jzejr2EyGLguOxjX6Rhm1yRcg2sSrsGB4wdQxC7CVyVf4alfj8ND6Qo2kwMmg4naHjGWfLYN/dxtaOI3XToPBgvjvcYjzjsOC6MWIs47DnHecYgdF4t9BQJsP1EPmWLoxkoIcENuhJc9Pg6zyGvLwxPHnsCC8Qvw8ISHtZ5z9NqIuXPnor29fdj2l19+GVdddRUA4JtvvsENN9ygfi4oKAiNjY3w8fHB+fPnsXz5cpSUlKgdChoae6CpowqFAkVFRXB2doaLi8swR8aQ5pra1t7ejubmZgQGBmpdz/YywHTx5nnjqdSn8FDeQ3j99OvYOHWjzcZms5hYlhqI30o6oVBxwAAD3q4c3DEhC+48835+WUwGlIT9dM1czTzTegbPn3geK+JWYF3aOr37OMJyI0ql0uJmQvRkJY0j0tLSgubmZgQEBGg5yIDlTrJUKkVBQQE4HA6ioqLMblJqS5yYTtg8ezMW7l2IR/58BDsX77TJuAwGA+vS1mFS8CSs2X8nnvypE85MAjw2F2caOvHSP3+ii/MRbkq+CU9e8SRC3E33kbEXpjSuqKsIb555E9cmXItF0YtG8Mz0Y2+7e7S02GGdZPLDViqVKC4uBofDQXZ2NqqqqiyeJVOpVOjq6kJISAgSEhKG5d+PJOQ5B7gG4LNFn2HZj8tw/9H78cmVn1h1oQXwArAkdwken/Q4bvj8H5S3KSFXyQAQAFgQSTxwRdQVuMXnFsSNi0O8TzzGe443GD1ZM8kLAVwFLjb3Iz48EItT/MFmjq4D2iPuwc0HbkawWzC2L9xOqbbEFthKBI4ePWr0eYVCgb179+L8+fPqbVwuF1zu0HeUnZ2N6OhoVFZWIicnx9AwNDRWQ+qUSCTCxYsXER4ejpCQEJw8edLgvrrbDO1H1r11d3cjLi4OAwMDw/YdKW2e6j8VNyXfhHfOvYMro69EblCu6RdR5MkFMQjz4uFUfT+CPbi4e3qE2Q6yo9Er7sW6X9chzCMMH8z7wKEnJZVKpd6UUXqykmasQa4kIJVKERcXp260p4kxzTWEQCBAYWEh4uLiUFtbS1l37dklOdknGU9MegIvnXwJS2OW4ur4q202fpJvEp6b8A2ePVACiUIAqVIIgIALcyZOrl2NJL8Emx3LHsiVctx16C5487zx+qzXzXqtI0xc6uLIWuzQv9QqlQrnzp1DSEgIwsLCAFie0ieVSlFRUQEXFxfExMQYfe1IMz18Op664im8dPIlTA2dirVpa60ek8lgYlbMeDT2NIMgnEAQAIPBxLWZ0/DQnDVmjZUd6op4LwLjxwdafV6aWHJTKVVK3HbwNnSKOnHkuiN6U0wcUQTM4ejRo0hISEBo6KWO5V1dXfD29gaLxUJtbS2qqqooL8lFQ2MpDAYD/f39aGpqQnJyssFUKnJffdv0aTOZ0aNUKpGVlYXe3l6j49n73iMIAq/OfBXHGo/hzkN34sRNJ+DModZszxRsJgO3XBGGW64Is8l4ow1BELjnyD1oF7bjyPVH4Mk13M/DEbTYUCSZnqykGUvI5XJcvHgR48aNQ0JCAnp7ew02t9XskkxuM2Tn9vX1obS0FGlpaXB3dzcru9Le9vNDEx7CwZqDePCPBzE5ZDIC3QJBEAR6hHIwGIC3C8difeGxuHBzcocTywlSpRQ8ljMAFuJ8TNfJjjZvn30bhV2F+HrZ1zZJRbcFpjRZpVIZfN6RtXhkK/LNgFybLT4+Xu0gA5Y5yQKBAHl5eQgLC6OUqj0aPDLxEcyOmI3H/noMhZ2FNhlz3RVhmBDhBQZjqAlLRqgH7p5uuoGKI/PGmTfwR8MfeGPWG8gKzBrRY5tjmKlUKosbXuzZs0drxgwA/vnnH6SlpSE9PR3XXHMNtm3bNizNiobGVpC6KBAI0NTUhOzsbKMOMgkVbVapVOjr64OTkxNSUlLUSwJZ22zGUsh72pPriS3zt6CqrwovnnzRJmM7wm8LFczRtm352/Brza94YfoLyA7MtvOZ6Wck0q0NTVaSy+DQk5U0I4VAIMC5c+cQHh6O6OhoMBgMm+ijXC5HeXk5srOz4e5+aWlPqmUz9obNZGPHlTsgloux4egGSORKvPdnHR79qQyP7C3Dlr8bIFeqTA+kh9xIL7jzWGCAAx7LDSwGG8tSA8zOlBzpHjhFXUV448wbuCb+GiyJWWKzca3F1OdgTdnLaGqxQ0aSm5ub0dTUBBcXF4wbN07rOarCQO7X09OD8vJypKenQ6lUQiAQDNtvNNB9H0wGE59c+QmmfDEFNx+4Gf/c+A88uNalDTixmXjvmiR0C2QgAPi5OTl0WpwpjtYfxWunXsP1iddjbarhaLsj1CQrFArKDQ90+fzzz4dtW7lyJVauXGnlWdHQUEOlUqGkpARyuRxJSUng8XgmX0M1o6ekpARcLtfhMnoAYHbEbNyadiu2nt+KJdFLMDl0ssVj2TMVcbTI78jHs8efxaLoRbg7826T+ztCJNlSLTY0Wblx40aw2WywWCx6spLG7nR2dqKiogKpqalajqwhzaSiwwRBoL6+HjKZDFOmTNFyXszRYnvptua4cd5x2DRtE5489iSePbIPnT1R8HFlQqFS4FxDP6J8XbA4RX+XamN48NjYeVM6th1vQAdfhomRXliVa1kN8khpslwpx92H78Y43ji8OftNi8cZjd8ma2zi0dRih3OS6+vr0dPTgwkTJuDMmTPDnjcnkiwSiVBVVYWcnBxwuVwMDAw4zAyZPnxdfLFz8U4s/n4x7vv9Pny++HOrL2YGg+EwaxrrYo6h0zTYhNsO3oZEn0S8N/e9UTEUzY1eWCoINDSjDUEQ8Pb2Vkd5qUC17i08PBzd3d1Wj2dLNI/z4vQX8UfDH7jr8F04efNJuHJsu966NYzmb9WgdBC3HLgFfs5+2Dp/66hPRFLFUi2mJytpHAEnJyfk5OQMW4XFUidZpVKhvLwcKpUKLi4uw+6N0czqMcRdmXfh1+pf8VPpKUwLCsWFjlI0DjbCnR0I/nkWOK5hmBI6xWyt9nfnYuOiODudte1599y7uNh5EV8u/dLiNOvRWv3FGpt4NLXY4Zzk0NBQhIYaXhaD6ixZQ0MDpFIppk+frp4lM/fmb21tRXt7u9bi2ab+r/uvvsW3jR13cuhkbJyyEZtObMLkkMlYn7me+od3mSJTyrDmwBrIVXJ8sewLk2vVOUL0gnaSacYyLBYLwcHBGBwctCqqQG7r7e1FWVkZ0tLSwGKx0NXVRfm19kb3nnZzcsOH8z/Eou8XYeM/G/H2nLftfg6jjanPmSAIbDi6AY2DjTh47UHKBpojaLFKpaK1mGbM4uXlpU4r1cQSJ1mhUODixYvw8vJCVFQUTp8+TekczLHH7QGTwcSHCz7ErE82oqijEhNDk6FUqdA+KMHpjkP446ejcGI5YWLQRMyOnI1Z4bOQ7p8OFvPSfe+Ik3q13SI89Us5GnvFCPXi4eVlCYj1H3L0dTWupKsEr59+HSvjV2JZ7DKrjjta6dYjvea2LXA4J5nD4UChUBh8nsosWUlJCQDAw8PDZBqJvouFIIbWAh0YGFC3Gze2mLZSqYRcLh+2Td9ryOPLZDIwGAw0NQ0txaTpUM9xnoMjfkfw5LEnEagIRKpPqkFnXPf/KpUKMplMvd0RhcFcnvr7KeS152H3kt2IHRdr+gV2gnaSaf5rWJt6x2AwIBQKUVFRgezsbPB4PIjFYrOOo7kKwUjp2dSwqbg76258eOFDLI1dqrUO++WKsc92V9Eu7K3Yi01TN+GKkCtG8Kz0M1JLQNHQjDbmOqiGdFipVCIvLw/h4eEIDr60hKjuvWRo3JEuY9M9h0jPSDw1ey5ePlyE6l5vxHplIzdEiCrFH/i7aSiYcrz5OI43H8fzeB7jeOMwK3wWZkUMPQJ5tm08ay0SuRL3fFuMAbEcHBYDzf1S3PddCfbekQ0XJ23bUa6U467Dd8GT64m3Zr9l1XFHM5I8FnV4zJ2xMSdZLpejoKAAfn5+CAoKQlFREaUxdaPQUqkUIpEIaWlpUCgUdpn9aGxshJOTEwIDh7r16TrU2wK3YcHeBXgy/0nsX7wfLhwX9XMKhQJSqVSvEy6VSlFaWqreZggqDjf5f6FQCJlMhu7ubqPRc3NSM6nyQ/kP2FGwA/dk3YPlccspvWas1yTT0DgK1jjJBEGgtbUVQqEQ06ZN0/qBpDJZqTmevSMW+sbeNGUTjtQdwT2H78Gpm09Z3SNirFLSVYLH/noMsyJm4cHcB816LUEQdvn9HImaZBoaR8YcJ1koFEIgECArKws+Pj5G9zW2Tfees2dNsj5uy1iNQ3XX4mTDb3h64beYEpEGFvNHHGs8hueOP4cLHRcwjjcO08Omw4Xjgr8a/sLeyr0AgGivaKS5puE6t+swNXSqlp7/W9OLguZB+Ls7YUlqAJw5luuFUqVEn6QPPeIe7YdE+++OARb6B1dDRQzZ6d7O3pAqlGjoFSMx0E1rzPfz3kdBZwG+WPKF1d2s7Wkf26smeTS5bJxkuVyOvLw8REVFISAgADKZzOwu2CqVCsXFxWAwGEhKSrKro6VrALJYLLBYLHA4HABAhEsEdi/djYXfLcQzec/g62VfUzqfc+fOISMjw+g+BEEYjHQbi5QPDAyYfI2+Y2mmmms61Hw+HzKZDH19fXrT1WsGa3DvkXuRG5CLx7Ieg0gkGpa6PtIzm3Qkmea/grkdVHW1tKysDDKZDN7e3pQawxjTZrFYrE6btfWknKExnDnO2LZgG+Z/Ox9P//00Ns/fbPWxxhpCuRBrfl0DT54nPl748YitSW9LaC2muRwxFmHWhCx1cXFx0XKQyX2pTlgCQ44On88Hm81WazAZ5BmJVFoGg4Et8z/AxF0T8dype3Ak4ggANmaGz8Rfq/7C/ur9eOHfF7Cvah+yA7Px8ZUfw9/FH382/ok/6v7Ab02/4ad9P4HFYCE3KBezI2ZDIZiGP0uZUKqG7LvDZd348LoUOLGZUBEqDEgH1I5tr7h3mPPb3NeMflk/+Eo+esQ96Jf0g4Dp30wW4Y0g1WqwGCzwOFwwwIRCRcCDN/RbSdqbpd2lePXUq7g67mpcFXeVnT9hy7FnTfJoclk4yQKBAH19fcjJyVEvU2LuDJlSqURBQQG8vb0hFApHPRIJABOCJ+CFaS/gqb+fwtYLW3Fv9r02GZfBYJiV9sDhcCAUCjF+/HiLjkc60LqOd0NDA9zd3eHs7Kz1nEKhAF/Kx/q/1oPH5GFT8ia0NbcNez1BEHpvTLFYjJKSEnA4HJO141TS2Ml/ja3zpgtVQfj+++/x3HPPoaysDGfPntVa4+3VV1/Fp59+ChaLhQ8++AALFiwAAJw/fx633HILxGIxFi1ahPfff98hrleayw9znWQAWnVv4eHhqK2tNTmmseM0NzejoaFhmE6YmpSj2jNCoVBAIpGgp6dn2PMZvhm4L+s+vH/+fSyNXYr54+dT+izGGoYMnEf+fARVvVX45Zpf4O9qfgdZe9YkUzXK6ZpkmssVfRrIYFxaJ7m1tRWNjY3IyspCQUGB3n31oU+LJRIJioqK1CsdkDosEolw/vx5g1Ftc7IWyX8lEom60a7uPv7O/nh7ztu49eCteO/ce3hk4iPqYy2LXYZF0YvwTek3eOXkK1j6w1LMjpiNTVM34faU21FQXACpnxR/NfyFPxr+wKsnX0ewJB4E5ABDBSaY6G9yweRP30Q/cQo94h4oieH14ADgxHKCr7Mv3Fnu8OZ5Y7zPePjwfODjfOkxIB3A+fbzyGvPQ0VPBQgQcOO4YVbELCwYvwAtbRH4rUQAlWros7s6IxAhXpdWklCoFLjr8F3w4HpYnWZNMlp9ImgneYTQNaY6OztRXV0NLy8vrXU8zTHEFAoF8vLyEBoaipCQEHR0dDhEyi4A3JN1D042n8TG4xsxIWgCJgRPGJXzsOaz0GxYpgmXy4WHh8ew9VcJgsC6g+vQIGzAvpX7MD18OuVjEQSBwsJCREdHg8PhUKoT160nN/R/kUiEwsLCYe9F19muq6vDt99+i8bGRjzzzDNwdnbG448/rndiIiUlBXv37sX69doN2kpLS7Fnzx6UlJSgtbUVc+fORWVlJVgsFu666y7s2LEDkyZNwqJFi3Do0CFceeWVlD8jGhqqmJtOJ5PJtOreBAKB2Rk9mtu6urqgUCiQlZVFOXJsKitGX4mKQqFAX1+f3tcudl2MfS77sP7X9fg061O4c9y1jmfI0BMIBGhsbASXy6XU2HE0s2T08XXp1/iq5Cs8PulxzAifMarnogtdk0zzX8fYJBHZV6e/vx85OTlgsVgWdcImUalUuHjxIuLi4uDu7q517LNnzyI3N9fgeZiyvzSfl8lk6szF/v5+CAQCvftHqCIw3Xc6Xjn5CkJFoYhyjVJ/JiwWC2nMNHw58Uv81PwTdtXuwoyvZmBe0DxcH3A9JvpOxLrIdbg9+nZ0S/px2w/tkKv4EClFUEEFAgQCnMNwRYAXfF184eviq+X4kg9Xjqu6rxCbzUZQUBCkCilOtpzE4brD2F6wHdV91QCA2HGxuCf7HswfPx+TQybDifX/ncpTgTlx/ajvFSHC2xkTIry0Pr8PCz5Efkc+di3ZBV8XX4Pf91hgrOrwmDtjzRu4sbER7e3tSE1NHRatoIpCoUBjYyOSkpLg7++vdYyRSrc2td/WBVsx46sZuOXXW3D8puNW1yQ4CoY+4x0FO/BjxY/YOGWj2cYZOR6HwwGXa9ulrwoLCxEXF6e1ZqxmPTkp4N7e3pBIJNi1axemTJkCsVhs8ActMTFR7/Z9+/bh+uuvB5fLxfjx4xETE4OzZ88iMjISg4ODuOKKoeY5N998M37++WfaSaaxC+Y4yVKpFC0tLUhNTVWn9VmqoQRBqB3kiRMnQqFQUD4P0smk+oMsEokglUq11m3WZVfYLsz+ejb2DOzBjit3aJ2nIaNPKBTCzc0NHA5HvU0mk5l04A1FyUnEYjEuXrxI2emmEsXRpbK3Eg//8TCmhk7FE5OeoPQ56sMRJpvHai0cDY0pDDm+TU1NcHV1RWZmpsmMC1NOskAgAJ/PR2ZmJry9vSGTySifn7lZiyRSqRTBwcHw8DDcB2JX6i5M3DURHzR9gL9W/QUnltMwWyw+Oh7rJ6zH9sLt+KTkE/zR9gf+J/gf7kq8C348P7gznJET5IbCDg48Od5QqAhw2Qw8kXgt3DmXouWEgAAEgJKhRAfRgQ50qMskW/mtyBvIQ95gHvJ68iBSiuDEdEKuXy6uSb8GM0NmItIjUq21/H6+lganBnCRHuSsNZHBYDBQK6jFW3lvYUXcCqyIW2H2Z2gIOpJsHmPOSQaGPuzy8nJIpVLk5ORAKpVaFK0QCoWor6+Hn5+f2kF2RMbxxuHzxZ9j/rfzsf7Qeny3/Dt1bdiAWI6GXjHcuGyM93GmPKZSReD38i5Ud4kQ5euCBYl+YDFHP3J+tvUsnvr7KSyMWoiHJjw02qejhaHGFWSdJImLiwuysrJw4MABi53XlpYWTJo0Sf13aGgoWlpawOFwEBoaOmw7DY09oOok9/b2oqWlBcHBwVY1hgGG7rOysjIolUqEhoY6xLIRmQGZeGTiI3j99OtYFrsMS2KWAAD4UiW6BTL4uHLg6czTeo2TkxPGjRsHFxfjS9ZVdgpxvLoHPA4LCxL94OvmpHc/sjllYWEhEhISTEZmFAoFJYdcc3WG7u5uSJVS3HvxXrAJNu4Pux9FhUUWL30olUoBDBm95HNkrbs10P0haP7r6NNRhUKBlpYWuLu7U+qrY0rfBwYGUFxcDHd3d7i7uxvcz9ZQubd9nH2wed5mXLfvOrx++nVsnLpxmC0GAG5ubnhpzku4M/tOPHvkWeyt3Yt9dfuwPnM9Hsx9EG9eG4b3/6rDhaYB+Lo54ZE5UYj2M7zeslKlxLm2czhcexiH6w6juLsYABDiFoJr4oac4isCr4ATw2mYHhvLaFI75AQBJaHE8wXPw5npjBvH3Yhz585ZpL/6tpHZkwBsmrFEO8kORGtrK/z9/ZGWlmawuYypbYODgygqKkJ4ePiIdeyzhqzALLw8/WU8+tejeP/c+3hwwoOo6hTilcPVkClVIAhgRqw3Mp1MnzdBEHjpUBX+quyBUkWAxWTgdF0/nl8cO6qz/j3iHtzy6y0IcQ/B9oXbLW4SM1ozZZpoCsLcuXPR3t4+bJ+XX34ZV12lvxED1dQocjsNjT0wpoXk/UDWvUVGRlJ6vbFtKpUKRUVFcHZ2RlBQkM3ehymo6P2jEx/FbzW/4f6j9+OKkCtQ38XC+3/VQ0UQAAO4Z1okrogaZ9ZxzzcO4LGfyyBTqMBgAN+eb8VnN6XrdZTJ+j4mk2nzLJnOzk6IRCJERkbiwaMPolZYix+W/4DZ4bMpO9qaRiC5bXBwEEwmE319fVpGoD6oGIHk/wcHB+Hk5KRuIGTIWGQwGHR/CJrLEl0dlUgkyM/Ph6enJ3x8fChdh8a0uKenBxUVFcjMzERZWdmI28RUjndl9JW4KfkmvHPuHSyMWmi0HNHfxR/3x92PTQs24ZWTr+CDvA/wedHnuD/nfmyYfRcYxHicqutDVZcQ7jw2/N0vaWyPuAdH64/icO1h/NHwB/okfWAxWLgi5Ao8lPoQ5oTNwdT4qTa79989+y6qRFXYMW8H5qfO17sCjjFN1lwBR/c5sViMsrIyoxlLurXkVBxymUyG/v5+cDgcvY65RCIZkzrs8E6ypmMik8lQV1cHd3d39frFgPmGGNntLzMzEwMDA8PW7RwJJ9mSY9yRcQdOtpzEC/++gInBE/HtKU8QBMBgCiCUifDDxS4U+RSiwKkAcpUcSpUSCpVi2GNQzMbx4klQETJIlCK4cTzwZ6Ucqyf4IdbfPCPPWsjvVqlS4taDt6JL1IXfr/8d43gjex62RqFQqNOMjh49avbrQ0ND1WtoA0PNi4KDgxEaGorm5uZh22lo7IGxiRmVSoX6+np13VtnZ6c6cmjs9Ya6pxIEgfz8fHh7e2P8+PFoamoaEcOM6o+pE8sJ2xdux/SvpuP+I4+D2X8vnNgMSJVCCOUyvHykADdO5cOJI4dcKUd9Sz28Jd5gsBlqPZar5FCoFOp//76YhkGJCwSKfjgxOZArffFdfgPunjY668HvrdiLTws/xQM5D2B+lPVNysiGa6YytfSVrRgzCMno9+DgoNH9N23ahOrqavzvf/8Dj8fDvffei7Vr1+o9B7o/BM1YQlNb+Xw+CgsLkZiYCD6fb3azRd1tPT09aG9vR3Z2NrhcrlGNHO1Joddmvoa/G//GnYfvxImbTsCFYzhzhyAIRHpGYseVO3B/zv144d8X8MK/L2Db+V2IJN4CofAEGACXzcS9c9go7juKI3VHcK7tHAgQ8HPxw5VRV2JB1ALMCp8FL56XejlXW30O5T3lePnUy5jpPxPLopcB0L8CjqXk5eUhPT3daIaWOQ45GZlWKBTo7+8ftnqOSqXC2bNnsW3bNvT19SErKwtcLhenTp3Se2xH02GHc5I1LzTN2mChUIiLFy8iICBgWI2DOYaYVCpFRUUFsrOzwePxMDg46HBRY0MwGAxsnrcZFzsvYu2BtUhjfwF/d2f82XABMqUUTGIcCkW/YXfrOb2vZzFY4DA54BLh8FCkQoWhlAuBfBACmQiTv5iFOH9XZPhnICNg6JHim2K396P5ub9++nX82fAnPpj7ATICMqwe1xEiydakiS5btgyrVq3CQw89hNbWVlRVVWHChAlgsVhwd3fH6dOnMXHiROzevRv33XefxcehoTGGscm80tJSMJlMdd2bOX0W9KUJ9vX1IS4uTqucwNFI9kvGk1c8iVeOb8dE1+sR7OmJky0nAQBMwgP3HHofCmaziVGGYDPZ8BO/Adb/fxQylRxyaT9eO/k9dteeQ05QDnICc5AblIsEnwSwmEOz8PbStiZBEzYc24DcoFw8O+VZm41LBX1lK8aQyWRwc3ODn5+f0f0OHDiAG264AR988AGioqKM7kv3h6AZS2hGfMvLy5Geng43Nze9zRJNjaGJUCjEwMAAJkyYoOWQjaSdbI7GeXA98OGCD7H0h6V47sRzeGPWG5TGTPZLxrfLv8XpltN4aP9vaOkRg83ig8fmQSRQ4d69JejmvoqsgCw8ccUTmD9+PjIDMu26DB7ZzdqN44aH4h+yS6kRFTvW3L4eANDd3Y2oqCi9Gp6eno7c3Fx88skn2LVrl9FxHE2HHc5J1kQ38puWlgahUAihUKh3P1O0trZCLBZjxowZ6pvfWFTDEfHgemD3kt2Y880ctCjOgsOcjNygHJxvuwi5goGrw6bjxWXfgs1kaz1YDJb6vcqVKqzeVYC2ASnYLAakCgVcuDJcm7YShZ0XcLD2IL4o+QLAkGMd6xmLRM9ETO2fqnacnTnU659N8Xvd73j99OtYlbQKa1LX2GxcW2OPjqo//fQT7rvvPnR1dWHx4sXIyMjA4cOHkZycjGuvvRZJSUlgs9nYunWrWnw++ugjdWrJlVdeSRtlNHbDkEMrFArh7++PqKgo9T1hzooCmttkMhmKi4vB4/G0HGQyWj0SmKP3D+Q+gANVv6O+uRa+rpnICMhAeXc1ZAoVUvzD8cqsHQhyC0JtdS2iIqLg4eYxNEHJ4oDNYIPD4qj1eOepJuw60ww2kwGlSgmZSoGFiXFoELdgf/V+7C7eDQBw47ghMyATWQFZ8JX6IlAQiCA326WjS5VSPHr2UTAZTOxcvBMclnXRCk1GO9JkbS0c3R+CZjQxdP8wGAxIJBJUVVUhJydHXYJhrv2quW9DQwPEYjFSU1O1HOTRsInNOd6M8BlYn7Ee2/K3YXH0YrMavk4KmYSronzxs7AZIkUvhHIheCw3hHnk4PTN1RYtfWcpW85vwfn28/hs0WfwlnmP2HFtgSn7WKWybi3t0dJhh3eS29ra0NzcrI78ikQis9bYJKmrq0NPTw/c3d1N3vwjlW5tqQGY5p+GN2a9gQd/3wQf3ntwV4xHim8O2okv8FXrLnifk+H5ac+DzdT/9XJYTGz+XzJe+70GNV0ipId44PF50QjwmA1g6GJv5jejoKMA+Z35ONN4BsfajuGnhp8ADDnOiT6JyAzI1Io4k44zQRD4Ib8Ne863gQHgpgkhWJ4eqPdcWgQtuO2325Dsm4x35rxjE4PKESLJVNfmXLFiBVas0N+58Omnn8bTTz89bHtOTg6Ki4spnQcNjTXo6hRZ98blchERETEs80ff643pq1gsRn5+PiIjI9HW1mbytfbAXK1gM9nYsWgzZu1ci8oeD8R4xSPD3xse3n/ju9pzuOGXG/DUFU/hCu4VCHILMtq46+aJoVCoCPxW0gUuxwl3TAnHrLgZAO4bWsalvwZ5bXnIa89DXlsePsz/EHKVHM8WP4sQtxB1tDknKAcZARlw5VxqOFPZKcRH/9RjUKLAvEQ/XJcVZPC9vlXwFkr7S/H1sq8R7hFu1udhDHt9f5ZOWNL9IWguBwiCQF1dHWQyGa644gqtCXlzbEvyOiaXjBIIBPDz8xvmzIyF6/r5ac/jaP1R3H34bpy6+RQ8uIY7Y+syMdILR8q64ckLBZMBSOQqLE0KHFEHuaKnAi+ffBlLY5ZiZfxKFBUV2e1zH63u1mNRhx3WSSYIAhKJBG1tbcjJyVF/uJbMklVWVkIqlSItLQ35+fl69zGEo4rDLam34ETzCfxYvg57lv6COVFTQSADt37Xj83nN6Ooqwg7F+80uFyUnzsXb1+dpPc5BoOBMI8whHmEYWnsUnTGdkIoFILtw1Y7zvnt+cMizqTjzJNPw8nyYHD+30l/5886uHJZmJegnRonVUix4Y8NUKqU2L10t9FakrEGvewIzeWAobq3mpoai1YUILcBQ2l9BQUFSEpKgrOz8zAn2ZGJ847DkzNvwNPHNuDmlM24JW0lXLnZeLB3CR7961E8fuxxRLtF4w3nNzAvdp7BcVhMBm6fEo7bpwx3TBkMBmLGxSBmXAyuT7oeAMAX8/HzmZ8x6DGIvLY8nG8/j31V+4bGYrCQ7JuMnKAcRLtPwp4TIZApGGAwgLIOAQQSBW7Tc5yDNQfxefnnuDH6RnXXblsy2hOWmpFkuj8EzVhHpVKhpKQETCYTLi4uejPWzEm3VqlUKC8vh1KpRHp6OsrLy/Xu68iRZABw4bhg+8LtmP/tfDx57ElsXbCV8mtnxPqgZUCKXaebIVMRmBPvo1eT7YVSpcRdh++CC8cF785516GzWS1F0yYeSzo8+mtr6IEUAZVKhdTU1GGzZOak9BUXF6vH0ee0mBpPqVQ65MXKYDDw/tz3EeMdg3v/WIdeSRecWE7YELMBH87/ECdbTmLmVzNR2Flos+ORTvPGKRvx08qfUHtnLUpuK8FXS7/CgxMeRIBrAA7WHsTPRc0YkA6iW9IBiUoElYrAoZKuYWO+X/4+8rvy8eGCDxEzzvAapebiCJHksdrunoaGhMG4tHJAT08PCgsLkZ6eDm/voTQwU2nU5Bj69lMqlSgoKEBaWhrGjRs3ahk91hznrsy7MCk0E6+dfQT9sg4AQ87zz1f/jK+WfgWhQoiV+1di3a/r0CawzQQAj81DimcK7sm6BzsX70ThrYWoubMG3y7/Fg9NeAg+Lj74ofwHvHbsN/RLRBAp+JCrJFCpgG8vDD+HpsEm3HnoTiSPS8bDaQ/b5Bw1cYTfTmu1eNmyZdizZw+kUinq6urU/SGCgoLU/SEIgsDu3bsNRkFoaGyBQqHAhQsX4ObmhoSEBL37mJvSWlVVBSaTieTkZLV9Y0yLdW0ge9zjltpvE4In4MHcB/FFyRf4reY3s453Y24IDt87AUc3TMTTC2PhxB4592jrha3Ia8/DW7PfGtHota0x9r1ZGzgaLR12uEiyXC7HhQsX4OPjA7FYPOxDp2pMKZVKiMViBAYGatXNUW0so1KpUFpaiv7+fr1fPEEQRtuim/pXIpGo27HrtlOnipuTG3Yv2Y1ZX8/CrQdvxb6VQxGFm1JuQoJPAm7afxPm7ZmHLfO34H8J/6M8LlV0I85tgjZ8VvgZdp2QAyrG/zcKY0OlIuDK1b45viv7Dj80/oD1qeuxLHaZzc/NHpjjJNORZJrLAQaDgYGBAXR0dGjVvTGZTIsjyb29vRCLxZg6dao6FZlq80VHgsVk4aMFH2Hy7sm498i92Hv1XvXEwtLYpQgWB+OX3l/w4cUPcaj2EB6f9DjuyroLTiz96yBbip+LHxaMX4AAlwBwWVwIZUKUCf//s2T8/2cLgKnzccqVcqw7uA5KQon3pr5n8/MicYQJS7o/BM1Yhyx1GT9+PAIDA9Vp0vqgYucqlUr09fUhICAA8fHx6u1jUYs1eWLSEzhcexj3/X4fzgSfMZhNqQ8Gg4GRfqeVvZV48d8XsSR6Ca6Jv2bY+YwVTF1zVEsQHU2HHc5JFolECA0NRWBgIHp7ey0yxBQKBfLz88FmsxEdHW3Wa4GhL7uiogJubm7IycnR67iSAqW5JIXuEhWabdJlMpnW33w+X+3I6y4krg9DzjaXxcWTaU9i44WNeOrIU7jK4yp0dHQgkhOJfYv34Z5j9+DWg7fiXMs5bJq8CU5sJ7Uzbqv631Mtp7CjYAd+qf4FSpUS08NWobdtMlRKNggV4OzEwi2TwtSvKe8px4bfNyB9XDqemviU1eeg75xGW1xUKpVZnQFpaBwNgiDQ0dEBPp8/rO6NfF4TKvra1dWF6upquLi4GK3V1T2Go6afRXlF4YXpL+CRPx/BrqJduCXtFvVzPBYPj+U+hjUZa/DksSfx7PFnsbt4N96c/SZmR8y2+tjdom780fAHjtYfxR/1f6Bb3A0AyAzIxM05KTh+0RlSORNgDKV13zxRu2v4K6dewZnWM/hs0WcIdwuHXC63+px0cbSaZGPQ/SFoHBWy1CUpKQnjxg0tj2msoZep+460kXk8HkJCQii93tHTrUm4bC62X7kdM7+aiYf/eBifL/nctidmQ5QqJe4+fDec2c54d+67Wt+pI/7eWcNY1WGHs+I9PT1NRheMzXJJpVJcuHAB48ePR21tLaXXam5TqVQYHBxEQEAAYmJiDBoOZMTA3DbpJG1tbVAoFAgLCzO5L0EQBteBVCqVuNHjRhT0F2Bb6TaExIcgRBIylGKmYuG9rPfwTsk72HZxG841ncOmpE1wZ7kbbOygb+FwqVSqPh65TIdEJcGBxgP4qvIrVPRXwNPJE7cm34pbkm9B1LgoNA3I8EdlH5hMBhYl+yNs3FBTL76Mj5v23wQ3Jze8lP4SOEzbdVEdCehIMs1/hZKSEigUCgQGBlJeds/YD3trayuampqQnZ2NvLw8q8ezFdYe57b027C/aj+e+vspzIqYhQjPCK3no7yi8O3yb4eiyX89juU/LsdVsVfh5Rkvm9UkS6FS4GzbWXxT+w2KS4uR35EPAgR8nH0wJ2IO5kbOxZzIOfBzGer90JgpxqenmtAvkmN+oi8WJV9K4ztafxRvn30bt6TegmsSrkFbW9tl1SRGE1qLacYy/f39KCoqQkZGBlxdXU3ub0rPZDIZLly4gIiICPT09FDOrnTUJaD0keqXiieveBIv/PsClpQvwTUJ15h+kYVY87l8eOFDnG07i4+v/BgBrgE2PCvHY6zqsMM5yZqYaziJRCIUFBQgPj4ePj4+ep1kY8dQqVS4ePEiOByO2nm1V1TSHNFhMBgmHfEPF3+Isq/L8GbNm7hm+jWIcL9kqH2W+BlmF8/GA388gPsK78PXV32NVL/UYWOQkXFdJ7y7uxsSiQQeHh6o7a/Fl8Vf4sfaH8GX8xHvGY+NGRsxP2g+OOBA1adCdU81lEolJrgOjdFe3Yn2/x//pfKXUN1bjbfS3gJLxEJFRQW4XK5Vqeu6qeqOEEmma5JpxjqRkZHg8/kYHBwc9pw5E5gEQaCxsREdHR3Izs7Wq2VjOcWPyWBi64KtuGL3FbjnyD345Zpf9K6luTBqIWaGz8SW81vw5pk3caTuCB6e8DDWZ9yLQyX9aOoTIznIHQuS/MD8//feJmjDH/VD0eI/G/5Ev7QfTDCRG5yLpyY/hbmRcw2u3Rnu7YznF8cN294uaMcdv92BJJ8kvDbzNdt/IBo4QjSEapofDY0j4u7ujpycHDg5USuHMGZbSiQSXLhwAbGxsfDz80Nvby+l148VLdbkgdwHcLDmIB764yFMDZ0KHy71tGtzseTzqeqtwov/vohF0YtwbcK1djgrx2Ks2sRj0knWh1KpRH5+PlJSUuDp6WnWMcjXFxQUwNfXVyu9eqyIgwvHBbuX7Ma0L6Zh7cG1+PV/v2otAaVZpzz3m7nYOn/rsNk1BoOhjhRrLpPFF/BxvOM4fi77GUfrj4LNZGN57HLckXEHJgZPpPwZbcvfhmPdx7Bpyiasy12H0tJSBAcHg8fjmZWqbmg/8loRCoU4d+6c+rysdb7Jz4SM6FNJVacqCN9//z2ee+45lJWV4ezZs8jJyQEA/P7773jiiScgk8ng5OSEN998E7NnD6Vozpw5E21tbXB2HorOHzlyBP7+Y7fZA41j4ubmBqFQSHnpBUPGmVQqRU9PD7Kzsw32XDA1genohHuE45UZr+C+3+/DjoIduDPzTr378dg8PDLxEVyXeB2e/vtpvPTvK/jihCvcGMlgM7k4UNyJI5Xl8PAdcoyLuooAAIGugVgSswSzwmYhQBCA6ROmW3SeSpUSt/12G0RyET5f8vmIrCgw2pHksWqc0dAAQ/YLVQcZMKybKpUK58+f10rZBqg3WyS3OUIQggpsJhvbF27H1C+n4t7f78U3S75xmN8TpUqJu4/cDR6bh/fmvGew79FY+JypMlZ1eEw6ybrb+vr6IBaLMXnyZLi5uZl9HNLBDggIQFhYGAYGBkbkArX1DRvvE48HYx/EqxWv4sV/X8Tz057Xej4nKAd/3/g3bj5wM9YdXIeCjgI8N+05g+sp94p78WXJl9h2YRuaBc0Icg3CU1c8hVtSb0Ggm/51jw1xtvUsnv77aVwZdSUenPAgmIwhR5PL5VKqTTSHc+fOITc3F4DpVHXNfxUKhdHnxWIxCgoKTKaqnzhxAgcPHoRQKIRAIEBkZCQeeeQRva9JSUnB3r17sX79eq3tvr6+2L9/P4KDg1FcXIwFCxZoLZD+1VdfqR1qGhp7YchgojKBSfZ2UKlUSE9PN9mUcLTq4GzljN+ccjN+qfoFm45vwtzIuUb3DfMIw+6lu7Hz/F945wgffapOcNlOkCsUOFzKQYfLZ5gUkobnpz6PeePnIdl3qPOsXC63qvbqzTNv4p+mf/DRgo+Q4HOpO649a4ftNS7V32eyySYNzX8BfXrG5/MhEokwadIkeHh4GN3X1Jgj4bjZSpNjvWPx3NTn8Pixx/Fl6ZdIR7oNzs56Psr/CGdaz2DHwh1m29JjlbHap8fhzljzBqTSQKCrqwtVVVVwcXGxyEFWqVTo6upCXFycuoGBZidshUIx7JyMnTNArQW/vYRmrv9ctDu1491z7+KKkCuwMGqh1vMBrgHYf81+PHHsCXxw/gMUtFchkfs06rvlCBvnjMfmRaFDUoEd+Tvwffn3kCglyPXPxQPJD2DtpLXgsMyvIe4WdWPNgTUIcQ/BtoXb9KYG2gsqqepUOXfuHLKzs/U+p5mqHhISAicnJ1RVVWHVqlVGZ88SExP1bs/MzFT/Pzk5GRKJBFKpVN1dmIZmJDDXSdaMNpSUlIDFYoHH45nURGNON3lvmdJifZo6ks4Rg8HAlvlbMHHXRNx1+C68nfK2SUMvxTcTAa7lECn4EMqFcHFyBYfpjINrChDpbdv0wONNx/Ha6ddwfeL1WJW0Su/524PRjiTT0PyX0NXSvr4+lJaWwtnZWctB1revsW0kujoMDAWaDO0PjKwO67I+cz1+rfkVT//zND7O+njUzoOkuq8aL5x4AVdGXYnrEq8b7dOxGab0WKFQ0E6yrdF3s2ouPUI2gsnJyRnWCIYKcrkc5eXlcHNzG9bhj3R4dG9uzfMxZADpCoahYyuVSsjlcr0z3dYYgK/NfA157XlYf2g9Ttx0AmEe2s3BnFhOeGfOO0j3z8TLBwbRgAaMc/ZEU/8grtxejFrmPXDmsLAqeRVuT78dvipfSCQSixxkpUqJWw/eim5xN47ecBTjeONMv2gMopmq7u/vDz8/P3V2g7X8+OOPyMzM1HKQ165dCxaLhZUrV+KZZ56hDUYau2COkwxccmgvXrwIDw8PREVF4dSpUxYfh9RhfRqp6ZAbgooWk+UcMplMr6aao8VBbkF4Y9YbuOPQHfjW/Vs8Gfmk0WMnBbrBjcuGXOkKX2d3KJQEEgPdEDHO2+BrLLnXu0XduPXgrYjyisI7c94ZMb1wlPRGWh9pxirmXrua+5NBpOzsbFy4cIHy641psaZGdnZ2gsPhmNRiKjqsu79SqYRCodA6L93z1EWffjMZTGydP9Qz4rXy13Dl5CtHNFCjCdnNmsfm4b25+tOsSS63iUCyVHGsMeacZGDo4mloaEBXV5fBRjCmIDv8BQUFQSQSDXteqVSCIAizakEA6E3F1XWsRSIRWlpakJycrK511XxeNyJjCF3hIYWFDTY+XfgpZu+ZjTX712D/yv3qLtKaF+nskKvxCfc8+iRd6BS1AQA4DC425L6GByevgBfPC8CQ0FrKq6dexV+Nf2HzvM1I99dOdbncREATzfqLuXPnor29fdg+L7/8sslFz0tKSvD444/jyJEj6m1fffUVQkJCwOfzsXLlSnzxxRe4+eabbfsGaGhgfiRZqVTiwoUL8PPzQ0RExLDXmQvpdLPZbLO1QleLdc+XLMWoqqpCcHAw2Gy23n3M1eKrY67Gz1E/Y3vVdixPXo4MbsawMUkd5rKAD65JwHvHGtDcJ0FKkBvumxkJlUpls2iMilDhjkN3oE/Shx+v/hFuTsMzruzpzNKRZBqakYUgCLS3t6O+vl6r6ZfufWNO3x+5XA6VSqUeq729He3t7cjIyDBqg1OxiTX/FggE6O/vR1hYmPr8LLWJSYJdgvH85Ofx8N8PY2veVtyZcad6XFPOty0zlLYXbMfp1tPYtnAbgtyCLBpjrEJ1CShHw6HP2JCBNjg4CJVKhaysLIsuVplMhvPnzyM6Oho8Hg8NDQ3q5wiCgJubG8rKyvS+lowWajZ0MvR/fc8plUqUlpYiISEB7u7ulhs+egzA8vJyhIeHg8PhIN43Hpvnbcbag2vx0umX8PL0l4d9ljw2E2wmB0FugeDLBeAyuWAxubg+cSbcOa5qwREKhWCxWJTW0dQ0AH+v/x1vnHkDNyTegBsTb9QSMPK7NRSxH+totrs/evSoRWM0NzdjxYoV2L17t9Z632TWg7u7O1atWoWzZ8/STjKNXTDmJOuiVCrR09ODhIQEBAcHm30cTQiCAIvFQnt7O3p6evQ20jOltcaeI/WmrKwMfn5+CA0N1XdalNCnxU+lPYV/m/7Fo/8+it+v/x0sBkvreU1CvJzxxlXxWs/rMyyVSiUEAgEAmKXFH5z/YGjJp1lvI8k7aZgOk/uSx7WlFjtCTTINzX8JBoOBwcFB8Pl85OTkqB0TTYdTc19T6dYEQcDd3R11dXWoqakBQRCQy+WQy+VwdnZGXl6eXn22xE6WyWQoKytDWlqa2eWTxpxxlUqFHGYOZgbPxIsnX8S88fMQ5x1nskGZITQ1VCKRwMnJyaAmkzpc01+D5088j/mR8/G/2P+ZTFG/3KAbd9kBfTdrbW2tuhGMJRcV2eEvNjYWvr6+4PP5WuMrlUqEhoYiPHz4+pWkEaHbWVn3/2SaiOb6wmRqdU9PD1xdXVFbW6uOVuuiuVYxVaFpb28Hi8WCp6cnJBIJmEwmlscux8n0k9h6YSumhU/D0tilWscJdHLCopQAHCzphBPTHUwGE9nhnkgJ81YvQdLf34/e3l5kZWUNi3qTn4m+bY2DjbjzyJ1I9k3GmzPfHLYv2QiLjD6Rn4U1zVg0DT6lUjmqNYrWLjvS39+PxYsX49VXX8WUKVPU2xUKBfr7++Hr6wu5XI4DBw5g7lzjTYJoaCyBnGU35CRrGiUSiQQlJSVwdXU120HWhdRZd3d3TJ06Vb3NkNbq6jBZymJqP4lEAgaDAaFQiNbWVgAwaOCZY/ANDg5C3ifH+/Pfxy2/3oIPzn+Ax654zKrPhKzJrq6uRlJSEpycnIxGY8htZ1rP4MWTL+KqmKuwNnWtQQNQIBDAw8ND/flQ+Y40jW5D0RdyElSfAWuNFjtKGjcNjaPR1tYGsViMqVOnmrRBqHSyViqVCAwMVOt6R0cHGhsbccUVV6izbzT12ZhtbEyfSdvG2dnZYHNCS/W5qakJbm5u2LJgC6Z9Mw13HbkLf6z6A04s8zJFAW1nfGBgAAKBALGxsVpLkOp+pkqVEvcdvQ8cJgfvznnXZGScLP9RKBSUtY5q2abuJOxI2cS0k2wHNC8klUqFwsJCODk5wc3NzSIHWSKRQCQSITs7Gz4+l5qiaN7k+i40zfMhbzxzIdMQU1JS4OfnZ3Rf3c7Kxv4vlUrR398PoVAIHx8fNDc3a+33P8//4W+3v3Hr/luxPWs7gniXUjxYLBbm+jLhGc9BI1+FEHc2Zo5noaa6Wv0em5ubER4ejt7eXpNGIvm5SRVSrP1tLZQqJb5Z/g3GuQ2vQ66pqUFgYKC6kYSx1Eh9YmJI2EnD11AHanMNQABa4qevaYWhqBqV6+Snn37Cfffdh66uLixevBgZGRk4fPgwtmzZgurqarz44ot48cUXAQwt9eTq6ooFCxaof2jmzp2L22+/3eRxaGgsgUokmVyffvz48VaVZgDaDfA0nS8GgwEmk6m1NJ011NTUQCaTISEhYdjkminnmpzwJCdBNZ+TSqUYGBiAm5sbwvnhmOk7Ey//+zJChCGIdhvKBrEk6sJkMtHQ0AA/Pz91xEXzOX0a1Cvuxe2Hb0eYRxg+WvSRwaZ/fX19kEgkSEpKMmowk//X54zr/k0+BAIBOByOXt01p05R93dZ8zdbE0dqGERDM5IQBIHKykqIxWL4+PgMsz+oplaT++mziUkHOTMzUytCba0+KxQKXLhwAenp6Vq2ue77M6bNhvS5v78fUqkUTCYT0hYp7o+5H88VP4eH9j6EG8NuHHYcqllLZNlnVFQUBgcHjWr3xxc+HkqzvnIbIr0jTX4e1dXVCA4OVi/zSb5/3f9TsYk1/09+Dpq6aY1NTEI+R45ljU3saIwJJ1mhUKCgoAB+fn7w9/c3mAqtD/LLFYvFyM/PB4/H07oJNb9cYw6yNZCNbEJDQ006yMClSDIVent70dnZiUmTJhm8AH+K/wmTd0/GO03v4OgNR8Flc7UEJzlpuCGoUChQW1sLPz8/MJlMiEQik4476Zi+X/0+LrRfwPOJz6O7sht9rD4t0VAoFBgcHERwcDDq6urMNhiNTZCUlZUhLi4OPB5P7/egC1UDkM/nw8nJiXJtzIkTJyilC61YsQIrVqwYtv2ZZ57BM888o/c158+fNzkuDY0tMLYUB0EQ4PP5KCwsREpKCjgcDjo7O606nj4H2dY0NjZCKBQiNTV1WOqhNTVTcrkc58+fR25uLtzd3QEAu9N2I+ezHGxu3ox/Vv8DDpNjUdSFNPQkEglqamqG7aePTWWb0MZvw7YJ29BU1YQWZsswTSU/j8jISK20dn3aa+730dTUBB8fH3h6eg57jkq9uCEtViqVEIlElBoGCYVCNDQ00OnZNJc1BEGgtLQUDAYDMTExaG5uHraPqaix7jZdm7izsxONjY0ma5DNRalU4uLFi4iIiDDoIJPnb26QqqenB319fVr2cXp6OooVxfii8gvcNv02pAdc6pWjGxU3li3a0NAAHx8fSKVSiMVig5reJGzCMxeewcRxExHDj8Hp06cBGI6Ky+Vy9PX1ISwsDK2trZTLiKjoW0VFBWJiYtT2sTU2Mfl/BoOhngw19FsEDNnEvr6+Js/R0XB4J5msHw4LC0NwcDAkEonZqVYikQj5+flISUlBSUnJsOf5fD7q6+vBZrONXoT6oqamIAgCxcXF8PX1RVCQbQv1hUIhKioq1KnQhoj0isS2hdtww74b8NSxp/D23LdNCk5tbS18fX0RGxtr1jntKd2DX9p+wQO5D+CRmY8Mi4rLZDKUlJQgJiZGfVNpRsWpRM/1wWKxoFAoIJfL0dLSgvb2dovqFw19vw0NDYiNjaXUyE0sFqO4uBj//POPWZ8dDY2jYciwYjKZ4PP5aG5uRnp6Otzc3CAWiy0+DmmYkDPybDZbaybeVrS1taG7uxsZGRk2dZrITKfo6Gi1gwwAPs4+2LJgC6796Vq8fup1PDv1WbOjLgMDA+jp6cHEiRMpG4gfnv8QJ7pP4JXpr2B52nKDmtrU1AQvLy91qqOxCI2h60CfvhIEgc7OToSFhaGxsZGSDpOGnqnvpb6+HsHBwXBxcTG6H0EQ+Oyzz/Dggw/SEWWayxZSe1xdXRETEwM+n28w+0dfJFnfNoFAgIGBAXA4HDCZTPT19aG5uRkZGRk2y+YBLtnH/v7+CAgIsNm4wJB9XFVVhczMzGG6+c7cd3C86ThuP3g7jq8+Di57KMuGalScDCCZso9VhArP7nkWPA4PX173JYLdh1LWDUXF5XI5ysrKEBkZCTabrU5D18xaMmQXm9JncpzOzk709PRQ0mN9UXF9+tzY2KjlfOsiEolQVlaG48ePG/28HBGHdpKVyqHOo4mJieoIrLHIhi7kzV5YWIjU1NRha8QRBAEul4vo6Giti42cvTd2URqqsdJ1tAYHB8FmsyGXy1FfX29WsxljBoNcLkdRURFSUlIorZ27LG4Z7s2+F1vOb8GUsCm4Ov5qg/uSs2+aa/VSobS7FPcduQ9TQ6fi+enPqz8TTQOlvr4ekZGRVtctakIQhHoyJSMjAywWy6Cxp69W3FhUHIDa+S4rKzP5vR0+fBgXLlxAXFwc/v77byQmJiI+Pt7I2dPQOC6G9FYsFqOjowO5ubnqlDBztFkT0mDw8/NDY2Oj0XuRhErKsu7ffD4fHR0dSExMhEQisWjS09D5l5WVwdfXV2+m0OKYxViVvApvnn4Ti2MWIyswi/LYZCOb9PR0yg5yfns+nv77aSyKXoQNEzYY/A3p7OwEl8tFSkqKRRMGxmoRq6urERISAhcXF72/q4bSJPV916TRSv4m9vf3w9/fHxUVFQa1uKurCzU1Nfj444+xe/duNDQ02KTbOg2NI0EQBPLz8+Hj44PIyEgAlq9tT47n4eEBPp+P1tZWddaGSCSCi4uLwWWkNDXXlF2rqbmNjY3g8Xjw9fXVKiGxdgKTtI+Tk5P12sc+zj74cMGHWLl3JV4++TJemP4C5bF7e3sp28c78nfgRPMJfLTwI7WDDBiOipeXlyMyMtKqRpIkmvosl8tRUFCAxMREsFgsgyVEpuxiQ2UzcrkctbW1er/7/fv3q8uxfvnlF6SnpyM9PV3PGTsmDuskCwQCtLe3IzIyUsvwMMcQI9Oc09PTtWb3gUuRCwDw9/e3yTnrRk3r6+vh6uqK0NBQg2l0lhoMQqEQrq6uaGhooCxOj2U9hlPNp3DXb3chaVwS4nzjhjniEokElZWVZncO58v4uHHfjXDjuOHzpZ+DzRx+aXV1dUEmk9nUQQaGPpP6+nqEh4cPmwixFoIgcO7cOWRnZ4PL5ZoUEScnJ5SVlWHFihUoKiqCq6sr7STTjFn06W1HRwf6+voQHx+vVTMFmN9QSbMGOSYmhrJxZCwNTvdvuVwOoVCI7u5u+Pr6oqWlhfKkJxUnvK+vD3K5HH5+fuoZet19X5/5Oo41HMPtB2/Hvzf/Cx5b/4y77mdTXFyM6OjoYZ+zIQalg7h5/83wc/HDtiu3Gfw8ZTIZampqkJ2dbbFBaijq0tPTAw6Hg5iYGIvG1UWzVry6ulqdlmkoEiORSFBVVYXdu3fDy8sLW7duBZPJxOeff26T86GhcQTkcjlEIhEiIyPVK14A5nVJ1tyXvM/c3NyQmJgIYMhmq6urw9SpUw1GVvVFRQ3pskwmU//d29sLpXKoTrWiooJStiDV4FJjYyP8/f2hUCgwMDCg14lfGL0Qa1LX4N2z72JR9CJMCplk8vOSSCTq7E1T9nFdfx2e/edZzBs/D6tTVpscu6enB2Kx2Gb2oqY+NzY2IjQ01Gg6uyUQBIG8vDykpKTA2dlZ73cfGhqKn3/+GTfffDP6+vrQ399v03OwNw7pJA8MDKC4uBgBAQFwdXXVeo6qAAwODkIkEmHChAkGHWRb1yBrRk0bGhqgVCqRlpZm07Q+pXJoCSkfHx8EBgYaNRL1zQw9Hf801pxcg+t/vB6bMzaDw9AWPpFIBB6Ph6KiIrNSz+/75z7U9NXguyXfwYPhoRWpYTKZkMvlqK6utsooMwSfz8fg4CDi4uJsOi4wtBagp6en2kg1db1IJBIsX77cYD0xDc1YQtdJbm5uRmtrK4KCgobVpZkbSTbUpIsKpK5QSf3j8/lob2/HxIkTDaaD6UNfA0Xdv8mmiUFBQeDz+Ub33xC5AU8UP4G7vr8L68evB6AdUdDV2IGBAXU/jZaWFkrpcPcevhcNAw04dP0h+DgbboBTWlqKmJgYSuUj5kBmf2VkZNhsTLJWXCKRgM/nIzEx0eS1EhgYiFdffRUnT560+cQpDc1oI5VKceHCBTg5OekNOpgbSdZnE5MOcmZmplGdtaRWuLGxES4uLpSzWKg27VIoFGhtbQWXy1WXfBjaHwBWuq3EIadDuHnvzdietR1uTm4GnXAmk4m2tjajk6Hqz4EB3PnbnWAz2Ngyf4vJ9yiXy9W6aWv7WCgUoqenBzk5OTYdFwC6u7vh4uKit+8ESUdHB66++mps2LDB5scfCRzOSZbL5SgtLUVmZiba2tr03tTGisOBS062q6vrMCcbgF0cZE1aW1vR29tr8TJVxmhsbASbzcb48eMtGjsZydjpuxPX7L0G3w1+h80LNqufKy8vR1BQEMLCwihHaqRSKXZX7Mav9b9iQ+IGhCnD1Mtbae4vFovB4XDU6TqaKXTGxMZU2g6TyURZWZlWl1pbQWYDZGdnU9pfJBLh888/x7///mvT86ChGS00Dav6+nr09PQgOzsbdXV1lOrbjEHqsD2bdIlEIhQXFyMtLc0sBxkw3UBxcHAQDQ0NyM3NpeSsT8AEVDIrsbNwJ9ZPX49JIZPUkwS6etnX1welUonIyEijk56ar9nXvA8/Vv6IWyNvBbOZidPNQw1iNI1YJpMJqVQKhUKBvr4+rSiLKf3V1FxD31d9fT2CgoLM/qypUFNTg6ioKErXyqeffoobbriBdpBpLjvIJrTx8fGorKwc1pTOnHRr4NJkoKZN3N3dTclBtgRL+kJQdcQbGxvh6uqKpKQkymPvDN+JRd8uwn7xfrw56U2Ddm9zczPc3d3h6upqcHUD8v8/NP6AE80n8HDsw2gubUYzLjVS06ep/f39cHV1Hdaoi4ouG3ufBEGgoqICcXFxNvd3CGJoSd60tDSD+wiFQnzxxRc4efKkTY89kjick+zk5ISJEyeqf4iptKwnIQgC/f39KCsrQ1ZWFoqKiobVWzCZTJw5c8ao82XONt0ais7OTrS2tiIzM9PmFyWZ5mjtbNOV0VfiwQkP4t2z72Jq2FRcl3Qd2traIJPJEB8fr3ZgqXQwPN1yGm8Xv40lMUvwyuJX9J5XS0sLBgYGkJSUpN6mmUJnKk1HM0VH93mhUKiOruvDXKdb8+/29nZ1eopSqTRZK7Nz505cf/31RmfVaGjGEuSkZFVVFYRCoVrXqDaB0Qdp1DU3N6sbdJm6Ty1BKpWisLAQycnJeidLrYFcFzo9Pd0sI/KVWa/gj4Y/sP639Ti15hRcOC7DtFYikaC9vR1ZWVmUI73FXcXY+s9WzI6YjfeueQ9MxqXPTNMRF4lEKC0tVU8q6pv0NDUxaqgMCBialBg3bhz4fD4ljTWWnaSptXw+H2KxmFJ3VJFINOYNMxoaEs37QCAQ4OLFi0hOToaXl5dZOmxoO5/PB5fLBYfDAYvFQn9/v7qLta0d5O7ubjQ3N9vFPu7u7kZXVxcyMzPNso9nhM/AXVl34aMLH2Fp7FLMipg1bJ+uri4QBEEp8FXXX4dP/vkEcyPn4vmrnh+W0q6bodTV1QWxWIywsDAtzdVt2GVIl4017NJtZmvOZKjuxKgu7e3t8PLyMloK9Omnn+LGG28c05OVDuckA5dSWs0VgJ6eHnU9LY/HG7Zcj1KpVKf76pvB13cRmpox0kzdIC9qFxcXnDt3zqwL0dQ2sgO3ubXChtg0dRPOtJzBfUfuQ5x7HKQtUuTk5JglLp3CTqz+ZTXCPcKx/crtel8rFovR1NQ0LNXD2uVWgEspR4aWv7K0Voasbevq6oKXlxeKi4u1vmdd2tvb8d5776G5uRnTpk3DHXfcgWeffRZhYWFWvT8aGkdAKBTCxcVFy0Cw1Ekm78moqCiIRCKDXTs1t5nTuEvTqW5tbUVgYCDEYjGkUqlRZ9wc3VMqlSgsLERCQoLJDsu6uDu546OFH2HRt4uw8Z+NeGvOW1rPq1QqFBUVISEhgbKDLJQJcfMvN8OT64lPFn+i5SAD2rXVZDMbLy8vs87bFEqlEgUFBUhNTYWrq6tRzdVdxcCQJmtClgHl5eUZ/b08cOAACgoKkJycjD///BMJCQlISEiw6XuloRkNyAxJcjUBwHwbWTdo5Onpifb2drS3t0OpVEIsFkMgEMDV1RUFBQV6x7E0uCQSidDQ0ICUlBT1/W6LJl3A0ORBdXW1xfbxC9NfwNG6o7jztztxdu1ZeHIvBTrEYjHlUkEVocLdh+4Gk8HE1gVbh+2vGxGXyWRoa2tDdna2zUpfyN9YmUyGCxcuICUlBUwmU+/vq7HO2Zp/67sOhEIhPDw8kJ+fP+w7b2howLFjx7Bv3z48+uij+P7777F8+XKbT7qMBA7pJJOYIwByuRyVlZXqBkua+xLE0FrLwCUHnPwybfWlDQ4OorS0FLm5uep6CH0Xpb4L0ZTRQDaecXZ21loj11g9GxUR2zZ3G2Z9Ows3/XIT/rj+D7OcVqVKibUH1qJX0os/V/0JL57XsH0IgkBJSQkSEhJsuq4eSWVlJWJiYvQ6yIBltTIkVVVViIuL02qIoQ+CINTXnkgkwtq1ayESieDt7W32MWloHAmVSqVek143fc0SJ1mzBtnHx8fiNRONdVUm9ZJcwo7L5arXeDc1yamLoVn1np4euLm5YXBwEEKhkJLeahqDmpGLZbHLMD18uvqYlZWV8Pf3N8uJfeiPh1DZW4kD1x5AgKvhZVQaGhrg5eVlcwcZGMqgcnFxscs6mH19fWhsbERaWprJCRUul4uKigr873//Q3FxMZydnWknmWbM09PTg4qKCmRmZmpNzFnqJJM2sYeHhzrzraenB9XV1ZgyZYpBh03XrjUWhNAMPEgkEvT09MDLy0tdjmeoWzJpt1F1wlUqFWpraxETE6MuJTE3E8mF44KPF32M2V/PxmN/PobtV24HcGnSMjExkZIT+2nBp/in6R9sXbAVoR7GO1STqyLYujcE+fk1NjYiMjLSLnrf0NAAhUKB8PBwvdeCSCRCb28vsrKy1E0iLVn5whEYc04yMLwpQWdnJ6RSqdpB1Xw9Wcxvz7o3oVCIkpISZGRkaDnoljpomigUCpw/fx7Z2dnDLnaq0XDdbtrkNoVCgQfCH8DGyo2459d78Gjco8OObyhis61iG441HsOLOS/CW+aN1tbWYfu1tbXB1dUVLi4uUCgUZkdsjNHT06NeNsbWSCQS9Pb2UurOymAwIJfL8cMPP+D06dPqGV4amrFOXV0d3N3dIZVK9c6Im+Mkk2lhljTp0sVQV2XyOBcvXrR6mTlDk5yNjY1wd3dHQECAeptuOQiVyOhi3mL8wvsFa/etxe5Ju+Hm5AaZTAapVAo/Pz9UV1dTMhC/q/gOXxZ/iScmPYGZETMNvh8+n4/Ozk67NG8hlze0x9gEQaC6ulo9ScNms41OuIpEIlx33XV4/PHHbX4uNDSjgVwuV3ei113OyFwd1g0akTrc29uL6upqZGZmGnXYLLFrxWIxLl68iJycHEr2kbEJUH2OeHNzMzw8PNDf34+enp5h+1DNRHJnuWNt7Fp8WvwpJnpOxLyweejs7FTXIPf29hrNRGoYaMDTfz+N2RGzsSZ1jcn32dbWBg6HYxcb1p7NbMnmaLm5uWCz2XoDjVwuF3l5eThz5ozNS51GmjHnJOsaV+3t7aivr4ebm5veL0sul4PNZtvNQZZIJCgqKkJqairlZTqoQhAEioqKEB4ernc2iEyjszRK29jYiEXcRRD4CPD6qdexPGu5Vqt6QxGbI3VH8HHlx7g25lrckHCD3rQNiUSCvr4+rXRlQ/UT5qagA0MRl4SEBHUkx1AtmyWY0yAGAD755BPceOONtINMc1kRHR0NmUyGrq6uYc+Z2y+CjBjYc7KSzFzx9va2epk5fcZgS0sLCIJAamqqTd7DzvCdWLBnAb7u/hrP5z6PiooKdedmKpOcNQM1eOT0I8jwysAczhycPn162DHI3wg+nw9PT0+Da70b22YqLb26uhqRkZF2SaXr7OyEm5sbJUNLIBDg66+/1vs50NCMVTgcDnJzc/Xee5ZEknWzKnt7e9WdlW3d7V4mk+HixYtITEykbB9RmQwDLul9ZGSkWaVtxjKRnvR+Eie7TuL5888jwSUBTDkT48aNw8DAgNEJUJVKhUeLHgWhInCb/204c+aMyeg3ucRtW1ubWZlIVN5fRUWFXZrZAlAvJ2Xs+9mxYwduvvnmMe8gAw7qJJM3s6n0vba2NjQ2NiI7Oxv5+fl6F0UvKirS+1pzDAND21Uqlbo2zR4OUmVlJTw8PBAUFGTzsfv7+9HR0YHs7Gw8Hfc0TjWfwoO/P4isgCwk+yUD0B+xaRhowP1/3480/zR8uORDOHOGTwwolUrk5eUhNzfX5E1CpbU/uY2M2HR3d4PL5Wq196eSvkMlJV0ul2NgYACBgYHo7+83mHJJIhAI8NVXX9GGGc1lB3n/m9MERncbqeNkV36yUZchbbU024Q0DJydnREREWH2603R29uL1tZWZGVl2czwmBI2BRtyN+D9c+8jEYm4ZdotlH9HxHIx1n21Dq5Orvj++u8R7K5/GRjycxk3bpzBJQP1TXJSTUsnozkikQidnZ1mN4UxZgyqVCp1h10qkIYZPVlJc7lhSHPMmaxkMIaWk9OM/vX29qKyshKZmZnDotTWolAocPHiRcTExNilmWl9fT3YbLbZvV+MZSJ5wQs7l+3EtC+m4cX8F/HLTb9Qmvz7pOAT5A/kY/P8zbgq/Sqj/XAUCgWqq6sRHBwMBoNhtDGtoUwk8n3o01SyvKi7uxt9fX2UtZhKWrpMJkNnZycmTJhgcB8+n489e/bgzJkzJscbCzikk0xCpkvro6WlBa2trcjOzlZHinXrLSIjIxEVFTXstcbqhXUvUkPdPhUKBfr7+8HlclFeXj7sGKa6Z5syFDs6OiCRSJCcnDysxb+1SKVSlJWVaXUY/GzJZ5i8azJW/7Ia/6z+B25Oww0NqUKKm365CSpCha+WfaXXQQaGIgtBQUGUZpHMTd8RCoXo7u5GdnY25QYNumnpxtJ3WlpaMG7cOPVC9/r2Ia/Jzz77DP/++y9kMhnmzZuHzMxMfPjhh5TOiYZmLGCOk6yrUaTOxsTEQCwWQ6VSQSKRmExNNrdZDIvFUi+ZFBoais7OTpOGgTkIhUJUVFQgKyuLsk5R5dkpz2Jf6T68W/subpp1E+XXPfHXEyjuKsbelXv1OsjA0PfR19cHkUhkl6iCSqXCuXPnkJqaCh6PZ/J7NTctXSaTgSAIFBQUGP3+a2trcfr0aXz33XfYuHEj9u/fjwULFtg8KkZDM1oY02Eq+5JNuhoaGrScNYlEAhcXF+Tn5wMwvhoIFbtVM+OksLAQoaGhdulT0NnZqV7pxdYk+SRhTfgafFL/CX6q/gnXJl5rdP+GgQY8fexpzIqYhbVpawEYt2sbGxvh4+NDqZzPGPrKLUnbPjY2FgCMZiLparGxLtnkvwKBAFwuFzU1NXqvgxMnTuDEiROYM2cOGhoaEBQUhHHjxln1Pkcbh3eS9X1xZEc4TaNFt0mXsbQ+a+uFlcqhTp5JSUkIDAwc9ry+dA5DF6hcLtcyHFUqFUQiEQQCAdzc3HDhwgWTs0jmildlZSUiIiLAZDLVtcJBbkHYuWQnln6/FBuObMCniz8d9vk99udjuNB+Ad8u/xZR44ZPPgBDtcJCodAutRAEQaC8vBzx8fFmGbpU09J7e3vh5uamtVSVMVJSUjBnzhycOnUKTk5OkMlklM+JhmYsYExDDU1gAtoTkePGjbOqkZ2pbJOOjg7I5XIEBwfrbYJoaJJLE0OTmgwGA+3t7QgKCkJXVxcljTUnNa6rrQvPZz6Pdf+uw+N/Pa5uGGOMH8t/xCcXP8GDEx7EgqgFBvdTKBSorKy0eslAQzQ3N8PX19cuy3soFAqcO3cOubm5Bjuzkts8PDzQ1NSEjIwMdHR0oK6uDvPmzbP5OdHQOBqGdFg3q1KhUCAkJAShoUPNpPr6+lBRUYGpU6eqI8iWBI8MOV3kEnANDQ1oaGhQn4slASPd50QikbpG29bLSJHNtB6a9BAKpYV46OhDmBY2DUFu+rM5CYLA3YfuBgB8uOBDkzorFArR1tZmk/4N+uzapqYmxMbG6vVLzEXXjxGJRCgvL0dUVJTeoKFUKsXx48dx/PhxTJkyBa+++ipWrFiBq6++2upzGU3GnJNMdlXLzMzUcnJHqkmXSqVCcXExAgICDF6IxtI5TCEQCFBcXIzJkycbnQk3FRnVnC3UFLTe3l4AQ+u+kW3/lcqhNDoeeFgdthq7ynYhRB6CZaHL1MJ0pP0IPin8BGti1iCBkYC6ujq90ZnKykokJiZCLBYPMxythWwEZo/UHYIgUFNTQ9lBBoan91kTuYiMjIS7uztYLBbYbDby8vIsHouGxt6Yag5jyyU+jE1qtre3q5s2WqoxhiY1SSczODgYbm5uWpOapoxJY++BfJDZSBkhGbgt4TZsL96OqT5TMT9ivkGjsYHfgHsP34sJQROwaeomo++roqICERER4PF4Fn0uxpBIJOrmLfagsbERISEhagPQ2CQnj8fDxYsXcebMGbOX5NKF1mGasY6+rEpNm7i/vx8VFRVajWbJ11kTPCKPV1FRAS8vr2GRUqqldaQTru85shzOxcUFFy5cGHZ8Y0sDUnHGu7q6oFKpEBociu1Xbsfk3ZNx96G7sXflXr2/YzsLd+JY4zF8MO8DhHuGG/1sVCoVSktLkZiYaPOMJGDoe5VIJAgIMLzCgTno+jE1NTWIjY01GhkOCQnB7bffjoceesjq4zuKFo8pJ7murg79/f1wdnbWe5HJZDK7NukiZ5k8PDzUM3K2RCaTobi4GCkpKSYdLnIWyRwnvLOzEyKRyGhkIXdCLpp+aMLWuq1YkLkc/twodElq8Pqfr+OKoCvw3LTnwCAYWgJHpnK0t7fDxcUFbW1tlFIozREy0olNSEjA4ODgsOetnRgxp0EMcKnu4uzZsxYfU5e//vrLLqlJNDS2xti9RqaB2WoNTEN0d3ejqalJq2zEEvRNahIEgdLSUgQFBdmkxlkziq1UDjU2LC0tRVxcHFgsFu7PuB9/t/2NZ848gxSPFLiz3YcZkhK5BHfl3QWVSoUHQh/A+XPaywFq6ibpzLPZbIhEIrMiNaSeGqOiogKxsbF2Mfao1L1psm3bNqxdu9ZqB5mE1mGasYKxxl2GHOTy8nJkZGTYZfKstrYWKpUK0dHRes/V2gzOCxcuICMjQ29mkqHJTkPOtu5kp0QiwcDAANzd3XH+/HmoVCrcGn4rttRuwcafN2Jx0GKt99Ap68Tj/z6OXJ9cTHWeipqaGqPa2tbWBg8PD3Vpii1/H1UqFSorK5GcnGyX31yBQACxWGxUFwcHB/H999/j3LlzNjuuI2jxmHGSa2pqwOfzkZ6ePqxJEllvUVZWpo6K6o5jzEigOttUW1sLFouFyMhIm79XpVKJixcvIjY21i6NR0QiEWpra00uiM5isvDp4k8x5eN1uOOrSoR6iNHMb4KXSy6+XL4T/m7+el/X3t4OT09PpKSkUDofc2YVyfR6d3d3rRb/VFMoTdXVMJlM9Tp7+tr860uh3L59O2655RabGWY0NGMJQ3VvCoVCXRNMNukydh9ZSn9/P2pqapCZmWmXNdgbGhrAYDAQHm48OkAVclIT0C4b0Vz+Y+dVOzH9i+l4r+o97Fq6a9gYj//5OCr4FdizfA+Wxi7Vek7TOBSLxSguLqbcKVuf/hqrCyezkzo6OtDd3U3pt9OcuvDa2lpERkZSmvggDTNbTlbS0IwVjDnJI+0gNzU1QSAQIC0tzeaOGtnJOjg42GDpjjUZnHK5HOfPn8eECRO0AiUTiAko+q4IOxp24NZZtyLc49K6wM/8/AzAADbP2wxfF1+jGZz6Vnsxx1cxNcnZ3d0NNzc3MBgMSKVSypOdVKmurkZMTIzR8T766CPceuutNl/lZ7RxeCdZpVKhqqoKYrEY6enpepvDkE26xo8fr3ccQ+sJ6xoHxjp88vl8KBQK8Hi8YV3b9KXSUbmwNf+urKxEQECAVbV7hlAqlSguLkZSUhIl8eAyxyGM8TAaVQ2oH6yASsVCOOMxuHH0z+hIJBLU1dWZVWdhzqxiX18fenp69H7/xqDqhHd3d8PZ2RlCoRCDg4MGXwMM1eG9+OKL6O3tRWRkJA4cOIBXXnkFkydPpnxe+mAwGJg/fz4YDAbWr1+PO+64w6rxaGjsia5xRk56hYeHa91DVDokm6ufUqkUjY2NiI+PVzeDsqUT3tnZid7eXrvV8tbW1sLDw2PY+php/ml4cvKTeOHEC1getxwr4leon/u1+ldsOb8Fd2XdNcxBBi4tm8JisVBaWoqEhAT4+PjY7JzJ71cmkyE/Px8pKSkGa4UNNbukMqkJDNXtyWQy9Pb2GnW6//33X/zzzz9YsGABGhsbERAQYHWTGFqHacYShspeJBIJLly4oL5flEolBgYG4O/vj5aWFsoBI9LRMqWDHR0d6OzsRGZmpt00k8fjISQkxOZjk1lD48ePH5ZJyGQwsW3hNkz4fALW/7Yev13/GzgcDr4q+wrHmo7hvbnvITUs1ej4SqV5q71QsVk1MzhlMhk6Ojrg4+ODqqoqrddZ0gRT9zmxWAy5XA4Wi6VeclV3snNgYAA//vijTaPIjqLFDu0kA0ONoNzc3PSuTUmlSRdg/XrCzc3NIAgCaWlpeme3dVPpDD30OeFKpRKDg4NQqVSQSqVobW0dNr4hI9LUhU4+ampqEBAQAFdXV0qdsjv5UjizXRDk7otWfitC3APhzHZG+6AUMX7anyEpMPHx8XZZJ5NMI7FkbVIqKekKhQJNTU3qhdGpQBq5GzZsgFgstsnSCf/++y+Cg4PR2dmJefPmISEhAdOnT7d6XBoae6FZ90ZORIaGhpp9n5qaxNTUT4FAgNbWVvj6+qKrq0uvQaGLqTo1zedkMhmam5sRHx8PgUBgkcFojO7ubgwMDBhc1ujhiQ/jQPUBPPD7A5gSOgX+rv5oGmzC+t/WIyMgAy/PeNno+C0tLXB2drZ5ihr5G9TS0oKwsDCbdywlUyWLiooQFhYGDw8Pg8aiTCaDQqHA0aNHcfr0aVxxxRV48cUXsWzZMlx33XVWnQetwzRjCX2TlQqFAlOnTlXfMwMDA6iurkZiYiLYbLbetGNjjpmpRoekLgcEBOhNObYmqwQYylIcHBy0SydrYKj/AZfLNVjLG+4Zjjdmv4H7Dr6MlZ/9jHHcUBxtPYRp4dNxa8atJsevqakxa7UXKmtEa1JUVITk5ORhk676sKQ5W0tLC7y8vNDY2DhsX5VKhW3btuHcuXPq6y4pKQlffPEF5fM3hKNoscM6yQRBoLm5GSqVSm+ePVUH2Vo6OjrQ0dGBjIwMgzezZiqdubS1tUGpVBqNklKNiGoKnmYEXCaTQS6Xo6Ojg1JaskjJgFQmhSvDEzEeLmAynKBQKEAI+9BJCLVErrOzEzweD+7u7lCpVDb/PhoaGuDn52e3tOaGhgaTC6NrMjg4iB9//BFnz54Fm82Gu7u7VcdXKpXIyclBSEgIDhw4AH9/f6xYsQJnz56ljTOaUcXUxCPp2JA/lpbe+1QnMaVSKfLz85GVlWVWR2Wq+ikWi9Hc3Ax/f3/09PRQXq+SanqcUqlEY2MjYmNjMTAwoHc/NpONHVfuwPTPV+CqT35BqEs66oR/QgEOdi/dDS7b8IScSCRCc3Oz3ZppCQQC9Pb22mV8BoMBPp8PpVKJoCD9nWR1iYiIQGZmJu6//36bnINSqcTixYvVWkzrMI2jY6hJF6krYrEYdXV1yMrKslkarGbtb19fH6qqqpCamgomk2lWVgn5MBTtJH9jBAIB/Pz8UFlZaXaAiJzYNER/fz86OzuRnZ1t9D3PCfsfxhNuKGlVwonZDGfVSiwIiAWTYdzu7+vrA5/PVy/JZGvIpUqpOMiA+XXh3d3dEIvFRssoExISsGDBApw7dw5cLhdyuZzS2IZwNJvYIZ1ksv6AyWTC29tb70U+Eg5yT08PGhoa7LI+JjB0gzY1NSErK4tSJNzcSO3g4CDKy8sxefJkg+dvqNnB/Sp3bPm3BQAXKgJYP8EHTgwlBAKBlgD29vbCy8sLhYWFZhmRVEROLpejra0NmZmZ6nQPW7b8l0ql6OrqotwgBrB93cX777+P2NhYDA4OAhhKNTxy5Ag2btxok/FpaOwF6RzbY3JMF7lcjosXLyIuLs7sJYeo6KdSqcT58+eRlpZmVpTU1HJ/mlFwcn1MPp+P/v5+g2nIIjmBSMXr6BHJMchvglwVgwyvtzBYP4ii5iKDhiDZEbq/v98ig9HU+6yoqLDLesskVVVVlI3J/v5+7N2716bpfW+88YZ6TW9ah2nGAsaadA0ODqK0tBTp6ek2rRMljyEWi1FTU2NTBxy4FO0UiUQoLCxEamqqVgTc2FJU+iY1DTnhDAYDg4OD8Pb2RkVFhVGb9Gh5P9zYPhArGiFRKeHnHIhj5VI8MNNwZqZCoUBFRYXZZYJUIbMs09PTbT42cGnFl7S0NKP7ffjhh7jjjjvUde7Wrk/vaDaxwznJZMoVj8dDYGAguru7hz3P5XK1GnVQSaczN/VjYGAAVVVVyMrKsktjGJFIhLKyMrs1npHL5SgtLUVaWppRB99Qs4Ol2R6YmhiMjkEZAj248HLRNjBVKhXy8vKQk5NjNJpK1YgkBU+zPryrqwsuLi4oLy/XSu/Qhcr3rm+fhoYGBAcHazngxpzwgYEB7N2712ZNYpqbm/Hrr79i7dq1uPvuu5Geng6FQoFVq1Zh4cKFNjkGDY29GCkHWakcamoYGRlpl54NBEGguLgYoaGhZqcRU20WU15ejoiICEqNwE7V9sKdR0BCtEGiEMPdyR0iuTdCImPgwmEMMxSVSqU6o0epVBqMghuL2pjSSj6fr24Ko9ncUHdfS6+Dnp4eODk5UZ4A0TXMrKW5uRn79+9HR0eHeuKU1mEaR8fQ0qekg5yWlmaXRkoSiQRFRUVITU21+fik419WVobk5GR4eXnZdHxyQoGcdPXy8jJok5I9LwQCAaAC/Hn+ECvF4IIHiUQyrD8Ref4s1tB6zlwuF7W1tSZtVGOBJEOa2tDQgICAALs1ympvb4eXl5fR8fv6+rBv3z6bTVY6ok3scE4y2VHU09MTvb29eustdGdmqNSzmZP6oVKpIBaL4ezsrNX8wBKnW98FL5fL1XUE9ugySBp9UVFRVqUpj3NxwjgX/bNCtbW18Pf3N5lubGnHQTI1PDk52eh+hmosTDWUkUgk6O/vB4PB0OqYbciI/OCDD1BXVwcej4cHHngAqampuPfeeym/H3088MADeOONN8Dn8zF9+nQcOHDAqvFoaEYCcqKyt7cXPT09w563ZLLSkF6Sk6ZBQUHw99ffWd9aqqur4erqiuDgYLuM39bWBplMhvj4eEr7O7GZIAjA38UfAhkfHlxPyBSAu5sLnDnDJzwHBwfR3NyMnJwcszNtTNWokYZid3c3QkNDhzU2NBW1obKyBJPJRGNjIyIiItDV1WXy99PWhhkwpMWbN28Gn8/HW2+9RWsxjUNhqEEXMJRVAUDduE8sFqOsrAwZGRl2KVMjs3oSEhLsshILab+GhYXZ3EEGhj7LpqYmeHp6Ul7K1StQhsP1BRiUsOHBdgPAwB0zIjEpc/hvhkqlQmdnJ1paWpCQkGBQXw31KNLVVF1IjRcIBPDx8UFJSYnZvojmpKY+J1ylUqmzaI2xdetWrF+/3mZ+jCPaxA7nJAPAuHHj1BEKY4uik1iajqwPsViMgoICTJo0Sd3oypTzZe4FLxKJ4OTkhNLSUqui4PoueACor6+Hm5ub3YzK/v5+9Pf3m6zjsBSFQqFersoUlq69d/HiRUqplaQRuXHjRqxbtw47duyAQqGwulkXWWuRnZ2NY8eOWTUWDc1IQd4PLi4umDBhgt5eEVQnLclZemPaKhaLwWKxIJFI0NTUZLSJobkTmEwmEy0tLRCJRCZTyixFIBCgoaEBOTk5lKOsaSEeiPN3RVk7HxymB+QKYGVmkF4HWalUoqysTN1t2lyo6CfZLdtQYxtjUFm3tLe3FzweDwqFAgMDA0avh61bt+LChQtQKBSYPHkyIiMjsXfvXrPPSxNai2nGIgRBqBsYCoVCdSBgcHAQLi4uKCwsHPYaa+1MYKhR1Pjx4+3iwAJDk5Zubm6UexOYS09PD/r6+gw2T9SHr5sTtq9Kw1fnmjEoVmBGrA9mx+tvjqhQKFBXV4fs7GyrU4/1oVKpUFBQgKSkJLi7uxvUVn1N2XT3M+SEk3XFZBq67u9mZWUlysrK8N133+H999/HyZMnkZuba5UP5qg67JBOMglpVIxUky6pVIqLFy8iKSlJ3YnOkm5zhiBTSAIDAxEZGWl2KjKVKLhCoYBMJoOLiwt6enpsHgVXKBQoLy+3W50FMNQNMDw83C4CAww5+QRBUEqtJI3I7777DrfccotZwqoPiUSC6dOno76+Hn19ffj666/B4/EwODiIm266CV9++aVV49PQ2AsqTbosnbTSd6zKykr4+Pho1amakzVEdbUBFxcXddqcLfVSqVSipKQEKSkpZv1+cFhMvH9tCn4qaENzvwRpIR6Yn6i/MUt1dTXlzqmW0N/fD4lEYvGEq6nfT5VKZZZBGR8fj4ULFyIvLw9cLhdK5fBu5uby77//4pdffsHBgwchkUhoLaZxeEhbz9vbW73Um0AgQFFRESZOnKhXDyydwNQsgevv7weHw0FtbS1qa2u1xrdmApN8dHZ2QigU2q3OViKRoLKyEllZWWZPKgZ58vDI3BiT+5WXlyM6Otpu9mt3dzecnJwQGBho87EJgoBMJlP35wD0/+ZKpVKcOnUKiYmJ+Oeff9TfmTVOsqPqsMM7yfrqLeyBZmMYT09PuxyjsbERBEEgIiICgHWLn+tDIpEgPz8fU6ZMAZfLNeqAa1745kTBJRIJWCwWLl68aHFDLmNR8MHBQfD5fMTFxVn9eeiDIAhUV1cjISGB8mv6+vrwyy+/2CS9j8vl4s8//4SbmxvkcjmmTp2KNWvW4ODBg6MuBjQ0hrBFF2tzqKurg1KpHKYDtsoaEgqFKCwsVGsloB31NGZMUtVLsVgMNpuN4uJi9bmb43jPj3IGi+UGFouljqhr6mVvby+EQqHdtFKlUqGiosKi5feo0tzcjICAAMoG5ZYtW3DXXXepvzNrJmPICUupVApP+xApjQABAABJREFUT09cc801mDVrFt566y1ai2kcFn1BI9JBTktLMzhhZs0EJtlMd/z48Wr7VRdryx4lEgkEAoHWpKUm1jrgDAYDRUVFiIuLs8mynfpob28Hk8m0WxanUqlUN0uzBwwGAy0tLQgNDTWaSs/j8fDSSy+pO1pbg6PrsMM7yT09PSgvL1fXW5h7U1D5cVcq7dsYBgA6OzvR3d1tt8XWVSoVioqKkJCQoL5obRkFB4beQ1tbm3qGydwouDHjk0yrFwqFcHZ2xtmzZy1ODdKXVkl+5mQzMHNqabZu3Yo777zTJnUXDAZDfWy5XG51u3wampFgJB3kpqYm8Pl8pKWl2eVYZE+IlJQUrR94W+plY2MjhEIhEhMTAZjfwNCUA052fyUNSkNRHEubWZLvwZ7L78nlcrS0tFBeXaC3txe//vqrzWqR9U1YWpJSTkMzUljqIFt7zMrKSnC5XIMOMmDdBKZIJMLFixcxefJkvXYWVe00NoHJ5/NBEASqqqpQVVU17NytdcLlcjlqa2vttgQfMDR5HBoaajcnXyaTobOz06Qmb968GXfffbdNzsPRdZhhqBnA/2P0SXshl8uhVA7l1IvFYko3h7Hopyb6DIKenh64ubnBy8sLLBZL7ZBTST+mAp/PR0lJCbKzs20SMdZHeXk5nJ2djYqYNZApGPaqswCGjDKZTIaYmBhKokh15lLzOhAKhXBxcaEkeuXl5aioqMDHH3+MzZs3w8vLyybvX6lUIjs7G9XV1bjnnnvw+uuvW/vRGcK+3gzNSDLiWqxSqSCTyXDq1Cl4e3traSMVR8sSB7e9vR2tra1G16W39j3l5+cjPDyc8tqS5tLf34+qqipkZ2fb5T0AQHFxMXx9fdUpd1SNSCpaSjbgEolEaqPbls3YyOuiuroaPB6PcvOc559/HuPHj8edd95p889TJBJh6tSp+OijjzBx4kSbjw9aiy8XRtUmNuQgp6am2qWJFjDkmIlEIiQlJdlt0vLChQtITEw0e3k/qpCNtDIyMszuo0HVzhwYGICTk9OwSL2t+mhIpVKUlpYiNzfXbhPVlZWVcHd3N1oP3tPTg8WLFyMvL8/mvoAj6rBDRpLJFGsmk2nTG1/3ZlAoFKiqqoKPjw/8/PwozUYZc8D1GRLA0A0aHByMtrY2uxiY7e3tkEqllLunmgtBECgtLUVMTIzdHGSJRILW1lb1LJyto+DAUGqfRCJBdHQ0JaNSKpXi5MmTSEhIwF9//aWODFn7GbBYLBQUFKC/vx8rVqxAcXGx0cXaaWhGA1Ivk5KSIJFIhjUFMXX/6GLK0ZJIJOjp6cH48eON9lOw1AEne0L4+vrazUGWyWTqzrL2cpA7OjpAEIRWTZqt9bKgoADx8fHw9vY2y4ikel1oOuEtLS1Gr4vi4mIUFRXhhx9+wGuvvYYjR45g2rRpNln6RHfC0k6GGQ2NVegrOxwJB7m5uRmDg4N2K7kgMyAjIyPt5iCT6zlnZ2fbrY9Gc3MzXFxc9JbxUV19RbeRpe5jcHAQXC53WCq6pU637kMqlaKvr8/kWvUffPAB7rnnHpv6Ao6sww7nJAsEAsyYMQMuLi7qtFgXFxe4uroa/Ffzofsa0lAhxYW8IFQqFaqqquDu7m7yoqCCPkNCLpejrKwMERERcHZ2pnwzmLMWsFKpRFdXFyIiItDa2mqXCE9rayu4XK7dDEtgaAYrJibGKqEyhlKpRFNTk7rLLJVacB6Ph5dfftkmdRdNTU24+eab1TUrd9xxB+6//37MnDkThw4dMstJViqVYLFYOHnyJLy9vc2qr6ahocpbb72Fn376SUtvSW3V3aary56enlo67OTkpJ6Y0mcg9PX1qZcZMtaV01IHnMVioa+vD3K5HH5+flpr/drCAQcuLV0SGxtrt7UrpVIpamtrkZOTY5fxgaFJXTabrS49slUzNk1KS0sRHR0Nf3//YdeD7t8uLi6oqKhAVlYWysvLIRKJkJuba5PP2NoJS1qLaezNwMAAZs+erWXvKhQK1NTU4KqrrsLff/8NZ2dnLQ3WtZs1NVrTJjZGR0cHOjo67DrhV1lZCS8vL7ul1yqVShQVFSEpKcluAR6RSITm5maDada26KPR1tYGV1dXdfkOiS3S0MmHSCQCm83WcsI1f1cvXLiAI0eOoKCgADfeeCNeffVVrFmzxiZLJzqyDjtsurVAIIBQKNT6VyQSgc/nQygUaj3I53S3icVirSWkAIDD4cDFxQX9/f0ICwuDt7e3lqCQYqPreOtuc3Z2Nio2SqUShYWFCAgIsPoiMjSTL5PJUFFRgbCwMHA4HCgUCkozVroYMzBVKhXa29sxfvx4cDgcmzvgwFC3vtbWVrstwwIMrevMZrMRHh5O+TXPPfccoqKibJLe19bWhra2NoSFhUEikWDOnDnYs2cP7r//fjz++ONYsmQJpXEIggCDwYBYLMbEiROxd+9exMTEoKKiAjweTzfdnk7xu3wYlXRrsVis1lNSizU1VvNfQ5osEokglUrV45IawePx4OrqCqVSidbWVsydOxcsFmuYM66pz7rOupubGzgcjtaSFvoMgN7eXvT29iI4ONhk+pwuVFONu7q6wGQyERoaanMHHBi69wsKChAeHq7uaGtrFAoFzp07Z9eyGqFQiNLSUsrLYnV3d2Pp0qU4d+6c1edkaLISGErndnV1xSOPPEJpLFqL/5M4hE380EMP4X//+x8CAgIM6rKmTUxuI21iTbuftIk19VYgEIDP56sbG+rTYH12Mnk/U7mvm5qa0N/fj5SUFLulD5eVlcHV1dUsu88cCILA+fPnERsba7eGv3K5HHl5ecjJybFbuaZAIEB5eblWtF3X7+jq6sI777wDT09PzJo1CyKRCDNnzoSvr/6lsExhSIsdTYcdLpIMDN2048aNo7REDxU0BUEmk6Gurg4vvvginnzySbURqGv0dXR0qLeLRKJhQqTpgJPrOXM4HLVgtLe3Iy4uDuPGjRsmKoYERtMB1xQbfTP5ZJpKdHS0VevJGWsoI5fLUVVVpXbyTUV3jBmYmoamZl0jg8FAY2MjIiMj0dnZOcyw1KwPt1RIqTYj0KSnpweHDh1CXl6eRcfUJSgoCEFBQSgsLMSaNWvQ3t6Oq6++GuvWraPsIAOXBOHdd9/FokWLEBMTg927d2PXrl1wdnbGli1bEBkZaZNzpvlvw2Qy1Zpkq26dmpOWpK4+/PDD2LBhA/z9/dXbSCdbIBCgs7NzmP6Sz4lEIigUCq2xmUymVmRFJpOhu7sb06dPB5fL1YqE6+qvh4cH3N3d1X+zWCyjEXDy0d/fD6FQiICAAHR3d9vcAWexWOjt7VWnVQsEAps64CS1tbUICwuzm4MMDNUix8TEUD7fzZs3495777XJObHZbLz99tvIyspCXV0d5s6di3nz5mH8+PE4evQoHn/8ccpj0VpMM1Lo2sS//vqr1RNuJDKZTGsitL+/Hxs2bMD9998PJycnm9nEmpHtwcFBSCQSTJw4EXl5eQYj4OQ2Ho9nlgMODAUm5HI5wsLCLP6cTNHQ0AAvLy+7OcjA0JKoERERdnOQyWPoarKu3+Hs7IwzZ84gLy/PJudCarFm4GjatGkOp8MOGUkeS2h+flKpFEKhEOXl5Xjrrbfw2GOPQSKRQCgUgs/nDxMWfRFwoVAIiUQybHwul6sWDhcXF3R3dyMgIABhYWFG02x0t3G5XMpiU1dXB5VKhejoaIs/H1NRm9bWVjCZTHh6eprtgFNtiNDR0QE3Nzf4+voa3Ef3s9i0aRNiY2Nxxx13WPzeDVFfX4/p06ejuLjY4jqcxx57TL0MjJeXF+bMmYN///0XERERuO2228jd6OjF5QOtxSYgtVKlUmlp7AMPPICbbroJ3t7eRiPgunqs6YADUJdoaGYbubi4qLu/Ll682KATbqgUiOrapWKxGG1tbQgICDA4qamLuc22pFIpmpqa1Os629oBB4aamtXV1VFeb76rqwtXXXUVzp07Z3MjsbCwENOmTYOPjw9cXFxw7bXXYuPGjWaPQ2vxf4r/hA6TjoelryWRSqXDspD6+/vx4IMP4r777gOHwxmmx7oRcJFIpLaJNcfWtYk1s48kEgkaGxuxYMECvSWaltrEmvD5fJSVlSEnJ8du6eiDg4OorKw0WE9tCwYGBlBbW2tSk5999lkkJSXh1ltvtenxycBRTU0NvL29sW7dOofSYdpJdmA0oy6ks01GVh566CE8/fTTUCgUBlPRdZ1yTbEBLgmCptiQBp1UKkVXVxemTJliMOKta/Q5OTmZJTYCgcCqbn1UjcvW1lYEBwdTcsDz8/Oxbds29PT0IC0tDW5ubnj00UcxY8YMs8/P0HueMWMGnn76aVx99dVmvfbjjz/GLbfcAg6Hg87OTnz44YcoLy/Hp59+CldXV0yePBnvv/++Zm0MbZhdPtBaPIqQWqxQKLSi3UKhEM899xxmzpyJ8PBwg6mPmsYfWQpE9p4gx2az2XrrvXk8Hk6cOIFrrrlmWDmQsbRHQw64QqEYtl2hUKC1tRWenp7qXhe2dMBJZ7uiogLR0dHw8PCg5IDbyzADrJuspLX4PwutwzaArCE1F0M2sa7uPvvss1i+fDm8vLyssol1HWxSk52cnPDHH39g9erVRkuBNLNfzLVxCYJAXl4eEhMT7daYjSAIXLhwAXFxcXB3dze4X2dnJ5YvX26XyUrAci0eCR12yHRrmiE0HU7yBvXz88P48eNx4sQJm6TbEAShTjnXdLIff/xxXH/99fDw8FALS1dXl9bsnm7kRSaTadUzMBgMrbRH3ZTy48eP4+qrr0Z5ebk6xVFTkDTTHjVvTPIYVBoiFBYWIjk5mfL615MmTUJbWxuio6OxatUqCAQCm6XSyOVyrFy5EjfeeKPZDrJEIkFfXx/YbDYeeeQRPPzww3juuefUz3/44Yfw9fW16xp9NDT/VUjN4XA48PT01NKEffv22STqIpfLtZxr8nHgwAFERUXB399frcP19fXDHG/NtEfN5o9kiraxNPPa2loEBwcjPj7eaCkQuWayPgec7Imhr9u1QqGAUChUr43c2Nho1AE/d+4c9u3bh9raWixatAjFxcW44447hjWusRSBQICVK1fivffeM9tBprWYhsY6LG0CaMgm1mXBggVmN1vVtYkN9eEQCAT4+eefwePxUF9fb7QUSC6Xa41tzCbWdcZLS0sREREBiURC2SY2l56eHnC5XKMOMgC8//772LBhg10cZEu1eKR0mI4k0+hFpVJZnEKimfaoa8SRaef//PMPzp07h6uvvlpvMzZd0VEoFFoGpW7doT6hGRgYQH9/P2bMmKF3lo/cl1w2hcFgoKurC8uWLbNZ3cW6detw4MAB+Pn5ITs7G97e3njvvfcsHk8kEuGaa65BbW0tli5diocffhiBgYG4cOECAgICEBISork7Hb24fKC1+D8K6ZCaa1jqqzvUp7U9PT3YuHEj7rnnHrUza6gUSCwWa41PEMSwtEd9Wuzs7IwjR45g9erVBjvv8ng89bhCoRAvvPACQkJCsHDhQgiFQiQlJVncJIbUYX9/f+Tn52PJkiVYsGABHnroIYvGA2gt/o9C6zANhEIheDweZU02ZBNr9t/Q1F0yKnrDDTeoyzh1bWLSAQcu9S7SLQXSZx9rNin+5ZdfsG7dOnh4eBi0iTs6OrBixQq7RJHlcrnVWmxvHaadZJpRgSAIyOVys5uxkNcr2bJe0/DTFBs+n4+3334bc+fOhYeHh8GaF6FQCKVSqZ6J6+jowJo1a/Dqq6/a5H3+888/cHNzw8qVK1FfX4/U1FT15MMrr7yCRYsWUR5LJpOhpKQEmZmZKC8vx4svvojz589j3rx5eOmll/RFvGnD7PKB1mIauyEWi81aUkkz6kIacfpqvUlNPnbsGJqamjB58mS9EXAy7VHTmGxra0Nra6tNDDNSh1evXm2TyUpai/+z0DpMMyJ0dHRQWhpL1ybWjIBrZn1q/l8oFCIvLw+tra1ISUkZ5qRrlgJ1dHTgtttuw4svvmj1e9KcrCwqKsKaNWus0uIR0WFyNtjAg4ZmzDIwMGDW/iqVipDL5YRCobDpedTV1RHJyclWj7Nv3z5i3rx5hEgkUm8rKSkhrr32WqK0tFTfS0zd3/Rj7DxoaMYsYrGYEAgElPZVqVSESqUipFKpTc+hrq6OiIyMJAAQqampRHp6OpGenk78+uuvZo9Fa/F/9kFDc1nQ2dlJ9PT0GN3H1jbx33//TZw/f55ITk4mjh8/brUWj4QO05FkGho7U19fjyVLlqC4uNiqcZRKJZ555hnMnTsXc+bMgVQqhUQigZubm6G0Hzp6cflAazENjRXYSocBWov/w9A6TENjBWNNh+nGXTQ0DgxZG15YWIiysjLU1tZi2bJluPPOO3H8+HEEBwfj/fff110wnYaGhobGhtBaTENDQzO6jLQO004yDY0dOHToEO6//34olUqsXLnS4nGYTCZkMhnuvPNOzJ07Fzk5OaioqEBnZyf279+Pnp4e2iijoaGhsTO0FtPQ0NCMLiOtw7STTENjY5RKJe655x78/vvvCA0NRXp6OhQKhcXjOTk54eTJk+q/Z8+ejffeew8BAQGUGjvQ0NDQ/Bex1WQlCa3FNDQ0NKPLSOqwZWv80NDQGOTs2bOIiYlBVFQU1qxZg5aWFtTW1iI0NBSffvoppTHIXgFyuRxFRUWora1FS0sL5HI5srOzIZPJsHHjRnu+DRoaGpoxCzlZ+dtvvyE7OxvvvPMOKioqzNJhgNZiGhoaGms4dOgQ4uPjERMTg48++siiMUZLh+nGXTQ0NuaHH37AoUOH8MknnwAAvvjiC5w5cwZbtmyhPIZSqQSLxcKmTZtQVVWF4uJiTJw4ETNnzsT8+fMhkUjA4/Hg5+dnbBi6WczlA63FNDRmcOrUKTz33HM4fPgwAKiX9XvyySfNGofWYhoNaB2moTEDpVKJuLg4/P7773jyySexd+9eAEBAQACef/553HrrrZTHGQ0dpiPJNDQ2Rt/EE7kOM1VYLBb6+vrw448/4uuvv4aXlxcYDAbef/993HbbbaivrzclBjQ0NDT/WVpaWhAWFqb+OzQ0FC0tLWaPQ2sxDQ0NjWVoZlZ+++23eOGFF/DCCy+gubmZsoMMjJ4O004yDY2NCQ0NRVNTk/rv5uZmBAcHmz3Ozz//jNWrV6OgoABMJhM7duzA008/DT6fj7i4OFueMg0NDc1lhS0mK0loLaYZLa677jpkZGQgIyMDkZGRyMjIADC0lI6zs7P6uTvvvHN0T5SGRg+2mqwERkeH/xNO8nPPPYeQkBC1mBw8eFD93KuvvoqYmBjEx8er07JoaKwhNzcXBQUFiI2NBYPBwM6dO7Fs2TLKr1epVACA66+/HnfccQe6urrg7+8PAOjt7UVqairdJIZmzELrMc1IYIvJSlqLaUabb7/9FgUFBSgoKMDKlStx9dVXq5+Ljo5WP7dt2zaLxqf1mMae2GKycjR1+D/T3frBBx/EI488orWttLQUe/bsQUlJCVpbWzF37lxUVlYaWoTaII8++ij2798PJycnREdHY+fOnfDy8kJ9fT0SExMRHx8PAJg0aZLFQkYzdmCz2Xj++efx2muvgcfjYe7cuUhOTqb02p6eHvj4+EClUsHZ2RnOzs6YNGkSPvnkE2RmZgIAvvrqK3uePg2N3aH1mMbeaE5WVldXIzY2Fj/99BPl19NaTONIEASB7777Dn/++afNx6b1mMZeWDtZOdo6/J+IJBti3759uP7668HlcjF+/HjExMTg7NmzZo8zb948FBcXo7CwEHFxceoGIYBtZvoA7e5wr732msXj0IwMd955J+rr6zFx4kSsW7eO0msKCwvV+zKZl25Nd3d37Nq1C1999RV27dqFpKQku5wzDc1oQusxjS0hJyvlcrnZk5W0FtM4GsePH0dAQABiY2PV2+rq6pCZmYkZM2bg+PHjNj3eWNJjgNZkRyU3NxdVVVWoq6uDTCbDnj17KGdWOoIO/2ec5C1btiAtLQ3r1q1DX18fANvlys+fPx9s9lBQftKkSWhubrbNSf8/mktZlJaW4ptvvkFpaanV4zY1NWHWrFlITExEcnIy3n//fQDG029o7EdQUBD6+vqwc+dOANBaW5nH4yEpKQlpaWmjdXo0NDaD1mNtaC22D5ZMVgK0FtOMLHPnzkVKSsqwx759+9T7fPPNN7jhhhvUfwcFBaGxsRH5+fl45513sGrVKgwODlp0/LGsx4D9bGQa62Gz2diyZQsWLFiAxMREXHvttZQnKx1Bhy8bJ9mYyNx1112oqalBQUEBgoKC8PDDDwOwbWMPks8++wxXXnml+m9bzPRpdodzcnLC9ddfryWelsJms/H222+jrKwMp0+fxtatW9XC8uCDD6pn+BYtWmT1sS5HqPywmYOfnx9effVVFBUVQalUqn9YyHoMGpqxAq3H5kFrsWNBazHNSHL06FEUFxcPe1x11VUAhpyDvXv34rrrrlO/hsvlwsfHBwCQnZ2N6OhoVFZW6h3/ctZjwD6aTE9c2o5FixahsrISNTU1ePrppym/zhF0+LKpST569Cil/W6//XYsWbIEgHm58nPnzkV7e/uw7S+//LJayF5++WWw2WzceOONAC7N9Pn4+OD8+fNYvnw5SkpK4OHhYdZ70zejd+bMGbPG0EdQUBCCgoIADKUvJCYmWtx1zhiRkZFwd3cHi8UCm81GXl4eent7cd1116G+vh6RkZH47rvvMG7cOJsf255QveaoIBQKIRAI4O3tjb/++gv33HMPHnvsMURFRWmlmdDQjAVoPTYPWosth8q1YA60FtM4GkePHkVCQgJCQ0PV27q6uuDt7Q0Wi4Xa2lpUVVUhKirK4OupMBb1GLCPJpMTl1lZWeDz+cjOzsa8efMA6K/htpTLUZNtgaPo8GXjJBujra1NbYD89NNPSElJAQAsW7YMq1atwkMPPYTW1lZUVVVhwoQJescwJTK7du3CgQMH8Mcff6hn27hcLrhcLgDtmb6cnByzzt8eM3q61NfXIz8/HxMnTsS///6LLVu2YPfu3cjJycHbb79t9Q36119/wdfXV/33a6+9hjlz5uCJJ57Aa6+9htdeew2vv/662eNWVFRoza7W1tbihRdeQH9/Pz7++GP1ummvvPKKw0Zhjh49ii1btqC8vBwLFiyAt7c3BgYGsHv3bsTExGDChAn0MiM0lw20HhtnrGoxMDp6bMvJSlqLaRyRPXv2aKVaA8A///yDjRs3gs1mg8ViYdu2bfD29jZ77LGux4B9NHmkJi6By0+TrcWhdJggCGOPy4KbbrqJSElJIVJTU4mlS5cSra2t6udeeuklIioqioiLiyMOHjxo0fi//fYbkZiYSHR2dmpt7+zsJBQKBUEQBFFTU0MEBwcTPT09Zo9/8uRJYv78+eq/X3nlFeKVV16x6Fz1wefziaysLOLHH38kCIIg2tvbCYVCQSiVSuKpp54i1q5da9X4ERERRFdXl9a2uLg49ffQ2tpKxMXFWXUMgiAIhUJBBAQEEPX19cSmTZuIN9980+oxLWXv3r1ESEgI4eTkRPj7+2t9f7q0tbURZ8+eJcRisfoaKioqIt577z1iw4YNxMMPP0zw+XxLTsPU/U0/xs7jsoHWY8NcLlpMEI6lxzNmzCDOnTtncj9ai+mHicdlx1jXY4Kwv41cV1dHhIWFEQMDA8SmTZuIiIgIIjU1lVi7di3R29tr1dj/VU02hiPp8H9OEOxBdHQ0ERoaSqSnpxPp6enE+vXrCYIgiB9++IFISkoi0tLSiMzMTOKXX36xaHy5XE6MHz+eqK2tJaRSKZGWlkYUFxfb5NxlMhkxf/584u2339b7fF1dHZGcnGzVMSIjI4nMzEwiKyuL2L59O0EQBOHp6am1j5eXl1XHIAiCOHz4MDF58mSCIAiHFgBjqFQqrb/PnTtHHDp0yNLhRtugoB+2e9BQZKzq8eWkxQThGHpszmSlLrQW0w89DxozsbceE4R9bWR7T1z+1zTZXEZbh2lBGCP8+uuvRGxsLBEVFUW89NJLNhlTpVIRq1evJu6//36t7Zozie+88w5x3XXXWXWclpYWgiAIoqOjg0hLSyP+/vtvu4jA2rVric2bNxMEQdh8tm+k0RUGCxltg4J+2O5B40DYWo8vNy0miMtHj2ktph8aDxoHxR428khMXNKaTI3R0mEGQQzP5dfMxh6ZpG+a0eDEiROYNm0aUlNT1YXwr7zyCr755hsUFBSAwWAgMjIS27dvV9dmWMtzzz0HNzc3fPzxxzh27BiCgoLQ1taGmTNnoqKiwuJxZTIZgoODUVJSgoCAAHR0dMDX1xcMBgPPPvss2tra8Nlnn9nkPYwhbFu4TjOa0Fp8GXM5aTFA67EeaC2+PKB1+D8CQRBYs2YNvL298d5776m3a9Zwv/vuuzhz5gz27Nljk2PSmmx3zNZh2kmmsStCoRAqlQru7u4QCoWYN28eNm7ciD/++AM+Pj7qxgS9vb144403LD7Ovn37sHXrVhw5cmTYc/X19ViyZAmKi4uteStjEdowu3ygtZjGKkZKiwFaj/VAa/HlAa3D/xFGYuKS1uQRx2wd/k90t6YZPTo6OrBixQoAQ2v9rVq1CgsXLkRubi6uvfZafPrppwgPD8f3339v1XG++eYbre6Phjo20tDQ0PwXGSktBmg9pqGhGdtMnToV+oKItuwATWuy40NHkh0IgiBsvrTTfwGRSISwsDDU1tbC09MTALB69Wq7pSmOIeiL6fKB1uIRhNZiy6H1WC/0xXR5QOvwCELrsG2gNVkNnW491rj66quxYsUKrF69GgDw2GOPISUlBTfffLPWfmQROTC0/hstHDQUoC+Sywdai+0MrcU0doS+SC4PaB22M7QO09gRsy8Spj3OgoY6q1atwuHDh9Hb24sjR46guroa0dHRWvuQs2lMJhNMJlOvGJBiQf57xx13YP/+/QAApVIJlUoFpVKpN32EhoaG5r8OrcU0NDQ0owutwzSOBB1JHkXIG33p0qWYOXMmfv75Z9x///245pprhu1z4MABVFRUgMlkYtasWcjIyAAAFBUVITo6Gi4uLhAKheBwOHBychqld0TjYNBTq5cPtBbbEVqLaewMrcWXB7QO2xFah2nsDB1JHkuQs1+vv/46PvjgA0ybNg1LlizRu49cLgeTyYREIsG7776Luro6AMDdd9+Nr776CsBQjcG7774LAMjMzMRff/0FAHjkkUcwffp0TJo0CT/88AOUSuWIvD8aGhqasQCtxTQ0NDSjC63DNI4G3d16FCFnxM6ePYvu7m7weDywWCy9+2ZkZEClUsHHxwc7duxAcXExxo8fj48//hgbN25EUVERwsPD1XUcfX19+D/27ju+jfp84PjnNLxnnNhx4sRJnGFnL2cAAcoIYdNSyiodlL0LlF2gLYUyyiZlF1pmf20pUDYUkjBC4iROYjvbGZ7xXtq6u98ftoSHJEuyvMLzfr2c2PLd906y7tH3ue8aNWoUH3zwAYqi8NRTT6FpmtxRE0KIbiQWCyHE4JI4LIYaSZIHkaIo1NXV8cgjj/DBBx9wzTXXcM455zB16tQu2zU3N3P33XdjNBoZMWIERqMRq9WK0+kkNzeXpKQknn32WbZv386YMWOA9rtsUVFRTJ48mVtuuYXk5GSuvvpq78x2Qggh2kksFkKIwSVxWAw10t16kP3sZz/jqquu4sgjj+Sss87i6aef7rHN+vXr2bdvHy+++CIPPfQQY8aMwWAwEBUVRV1dHfv372f8+PFUV1d793G5XMTGxjJlyhReeuklEhISOO200/jPf/4jExUIIUQ3EouFEGJwSRwWQ4kkyYPozTffxGAw8NOf/hSAm2++mffee887bsJj6tSpGI1G/vjHP7Jy5Uq+/fZb752zSy65hLPOOovnn3+eW2+9lYaGBqA9ICQlJdHY2Mi8efO47rrrOOWUU3j//fdxOBwD/lyFEGKoklgshBCDS+KwGGpkdutB5nK5MJvN3p+3b9/OqFGjSEtL67Ldm2++yaZNmxg1ahSqqnLiiSfidrt57LHHeOmll4D2Ke4XLVrERRddREJCAo2Njfz73//m0UcfJTExEZfLxa233sry5csH8imKwSMzqh46JBb3M4nFoh9JLD40SBzuZxKHRT8KOQ5LknyI0jTNO/NfTU0NFosFTdOYMWPGYJ+aGDhSMTt0SCwepiQWCyQWHyokDg9TEocFkiQLITqRitmhQ2KxEMOXxOJDg8RhIYYvWSdZCCGEEEIIIYQIlyTJQgghhBBCCCFEB0mShRBCCCGEEEKIDpIkCyGEEEIIIYQQHSRJFkIIIYQQQgghOkiSLIQQQgghhBBCdJAkWQghhBBCCCGE6CBJshBCCCGEEEII0UGSZCGEEEIIIYQQooMkyUIIIYQQQgghRAdF1/XBPgchhBBCCCGEEGJIkJZkIYQQQgghhBCigyTJQgghhBBCCCFEB0mShRBCCCGEEEKIDpIkCyGEEEIIIYQQHSRJFkIIIYQQQgghOkiSLIQQQgghhBBCdJAkWQghhBBCCCGE6CBJshBCCCGEEEII0UGSZCGEEEIIIYQQooMkyUIIIYQQQgghRAdJkoUQQgghhBBCiA6SJAshhBBCCCGEEB0kSRZCCCGEEEIIITpIkiyEEEIIIYQQQnSQJFkIIYQQQgghhOggSbIQQgghhBBCCNFBkmQhhBBCCCGEEKKDJMlCCCGEEEIIIUQHSZKFEEIIIYQQQogOkiQLIYQQQgghhBAdJEkWQgghhBBCCCE6SJIshBBCCCGEEEJ0kCRZCCGEEEIIIYToIEmyEEIIIYQQQgjRQZJkIYQQQgghhBCigyTJQgghhBBCCCFEB0mShRBCCCGEEEKIDpIkCyGEEEIIIYQQHSRJFkIIIYQQQgghOkiSLIQQQgghhBBCdJAkWQghhBBCCCGE6CBJshBCCCGEEEII0UGS5CFEUZSXFEW5p+P7ZYqi7Big4+qKokweiGMJIcRQJ7FYCCEGl8RhMdgkSQ6Roij7FEWxKYrSpijKQUVR/qooSkKkj6Pr+hpd16cFcT6/UBTly0gfv1P5XyiKYu94vnWKovxbUZTM/jpeCOf1845AdtFgn4sQYuBJLB7cWNwRfy0d59OmKMrzg3UuQojBIXF40OOwUVGUexRFqVQUpVVRlE2KoqQM1vkcaiRJDs+puq4nAPOBfOCO7hsoimIa8LPqP1d1PN+pQArwyGCejKIoqcCtQPFgnocQYtBJLB5cc3RdT+j4khuWQnw/SRwePL8DDgOWAknABYB9EM/nkCJJch/oul4BfADMBO+d9SsVRdkF7Op47BRFUQoVRWlSFOVrRVFme/ZXFGWeoigbO+7+vAnEdPrd0YqilHf6eVzHHataRVHqFUV5UlGUPOBpYGnHXa2mjm2jFUV5SFGUAx139p5WFCW2U1m/URSlquPO04UhPN8G4F+dnu9hiqKsVxSlueP/wzod4xeKopR2PLe9iqKc3+l3FyqKsk1RlEZFUT5SFCU72HPocB/wOFAX4n5CiEOQxOJBi8VCCAFIHB7oOKy0NxhdB1ys6/p+vV2RruuSJEeIJMl9oCjKOOAkYFOnh88AFgPTFUWZD7wIXAqkAc8A73RcsFHAf4C/AyOA/wPO9HMcI/BfYD8wARgLvKHr+jbgMuCbjjv5KR273E/7Ha65wOSO7e/sKGsFcCNwPDAFOC6E5zuy4xw3KYoyAniP9mQ1DXgYeE9RlDRFUeI7Hj9R1/VE2u9yFXaUcQZwG/AjYBSwBni90zH+qyjKLQHOYRGwkPZAKIQQEosHIRZ3WK0oSnVHZXVCsOcvhDj0SBwe8Dg8C3ADP+6IwzsVRbky2PMXQdB1Xb5C+AL2AW1AE+0X6EogtuN3OnBMp23/Avyh2/47gKOAI4FKQOn0u6+Bezq+Pxoo7/h+KVALmHyczy+ALzv9rAAWIKfTY0uBvR3fvwj8qdPvpnac92Q/z/cLwNrxfCuAV2m/kC8A1nXb9puO84nv2P5Mz2vTaZsPgF91+tnQUX52EK+9ESgAlnY6t4sG+z0hX/IlXwP/JbF48GJxx/ZHAlG0dzd8Eijy9brIl3zJ16H7JXF4UOvE53Wc6wtALDC743U5frDfF4fKl7Qkh+cMXddTdF3P1nX9Cl3XbZ1+V9bp+2zgho5uJU0dXT/GAWM6vir0jnd6h/1+jjcO2K/rujuIcxsFxAEbOh3zw47H6Thu53P0d8zOrul4vmN1XT9f1/XajnK677sfGKvrugU4m/Y7elWKorynKEpuxzbZwGOdzq2B9iA2NojzuALYouv6N0FsK4Q49EksHpxYjK7rq3Vdd+q63gRcC0wE8oLZVwhxSJE4PDhx2PM6/17XdZuu61uAN2hvzRcRIEly5HW+wMuAP3ZcTJ6vOF3XXweqgLGKoiidth/vp8wyYLzie+IDvdvPdbRfODM6HTNZb59kgI7jjgvimL2ppP3i7mw87XfW0HX9I13Xjwcyge3Ac52ey6XdXpNYXde/DuKYxwI/7OhWUk17l5U/K4ryZJjPQQhx6JJYTL/FYl902it3QgjhIXGYfovDWzr+7/6cRYRIkty/ngMuUxRlsdIuXlGUkxVFSaS9G4YbuEZRFJOiKD8CFvkpZx3tF/KfOsqIURTl8I7fHQSyOsZzoOu61nHcRxRFSQdQFGWsoigndGz/D+AXiqJMVxQlDrgrzOf2PjBVUZTzOs7/bGA68F9FUTIURTmtYxyGg/auOGrHfk8DtyqKMqPj3JIVRTkryGP+gvaWirkdXwW0z+x3e5jPQQjx/SCxOIKxWFGUGYqizFXalx9JAP5Me2VwW5jPQQhx6JM4HME4rOv6HtrHMN+utI/rzqO9xfq/YT4H0Y0kyf1I1/UC4GLax2s1ArtpT/TQdd1J+0D9X3T87mzg337KUYFTaZ9w4ABQ3rE9wP9oXwqpWlEUz2zPN3cca62iKC3Ap8C0jrI+AB7t2G93x//hPLd64BTgBqAeuAk4Rdf1OtrfVzfQfmetgfbxJld07PcW7ZMovNFxbkXAiZ5yFUX5QFGU2/wcs0nX9WrPF+AEWnRdbw7nOQghvh8kFkc2FgMZwJtAC1BK++Q5p+i67grnOQghDn0ShyMehwHOpb0Fu572icN+q+v6Z+E8B9GT0rX7vxBCCCGEEEII8f0lLclCCCGEEEIIIUQHSZKFEEIIIYQQQogOkiQLIYQQQgghhBAdJEkWQgghhBBCCCE6+FpjrDOZ1UuI4UvWLD10SCwWYviSWHxokDgsxPAVchyWlmQhhBBCCCGEEKKDJMlCCCGEEEIIIUQHSZKFEEIIIYQQQogOkiQLIYQQQgghhBAdJEkWQgghhBBCCCE6SJIshBBCCCGEEEJ0kCRZCCGEEEIIIYToIEmyEEIIIYQQQgjRQZJkIYQQQgghhBCigyTJQgghhBBCCCFEB0mShRBCCCGEEEKIDpIkCyGEEEIIIYQQHSRJFkIIIYQQQgghOkiSLIQQQgghhBBCdJAkWQghhBBCCCGE6CBJshBCCCGEEEII0UGSZCGEEEIIIYQQooMkyUIIIYQQQgghRAdJkoUQQgghhBBCiA6SJAshhBBCCCGEEB0kSRZCCCGEEEIIITpIkiyEEEIIIYQQQnSQJFkIIYQQQgghhOggSbIQQgghhBBCCNFBkmQhhBBCCCGEEKKDJMlCCCGEEEIIIUQHSZKFEEIIIYQQQogOkiQLIYQQQgghhBAdJEkWQgghhBBCCCE6SJIshBBCCCGEEEJ0kCRZCCGEEEIIIYToIEmyEEIIIYQQQgjRQZJkIYQQQgghhBCigyTJQgghhBBCCCFEB0mShRBCCCGEEEKIDpIkCyGEEEIIIYQQHSRJFkIIIYQQQgghOkiSLIQQQgghhBBCdJAkWQghhBBCCCGE6CBJshBCCCGEEEII0UGSZCGEEEIIIYQQooMkyUIIIYQQQgghRAdJkoUQQgghhBBCiA6SJAshhBBCCCGEEB0kSRZCCCGEEEIIITqYBvsEhipd13G73d6fFUXp9fvefieEECI0brcbTdNQFCXoeBtoOyGEEKGROrH4PpIkuRtd11FVFbfbjd1u71M5noDQ/X/P901NTaSkpPSo/HXevvvj4QQjqTwKIYYbXddpaGjA5XIRHR3dJVbt2bOH8ePHYzabgyonUOzs/H1bWxtJSUldHveXnPc13kosFkIMdb7qxC0tLbS0tJCVlRVSOb3Vidva2oiJicFsNkudWAwJkiR3omkaLpcLTdMAMBgMYV8wuq73eqydO3eycOHCoPfz/C7QOblcLsrKypg0aVJQ59hb0PL873a7cbvdxMbG9hqkJGgJIcLlqZS5XC7q6upQFIXRo0d3iQM2mw1FUTAajUGVF+h3nt/ruk5JSYk3Jvvbz1cc7hxLu7Pb7dTV1QVVofQVh7s/7vleVVVUVfXeQAgUh7uXKa1AQojeBKoTO53OoOKvRzB14gMHDpCVlUVCQkJQ+wVTJwbYuXMnU6dODeocg60TA1gsFhISEqROfAiTJJnvupGUl5ej6zpjxozBarVSVlaGoigYDAZvcOj8f6jfe/6H7y4cz8+R4na7sVqtEa08Qvudw5qaGqZMmRJS0ApUeYT2INPS0kJmZqbf8kIJWp2P27kFKtigFU4A8/WzECJ0nStlnvjoqaB1Fsr1FmhbX9dxpGOyrutYLJaAMTmUWOzR3NzMwYMHmTJlit/ywolLLpeLmpoaxo4d642/wcZhz/f+YrSqqphMpoDb+Suzt+99/SyECJ2nTrxv3z7i4uJIS0vrc5m9XZueeNAfMbitrS3idWKAoqIiFi5cGNE6MUBpaanfhq5w68SKomC324mOju7RACh1Yv++90ly50qZqqpomsbevXuprq4mKysLo9GIpmnouo6maX6/7/yYv8e7X2QWi4X169f3OKdACbevpLvz71VVxeFwcPDgwbAS+85fnfVX8FJVNWBSH07lEdpbmnbv3s3MmTP9lhdK0OrswIEDjB8/vsfj3QOGruvccsst/OUvfwm6bCG+jzyVMs+YN39xqPs+h4pQEnkPT8wOpTUnGE6nk+bm5i4xLphWIF+677dhwwYWLFjQ5XeRqEzV19cTGxtLXFxclzI9/7/22mvMmTOHpUuX9vlYQhzKOteJnU4nUVFR3vqMR/efDxWhxuH+qBMDNDU1RbxOrOs6mzZt8sZfX+WFWyeuq6sjNjaW+Pj4Lo93rxOrqsrtt9/OypUrgy57sH1vk2RPS6Oqqt43us1mo7KyknHjxrF48WLcbne/3g1Zv349+fn5Pc4rmKTcXyLuSfTtdntI+3V+zBdP98fm5uZeW8pDaVW3Wq04HA4aGxuDKq9zxTnQ38azX6QrkNAeECZOnOj92d9r5na7fd4EEUK088Qdl8vld+ywr+vrUK2kDQX+Xu9Agv2c7I+kHtorlWaz2W+FdefOnSGNnxTi+6bzjcrO9S1fDpVWwuEonBuqnX/fH/G3tbUVk8nkLdvfZ7PL5WLDhg0RP35/+t4lyZ0nIfj666857LDDUFWVXbt2UVdXR2ZmJjk5OYNWAevrm9jpdNLY2Eh2dnYEz6q9EuLpbt1bot3b92632/uY1Wr1jtkL9oZAbzyBwmazsXnz5qCS9VC+V1UVi8Xit3Xfc3xN0/olIAlxKPB1o9LfdmJgDcdKcKBKvaqqEouF8MFTJ25sbKS6upopU6Z0aYjobW6GSJKbn8NXoK7XHsOxTvy9SpK7j3dTFIXa2lp27dpFdnY2iYmJXaa4Fz1F+k5UQ0MD9fX1PsfVhcPT3cRisbB3716mTZsWcjLfOYn3dUPA6XSyb98+v2VA++y7Dz74IPX19d7uLe+88w5jx471ed5lZWX87Gc/o7q6GoPBwCWXXMK1117L3XffzXPPPceoUaMAuPfeeznppJMi8loJMRg8lbLq6mosFgvZ2dkht1gMt8rUcDrX4SiY7uCesdBCiHad68S6ruN0OoPuySOER7DdszvPSTFcDK+zDZOu69jtdjRN895tdjqdWK1WKisrWbhwIdHR0VRWVkplZhBEMuB6bn4YjUYMBgPR0dERK9ujtbWVGTNmBNwmPz+fE088kfPOO4/Vq1f3WqbJZOLPf/4z8+fPp7W1lQULFnD88ccD8Otf/5obb7wxIucuxGDqXCnzfN9b9zHPja/hWjEbruc9nPT2/nC73cOuBUOI/uJvDohQ6r/91ZIshp9gP5/dbne/jOHuT8PrbMPgafnbsmWLd9mQ8vJyCgoKMJvNzJ07t18SqWANp6R8OAWwoVCpVlU16ICQmZnJ/PnzAUhMTCQvL4+Kior+PD0hBoyna7XD4egyc3W4hltL8nAyFGJnqHo7Z+luLUQ7TdOwWCxs2bLF5zCxzgZjTgiJ68NPKC3Jwy0OH7JJcudKma7r3kmi1q9fT1tbG4sXL8ZsNnfZRypeIpLCDQj79u1j06ZNLF68GIAnn3yS2bNnc+GFF9LY2Bjp0xSi33i6VjscDp8TwvQWbyUmBzbcktn+IkmyEIF1rxN7Go26b9OZxF8RScMxDh9ySbJnXIXNZvNWynRdp7W1ld27dzNt2jTy8vJ89osfjIAwXAJQf9417I+K3lBoDQln/EVbWxtnnnkmjz76KElJSVx++eXs2bOHwsJCMjMzueGGG/rpbIWILE+lzOl0Aj0nVgom3h4qY5L7w/f9+YdiOI6FEyISPF2rO9+o9BU/Q4mp/RV/B7vOJsJzKI9JPqSSZE/X6p07d1JbW4vBYKCpqYm1a9eiKAozZ84kOTl5sE/Tq78CglSehoZQx8G5XC7OPPNMzj//fH70ox8BkJGR4R1fffHFF7Nu3br+Ol0hIsJTKbPb7d6Zq0PpyuerPDFwhsINxlBJS7IQPWmaRltbGzt37gTo0rU6mCRZGo5EMEIZkzzc4vAhkSR3H+9mMBhwu90UFxezZ88e5s6dS1JSUq/lHAqtE8OtctNfhkJFL5SKma7r/OpXvyIvL4/rr7/e+3hVVZX3+7feeouZM2dG/DyFiBTPjcq1a9d6x+T3Za1NWSdZBEOSZCG+07lO7Ha7aWpq6rUXz1AZkyyGn2DfC8MxDg+vdm8fui/rBO1dVsvKypg6dSrTp08PeuY+uWs28A7l5x9K15KvvvqKv//978yaNYu5c+cC7cs9vf766xQWFqIoChMmTOCZZ57pxzMWIjzdZ0vtHI972y+Qwb7RJYaHYJLk4dbNT4hwdK8TG43GoFuIB7s+Jsn38BXMZ7WskzyAPJWy3bt3k5CQQHp6OjabjW3btmG325k0aRJjxozxbt+X8W/9RSqA7Q7lMcnBBoQjjjjC5/tT1kQWQ5lnjXCXy+W95jyTc0XqpqS0ZAys/pwnYrAMx25+QoRC13VaWlqwWq2kpqZ6Vw8INlb6a13WNC2obUVkDMfXNZTu1sPtZuXwOlu+my3V7XZ7K2iqqrJ//34qKiqYNm0aLS0tYf8hhuMbVPg2nJJkIYYbT5c+z7jj7ks6ReKmZF+6aovvj94qacOxBUOIYHSuEzc1NdHa2sqIESO8vw9l/HF3kgyLYBzKS0ANqyS5ezcSg8GAy+Vi9+7dpKens3jxYoxGI62trWFNQCDdrQ8dQ2ENv+EYEITojadS5nK5AHxOzBXJeOtvm+EUO4fTufaX/uzdI92txfdRuF2r/V0rQ2F26+97rDyUn79nnpLhZFh8ani6Vu/atYvMzExiY2PRNI09e/ZQU1NDVlYWOTk53u3DnaVPulsPvP6sOA326ytJsjjUdK+U9XWJpr4sATVcDLdVDIZjJU2SZPF9ous6dru9yxCXYNee9yfUevNwjBPDxXD6fIPQWpLNZvMAnFHkDPlPjc6VstbWVjIyMmhoaGDHjh2MHTuW8ePHEx0d3WWfvkxl33mb4fZGFd8ZCus6D8fxF0L44rlRWVJSwtSpUwMmyBC5lmRd12lsbKS1tRWDweD9amlpwel0epf683x5ehgFeizQNsOt4jecbjD2d0tyIDImWRwqPCsIFBYWkpubS1xcnPd3feky3VuLc2trK7t37/aeQ2trKzt27IhI3PV8aZqGrutDYk4ZEbxQkmRpSY6QzrOldh7v5lnvbd68ecTGxrJv376Ire3WeT9d16mvr0fXdb8XePfHe6s4+nuekTbcKnr9oT8nnwm2XM9yZEIMV90n5mpoaAjqPR2JJLm1tZXt27djNpuZOnUq0H5NaZrG/v37SU5OJj4+3vuYp4KlaRput7vHY7626/6z1Wpl/fr1Ac851Iqf2+3GZrNRVVUVVgUynM+V7yNZAkocyrrXiYNNiENJkn3RNI3S0lJqamqYPHkyJpMJh8NBaWkpo0ePDhhjO8fhQHHX82W1WmloaOj1Wg01DjudTsrLy8OK351jsMRh32RM8gDyjHerrKxk1KhR3he+srKSuro6cnJymDBhgvfxYGfkCzTlfeeyAKxWK0VFRcTGxmI2m4O+wIOpFHa+8CwWC9u3b8dkMoV8wfp7zHMu/ibT6YtDbcbTcISSJA/HgCCEh7+JuYK5BvoyKZeu6+zbt4/q6momTpxIS0sL0dHRXWJZdHQ0CQkJpKamhvCMerd+/Xry8/P9nlfnmO+rYujvcSDsxN1fjPRUmJubm/vcgtP5MavVisvl6tF639fEfTDHJMvEXWK46j5ZbeeELdjxx8HWs7pv50kux4wZQ35+PqqqAmA0GjGZTCQnJ/fhmfW0Z88eUlJSSEtLC3iOocTPznMYhZO4d27d7s5isXhvqvY17nq+PH/vpqamXmP6cEvch2OPniGVJHfuWr1nzx4yMjKwWq2UlJQQGxtLeno6I0aM6PKmCJT8dhZs177W1lYKCwvJy8sjPj4+Mk8M3xWsrVu3Mn78+C7Jrb8LNtgKlqqqWK1WCgsL/V7Y3V+XYC5kh8OBzWbjwIEDAbcLJhB0v6gHu8W3v0h3azEcBZqYyxNHg7m2whmT7LlBmZKSwuLFi2lubqa5ubnHfuH2FuoLz+sQ6o1Hq9VKW1sb48aNi+j5NDY2Ultby+TJk8NK3LtXGD3b2O12LBYLZWVlIVUYO/NVqVMUBavVyo4dO8KuQPrbpvtN8e5kTLIYjjRNo6mpiebmZjIzM7vEnlCS5GB070lZXl7Ovn37GDlyJFOmTPF+Lvg7zkAJJw7v37+/y5KwkeK5qRps4u6vjt85Dns+e2tqasJK3DvrHi9tNhvFxcURvalqMBhQVbXLDQl/77nhGIeH1Nl2fpF1XWfv3r1UVVWRm5vLiBEjKCoq6rFPsEEhUEBRFAWHw8GuXbtwOp0sXboUo9HorSRGgq8L22g0EhsbS1RUVMSO43a72bJlC/Pnz+91284tFb1d2C0tLbjdbqKiokIKAL4e68xzU6S2ttb7WCTuxlksFmw2G42NjUHtF+wHibQki+8Df136Qum6F0p3a13Xqaio4MCBA+Tl5UW8hfhQ1TmmRUpzczPV1dVMmzYtrP19VRh1XcfpdGKz2ULqohnsZ4zFYmHjxo3e16Sz66+/nurqak488UTi4uK44YYbOPXUU4N6Lh9++CHXXnstqqpy0UUXccstt4T1mggRDs9Nq6amph5JXl9bjbvzXDd2u53i4mLi4uKYOnUqFoslvJMP8xyGW+9CCP8Gqi+qqtLc3OwdYhQuX3F48+bNTJgwIeTEvbdY3NbWRnFxsfe4vnz22We88cYb2O12tm7dyujRo3njjTeCfj6DFYuHVJLseZM1NzdjtVpxu90sWbLE+8bzdEXovk/3xCvUilxNTQ27du1i7NixWCwWTCaT9w3Wn62Rg93SqShK0Emcoiioqsro0aMjeg4HDx7EZrMxYcIEgC4XYrAVJF8t7larFYfDQV1dXa/BoLdWiO4B0BMQAiXdO3bs4NNPP6W0tJTXXnuN5ORkTj755KBfF6mcicHSuWuar99FMkkGcDgcFBcXEx0dzaJFi7rcafZXznCtTA0Hff3c81dhNJlM/dJFE6CgoID58+f7rKSuWbOG4447jvfffx+z2Rz0TWlVVbnyyiv55JNPyMrKIj8/n9NOO43p06dH+vSF8ClQHa0/kmSHw8GGDRvIzc0lLS2Nmpoaib8DLFKvq684bDAYItpD1mPjxo3Mnj07YCtxfn4+CxYsYNWqVfzhD38IqRFyMGPxkEqSVVVl+/btNDc3ExMTw5QpU3psE+4YDH8XdXFxMaqqkp+fj81mo62tLQLPBKxOlW3VbSgK5GYkEBclLYr+dO8+bzQa+9wCW19fT1NTU5elwcLVOZl2OBzs3LmTCRMmBEziPTOue8bX19XVBX08qZyJoSqSSTKAzWajoKCAqVOnMmrUqLDLEUPfYI5J1nWd+Ph4YmJigi5z3bp1TJ48mUmTJgFwzjnn8Pbbb0scFgPK33CCSCbJTqeTkpISXC4XS5cu9S7T0728zteZxOX+M9gNaP1F0zRiYmJISkoKab/BjMVDKklubm4mPj6eadOm8c033/T4fSS6Vnt4lhUZO3YsWVlZKIriXXeurxqtLu79cDd1FiegMzIhmttPmExKXNf1waQC2H8iWSHz3IkzGo1oWvsEML3djcvIyMBms5GUlMSNN94Y0vGkciaGqkglyS6Xix07dmC32zn88MNDHnIisXN4GqyeWeFMGFNRUdFlHHlWVhbffvtt2OcnRKgCje+MVJJcV1fHjh07mDRpElarNah1bPvrOj5Uk8NDXbD17XAn7hrMWDykkuS0tLSAdxj8BYBQKm2aprFr1y5aWlpISEhg9OjRXSaliYT/Fh2kps2BbmjE7rbTVBfHy+udXH5EHlHG3iuDFoeb/+2sp9XuZt64ZPJGJ0TkvIai4VbRHYgxyVI5E0NVKEmyP/X19Wzfvp2srCw0TQuYIB8qyfBweg791eI7mK+BpoW+HJ+/bqZCDKRQWpJDoes6JSUl2Gw2Fi5cSHR0NHv37g3qGP0Zl4dTrOwPw/H5B/uZ4WlkCqf87gYqFg+pJLk3vi5Mf+OUfb2odrudb7/9lszMTBYuXEhBQUGP7UJ5g1ocblodKqlxZqJN7R/A9bZ6Ptz1NVsONmBRa9rPUU+koH4Pd274O6PjRzM+eTzjEscRY49hrnsuE0dMJDs5m6zELNCjue6fJZQ12UCHV9dXcMvyHJZN9j8lfnfD7SLrrwrZYJc7HAOCEND3ypGv7VRVZefOnVgsFhYsWICiKCENQwjnPIaC/uxiPNwMZhwL9dhZWVmUlZV5f/YshSPEQOqPluTGxkYsFgvZ2dnk5eWFdIxw7aqx8F5xDaqqc1zeSOaMDa3L7VDTn/F3uNX3gn0twm04GsxYPOyTZOh9nLKu6zQ0NNDW1sb8+fNJTEzstfzO4y58vWHX7W/i/zZUogOxUUaOmGbh7dLn+ef2f6I45pFl/BkzRuWQEpNMVYuduRPHE5MwlgMtByhrKaOguoCyljJe2f9Kl3IzjCuIs59HjFklyhjFCNNonv7yQNBJ8mBcXC5VY2tlK6qmM2tMIjHmvo0nLqlq5e/rKnBrOmfNy2TRhJTInGgEhNqSHM5091I5E0NVKJWmzts1NzdTXFxMVlYWubm53kliQpkBW/TkKxbtb7Dx2//uoLzRTt7oBH538lRGJoTWnV3XdWpaHcRFGUmIjkw1YbD/jqF+Nubn57Nr1y727t3L2LFjeeONN3jttdf66eyE8C9SY5I1TWP37t00NTURFxdHVlZWWOfj7zh1bU521rRhNhqYkZnonYtnT62F372/Ex0wKAoFB5q46fgc5o1L7lHucOdwazz06R6+Km1kZHwUt6+YzLSM8HqD1rY62FrZSmKMiQXjkzH04fXp7/gbzN8u3DrxYMbiYZ8k9/aYzWZj69atKIrCxIkTuyTIvvbt/HOgQPDmhkqSYgyUtZbyRdku/l50EHvsW5w34zx+NesiSspH8FFJLU4XnL8wix/PW9bjDb5p8yaSxyZz0HHQmzx/u0dhd7kBm7uNVmcbGfFjsDnV8F6wAdDmcHPBy4VUNjtQgORYE6/+Yl7QlbLur29JVSu/enULDpcGCqzZ3cCDP8xj2eQRIZ1Xf89MHoxwx19I5UwMVaG2JGta+5r3DQ0NzJkzp8tY/lBmwA73PDxsLpWPt9VR2+pgemYCSyemDnp86A9tDjc//1shzTY3uq6zdm8jl7y2hX9evCDoClZdm5NrPqyjzlaDqun8bNFYfn3spD6f21CIyaEwmUw8+eSTnHDCCaiqyoUXXsiMGTMG+7TE90woKw0Eioutra0UFRUxevRo8vPzfc77E8wx/JVf1mjjiVX7cLjaJzBNT4zmiiOzOGjbx9Nf7aOsxY2bRnR0YgwjePqbRn6XOoPRCaODKn+4uP2d7XyxqwGHW6Os0c7P/7aZ/1y6gNFJwU8aCFBY3sxlrxehKKDpsGBcEk/8ZCZGw9CMof05JnkwY/EhmyRrmkZFRQX79u1j+vTptLa29vgjdt832A/weosTBdjVtI01ZatJjk5hzqil/OWsGxiT1N7iOysDzpqfCeC3cmJUjIxJGMOkkZNYOnYpAPun2LjqH0UoZGI2KrTZ3ayYnh7UeYWjzeHmqdX72VVjIW90AlccmU1skC3Bmq7x8P+2s6/eirvjRqfN5ebKf33GyfNrcWkuXJoLt+bGpbq8P6ua6v2+ubUZp+okels0Ls3Frr1LsDgmgaJhQMGlmnn+6wMhJ8n9ZSDGJEvlTAxVoSTJVquVnTt3MmrUKPLz83uMCQ22rL5Wmlyqxl3/3cmeOgtGReGDklrOXmDnJ/MPvd4ZxVWt2N0qqq6i6xqqCrvq7Bz/6k9IinWTEJVAvDn+u6+o+C4/J0Ql8PQnMVS1GtFoj3Ovb6hkTlYSx0wbOcjPbuCddNJJnHTSSYN9GuJ7rK/drXVdx+FwUFRUxMyZM/32pOztGJ5JxDx1oO7Heb+ofXjhQXsJtdZaVpXByuJ3aDN8TZLrx8RpS4mJcgJQ67Cwp20vrz/7QzLiM5iTPoc56XMYwxjmZ85n1KhRPp+3S9XYXNGC3aWRNzqBtPjQesj0N03X+XR7HWqnl8bisvGj1+8gJbWEKGMU0cZooo3R3u+jTB3/G6KIMkZhUkw01jay5vPjsTjNKICOwoayFj7eVsuJM8LLB4bCTcpw68QweLH4kEyS3W43NTU1uN1uFi9ejMlkorW1tdeZsYOttI2IM6MDk5KnkBqdQnJUJiaDgdGJXRO53u7c+zpe9ohY/nDKNFau3kebQ+UHU0dyyeHjez2ncLg1nYtf20pprQVVh62VrRRVtvLE2ZOptdZQY62huq2ag9aD7K/bT1lTGbatNmqsNRy0HKTGWkOq7bfEaQu8ZWq6QmFFNR/UX+v3uEbFiNlgxmw0Y8SIUTESY47BbDSDPQ8dHTr+9ZxnqIbCmOThGBCE6E1vMVLXdVpaWqipqWHu3Ll+J2MM5joKpoLo1nTe3XqQVbvqMRkVTp2ZwZGTR3i3+WLPXjZXVaPRglNzEG9K4pX1ds6Yk0FUH5eaG0o2VG/goXVv0Oo4FgUzBsWAroOCkWijQrOjmcq2SiwuC23ONqwuK3bV3qOccbY3MfBdi7/NpVFc1drnJHkoVNKEGG76sgSU1WqlqKgIXddZvHhxyJPXhaLN4SbaZGBX4y6cqpNE8zjmjzmdE6b/gmTjNF75Rge9PdF2qW5OnT+HFn0im2s2s/ngZj7d9yma3v48U2NSmZs+l7kZc70J9NiEbG57Zyc7DrahKArRJgMPnJFLzqjIr/sbKrfm5pO9n/C3rX/HrV+IwnfJuwLEmE3tn4uOFpyqE4fqwKE6cKkuHKqjy2Me42zHo6C1d1HHgNOtUdns6HnwYSTceXoG0yGXJNfU1LBjxw4SExOZOXNmwH0hvFaKUYnRnDUvk39uqiJayQAULlw6rk/jBTqbm5XEs+fNjkhZgeyusXCgwYZb03BpDnS3zroDLYx//Gzchsou2xoUAyOiRjA2eSzpcenMGDmDjPgM9leOY1Opjlttf+5mI6zInc01xxR7E2GTwYTZ8N3/nStKVVVVuN1u72zOBQeauOrNYlyq1lGegfMWDs8WH03Twhp/IcRQ1Vsly2azUVRUhKqqTJs2rdf1EMMdk9z58c921PFhSS0ZCWaaHK08smoj/9y5mTL7l2yu2Uxb2xhSXb9CU5oxGcy41QqMpDL5Lz9l0dgFLBmzhCVjljB/9Pxenv3Qo+ka7+95nycKnuCriq9IMiczJfkw2izxOFWd2CgjJ00fxV0n/8Pn/m7NjcVlweqy0uZqw+K0cOObTRxs1aGjJTnWbGBsSmhdBYUQkRHoRqGvx3RdR9d1ysvLKSsrY/r06ZSUlISVIAeKv93NH5fMvzdXc2rOmWg6NNvcXH3UBCZ3JLFTRlj4oLgGt6Zz3LSRzBqbBBzu3d/qsvJZ0WfsatvFXtteNtds5skNT+LSXACkcQLJrguIj1KIi4pFcyXx2Bf7ePyswetlt8+yj7dXvc0b296gxlpDelw6c8Ydz/6qHBxuMBkU0uIT+M/59wQ1t4Ou61jsFrYUb+GRzWZ2HbThaSMyGxVmjgl/pZuhcJMy3DHJg2lYna2/JBnaW4+3b9+O0+kkNzeXhoaGHtt1vxvnq7t1sEnzkompTM9MpM3hZkScuc+TVQ0GzzP1XDeKYiTKYOTqBVczNT2FjPiM9q+4DBSbQktzCzk5OV3KcKka1/2zhLV7G1EUpX2imJNmeSds6PUcur3eC8en8PCZeTz3VRluTeecBZmcPDMj9Oc2BFqSwx1/IcRQ5u9mY0VFBfv37ycvL4/6+vpeK2WR6m69ubyFlFgTb+95i2Z7M0Y9lQ2Nm5mQWc/JOSczNXUuq7dMAT2GuCgzjRYr6SMaiB9xKmsr1/Lx3o8BMBlMTI6fzLGWY9sT57FLyIj/LvZ8sauetwqrMRoUzlkwZlAnFLS5bLy641We3fIs+y37GZc4jnuPupefzfwZsaYE/rWpmr31VmaOSeSUmf6755kMJpKjk0mO/m4CnXtOKOfat/diMBjQNJ1ZY5M4bfZov2UEayhU0oQYbgK1JPuq06qqysaNG4mNjWXRokV9SkpCqRMfNTUNp6rxVWkjUUYDv1iS5U2QASaPiufqoyf63T/OHMfsEbNZNGYRGRntcdepOtlWv43NBzfzdmEruyt06u31NDmNTEtNobZ14FtWmx3N/GvHv3il6BUKqgswGUysmLiCn878KcdPOB6TwcR7xTWs2dVARlI0Fy4dF/Tkh4qiYDaYiTfH88RZ07j41a1UtTjQdJ1LjxjP4gmp/fzs+pfL5QpqHe6hZNgnydDeerFu3TrGjx/P2LFjaWpqCnmCr0Dl+5MUYyIpZmACUH+Ykh7P+NQYSuusRBljMRrak9y7jr6iR6t4vb3eZxlmo4EnfzKD2jYnmq6TkRgdckWo+/aHTRrBYZOGxhjk7kJNkodbQBAiEF+TyDgcDoqLi4mKivIOb6mvr4/IzNXBdLdOjjFR0WRnxsgZGBUjuprCOfMu4JRZ3/VAOWuqnZfWlnOw1cEPpozjvPwlRJtOAaDB1sC6qnV8W/ktn2z/hBc2v8BTG58CYELyBBaPWUyG8Ri+2jaOGJMZULjzvzu49/Rc5nebnTWSXKpGk9VFanwUpo7JWmqttTxX+BzPbX6Oels9ecl5vHjSi5wx9QxMhu8+i87pQ++bKSNjefqUDFrNacRHm5g3LilivaQGQ/cVK4QYTkJ539bW1tLS0sK8efMYObL34RGRvHFlUBROmJ7OCX2YQ6f7Z0KUMcrb3Xp6chO/fXcnseaxaLiwutSQksag1/LVdV5eW85nO+tJjTVx3Q8mMnFkLKvLVvNK0Su8s+sd7KqdvLQ8Lp90OTcuv5FRcaO6lHHKzAxOCaNxp7PRSTG8c9lC6i0u4qONQc8V5M9QuEkp3a37qPsf0NcftfMFpGka5eXlNDY2snjxYuLi4rzlhLt+3KEg2OdpMig8d/5snlq1n501bUzPTOTyZdkhV4gURSE9MTqcU+03Q6EleTgGBCF60zm+HDx4kN27dzNlyhTS07+rHPUlAe6+jaZpWK1WjEYjBoOho4VT85Z/+pwMdtdaSDG1t1JkpEZz9NSuFbXM5BhuPWGyz2OMiB3BikkrWDFpBSdFn8Sc+XPYXLOZbyu/ZW3FWj7f/zlaYzZRmgGDwUlyTApJ5nTeL6rptyR59a56bntnB6quE2s2cuMJiXxU9iyvlbyGQ3WwYtIKfjH1F0wxT2HKlCkRPbau6yRFG5mXE9yyg6GUO1iVtO/LZ7849PhrSfbEQWhvodu2bRuappGYmBhUgtx5Eq7etvFoamry9pBTVdU7Ia4nLnf+8kz05dHmcFNvcZESayI5NvTGg4XjU7hwaRZPrzmAw60zZVQ0lxwxLuRyevP453t5Y0MVTreGjs7Xew/iSPkdByyFJEcnc/7M8/npjJ8yL30eGzdu7JEgR5KiKCEv3zeU9WWensEypJLkznxdwJ2773mms09OTiY9Pd2bIHfeN9hj+PvZarV6A4KvANBbd0K3ptNkdRFrNhAfobUmexNqJSQh2sTNy3N637CfDMfKi7Qki+8rT4x0uVxs374dt9tNfn4+UVFRPrfrTW/bWK1Wmpqa2Lt3L9B+40nTNGw2GwAVFRUAnJShU96mYVAgO9HGti2b/FbeAn05nU4aahvINmYzMXsi5044F0VRuPXDHRRVW1Fpw6gY0TQdBR1VVb2fB315np3Vtjq49Z0dON0aKBp1Fjs3/Kuauvj/49wZ53LVgquYOmIq9fX1NDY2Bl1uKAa7xUEIQY9E05e6ujp27NjBpEmTGDVqFBs2bIjo8XVdx+12s23bNpxOJ3FxcWiahsvlory83HvD0hObO3957G9RebdURdPbh/ktzzYxKz0KRVEwGo3eWG2z2TAajbS2tvqMz41NLSSYISHKQKPVwYMf7eCGo8dhNvqP6aHGsn9uqsalqrh1F6quggajDMdw10lXc0rOKcSaYwHfa1f3larpON3aoDfw9JfhWCce8klyd5qmsW/fPqqqqpg5cyaqqnorSqGW5y9J1nWd3bt3U1dX5w0IgQKALy1O+M8eF02O9glQfpAdzZKs2C4Xr8Vioby8nJiYmC6Jd+cvFIVddQ4sLo2JaXFkJsf0OQgMNcMpIIRS2R2Od82ECERRFJqamiguLmbixIlkZmYGnECmt7ICqayspLS0lISEBGbMmNHlpmR5eTkGg4ExY3x3K/ZU2vxV3gLFdKfT2eUxXdc5ZUICe2pU3FoUqKDjYlZcC4WFhV1atf09R7vdTmFhYVCJ+taDDtA1VN2Fw+1AQSHWmMi/T/yMWFMqe8rcqNZ6UoxOVFXF5XL16bNA03VW72qgqsXBzMwEMvupU9BgVtKG+2ek+P7y15LsmQfCYDCwYMECYmJiUFU16DpKsDcyXS6XdzjjqFGjvPs2NTWRl5fX6/5Ot8brb29jZJpKq7seh0vj3Uo7ZDRhMjlwa26cLicu1UV9Uz2qrhLVEtW+TKjq8i4fanepbNx1NEajHdBIj8mguEpl/c4KspMMfmN9g02jutmK5et1xJmVLs/dV71b01Q8L4tJMWMyGPnx+B8x3h3H31aXEm0ycMSEROKjjLhcLurq6oKK673d8PjL6n0893UZmg55I4w8P809YI1rA2U49q4csn8BXxewy+WisrKS9PR073T2zc3NYY0/9ndMTdMoKCggNTWV+fPnex8Pha7rPPy/UvRoK0mxzeiawheVTqZMSGLqyCSilCjvMimxsbGYzWbvBe12u72Bzq2qvLK5mc0HHSiAAThvRgyTU4x+k/UGm8bWgzYKqtcyI81ArDm0lpQeLSsqNDtUojUHTofD7x2+cCpon26v5fVvq4gxKVx5TBLTM4Nfv2+wSHdr8X3g6z2uqiqNjY00NTUxf/58YmNjA+4fbi8RVVXZtm0bbrebefPmUVJSEnL5nhYKAIdb4+PtNZQ12hk/IpYT8kYRZfLdC6iiooLx43suuTdlCkyc0MITq/ZR3ewgd3Q882ZPZFyq/9dA13U+LKnlva3VuG0url4+gZy0mF4T9fQEDVXTMWIk2hiNASNGg8IXxVY+Kq3DoChous7ZU80sHKVjtVqDunHr6yasoig8sr6VzQdd7bENhXNnxPKDLKP3RkT31p5gK4S+Xg9JVoUIja9Y19TUxIEDBxgxYgSzZs3yXleB4mL36y+YGF1TU0NTUxOLFi0iMTERp9MZclxvdbhxunRMZiufdEySaNRH8L/P/orbUN7r/kbFiMlgIkpJItk5H93QgkExkJGYQawSQ2bWOPLG+l5F4Y2CSp7esB/NbSA6Wuf+M7rOI9H5Rqjn+/MWVvD39dXoqhmDohAXZWDCyARu+rgKl6qjKPB/W5v40/HpaJpGc3OztwxP3T3QTdjuMVDTNDbUqLxY7MatAujsqNe54Y0Crl2U3GucDTYmu91uYHDj8HBsOBoWSbKu61RWVlJWVkZGRgbTpk3zuV1fH2toaKClpYX58+eTlpYWVkDwlLuv3saIeDN/K3oPAKM+kg/ffhu7sRAFhThzHFFKFInRiSREJRAfFU+8OZ44cxxxpjjizfE47GPYXj6L+GgVk9HIqJixfFRh5MyjfC8PtavGwp3/V0ybzUB0FKyuNfGXs2cSH2UIqTXFk6x/ta+NZwoa0HUwG+CSmSYUpTyslvXuF+yX5Q7+usWGW21fD3nD3wu597h0Jo2IDimJ91WBC2asTbhCXSd5uE13L4Qvzc3NFBcXYzabmTRpUsAEGcJvuWtra2Pr1q2MHTuWcePG4XK5wirHQ9N1nlq1j6KqVmLNBjYcaGZ3rYXrfjAx5HPcVNZCVbODGLORnTVWbv7Pdh778XRG+ZmP4T9bDvLo53vRtPbuitf+azvPnT+biWlxPrf3GD0aflmn8PK35cQYTKiaziWHj+elb8sxmRScmhNNh7/vcNISs4nM+BHoBh2d9l5Q/v7XdA3NrX33vaZR3RjPhuppuFUjnlfjlSIrR49L6WhVad/O4XCE1DLfvYcW4G31bmtrC/lmbW+VQVVVsdlsEe1l9Zvf/IZ3332XqKgocnJy+Otf/0pKSgr79u0jLy/PWw9ZsmQJTz/9dNjHESJYmqaxZ88eGhoayMrKIjo6OqjE11edKFCS7Ha7KSkpwe12k5qaSmJi+A0YSTEmYqOMqHo8J+ecjEtVcLgVrjz6JFLjo7osD1pTVUO0OZqsMVmYDCZMBhMGpf2Gpq7r3PPhbrZUtJAQbcLmVEmMNpEz0nc83Vtv5ekv94Ou0eZuA2MKt769nfeuWOSdCNHbY7OTK4/OYWxqAp/tqGNEvJlLj8jmt+/uwKUpqIodTdeoalO469tPiDWvIaUtBafW3hLuVJ1dvneoDlxax+Oq0+/3Kc5LSVRPwrPmjFs3srNJJysrK2Cc9cRUX8m+rzq91WqloKAg4N8rnLq3y+Wiuro64PZNTU20tbXhdDpxOBxERUUFFZ8HOw4P2Rq85wJ2Op1dKme9LeMU6DF/x9B13Rt4EhISSEvr+4QlY5JjqG61c/zE43GqbhotOounjiQutqF9XUq3lYqaCgzRBhy6A4u7fa3Kelu9d91Kp3UyUbaRqNb2cWfLJ2bRaHWj6brPybUe/2IvdpdKs7uWOCUOd3MKb2+t4WeLs0I+/+oWB89vqsRgMIJBxepUeWqrk7unOFFxdlkE3d+F3/nLs61TdeJwO9i+64c43CkoioZBMeJUzawuczEzK7XHhd1bZcxfl0lo77LZWV8rYxaLBbvdTlNTU6/lhLMEVKQDgqIoij4cB36LIUHTNEpLS6mrq2P27NlBDW3xCPVtV1lZyb59+5g5c6Z3feVAlb5gxoTVtDooqWolymxhQ00huqazpTaRD6pvwWhsRadrMtna2kr87njvz57noaPTXHkpoIKiMjp+NJqWxsbyFk7I8z1xy+sFFaDr1NkrMWDE4Erno5JaLluW3et5X7osmx9MG0llk51JI+OobXNiMijYVTeN9o7lDXUTD215GrWoptfy/IlVl5KmXouBWHTAQMcNx+g4v13Zw9Xc3ExVVRVTp04N+aatpmkBK4NOp5Pdu3f32Keqqorf/e531NXVsWDBAgDefPNNJk/2PYlbZ8cffzz33XcfJpOJm2++mfvuu4/7778fgJycHAoLC4N+7hKHRbg8dde2tjaKiopIT09n0aJFlJeXB1XP7a3c7lpbW9m6dSvjx48nNTWVXbt2hX/ytK+AcsWR2Ty1eh9oycQYDVxxRBZzs3pOeuiKaR86EmfumfgqisL1x0zk5W/LKa5qI2dkHL86zP/ySuWNdowGhVprPS7NSZQWheKKp9nmIi3e/2RYiqLww7mj+eHc75a9a7K7MRqg1WFF1VUUPZqtB/fhjPmSuNY4zEYzUcYoogxRXb5Pik7q8Xi0MRqzoWMbY/tNgp1l2WzZq6NqBhQF0CE9IbpPNye6czgcbN++nTlz5vjdJpQbod3r4U6nM2BL+t///nfWrFnDBx98wHPPPceyZcu88TSQSMZhCD0WD+kkua6ujr179zJ58mQyMjKorKzE4XD02M7Xvr5eA18BxeFwUFBQQEpKCvPnz4/YpAe/WJLFo5/vQ9XSMRt0Tl04kjPnLu9yviUlJYwfP56EBN8LhFc02bnprW1Em8Fs1GmyakwfneB39ukGiwuTEZyaE6fDSXpsEnVtzrDOf3+DFYNBwe62UddW2/6gbuZH/7oeVfG9HFR3JoOJKENHIDCauwSK9gXi26uhCu1rNcfExnSZIbcvfI1ZDHTx99ZVxpOsW61W7HY7NTU1fsvQNI1nn32Wb775BoPBwAMPPMCxxx7LAw880Ot59zUgFBQUEB8fT15eHoqiLAXOUxTlE+BdqaSJUHgqZaNGjWLRokVdemn0JpTu1p27V/ta17MvvUJ0HVAUdNpbTzvSXnS9o/sxHWPFaB8v5jK6SIhKQOG7xwAUFKxGI7puxGjQMBqMgIIxwHm179/+vYaKquuE8jSmpsczNb19ndH46PabbUaiyIzPxOHWiTXDs0f/jcmTJnrPtfv/352H78dqWlyc+2IJDpenKyCMjDORFB14Uspwdb4JGUltbW3MmjXL5+9OPfVUjjzyyJA/25cvX+79fsmSJfzzn/8Met/Ocfibb74BeFzisAiHrus4HA62bt3KzJkzvYlTsDcKPdv2Vif2JDpbt25l1qxZJCYmYrVaIzK56qSRcdx7Wi5NVheJMSbiosLrchsfbeKKIycEte34EbHtw1YUMy6ctDlsJCXGhzWz9rKcVP61qZoRMWloentc/+OpvyG26ccsXLgw5PK6szpVzvvrJqpbHO2vt65z18lT+1xud719jnricqiNO5WVlT6HKXV2//3388c//pFFixbxox/9KOiy+xKHoe914iGZJLvdbtra2qioqGDhwoVER7d3Zwsl+Q3mMc+dlenTpzNy5MiQJj3oTWZyDHefPIWDLQ5izUbSE4PrWtDZ2JQYfn3MRP6yZj/NNpW80QlcE2Ax9iWTUvnnxgrQ20cwt7laWTSh94kVfBmdFIOq6ZgNUYyKS8ft1gGdv/z478SZo767C9aR/Ha+K+b53tNNxpf/bK7m/k/24HSp6EC0ycAZs0f73T4SPN1D+jImoq6ujpaWFiZNmhRwu4ULFw5oQPCM9fjzn//MD3/4Q8+EGjcBu4FfAU7gw6BPRHyvlZeXs3fvXmbMmEFy8nd3/COdJKuqyrp168jKyiIrK6tHjPQXM4MtPz0xmtyMeEqqdRZlHIXVpTEzM5HrjvmZz5uN69evJz8/32dZ72yp5oWvyzEa2lcuSI03k5/tfwmo8/LH8uCnO1H0KMCAQ/Xf6tybtPgo7j0tl9vf3YHDrZEWb+L2H4xhpMlOZkJmWGUCJI6EJ34yg5v/s51Gq4tJI+O465jRGAzusMv0Z7AmU9S0vs8W++KLL3L22Wd7f967dy/z5s0jKSmJe+65h2XLlgG+43DHzVE7EodFiJxOJwUFBei67p2HxyOUG5G91Yk93atVVe1yozKS12u0yUBG0sAtFZo9Iparj5rAXR8UYMSMioORme9hMiwNuayrjpqAxany6fY6Yk0GLjliPIdPSmXjxr0ROde4KCNv/mo+a3Y30GyxMVJtIG+078azcAX7XnGpGqV1VgyKwqSRcRgNkXsPuN3uPg1BDDYOQ+TqxEMuSW5qaqKkpASz2cyMGTO8CTL0bf3j7mOc9+zZQ3NzszdB9lVWXyafAYg1G5kQYPxZMOUvzE7h+fHJqDrecRT+XHr4eLZW76ZmdxTRJhPV+os0ai7g1JDPPXtELL9cmsVfvykn2mjCiMplC5I4OntmyGX5csac0USZDLzx7T5izAauPmYquREMCkNhTHJfp7sPJSB4mEwmUlJS+O9//wuwTdf12xRFeQYIPBBSiE6Sk5NZvHhxjxtKkUySKysrsdlsLFmyxNu9OpxyAjEaFK46agLvF9dwoMFG9og4TpwxKuS14AFOnZVBapyZdfuaSYkzcfrs0QFbJU6fncHWugJe/LaIzLhUtrueYkvDvUxIOy2s57JoQgofXrmINoebxBgTjQ0NNDXZwyqrs8UTUvniuqXe2FZTU4PVGvkkub/09v4INDfEcccdR3V1dY/H//jHP3L66ad7vzeZTJx//vkAZGZmcuDAAdLS0tiwYQNnnHEGxcXFXd7DneNwXl4eb7311m8kDotQmUwmpk6dSnFxcY/eF5FKkj3dq7Ozs2lra/PZk2eg9DXedzcru5Xy6Mv55fhrSUx38uiGx/mw9AhWTFoRUjlmo4E7VkzhjhXfrUkfbCt+sKJNBo7LHYnVaqW0tDmiZUNwdddmm4vr/llCZbMdXYfc0Qk8cEYuMebITLalaZrPWNxfcRj6XiceUkmyZ1zR3Llz2bFjR4/f93WSLsDbbSUpKYmMjIwuScxQnXlTURRMQZxalMnA5OyNvFF+D6WXl/Kjfz/EtZ9ey5KxS8Ja8PyCRVkcPSWNg60OkrBjclvDOHv/TpqRzqwkByaTicxM35Xk4czfTH79GRDGjRvHe++95+ni57mIUgE1gk9NHOISExNR1Z5vmVCSZH+VCE/3alVViY+P95sg91Z+sJWpGLORH80NvrXVX2VCURSWTU5j2eTg56xQYgppiHmQ15Z9yG9KUrnxfzdy1PijSI723wIdiNGghNVdMBj9/fnn73VVNZ2Pt9VSWm9l8qh4js8dGfJNjEDnHmhuiE8//TRguS+//DL//e9/+eyzz7zHiI6O9t68X7BgATk5OezcubNLt8vOcfjKK6/0PCxxWITEYDB06cnTWV+TZICqqiqqq6uZPXs2CQkJ7N+/P+B+/sppsbtptrmIMhoYlRgV1k3I/rDqwCo0pYWjR09l+eLlfLzvXa795FrW/nwtqTGpg316Q84zXx5gf4MNg8GJyWCkuLKVNzdU8fMloc9r5Iu/WNxfcRj6Xifun4FHYYqKimLhwoXExcVFdNZqD5vNRkFBAdnZ2UydOtXndsN9uFBRbRGZsZmMjBvJsyc+S6uzlWs+uSbs5zUuNZaF41NIix9eC4APhZZkf0nyp59+SlFRUY8vT4LsCQivvvpql4DgmVCuc0Dw8Bzn3nvv5aijjuKOO+4AeE1RlGjgH8CmsJ+0EB1CqZj52q6trY1169aRnJzM7Nmze72WIt2yMNC2129nQtIE4kxxPHbcY9RYa/jdl7+LSNn99boM5BIhuq7z+/d38sAne3hzQyV/+ngP9320O6Tn1tv5hrvsyIcffsj999/PO++8Q1zcd40OtbW13htIpaWl7Nq1yzv8xlccPu+885A4LCKtL7HR7XbT0tJCc3MzixYt8jsvTjBxoKrZzgfFNXxd2sj/dtaxfn/PZVkHy5qyNYxNGMuYmDFEm6L5y4q/UGOt4bZVtw32qQ24YOJ6aZ0Vg0GjylLJQctBFAX21Fkidg6aFvqyqOHEYYhcnXhIJcm9TU8f7mO6rlNVVUVjYyMLFizosiC6v+MPhP6oAG6t3crk+PaZO3PTcrnriLt4b897vFbyWp/K7c8K2XASSgVyIAOCZ62+trY2li9f7hnbbKT9btm/dV0/ENKJCOFDKC3J3VVWVrJlyxZmzJjBuHHjgrqOPMcLd5jNYCupKyF3RC66rjN/9Hwum3cZL2x+gW8rv41I+UO195MvvmJnWaOdNXsaMRvB6m7AZFD5bEc9B1uDn3Cyv5Lkq666itbWVo4//njmzp3LZZddBsDq1auZPXs2c+bM4cc//jFPP/00I0aMAHzH4Y64LXFYRFS4Lcmtra2sW7eO6Ohopk6d2uPaCLXhaP3+JuKiYFXF22BopLTOEvaEsZGM65qusaZ8DcvGLfPGh3kZ8/j1ol/zavGrfFT6UZ+PMRhzLPSnaRnx1Fub0FSNUXHp6EBuRuBhkKGcbzixOJw4DJGrEw+pJLmzSCXJTqeTDRs2oGka6enpxMTEBNx3OGtztlHaVMqk+O+SpyvmX8ERWUdw8+c3c6BlaH4+D3aLb3+VG846yeEGhCuuuILdu3dz1VVXkZSU5JnV+2DHl1tRlKNCOhEhfAhnTLKqqhQVFVFbW8uiRYvC7l7d/We7W6OosoWC/U1UNtlCLrO38+4ru9tOaVMpuWm53sfuOOwOshKzuPaTa3Gq4VUk+9tAtlDbXCpGg0Kjo31pRE3XMCgKNlfwvZKDGZMcTpK8e/duysrKKCwspLCw0Lvk3plnnklxcTGbN29m48aNnHrqd3N++IrDGRkZIHFYhCFQXSPUJFnTNMrKyigqKmL27NnExcX1uoRUb8fQdR27W8OhtvFB6Qc8U/gMiqLj0ga/Xr2tbhv1tnqOHHdkl8dvXnwzeWl5XPvptTTZmwbn5HoxWHXXlLRvadGKSY5JR9NNLJmQylnzw58Ysrtw6sThxGGIXJ34kEySPRoaGli/fj3Z2dk+Wy7CrRC5NZ1mmwurs2/DiyJ9IRTXFaOjMznhuzUgDYqBlSesRNM1rvjoCjQ9spMNDFXBBIQ2h5snV+3jhn+V8PxXB3C4I/vahLNOcrgB4dVXX2Xq1Km89NJLaJpGQ0MDuq4n67qepuu6Qdf1VRF7YuJ7K9QkuXv36lA/IP1dw063xjcHLGyrbqOsycaqXQ3srY/snAl9tatxF6qukjviuyQ5ISqBh459iJL6Eh4veHwQzy6wgWqhnpAWh8lkw+JwkWRORdVMpCdGkZUS0/vOnYQ7JjnSfMXh5uZmJA6LSAt16Mu2bdu6dK/2t38ok9cqisL41FjcagIXzPg52+v28WX5alL6ad6EUKwuWw3AsnHtE5x6nke0KZq/nPAXDloO9qnb9aHUwAZQ1lLGb9f8hskTP+P/LlzKKz+fyz2nTsVsDJwmhjqZ7WDG4nDqxIdEkuyL1Wpl165d3u7VkWohaHO4+biklg9Lanl360G2V7f2qbxIXmhba7cCkBOf0+XxCckT+NPRf2J12Wqe2fRMxI43nLlUjev/VcJbhdVsqWzh9Q2V/PbdHb3+PSIxJrk/eCZJ+uijj9i3bx/Qvmh6x/8/URRl7ICciDgk+HuPB/veVxSF5uZmtmzZwsyZM4PuXh2sOptKm1NjW+O3PF34Z1LiTBRX9i0WR9q2um0AXZJkgBMnncgPp/6Q+9fez+7G3YNxaoPCV+x06zbKjXdiijlAZlIq+dkpPH7WjF4rZr2V29lgx2HPZ4rEYRFpwdQfW1paaGpqIjU1lZkzZwa8FnxN1NWb+eOSmZgWy5yRS5mTMZN/7r2bCktpcE+gl+P3xZqyNWQnZZOdnN3jecwfPZ/r8q/jleJX+HjvxxE5XqQMxlwTmq5x+UeXo+kaz5z4NONS4xmdFBPU37+/hyCGK1J14mGXJPe2ndPpZPPmzei6Tn5+vrd7dait0P6s39+Ew61x0L6DaLODTeUtYY+/iLStNVtJiU4hPTq9x+8umHkBJ0w8gbvW3MXOhp0+9h4cgzX5TGmdlX0NNkxGNzXWckwGNxvLm6npZSxcqAGhL2vCheO9997jkksuobCwEMCkKMrjwHVAaE0zQvjR29IXqqpy4MABrFYrixYtIjExsV/Ow3MVFtYU8u7ud4hEJIlkJW17/XZMBhM5KTk9fnf/0fcTY4rh15/+esi1SAzk+dz79b3sbyvkL2cv4D+X5vPgD/MYmRAVUhnBJMmDGYfdbjcSh0WkGQyGXrtCHzhwgOLiYlJSUkhP71ovDLZO3Fs8iDIZWDwhlTPnjeHlM68lymzn8g8vR9UGbyJ3Tdf4svxLbyuyL7csuYXctFyu+eQamh2RX3KpLwZ6romnNz3N6rLV/OnoPzEheUJI+4Y6Jnm41YmHVZIMvv8gnscaGxtZv34948aNIyYmpteF18OpENVbXKhKC/evvZ8XtjyHohDS+Knux4+krbVbmTVqlt+bCU8uf5I4cxyXfHAJbm3orIM5GJPP6Hr7P1WWg7g0Nwal/e5WJKuHA9m1xGAwoGkajz/+OFdeeSW//OUvAeqAGuAYXdf3DMiJiENa97U6u/N0r05ISGDUqFH99oE4Ms5MjElheupiFo0+mnd2fIFm3NsvxwpXSX0Jk1MnE2XsmfSNThjN75b9jlVlq3h92+uDcHaBDcSYuE0HN/HUxqf45axfcnjW4RErt7vBjsMjR44EicOiH/irv7rdbjZv3kxLSwuLFi3CZDKFVf8NtY48OmE0Dx3zEOuq1vHkhieD3i/SttZupcnRFDBJ9nS7rrZUc/uq2wfw7AaHvzi5o34Hd6+5mxWTVnDBzAvCKnsodreOVJ14yCXJnhc7lO7WmqZRWlrKzp07mT9/Punp6X3qqh3IqIQoDHoi5+Sdw7rKAtaWryUuKvw/eqTu2quaSnFdMbPSZ/ndJiM+g0ePe5SNBzfy53V/jshx+2qwWpJzRsWhGQ/ichsYEZ2BU1WYl5VMRmLgVoyh2t0a2oNCU1MTn332GdnZ2QA7gbFAyoCdhDjk+WtJrqio8HavHjlyZL/e/IoxG1icFcukUfFck/8zUpIquOPrS2h1Dp0u19vqtpGXluf397+Y9QuWjFnCbV/cRr2tfgDPbPC5VBdXf3w16XHp/G5Z35bE6u0zZCC7+EHPODx16lSQOCwizF98VVWVdevWkZ6e7u1eHUwvTF+Pdd/P10oD3Z2VexanTT6Ne76+h+3124N9On7PKRxrytYA9Ji0q7sFoxdw3cLr+FvR3/hk7yd9Pu5w41JdXPLhJcSZ43ji+CfC+sw+1OvEA9vuHYJgk2SXy4XFYsHlcpGfn99rF5TuAm3rcDhwOBwYjUYMBgMGg4G5YxL4am8T+enHs3HEHv5Reh+X22eSFj8ttCcYYaVNpdjcNmaNmgUB5q85Y+oZnJV7FvevvZ/lE5czL2PewJ2kH4PRkrzpYAEb7ZezOPN28pKnMX10Ahcszur1XHRd77U1zWOgx8IZDAbOPvtsFi5cyP/93/9hNpvzFUW5BvhMUZQzdF3fNSAnIw5Zvq4Pt9vNtm3b0HXd22pht9sjdgPM7XazZcsWbww2GAw4nU5cLhepJoXUaAP3LLqOX6z6BVf+90oeOOyBLtsaDIYuMbz7V+fnFKlKmtVlZV/zPs6dfq7fbQyKgceOe4wjXjmC21bdxjMrhsZ8EQNx4/KpjU+xpXYLr5z6CikxKX0ueyiNSfYRh1EUZRsSh0UYPO/t7slI91il6zplZWXY7XYOO+ww4uPj/W4b6Fj+ulu3tLSwZcsW73YWi4X169d32dYTUy/KvIjV+1fz87d+zvNLnyfKFBVUPG5ra0NVVVpaWvxuG0x9cXXZanJSchib2Puw01uW3sL7pe9zzSfXsPbna0mOTu51n/40kCuzPPDtA2w6uIm/n/J3MuIzIlauP0MgFodcJx7WSXJjYyMlJSWYzWamTeuapPZ1Zuzq6mp2795NQkICmqZ1+RqpqiS4da6fejhXFL7EOf88hyfnPkmUob0VMpiKmScgQPskY8Fs7/m9oig93pRbatuD16xRs3DsdwR8bR865iG+LPuSSz+8lNXnrybGdOgNkwp04VpcFi758BLGJI3gjfN/GlJQDDUgDNT4C0/i/uabb5KSkgKAoigGXdcfVxTlG6BqQE5EHNK6x8y2tja2bNnC+PHjGTt2bMCeQKHSdZ39+/fjcDiYNWuWt/uUpmk0NjbS2tpKSkoKqqqyJHYJl02/jJXFKzk843BOGHtCl5itqmqPOO756jSxElarlY0bNwIEjMW9JeHFje0rDYyLGUdbWxtutxuLxdJju9y0XK7Lv44Hv32Qc/LO4QfZPwjp9ekv/Xnjck/jHu79+l5OnXwqp005rc/lDaUxyb7icMd7TOKwCFtvLcEul4vi4mLMZjNxcXFdEuTu2/b2mK9tKisr2b9/P7NmzSImpn1Cp/Xr15Ofn+/dVtf1LnH1wdgHufjji3mn/h2umnOV33jsdru931ssFtxuN5WVlX63D8RgMKChsWb/Go7LPI6SkhIMBgM2m43S0lKfdWyj0ci9i+7lxx/+mN988hseXPZgSHXv4aqgqoCHvn2Ic/LO4fSpp/eprFDm6TGbB2bm80jViYdlkqzrOvv27aOmpob58+ezadOmHtuFUl5nuq6za9cuWlpamD9/vt+uKh6mrGc5+z9n867tXf509J96BIpAlbOmpiZvd3G32x1w285l+aocfbz3Y4yKkbZ9bbhsLjZv3hywUnfX3Lu47KvLuPmjm7l1wa29VgA9gay/7nINpDtW3cHepr28d9Z7/XrXcDAmKUhJSaG6uprS0lKAYxVF0WkfVjF4s2iIQ0bnmFleXs6BAweYNWtWj8m5+pokq6pKcXExRqORuLg44uLiusQdl8uF0+kkLS3N+9gfRv2BdfXruKfwHk6adRITkiaEfNyNGzd6l6oKFIv9xWZPnNxa3b7SQDrpHDx4ELvdzt69e30m6MeYjuG1mNe4/L3LeX7+80Qbo4Hek3S73Y7L5eLAgQNhJ/MDGcs974frPr2OKGMUDx3zUMTK7W1McrC9fyKlcxy2WCwsX778OCQOiz7w15Lc3NxMcXExEydOJDMzk6+//rrHvqEkyd1bp+12OwcPHiQ/P99bv/V1ToqiYDQavS2FZ888mw/2f8DDGx/m9LzTmTlqZq/P0RMrO7rGhsQTTwuqCrCoFk7MPZHx48ejaRrNzc2kpqZ6t/PEbFVVcblc5MTk8LOcn/HSzpc4POVwFqUt6rXures6VquVdevWeZPnYBq7eovJnrjuaTzr/hWuzn8rq8vKJR9eQmZCJg/84IGwy/SUG6yBHJPs0dc68bBLklVVZePGjcTHx3u7V4dbXndutxubzYau68yfP99b4QnkxEkncuncS1m5cSXHZB/D8onLuwSKQJqbmxk5cqT34u2LP5X9iby0PJYsXEJBQQF5eXkBk+5j447l3IPn8tKOlzhy9JEsSFsQsBLouXAbGxu7tLx0F2wruuf3LS0tOJ1Ob4DpLYgEeyfPX8Xpo9KPeGHLC1yz4BqOGHdEyK/zUO1a4vHGG2+wcuVKTzeo24BZQD1wFGAb0JMRhxxPDPZ0u/N0r/a1XbAfnt2vKbvdTmFhIWPGjGH8+PE+K32+mI1mnj/peY74+xFc/MHFvHfWexgNoV9/nvPuS6Wkbn8dUcYofjDnB2hujZKSEmbO9F9JfCbzGU755yl85v6Mu5bc1eNmq6+vxsZGrFYrUVFRPltl/CXynb98PW+Xy4WiKNTU1IRVyfP35XQ6+ffef7OqbBUPH/Mwo+NHh/XahmowblZ2jsNLliwBeAOJwyJMnl403eNRa2srJSUlzJkzp0vrcTD1lN4mx3W52htbFEVh7ty5KIqCy+UK6bz/fMyf+bLsSy778DI+P+9zzMb+a0X0vDZfV7Z/XhybcywJ8QkAmEwmUlJSAsaBB8Y9wNevfM392+7nm59902sDiqqqFBYWsmDBAm/jXTCNY52/3G43DoejR13bYrFQWlraI34H+rv2FpM9Q1MPHDjAfYX3sbtxNy8d8xKuVhf1lvqgYrivYx/qdeIhnSR319raSn19PbNnz+4xnX24x/AEBIvFwubNmzGbzZ6JNoL+w//hyD/wZfmXXP7R5XxzwTekxwd3bpEa/wbts/n9IPsH3jdyVFTvy2g8fOLDrP3bWu7edDdf/+xrEqP8L9VSV1dHa2srEydO9LtNOC0vnkDR1tYW1Lb+xst0T7KtViutra0cPHjQ+1izq5nLPr+MKclTuHDChVRWVoZcARyqAcHzAfrAAw/w+eefc9ZZZ/HJJ59cABwE/sYQnKRPDD92u53y8nKmTJlCVlaW3+1CGQPXmWcIzfTp0wPePPRX/qSUSTx07ENc9uFlPLz+YX6z+De9nkOg8wlXSV0JU1OnYjKYcNL7EoFHjj+S82ecz2MFj/HjaT9mxqgZvd5s7VhaiNGjI5tsVlRUoOs6o0ePDqsV3d9XeVM5f976Z2Ylz2K2azYFBQU9jt35BkUwybfRaMTlcmGz2aiuru7x++bmZnbt2oXNZqOiooLY2FhGjBgR1Otw991389xzzzFq1CgA7r33Xk466SQA7rvvPl544QWMRiOPP/44J5xwAuA7Dr/44ouMGzcuE4nDIkJcLhc7d+7E5XJx+OGHd4kTntgYzFwL/lqSW1tb2bp1Kzk5OezZsydg78xAMTMtNo3HjnuMc985lwe/fZDbDrst4POKRJ14ddlqpo2Y1mWMbTBxPcYUw8rlK1n+5nJ+u/q3PH7840Efs3NLcl+1tLRQWVlJbm5u0PsE04O1tbUVh8PB+ob1vLr7VS6YcgELRywMWPf2d1O1e4u6w+Fg48aNAevPr7/+Og0NDbz88suMHj2aww8/nBkzZvT63MKJwxC5OvGQTpI9fxRP9+qqqiqf670FW56/gFBXV8eOHTuYNWsWRUVFXX4fjBhTDH89+a8c+cqRXPrhpfzrR//CoAzcZ2GttZZqS3X7pF0hiDfH88yKZ1jxjxXc9sVtPLH8Cb/bBhO4wml5cTqd3uVi+qJ7kCgtLSUlJcU7plxVVW773220ulr56zF/JcYc47diF+guoMPhwGAwsH///i4TanQPDo888ggHDhzgjjvuIC0tjR/96EcceWTgmRYh/IDgOZe4uLjOxWXoul6uKMpEYGAGgohDkq7rVFRUcODAAdLT0wMmyOGUrSgKZWVlVFRUMH/+fGJjY8Mu79y8c/lk7yfc+/W9HD3+aPIz83vfKcK2129nydglIe1zz5H38GHph1zz6TV8cs4nA/oZ0p2iKBFvff3DP/+AXbPz1x/+lakjpvrdLphW9M6x2u1uX87Q6XT2+P3GjRt5/fXXKSsr4/LLL8dgMPCf//wn6HP+9a9/zY033tjlsZKSEt544w2Ki4uprKzkuOOOY+fOnV2GZnWOwwcPHkTXdZfEYREuT0sy4O1enZmZSUtLS48baaEMN/S1XV1dHWVlZcyePZuEhAT27OnbqmUnTz6Zc/LO4aF1D3FSzknMzZjbp/ICcaku1lauDThhYiCLxizi6gVX81jBY5w+5XSOnXBswO2HytDD7l3dfTEYDNS11XHHV3cwdcRUHlrxELHm8D9nPSwWC3v27GH69OkB69F5eXl8/fXXpKSkoOt6SL0SQo3DELk68ZBOkqH9g6+oqIi4uDjmzJnDjh07wi7PV6JXV1eH0+kkPz+/R+trKHe0ctNyue/o+/j1Z79m5caVXLXgqrDOMxxba9vHv4WaJAMsGbuE6xZex8PrH+bkySezYtKKSJ9eQJFqSe8eJEwmEzExMd6xkq8Wv8pHBz7iD8v+wNF5R4d9nH379hEXF9fjRk33ytlNN93ELbfcwvnnn098fHxIY2zCCQgeubm5NDU1ce655/LJJ5/8WVGUNtrnO28L9zmL7ze3201JSQmKojB16lRaWlp63SeUlmRVVdm2bRuqqpKfnx9U74tA5SuKwiPHPsK6ynVc9P5FfHnBlwF7yURai6OFstYyfpn2y5D2S4tN476j7uOSDy/hhc0vcPHci/vpDAfeB6Uf8P6B97lqxlUBE2QIrsLXmWfIzvjx43v8burUqWRnZ/Ovf/2LZ56JzOzhb7/9Nueccw7R0dFMnDiRyZMns27dOpYuXerdpnMcvuGGG1i1atV/kTgswuSJd/v376eqqoo5c+YA7Qmzr227d80OdvxxW1ubd6UYXxMsdU7WQ2n1vf8H97PqwCou+/AyVp2/imhTdFD7hWrjwY1YXJZel34K5PbDbueD0g+45pNr+OZn35AUneRzu4FYBSDS5T5Y9CDVlmo+O+2ziCTI8F0vzt5uqp555pm8/PLLnHvuuX1uFIPg4jD0vU48ZLv+KIpCW1sb69evZ+zYseTm5mI0GsN+Y3a/oFVVpbKyEofDwcKFC4PqntybC2dfyCk5p3DXmrvYXLM55HMK19aa9iQ5mIkRfLl16a3MHDmTqz6+alDW6+yvgOApd3/zfm76/CYOH3t4n29e+AtgniARFRVFTEwMeXl56LrOggULWLZsmc8KXCj8BQQPzzk9//zzZGdnexZO/zXwLHCqruvfr4VYRZ943k+tra2sW7eOESNGMGvWLEwmU9hLifii6zobN24kLi6OWbNmRWx4QkpMCs+d+Bz7W9qv/WBFIiZ71gadPnJ6yPuenXc2P8j+AXd/eTeVrZV9Oo9wRbqS1ups5fpPr2dK8hQuyr0oYuV21tvEXeG+r5588klmz57NhRdeSGNjI9DeHX3cuHHebbKysqioqOhyHp3j8COPPAISh0Uf6LrO1q1bsVgsLFq0iPj4+JBiVW9Jstvt9k6AO336dL8zEIcbG1NjUnn8+McpqS/h/rX3B9y2L/F3ddlqAJaNWxZ2GZ5u1xVtFfx29W/DLmeoeW/fe7xf8T43LbmJ+aPnR6zcgRiCGGochsjViYdkkqzrOo2NjVRWVjJv3jwyMtrHFvSlAtN5X5vNxvr164mLiyMzMzMi4wg8x3hi+ROMjB3Jhe9diMVliUi5vdlSu4WxCWNJi03rfWMfok3RPHPiMzTaG7n+s+v7dWmRgaQoCqqmctmHlwHw9Iqnw5rIp7NQA0I4092HExD8nOsmXdff0XV9YN6I4pCh6zrl5eVs3bqVWbNmebtXh9JC3Nt2zc3NtLW1MWHCBCZOnBhSYhZM+YdlHcYNi27g1eJX+feOfwdddl95kuTctODHlHl4WsFdqiuk5H4o+/2Xv6eyrZLf5/+eKGPfb0Z319v7QNM0v60cxx13HDNnzuzx9fbbb3P55ZezZ88eCgsLyczM5IYbbvB7vEDv3Xnz5iFxWISrubmZ5uZm0tPTmT59ure+6i8GhjqTtcViYd26dWRmZpKU5LvV1JdQ6+MnTDqBC2ZcwMPrH6agqud8BJ4y+2JN2RpmjJwRdl3YY9GYRVw1/yr+uvWvfL7/8z6VNRRUt1Vz+9e3MyNlBjcuurH3HUIQiTrxQMThjn1CrhMPuSTZc0fL5XIxYcKELv3JI3GXv7GxkY0bNzJt2jTS0tIinhCmxabx3InPsbtxN7d8fktEy/anqLaIWemhd7XubNaoWdx22G28tfMt/rnjnxE6s8Hj+bs+tfEpvqr4igd+8ADZyaEvK+Cr3GADgr8WjIEKCEKEq66ujsbGRhYtWtRleadIJcmVlZWUlJSQkJAQ9ERK4bhlyS0sHL2Qaz+9lrKWsl63j8Q1VVJfQqwplgnJE8Laf1LKJG5deivv7H6H93a/1+fzGUzfVn7Ls4XPcvHci5mbNrffew35Eqgl+dNPP6WoqKjH1+mnn05GRoZ34pmLL77Y23MnKyuLsrLv3kvl5eWMGTMmsk9KCL6bCyI5OZmRI0d2+V0oSbKnrO6am5spLCxk5syZZGZmRu7E/bj36HsZkzCGyz66DLvbHtGyHW4HayvW9qmrdWe3H3Y7U1KncNXHV9HqbI1ImYNB13Wu+uQqrG4rv5/3+36dYbw3/mLxUI7DQy5J3rJlC2PHjvXZwtuXD1hFUbDZbOzYsYMFCxYEvexSOEn0keOP5PpF1/Ny0cv8Z+d/Ap5TX5N0u9vOzoadYY1H7u7ahdeyKHMRN3x2w4B19euv8RcA2xq28fuvfs9pk0/jvOnn9csxAvHXtaQ/AsKh0vovhoaRI0d6u1d3Fu6s1R66rrN9+3bvupvBdt/2VX4w+3mWhVI1lYs/uBhV631pxL5eS9vqt5Gblttl4q1Qy7xqwVXMHDmTG/53Ay0O32PAh/qYOKfq5JpPrmFMwhjuOuKuCJyZb72db7hd/Kqqqrzfv/XWW94lvE477TTeeOMNHA4He/fuZdeuXSxatMh7LkJEiqIozJgxw2frW6gtyZ3puk5TU5M3DntakPvahbs3ydHJPLn8SXY27OSer+7xuU2411BBdQF21R6xJDnWHMvKE1ZS3lrOnavvjEiZwYh0nfjlrS/z8d6PuXnBzUxKmhSxcj1COV9N00KOxeHEYc95RcKQS5Lnz59PRkZGl9mtPcJNKjVNY8eOHbjdbvLz84mJielTecG4beltLBi9gGs+uSaoFoxwbavfhqqrEUmSTQYTT694Gqfq5MqPrxzWH/gOt4NrvriGlOgUHjv+sYgFnaEaEN58801qa2t9lqkoytmKosisqiJo/t7jocTM7tu5XC42bNiAyWRi7ty5mEymsGNwKNfzpJRJPHjMg3xd8TWPrH8k5GOFalvdNvLS8rw/hxN7zEYzjx3/GFVtVfzhqz/43W4o9yZ5ZP0jbKvfxsPHPUxiVGK/TkgTSLhJ8k033cSsWbOYPXs2n3/+uWdsMTNmzOAnP/kJ06dPZ8WKFTz11FPe8iUOi/4SbH24t+7WnnXu3W43OTk5XebjCSYe97VeeEz2Mfxq9q94YsMTfFv5bY/zDNfqstUoKByWdVifzq+zxWMWc9WCq3hhywt8ceCLiJU7UEqbSrl11a0cPf5ofp778345Rn+PSQ4nDkPkYvGQS5I9L3aglohQOBwOCgoKiIuLIy4uzud6cv3BbDTzwkkvoOrBt2CEwzNpVySSZIDJqZP5w5F/4LP9n/HilhcjUuZgeHrX02xv3M5Ty5/q8/iUzoZqQPjlL3/J8ccfT0FBga/39E1A5AcDiu+dcLtbt7a2sn79esaNG8fkyZN7jfPBCCV2nzf9PH407Ufc+829fsfDRUKDrYFqS3WXJDlc+Zn5XDz3Yp4tfLZfz7k/7GzYyYPfPsiPpv2IEyed2O/H660lOZzlrP7+97+zdetWtmzZwjvvvNOlO+rtt9/Onj172LFjByee+N3zkzgs+oOveXPCSZJtNhvr1q0jLS3NO9dP9+2C1Zf68++P/D3jk8Zz2YeXYXVZwyqjuzVla5iTPofUGN+9RMM91zsOu4PJqZMHrNt1pHISz3w8JoOJlSesREEZlOEu3bcNdQ6ocOIwRC4WD7kk2cNXS7LBYAjpDdTS0kJBQQGTJk3yuQRPf9+Fn5QyiT8f82e+rviaB7990Ofx+3pBbKndQoI5gYkpE/tUTmcXzbmIH2T/gNtX3c6exr6tkdeb/rhJ8WXZl7xa+ioX5F3ACZNO6H2HfjKQAWHu3LncfPPNnH322axcuRKHw9G96P65SyO+V8JJkg8ePOidAMxXxay/W5I92z967KNkxmfyq/d/5bey09eY7Jm0K29k35NkgDsPv5PMhEyu+eQaXGrw60r2RV9jsqZrXPPJNcSZ4njg6Ae6lDsYlbRwW5LDIXFY9JdgJuPy97iiKLS2trJx40by8vLIysrqc0NUX67lxKhEVp6wkj1Ne/jdl78L6/idty9vaqGgYgdHZPme1bov5xprjmXl8pWUtZRx55qB6XYdiTj5eMHjrK1cy4M/eJCsxKwInNXwEqlYPKSTZF+CvYBcLhfFxcXMnTuXkSNHhjSZQSQTt3Omn8NPcn/Cn9b+ibUVayNWrkdRbREzRs3oMv6trxRFYeXylZiNZi776LJ+awXvfLxIaXY0c+mHlzI2bix3LYn8OLj+HEPdFw6Hg7PPPpv169fzj3/8gwsuuABFUUZ3/FpBKmciAkJJkjVNY/fu3ZSVlZGfn99lArBQy/Ml1P3CXRYqFNvqtwFEpCUZICk6iYeOeYiiuiKe2vhURMoMRl9i3EtbX+Lriq+596h7SY9P732HPgomSQ6nJTkcvuJwdXW159cSh0VYOq9P7BHskBhd12lubqaqqooFCxaQkpLS5XeB9u1NX+rKy8Yt49K5l/KXTX/hy7IvvccPhdOtced7O/npy5sYYbuXmupjcala7zuGaMnYJVy54Epe2PwC/9m2iuKqVtoc7ogfJ1KKaou45+t7OH3K6ZyddzYweDcpuxuo+nOk6sRDOkkO5wLWdZ0dO3Z4F0SPj48Pqbz++AM+fOzDjE8az0UfXESTvSli5Wq6xtbarRHrat3Z2MSxPHTMQ3xb+S2PFzwODO3xbx43f34zlW2V3D37buLMcb3vEKKhGhA0TUPTNEaMGMGqVauYM2cOwJeKoiyjPSBE/pNDfO+EMtSgubkZVVVZsGCB36XQ+jImOZz9Dss6jOsXXd9vy0KV1JWQGJUY0Tv3p0w+hVNyTuG+b+5jb9PeiJXbH6raqrhz9Z0cNe4ozp9xfpffDeaY5Egt89gbX3H4iCOOQOKw6Atf142v3pYenmtC0zSKiopwOBxMnDjROx+PZ/++JMmR6Al597K7mZQyiSs+voI2Z1vI+79WUMH6fU249TZ03cKB2lje2NA/k87ecdgdTDBexm/fsnPp61s4/dlN7G4ceve8HG4Hl3xwCakxqTx63KP9Xgcdqg1HkaoTD7skORCXy8XGjRsxGAzExsZ2uXvsL8j0d0sytLcGPH/i81S0VnDdZ9d5y+9rkNnfvJ9WZ2u/JMkAP8n9CWdMOYN7vr6H7Y3b++UYkfT2zrd5reQ1blx8IzNTZg6Ju2YDpft4+9tvvx3gPOAFYCpSORMR4q9i5mGxWNi8eTPR0dFMmzZtyF0vty65lYWjF3Ldp9f1mFQxEt2tc9NyI/6cHzzmQUwGE7/+7Nf9PqFiX8q/8X834lSdA1I562yotCT7isOvvfYaSBwWfRAoIfa1LYDdbmf9+vUkJSWRkZHhc7WYwZ6cNd4cz9MnPM3+5v38ds1vQ95/W3UbJqMBh2pDMShY3G0UVfpeDaCv9taqxDhPQdN12px2LE6VJwvtEX8N+1rHvPebeymqK+LJ5U92mY9nqLQkD5RI1YmHVZIcSFtbG+vXr2fs2LFMmTIlqD9ab4mz3W6nqamJlpYW2trasFqt2O12XC4XqqqGdH6Lxizi9sNu5987/s1rJa8FvV8gRbVFQOQm7epOURQeOe4RUmNSueHLG3CqzogfI1IXWHVbNdd+ei3zMuZx0+KbhvzyKJH24IMP+lrmYR0wD7hTH+xPQ3FI6K1Frq6ujsLCQnJzc4mOju61vGB7B9XU1FBbW0t9fT2NjY20tbXhcrm8MdnpdAYdkz3LQrk1N5d8cElEh5Nsq9/G9LTpESvPY2ziWO48/E7+t/9/PLvhX2yuaKHV0X+tGOHEuHd2vcO7u9/l1qW3kpOa0+P334cxyb7icMcqBBKHRdhCaeRRFIWWlhY2bNjAlClTyM7O9jmfTyhlQvvN0e3bt7NhwwY2bNhAc3Mz27Zto6ioiJKSEnbs2MGuXbvYs2cPe/fu5cCBA5SXl1NZWUl1dXWX+N3c3ExraytWq5W5aXO5fO7lvLD5Bb6s/DKkutv41FhcqkZmQiZxpgTqbY18dOBvfLz346DLCEattZa/bf4Qh9sGgEt1YTKAxaVjcw2d+17fVHzDo+sf5RezfsGKSSu6/O77FnoiVScemNurYQglSXa5XGzevJnZs2f7HPcWiL/A0djYSHFxMSkpKd5me8+Xqqre7/0xGAzeL8+6tycmnch7ae9x/afXM1YbS4qags1mw+12d9m+8z7+ft5ZY+GtzQeJV5cxKTk3pOccirTYNJ44/gl++tbNXPxeIRnxbRyRk8rly7IxG4fGPRZd17ny4yuxuW08f+Lz3sXSh2Iy218OP/xwn4/rum4B/jywZyOGu0DXjr/eN/v27aO2tpaFCxeGPQt2d263G5vNRlNTE1FRUd6463A4sFqtlJaWBh2TFUXpEkevm3Yd9xTdw+0f3M5F0y7CYDBgtVqpqqoiOjq6R9wNFJMPtjp57uvd6M0XYHBMRdN1DBGOPxfNuYgXv67iiY/jeSVmK7oOty0byYQJET1MWJWpJnsTN/7vRmaPms1VC67yW+6hniRLHBb9JdgxyZ64uGDBAmJjY73bBtNr0t92LpeLwsJC0tLSyMlpvwFWVFREdnZ2l7jcOQ53/t7tdnf5ufvvf5j8Q/4b91+uX3U9K2eupLGxscc5dI/fBoOBJamwNkbnoAVGRo0hJqGVvcpn/PitlRyZeSS3L7ydKalTcLlcNDc3e+N69xiuKD1nfi5rKePd3e/y7q53+abyG0zqRDL1+zAbojAbTbg1SDArxJqHRj241dnKpR9eSnZyNn886o8+t/k+tSRHKhYP6yRZ13VKS0txuVwsWbKkR8tFb388f8eorq7mwIEDzJs3z3sRhULXdb/B4Kljn2LF2yu4bcNtPDX/KW83Grfb7XN7Xz9vqXXx6jY3dY5RpHEhV/+9kCvmRBFtMngrelu3bg064e7t59kjjiJbfYC6Vh27o42KJjutdje3r5gS0uvSX17c8iKf7PuEh455iCkj2s9pKLQkf9/u3IlDn6+YqaoqxcXFmEwmFi5ciMFgwOVyBZ0k+2O329m0aRNms5nJkyd3SXRsNhu7d+/2riPem+4xWdM0Lp9wOVusW3h257Msn7ycWcmzaGho8B7H5XLhcDj8xmHPY012lUc22Gl02IlSp1CwI537HN+wPNvsrXxZLJYuMTmYuNv9sR01NrAeg6630eq0YVaiuf/LOk7MnxrxSkqo5d395d3UWGt484w3vTcpB8pQSpKF6A/B1EE9Lb0Oh4NZs2Z5E2To25w8mqaxfv16cnJySEtL8zbqGI1GoqKiiIuLzNwvfx3zV45/43herXuVvx39ty6/03UdXdd91o0fHutmd50NXdMYn2xG1f7JKztfYWXxSk7+78n8ZOJPOCP1DBJrE73Pp3tM97wOB6wHWFO3hi/rv2Rn204AJsVP4mfZP+OojKPYUTOC/+x0YFLAYIBLZxjYv39/0HG9++98vd5hL1W16g72N+/nw7M/JDGqZ2PhYHe39vwNh5shmyRD4DeL2+2mqKiI6Oho4uLiekwM4wkAvf3xus8CaLfbqaysJD8/H0VRcLlCX3bDc8fL1wfz9KTpPLX8Kc5/93xeOvASt+Xf5nNZlEAe/usmEuLcHHS1YFLM1DgVbCkTWTo1DU3T2LBhA5MnT+416e7t7l6zo5ndLbv5vMyBqk5Ex47V1UqCMZF3t1SxPK0JoE+JuN1ux2KxYDabfW7b299vV+Mubl91O8dkH8PFcy7u8XeItFACghCHmu4VK5vNxubNmxk7dizjxo3zu10gvrZrbW1ly5YtTJ8+nR07dkTkvH3F5CdWPMHGv2/k+q+u58uffklMTAyjRo0KqeL30bZaNONeYmKs6E4bRrOLb2oVbv9xvrfVu7i4uEtM9heXu98sVVWV0tZSNtVvYtUBCxbXYYCCS3URZYyizaGyZu16Yk1dY1IwFTR/P9ts7V0K29ra/La6dPZV+Ve8uOVFrl5wNfMy5vl9nQZr4i632x1U138hhrJAvWScTiebN29m5MiRpKWl+UyqfSXEvsrsvF1zczNWq5XFixeTnJyMqvbfEI/8zHwum3kZK7eu5OO9H7N84vIu56ooit+bBaPSuv58e9btXLrkUu75+h5e2voS/z3wX25afAcVVUfy5Z5mYs0GfnPcJJbPHkVhTSHv7nqXd3a/w86Gnd5z+f2833PypJOZmDzRG5NXqCrnLnVQb3GSHqtQXb6fuLi4LnHc5XL1GucD9XryfAa0trYGHbdXVa3ir1v/yiUzLiE3Lpfm5uYe24Q6RDRYQ3Uy20gZckmy5wUMtCay1Wpl8+bNjB8/nrFjx7J27dqwZqnuvI2maWzbtg1N05g9ezYmk6nfAsKpU07lwtkX8uKWFzky60jOzDgzpP1bHW6ijQZMBiNWl4Wy1nKu+ugZluw2cFjWYSTZksiPycegGGi2ufjDJ7vYUtFKRmIUvz1xCtMyE7qUV2+rZ0f9DrbVb2N7/XZ2NLR/f9ByEIB49w8YoV+MyWAiyhiF0WjCbFTIz8/v0bISTEt45yBis9nQdZ2WlpaQu7NraFy16SqMGLlu4nXs2LHDGxDa2tqoqKjw2W0ymJ8jwVcXHiGGs87Jb0NDA9u2bWP69Omkpqb63S7Y8jzq6urYuXMnc+fO9a5O0NelSvxJjUnluROf4+T/O5mbPr+JK8ZeEXIZCqADceY4YkwxVLdVc1CpJf+lazhh4gkcl30cccR5W3bW72/i0+11xEcZ+cmCTEYnfTfjrFN1sungJtZWrOWbym9YW7GWBnsDAOnm+SQoR2MwmDAbTagaJMcYWLYkv0uc6dxqHigW++sOabVavd3Zfe3bmVNzcsnGSxgdPZoVMSvYtGmT37ja0tKCzWbDbreHnMT3FkulJVkcqgIlhwAtLS1s3bqVqVOnMmrUKEpKSoJuNQ70WE1NDbt37yYuLo7k5GSf5xXppOu6edfx0b6PuPrjq1n787WkxqT2vpMfI+NG8uhxj3LRnIu48t0reeTzShK0cqIM0dhcCre8s5Xrv3iYMvsajIqRI7KO4JK5l3BKzimMSRzjt9yJ8fFMpL2nUf3BStLTI7vMXV1dHY2NjUyYMCGo+nSdtY7b1t7GlKQpXDTpIurq6nzWye12O6qqUlNT4/O4nvdZqHXltrY2HA4HTU1NAXtFeY4RqrPPPtt7o7ypqYmUlBQKCwvZt28feXl5TJs2DYAlS5bw9NNPh/mq+zfkkuTOfF2AbrebTZs2MWPGDO96b+FOZe/Zxu12s3nzZlJSUoiPjx+QxObeo+7li71fcNPXN3HU1KMYGTcy6H0Pm5jKqt315KRMw+K0Y3HZGDcujW8rP+TfO9uXNbmp+CaWjF1CY+XPaWpLxKQYaLY5ufCVjZy9bA/7W4u8yXCttdZbdoI5gWlp0zh+wvHkpuWSm5ZLVsIUbnizmgarG0UxgAK/Oqy91aivSaWqqqSnp3dZu683nkrg/WvvZ1vLNp457hkWTlrYJYA0NjYSExPTnkxrGk6nM2CXyc4/e943nWch9/xvs9lwOBx+W74NBgNOp5N33nkHt9vNP/7xD2JjYzniiCN6JBK+DHZAECIQT8w8cOAAlZWVLFiwoMuyIt23C7Y8j/LycioqKli4cCFRUVEhlRWuw7MO5/pF1/PQtw+Ra8pl4sSJIe2fn51CcoyJZjtMSMrF5nKSM7aMKm0Mf9n0Fx7f8DjxxnhOqD6B7OjT+WRLOm61/e77f7ZUc9lxrWxvXMs3Fd+woXoDdtUOQE5KDiflnMTSsUtZOnYpOSk5vLK+gpWr92MyKBiMOrcdOarH51XnVnN/S28FsnfvXhISEhg1alSv2/7hqz9QZivj3z/6N4ePPzxghc5utxMVFYXJZPIm5p27sweqEPr7+3t6eymK0qWS5vlas2YNX331FVFRUei6Tk5ODsuXL/dZVmcSh8VQ42+scFFRUZcbiv7qw91vcAWauGv//v3U1NSQn5/P+vXrfZ5Pf9STo43R/G7u7/j5lz/nli9u4ZkVz/S5zJmjZvLovEe5/LNmLA4ndtXW8RsjGaajuO2E81gxaUWXmaAHm8FgCCp267rOzf+9mRZXC+/85B1yR/mfn6iqqgq3292lx1fnckK9uepp8fbUiWtqavzuX19fzy233EJDQwPz589HURRefvnloIZLvfnmm97vb7jhhi43bHJycigsLOy1jL4Yskly95ZkT8XM4XCwbNmyXtd78+wTiOcDdv369WRnZzNmzBgaGxsHpKtsnDmOBxY/wLn/O5crPr6CN09/M+igc90xEzEaFNbubSQjMZ6rj57BwvHHoesPc6DlAK+seYXqqGq+LNuAs9GITqu3tQOXyh9XvYopdhu5abmsmLiCvJF5TBsxrT0hTszyeR6PnxbNm5tqUM1xHDEplWNze69ABSOcLniKolBYW8iD6x7kJ7k/4dzZ5/bYpqKigpEjR/qswId7nrqus3XrViZMmOB3sgrPz57uLaWlpdhsNubOnRtUkjzYAUGIQHRdp62tjejoaPLz8/220AV7TXu203WdXbt2YbFYWLhwYY9yfSWCkYzTty65lc/3f879xfezYuYKpsZPDXrf1Dgzj/x4Bm8UVFJvdbJ0YionTj8MRTmHVmcrn+39jDc2vMFXFV/xTf3RGPUYTIb2iNzmVLj+v//AEvUWc9Ln8Ks5v2Lp2KUsGbOE9PieLRQXLMripBnpNFpdmJ0t4I78igPBKq4t5pH1j3BO3jkcN+E4IPDYyaamJpKSkhg5Mvgbwr3RNI2Kigo0TSM9Pb3HDdApU6awefNmTCYTJpMJh8MRVLkSh8VQ4rnZ76HrOjt37sTlcnH44Yf3WOIs2Eaj7o/puk55eTkmk4kFCxb02gAS6bqyoijkJudy4+IbuX/t/Zw+5XROyjkpIuWmxcXhVo1ouoqigEkxccn8n3LODP+txoMl2M/Pf2z/B//Z9R/uPuLuXle5CVTX7q07eyAHDx7EbreTnZ0dcLvjjz+eo446io0bN4Z8DGg//3/84x/873//C2v/cA3ZJBm6LoheUlICtK991T3xCbcl2Wq1UlNTw7x58xgxYkTQ+0VKbkouN829iT9u/CPPFj7LpfMuDWq/WLORm47vucSGoihkJ2ezPGM5+fn5ON0aRzz8NbruRkVFQcFkMPLQyU9zYl5OSMlpcoyJn85JYUKkp1INg9Vl5ZIPLmF0/GgeOuYhv9tF8k6nJ4goikJ0dHTA5Ds9PZ3rrruOt956i1tuuSWs4w1WQBDCH4fD4e1OO2vWrJDmewhEVVW2bNlCdHQ0c+fO7feE2Bez0czzJz7P4X87nKv/dzXvn/0+RkPwXXRHJ0Vz3TE9W6AToxI5JecUxlvGM3feXE546ivqLU7cmgtFMWA2RHFO3s/53YlPEG+OD+pYafFRpMVHcfBgG3Z30KcYUaqmcvUnV5Mcncx9R98X1D79MSbZ0xXbZDJ1majIY9myZRQUFDBx4kQuuOCCkMuXOCyGGs9qLikpKcTGxvZIkINd2qn7Y6qqcvDgQRITE3vEd1/Xbn/G5d8s/g0f7PmAaz65hsVjFkeklfc3x07g1nd34VYVjEaFjMRoTpsd2nxAQ0l5azk3/u9GFo9ZzLULrx208xio2a3XrFlDRkYGU6Z8N2Hw3r17mTdvHklJSdxzzz0sW7Ys4scdGnOX++BpSfYsiJ6YmMiMGTPCDgDd1dXVUVpaysiRI70J8kBTFIULpl7A8onLuWP1HRTXFke0/CiTgQsPG0eUKQoD0UQbo5k5JpXluaElyEPNnWvuZFfjLp5e8TQpMSk+t+nPSvVgB4SjjjqKNWvW9Ps5COHR3NxMQUEBkyZNIjo6utdrIJQZ4Ldv305KSgq5ubl+47uvxyJ9jeek5nB93vV8U/UNjxY8GtGyAQyKgR/PHU+sKZZ4cyKxxngSoqO5MH9+0AnyQAim0vPc5ucoqC7gT0f/aUh0U+yvMckSh8VQ4GlJbmtrY/369YwbN47Jkyf3qT7c+TGHw0FBQQEJCQmMHj26S7kD2XDkOW6UMYq/rPgLjfZGbvzfjREp+7CJKbx0wRyuPnoCvzl2Eq//ch5xUcNzrgJN17jioytwa26eWfFMUDd0h+pSTQDHHXccM2fO7PH19ttve7d5/fXXOffc73qNZmZmcuDAATZt2sTDDz/MeeedR0tLS8TPbUi3JDscDjZs2EBubi5paf4/iENNkj3j3vLy8noMYh/IgOA53l9O+AtL/7aUC9+/kC/O+4JYc8874uG67Ihs8jIS2FrRyujkaE6bldHR1W94+nTfpzxb+CxXzr+So8YfFXDbwZhJNRjHHXcc1dXVPR7/4x//yOmnnw74DwhpaWls2LCBM844g+LiYpKSkvp8PkIEUllZyf79+5k3bx4xMTHs2bMnIuV6evJkZ2f32lVroGLyyWNPZrN1M3/8+o8cPf5oFoxeENHyLz58PGaDwvvFtcRGGbnqqGymZ/ZcriMYgzWDfllLGb/78nccN+E4fpL7k6D3G6wlSPwlyRKHxXChKArNzc3s27ePWbNmkZjoP2aEkiRD+yz2mzdvJje3fVbkUM6pv2ZLBpg1ahY3L7mZe76+h9OnnM4ZU8/oc9nTMhKYlpHQ+4aDKKiblIXP8cWBL3jsuMeYlDJpgM7Mt0jE9U8//TTg791uN//+97/ZsGGD97Ho6GjvqgULFiwgJyeHnTt3snDhwj6dS3dDNkn2zPC2dOnSsNZh83UBe8a9tbW1sXDhQtra2vpt1tRg6brOqLhRPLPiGX747x9y2+rbeOTYRyJ6jKOmpHHUlL7f7R/MJZWgfRbuKz66gty0XO464q5ey+0Ph3pAEMJD0zR27tyJzWYjPz8fk8kUsbUOm5qaKC4uZsSIEb2O1R+olmRPufcvu59NtZv41fu/4suffklCVOQqVQZF4cLDxnPhYeMjUt5Atwzous6vP/s1uq7zyLGPhDWfRH+cU6ByNU3zmSRLHBbDga7r1NXVYbfbWbx4ca8TOoUSGy0WC5s3b2b27NkkJibS3Nw86HXizq5fdD3v7XmPX3/2aw7POpxRceHNhTNUW1DDsathF3euuZPlE5fzi1m/CHo/XdcjtnJL93KDeX378h769NNPyc3NJSsry/tYbW0tI0aMwGg0Ulpayq5du5g0KfI3DIZcd2vPUkwNDQ2kpaUFlSAHWi6qc7l2ux23283cuXOHxJIQnd9Yx044lqsXXM0Lm1/gvd3vDeJZDU26rnP9Z9dTb6vnuROfI8YUeEKuwWq16LxduPwFBM+SZP0ZEISA9gRh48aNmM1m5s6d6x33Folr6uDBg5SUlDB//nxiYmKCmmAx0HJwkZYSncKzK55lb9Nebv785gE77lARKMb9a8e/+Hjvx/z2iN+SnRy49d9Xuf0hmHWSu4/bDIbEYTEU7Nq1C13Xyc7ODmrG42BbkhsaGqivr2fBggXelulQemX2R/LcPe6YDCaePuFpWp2tXP/Z9X06Xn/dVB1Ibs3NxR9cTIwphiePf3JIJP/B1ok1TQs7SX/jjTe69OgBWL16NbNnz2bOnDn8+Mc/5umnn+6XobNDriW5tLSUqKgocnNzKS0tDXq/QBe2y+WisLAQg8FAXl6ez20CPTZQ7jriLtaUreGKj6/gm4xvAq7VNtAGq4Lj8Y/t/+CtnW9x9xF3Myd9Tr+cSyT1R0C48847MZlMGI3GfgsIQgAYjUZycnKCmpE9FPv27aO2tpb8/HzMZnPQ8Xag4rSn3CPGHcENi27goXUPcfzE4yPS1W+4q7fVc9PnNzE/Yz6Xzb0srDKGUnfr3kgcFkPB5MmT2b9/f9Dxrrd6ra7r7Nmzh6amJjIzM4NaKcbfcfpD9+PnjczjjsPu4M41d/LPHf/krNyz+uW4Q0Wg1/+hbx9i48GNvHzKy4xOGB1yuYOZVPdlboiXXnqpx2NnnnkmZ555Zh/PqndDLknOyclB0zQsFktEgoLVaqWwsJCcnJweY+nCXToqkjofK8oYxQsnvcCyV5ZxyYeX8PaZb4c0w+pw1duFW9ZSxo3/u5ElY5YEPYvfYLckD9eAIAS0986JZILsmaDL5XJ1WVokmEpZsJN5RdqtS2/l8wOfc80n17AwcyFZiVm97+THYN14jaQ7Vt9Bk6OJt5eH97k0WJMphhuLJQ6LocCz5newvWkC1Yc1TaO4uBij0cjkyZNpaGgIqzyPgYprVy+4mnd3v8sNn93AsqxlISeI/WGg49nG6o088O0D/CT3J/xw6g/77dihCrYbd1/qxINpyHW39rw5Qrkw/QWFlpYWNm3axPTp08nICG6q94G80+LrWFNGTOHBYx5kddlqHit4bMDOZajSdI3LP7ocVVODnsWvP4WSJIfTxU+IQ42qqmzatAmTycSsWbO6fKCGMgt2MI9FkmdZKLfm5pIPLkHV1LDKGQpd4kLh63X9fP/nvFr8KtcuvLbX9TgDlTtYLckSi8Vw15ckGdqvgw0bNpCYmEheXl6fV4rpr+7Wvso0Gow8fcLT2N12rv302kPipmMobC4bl3x4Celx6Tx4zINhlTEUGo6GYxwedklysBexw+Fg9+7dzJs3j5SUFL/HClTWYHW9/umMn/LDqT/knq/voaCqYMCPP5Ss3LiS1WWruf8H9zMxpec6pP4MdkBwu93D8q6ZEJHkWVokPT2dKVOm+Lx2gm1J7rxdfyWe3WN+TmoODx7zIF+Wf/m9umnZ+fW1uqxc++m15KTkcNPimwbxrHzrr+7WQgwFiqIEnHfH36zVnTmdTqqqqhg3bhwTJkxAUZQhN9ywN1NGTOHOI+7kg9IPeH3b64N9Ov3G1+v/u69+x86Gnaw8YSWpMZEdAjVQ3G53v0wc1t+G7Bn3JUnev38/FouFmTNnBpz4K9C0+P5+jjR/z/Gx4x4jMz6TX73/K1qdrf16DoMpUEAuqSvhd1/+jpNzTuanM346gGfVd6qqDsuAIESkqKpKQUEBkydP7jL5UWfhdreGgevqd97087w3LTdUb+h9h0PMn775E/ua9/H48Y/3aXnCwRoTJ0my+L7pHBubm5vZvXs3aWlpjB79XTflcNZTHqz1kz2umH8Fh409jJs/v5mK1ooBPfZA6vw6rzqwipUbV3LJ3Es4JvuYsMsc7Iaj4RqHh2zbdzhJsq7r7NixA4fDQVpaWq9/kN4qX551PI1GI0ajEYPB4P2/8/edHwvlTRgoyKTEpPD8Sc9z4j9O5IbPbuDZE58Nutzhxtdr5nA7uPiDi0mKTuLx4x8P+eIeCgFhOHYtESISGhoasNlsLF26NOQ1PX1t43a7vbMU+2sF6S+KovDocY+yvmo9F71/EWt+uiaiy0INNZ1f1801m3liwxP8fObPWTZu2SCelX/S3Voc6vyNSfbEQX/Ja01NDbt372bKlCk91kAONoZ23q6qqoqqqiqMRiNtbW1YrVYaGhr81od7e8wTy4M9J4NiYOUJKznsb4dx9SdX868f/qvP9TyX2v66mo1Dr1Gj2dHM5R9dzuTUyfx+2e/7VJbUicMzZM841HEQqqpSWFhIQkICs2fPpqioyO84ts5/UH8Jd3NzM0VFRWRkZKBpGg6HA1VV0TQNTdP8fu/rmN2Dg+d7m80GtM++7ev3U2Omcs2ca3i08FGOyDyCs6ad1WO7Q9V939zH1tqtvHn6m2GvjddfpLu1+D4INxGtrKzkwIEDxMXFBUyQg2W32ykqKiI6OtpbUfRMyrh+/XrvdqFUzvw9pqoqDocDl8vVpRKXGpPKsyue5eT/O5mbP7+Zp054qs/Pq6/6e+IYt+bm6o+vJi02jd8f2bcKGgxeJU1isRju/L2/AzUaHThwgOrqahYuXIjFYqGpqSmo4/gb+7x3717q6+vJyckB2ntsJiQkkJCQ0KUerKoqbre71/qyqqo9zl1VVZxOJwUFBQHj9bUzruW+zffx2JrHOHvK2TTZNRrsGiPjo8hIiu6xD/SMl6qm8+fPSvlvUQ26rrM8bxS3LM8Z9GS583ne9PlNVLVV8ck5nxBn7n053MFwqA9BPCSSZM/aytnZ2d5ufYGCR6Bxz4qi0NzcTHl5OXPmzMFkMvUpGfW0cHcPDpqmUVNTg9vtJiEhoUsQcblc3u3OGXMO/9v/P25adRPpjnRGR4/2bufvzqLVamXTpk0BK4NGoxG7CgfbVNISohiVEBVw+/6s4HT3TcU3PLL+EX4+8+ecmHNi2OUO1+nuhRiOdF2ntLSUpqYmFi5cyLp163rdp7dEvLKy0jt0Jjk5ucs1vX79evLz873H7h5fA1XO/FXiWlpasP8/e/cd5lSd9QH8e5Ppjem9wTSGKUyhC4gK2Luv2LsIq4iKde2rgg0pdl37rrqra8GC2BVRGdpUpvfeS3q97x+TG5NMyk1jMsP5PE8emOTm5qadnHN/TS5HR0fHhCTOF764NOlSvFf1HmZpZ+Hk2JNtFt9c7yKlUomBgQGr23FFuT3cGeNeOvwSSvtK8e5Z77psHNyx+g0xpNVqKRaTKc1S8WopfnZ3d8PX1xfz5s2DQCCAVCq1u2u1oaamJqhUKhQUFOjHlvr6+iIwMNClS6CJxWK0trYiOzvbajy/Nvda/NTzE54qfQrB2gX4sloAgIWWBS6cHYD5cT4T4npZWZlRLv9jmwqfN6nBQAMBGHxT2QOBdBjnzQ6cEJvNxXkuVx8dHTX7G2Bvz1JDDMNgV/0ufHD0A9y98G7Mi5vn9GvrCS3JUzEOT8ki2ZBEIkF/fz9mzZplNO6N73hj021kMhmGh4f163gqlUqnnwc38YJpVwOJRAK1Wo2oKOstpe/Hv48T3jsBTzc+jT1r9sBbaHlBeZZlceDAAeTk5JhNDrnrqnslePzHbqi1LNRaFhdmB+PMjACLQUmhUIBlWfT09OifFzf1uz0tNqa3q1QqyGQy/XUStQQ37r4RKTNSsHnFZqde+8k0VQMCIY7QarU4evQoGIZBYWEh7xOL1ork1tZW9Pf3IyIiwmY3LYZhXNKVq7a2FrGxsZgxY4bZ2wuKClDzYQ12NO3AhQsvRFxgnMVC3LAgZ1kWY2NjVrezNnutuZgql8sBQN/qbW/sNe3qyGFZFm2iNjzx+xM4I+0MnJtxrtOvK7dfd6GJu8h0xrclWaPRoKOjA97e3sjPz7fZIGQrR2ZZFmKxWL8/08kT3TG7NfBX70trXj/rdSx552S8dKgdeVFZkKhHIVXJ8XbVKJq9jkKDEYiUIowpx9A10AXWh4VELYFIKYJIKQIzegN81HPAMuM5vjcTgO+6JUicJUNBVAFSglLMxmulUgmtVgulUgmVSoWenh6z8dzSa8PVA5ZitlQqRb+sHxsObMCcsDm4ZtY16O/vtxnbPb1n6VSNw1OySOauHx4extGjRxEZGTkhqbF0f2tf6s7OTohEIuTm5hp17ZtsySHJ2LFyB6756hps+XMLHjrhIYvbcomPj4+PxW1YlsX1/2uFQstCoRHD3ysAn9dJcXpxGrJizI+16+npgVKpRHJystF+LLWSW2rNMWwl12q1kMlk6Orq0nd1fPLok+gY68Bz+c+hurR6wqQRfIpyoVAIpVKJnp4em9s5e8bPkqk6/oIQe6nVapSWliIiIkI/cypfloq0xsZGiMViFBUVoaqq6piOP7b2WN5Cb7xxxhtY+q+luPn7m7Hrol3w9fW1uk+NRoOBgQHMmjXL6nZKtRYdI3KE+HkhMuiv+G3Yc8gwlnI9kYKDg41ut9RKbvqv4fM0jLFyuRwP1j8IhmWwNmEtqqurXdKVndu/q9GYZHI8sNWSrFAoUFpaiuDgYAQHB9v8rtnKkbVaLcrLyyEQCJCWluZxM1+nzEjBXQsewUs/itEtbUPjcCMAQMAGY2fJWxB49yDYJxjBPsHw1nojwicCcUFxyPTJRLBPMFo7EtDeFwgNhFBr1WBYATqk5djw004AQLhfOIpjizE/bj7mxc1DcWyxUY8apVIJmUyGrKws3sfM5czW8mSVSoVnS5+FRCXBlgVboFFqIJKJeHddN33fDU+q+vj48OrRxLeHFPec+MR1rVbLKw5/9NFHeOSRR1BdXY2SkhLMm/dXK/qWLVvwxhtvQCgUYufOnTj11FMBAIcOHcI111wDmUyGM844Azt27HDZb43H/nLYKpK7u7vR0tKC4uJitLS02D0BgenfLS0tGBwcRHR09DH9QeUbdC7IugDft3yP5/58BYWRK3B6xjJ4CXh0cdBq0DLagrrhOtQP1aNuqA7VA03oGf4btBgfEz2mHIO3wA9P73sLlxZlY0nCEl7jH6y1kvNVVVWF1NRUBAYG4quGr/B1z9e4c8GduG7pdRO2NS3IrRXlwHgLi0Kh4FW8c/s3ZC4wyOVy1NXVWQ0ww8PDKCkpgVQqxdGjR+Hv72+xePC0gECIPeRyOY4cOYKZM2cazZxqD9NiraamBhqNBnPnzrXY2jmZ0sLS8MxJz+Bv3/4NOw7uwB0L7jC7XWO/BAMSJZJmWC+iAaB9WIZb/lsFkVwNjZbFmuI4rF+WYnRi0JRYLObVE8keLMti24/bcHjkMJ5a/hQWzVnkULd1c9fJZDKMjY1NaE2wp/Xb3G1KpRJKpRIKhcJsKznfsXAUi4mnstRKyOWwYrEY5eXlyMzM1H8XzG1nep2l/XEnPiMjIy0ekycUzTcVXYp///5ftA73IDcyF22jPRAppYgP8cffl+7ExbMvhlAg1L82fn5++vsOS1VY+345BiUqMACC/bzwyqX3Y1BxKQ50H8DBnoM40H0A37d8DxbjzzMjLENfNBdEFoDRWv6usyyLQYkK/t4CBPqO58eGObMl71e/j9/6f8OWFVtwUs5JTr0+hjlzS0sLAgICMGPGDKsFuj3zLzEMA4VCgd7eXjQ1NVmM301NTfj888/R3NyMZ599FoGBgVi/fr3ZY87NzcUnn3yCm266yej6o0eP4sMPP0RVVRW6urqwcuVKfS6+fv16vPbaa1i0aBHOOOMMfPPNNzj9dMeGapqackUyMN4NTywWY/78+frZTh0Zb8GN86ivr4dEIkFhYSFqa2uPaauFPZZG3I3fNItx72dN+CY1BI+ckY2o4PEETKKS6Ivgn1t+xvM9z6NuqA4NIw1Qav7qMh4dEI2MsEwE+QJaTTgEAg00rBYqjRZftryFj1oa4C3wxoK4BTgx+USsSF6B4thilz5vQ9wXrU/Shw3fbcDc6Lm4d/G9ZrdlGEY/07gtHR0dRq3ejjCX+IlEIkRHR5tNBrlW8sbGRnz77bdobW3Fli1bIJfL8dFHH5l9DE8LCITwNTY2hoqKCsyZMwdhYY6NWTWMyVqtVj9B1+zZs61OsDjZLs+5HN+1fIfHf38cK5JXoCi2yOj2N39vx+flvRAKAJYFzk1Rw1IU1Wg1uPfzKvSLZdBCAW+BD/57uBvFyTOwMPXYrok5IBvAtqPbMC96Hm4qvgkCxnVd+CorKzFr1iyjZRkttZJbav02LMq5f0UiEVQqFbq7uye0kj/66KNobGzEmjVr4Ofnhw0bNuCaa64xe3wUi4kns9SSPDw8jMbGRuTn5yM4OBjd3d1mt+PTs5JhxlcSOHToEBITE5GQkICysjKP6cljyt/HC8+cuxDrPvoebSNDmBOVi6XZ/fhXnQ9u+uYmbDuwDfcvvh8pbMqE+4YFeOOdqwpwsG0UYFkUJs1AsJ8XYpGDnKgcXJN/DQBgTDGGw72HcbB7vGj+ruU7vH/0fQCAr8AXxXXFmBc7D/Pi5mF+3HwkBCdgSKLEho+q0DQghZYFLi2Ow8aTZtrM+VtGW/DE4SewIGoB1heaLyLtYZgzC4VC+Pv7u2QyTUONjY0IDQ1FeHi4xZ6lQqEQhYWF6O7uRnx8/ISTOIays7PNXv/555/jkksuga+vL2bOnIn09HSUlJQgNTUVY2NjWLx4MQDgqquuwmeffXZ8FMmmuB9EgUBgNO7N0SIZGB8XHBgYaNRq4WkJGQBUdYmwq2wIudEzUdLzJ35rq8RVH1bAN/x/qBuqQ4eoQ7+tAALMCpuFzPBMrJ65GpnhmcgIz0BmeKa+u0hVtwh3flINlUYLjZbF9Scm4fzCvfij8w/80vYLfmn7BVv+2ILNf2xGkHcQiqOKsSByAc7zPw85kTkuTZ5YlsWG7zZApBTh9dNfh4/QclfxY4k7E2bYSi4UChEaGmr1fjNnzkRKSgq2b9+O9957z+q2nhYQCOGjv78f9fX1KCgoQGBgoMXtbHXF4uKtRqNBWVkZQkNDJ3RLPpYxme9jMcz4slAlXSW4/uvrjZaFauyX4PPyHgT4CjCiGIJMqcbLlQocFt6OUcUQRuQjGJYPY0Qx/u+oYhSJsvfAQg0w448thD8e/PEFnJztjYKYAhTGFCImMMatzx0A7v35XkjUEjy19CmXxnhLXDGWrrq6GgkJCQgJCZlw25dffokrrrgCzz77LNLT060OoaJYTDyVQCAwG5cUCgUaGxtRXFysbyV1Jh9WqVTo7OxETk4OoqOjrR6Tp+TKK9LS8Pcz/8TGb+/Gtbn3Yt289Vi7YCV21e/CE78/gSu/vBKZwZl4xO8RnJl5ptHvUYCPEMvTrU88FuIbghXJK7AieQUA3ZwNY234o/0PfFf9HVrULXil9BUoD403RsUFxiFKeR8kkhR4MUIIBQL893A38uJDcMpsyy3zGq0G675ZBwEjwBMLnjgm8dcVuN94az1LQ0JCIJfLUVpaissuu8yhx+ns7MSiRYv0fycmJqKzsxPe3t5G81Fx17uKxxXJlhIqtVqNsrIyCIVCpKenG/2w2jNLH0er1aKqqgoMw2DOnDlGExwcS3yDTOeoHCwAiVo03r1G1YuGgUAoVUeweuZqZIVnITM8E5nhmRhqGMKShUus7i8nLhj/u7EYHSNyhAd468fArUxdiZWpKwEAg7JB/Nb+G35u/xk/Nv2IX7p+wTPlzyDSPxLLk5bjxOQTcWLyiZg5w/YZMmver3kfu5t248kVT2J2xGyH9+NJnJ2kYLICAiG2KJVKNDU1Yd68eVbnPuBLrVbj8OHDiI2NRVJS0oTbPbX7aphfGF4//XWc+dGZuPfne/HC6hcAAENSFYQCBjK1BA3DDQAAIRuCr+q/Q1iAH0J9QxETGIOsiCyE+YUh1DcUPx72xZgsBGBU0GpZaFgWA8pqbPnjK31Xv7jAOBTEFOgv8YhHuPfEBG9UpsJXlX2QqTRYmhZucZ4JU982f4uPaj7CjRk3IjMs00Wv0l/cueIAnzHJXKuKvSgWE0/DrSQgl8sxf/58o27E3O2G+OTIUqkUTU1NiIyMNCqQPaUYtubK3MvwZePnePz3R3Ba2kpkhGXgvMzzcHb62fhvzX/x6C+P4rKvLsPCIwvx4JIHsTx5ucOPxTAMUmakINYvFtmabMydOxcKtQIV/RXY07wHr5W+hsGxIAgghxIs/Lz8wLDeqOwWWS2SXzz8In7v/B1bFm5BQmCCw8dniSfMbu3tPT7p8MqVK/WTABt64okncO655ieK5LvaEXe9q3hckWwON+4tNTUVfX19vO5jLShwayqHhoZCqVSandHvWLDnjYzSFbFxgfHQsho0DHRDznRiWD6Mkq4SxAXGIT4oHlnhWTgoOMhrnwE+QmRGW24FivCPwLmZ5+LczHPRk9ODtpE21Gvq9S3Nn9R9AmB8YrETk07UF82mLR59IgWOdIwhwFuIRTNDjdaha5e048H9D2JF8gqsK1zH+/XwdGq1Wn82bSoFBEIsYVkW9fX1UKvVKC4u5jXjNJ9Jldra2pCVlWV1TLOnJmlLk5bijgV3YGvJVqxKXYVzM89FUpg/AMBXEISMsAy0DPdCxQxhbeFVuGPB7WZXJ1iTIcGGj6qgUI/37DkzNxp3nvJviFViVPRV4EjfEZT2luJI7xF80/SNvnCO9otGcXyxvnCeFZyP2z/qxJBEBS3L4s0/OrD1gmwsmmm927ZYKcbt39+OrPAsXJN2zZSKKbY+Y4ZjkikWk6mGa53jekEYriQQFhY2oSeGIzNZi0QilJeXIyUlBSqVyuJ2tvbpLEf3yTAMdqzcgYXvLMT6b9Zjz5o9EAqEEAqEuHTOpchSZuGA5gC2HdqGsz4+CyuSV+CBJQ9gQfwCp45XpBLh68av8Wv7r/i17VdUDlQCAPyFgxBqw+AtZOAl8IaQESAh1M/ifo4OHMU/9v0DZ6efjfNSz/PY3ztz7CmSuc/q999/b/fjJCYmor29Xf93R0cH4uPjkZiYiI6OjgnXu4rHF8nclzc7Oxvh4eHo7+93aCp77jqlUomysjLEx8cjLi4O/f39VvflKT96BYkhWDU7Ej/UDiDEOwELE2Pxy8hrSPBNQPKMZLxw+AVsP7gdicGJWBi8EGvj12Jh/EKXdtmIDYjFguQFuDzn8vGEebgeP7f9jF/afsEXDV/gvarxrsXZEdn68cwRXoW4638t0IIFywLpUQF47bJ8+HoJoNaq8VjlY/AWeOPlU1+eMt1L+NBqtVMyIBBiDjfTqb+/PwICAnh1kbWV8MhkMrS2tiIqKspqgeyJ3a0N/X3x3/FT60/Y8N0GFMcVIzEkEXevSsPWH5rghRmYlxCKAc1OPPHHZ9jV8DleXP0iCmIKjPaRFhWIj28oRvOgFCF+XvpCO9gnGEsSl2BJ4l89g0RKESr6KvBL/S+oHKxE3UidvnAOUV2AUPWlEAoY+Ah9oNJ4YesPTfjoBuvzSjy27zG0i9rx7Zpv4S2yvMSgMyarJcOwVw/FYjIVGU5CZ7iSQHl5ud29KA2xLKtfJaagoABSqRQjIyO89udpLcxxQXF45uRncOPuG/Hi4Rdx67xb9bd5C71xVdZVuHru1Xij/A1s3b8VKz9cidNmnYYHljyA/Oh8AIBMpYFUqUFYgDcEZmKKWCnG752/Y2/7XvzS9gvK+8qhhRZ+Qj8sSliEB094EMuTliNUOBvrP6yGWstCq2UxJy4I5+abHy6j1Chx4+4bMcN3Bnas3AHliNItr+tk9eThONu78pxzzsFll12GO+64A11dXaivr8eCBQsgFAoRHByMP//8EwsXLsS7776LDRs2OPw4pjy6SFar1aioqMDcuXMRFDTeZcyertWm17Esi/LycqSnpyMmJsbiRAjHij1BhmEYXL8kCWfkRkOi0CAh1A+/djyGiz+7GOdknIN3znwHu5t2Y1f9Luxq3oX//ed/iAmMwVnpZ+HcjHOxNHEpvASue7sZhtF3715bsBYarQZlfWX4pe0X/Nz+M96peAevHHkFcfLt8GGT4SUUwEfgjbo+CXaV9+L/iuKw/cB2VI5W4uWVLyMh2PXdSyaTs8uOTFZAIITDxSelUonS0lLExsYiOTkZf/75p0OrCRiSSCQoLS1FfHy8zS7bnnKi0hJvoTf+ecY/sexfy3DT7puw66JdWDQzDB9eVwSpUoMAbwZHjtyK3tA1uP2H23HS+yfhtvm34Z5F98DP66/WhQAfIXLibE+qwhXOqYJUaDQaJCUlQaQU4YeWH3D/V/vBqgVQacdbg/y9vCFWaKzu70D3Abxy5BXcMPcGLEpYhJqaGudeECvcVSRbw3fpEUsoFpPJxjAMVCoVDhw4YLSSgDPjjxlmfLm36upqFBUVwd/fH1KplFcu7akunn0xdtXvwmP7HsPqmasnDN/z8/LDzUU34+rcq/Fq6avYcWAHlv5rKc7PPB9zAzdiV9n4hFKJoX547sI5CPbTYn/3fvza9it+bf8Vh3sPQ61Vw1vgjeKYYlw982r837z/w/y4+fD1Ml7F4NO1xajsEiHAR4j8hBAILaxG8+QfT6KivwIfnvshIgMi0Tk8tYZs8P1s8M2JP/30U2zYsAH9/f0488wzUVBQgD179iAnJwcXX3wx5syZAy8vL7z44ov6ovvll1/WrzJw+umnu3ReCI8tkjs6OqBQKLBw4UKjdSgdDQrcGbLs7GzExPx1RmcqBQSGYRA/46+k6rRZp+Gmgpvw8pGXcXLKybg853JcnnM5fv7jZ/SH9WNX/S68X/U+3ih7A+F+4Tgr/Syck3EOViSv0LUyaLGrohfNA1JkxQThjJxoi19kQyzLYlQxii5xFzpFneMXcSe6RF3oFHeiW9ytbxUWsGHQQg2lhh0/M6f2Qq9IgdLeUmz+YzNOiTkFF2Rc4LbXbLKoVCpeZ808LSAQYkgqlaK0tBQZGRn6pYbsmdzK3Hajo6OorKxEfn4+RCIRlEqlmXsb89SYzEkPS8fTJz2Nm7+9GTsP7sTtC26HUMAg2M9LfzL2zPQzsSRxCR745QFsLdmKLxq+wIurX8TC+IVOPXZJVwleLX0Vn9V9BoE6A/GCk+DNBMLLSwgBgJOzIizeV6VR4dbvbkVcUBweWfoIAPe91u58D/l2t7aGYjHxVBKJBIODgyguLra5kgDfHLm/vx8SiQTLly/Xn6jkuyqMpW2d5ew+GYbBtlO2YcE7C7Dum3X4/tLvzTYOBfkEYdOCTbg+/3q8cOgFvFbyPQ5I2+Dv7YtA7wDU9Elw5j//jWbB3VBqlBAyQhTFFmHjvI1YnrQcC+MXQqgVoqamBnOT5po9lhn+3jghzfqkYPu79uO5A8/hypwrcUbaGUbPw9Ume0wy35z4/PPPx/nnn2/2tvvvvx/333//hOvnzZuHyspK2wfrAI8rkrlxb2KxGAEBAUYFMuBYkSwWi1FWVoaQkBCjAOPIhF+e5rHlj2Ffxz6s37Mef1z1B2ICYxDoFYgVs1fg/2b/H6QqKb5v+R6f1X2GT+s+xbuV72KG7wycNvN0SAfWoGPQH1ow8Krsw+H2UTx4WjqGFcMTCt/GvkZ0S7oxqBpEl7gLEpXE6DgYMIgJjEF8UDwywjJwYtKJSAhOwL7KADT3+UPAAAwjgJBhMCfWDzfuvhHRAdHYNHuTx7cUOYJv1xJPCwiEcIaHh1FZWYnc3FzMmDFDf70zRfLQ0BBqampQWFiIgIAAiEQim/vy1MkUTV2RcwW+a/4Oj/3+GE5MPnHCslDA+GRfL576Ii7IugAbv9+I1R+uxk2FN+HhpQ8j0Nvy/BCm5Go5Pm3+FP+q+xeqhqsQ4hOCG+begBsKbkBT9wzs/LkFMpUWq2ZH4raTZlrcz46DO1A1UIUPz/0QIb5/zQ49md3y7MWnuzWfFgyKxcQTDQ8Po76+HqGhoRMKZHOzXvPJa9vb29Hd3Y0ZM2YY9eThO3TRk0UHRmPbym24+sursf3Adty58E6L24b6heKBEx5AnOBivPRrK2TqEUjVIoAVwFsbjXWL12FZ0jIsSVyCYB/jXj7WljHiQ6wUY+3utUgKTsKWFVuc2tdk4lskc0tBTTUeVyQPDw9DrVajoKAAf/zxx4Tb7S2SR0ZGUFVVhblz56KhocGjEjJXFOR+Xn5488w3sfxfy3HTNzfhkws+Mbo9wDsA52Scg3MyzoFcLcdPbT9hV/0u7K49An/R6WAwBD9vP2i0LD4uG8DLtedAynYZ7UPICBHtH40Y/xjkRuVi9czVSAhOQHxQvP7f2MBYsxPSXJurwh3/q0Z51xgYMLjxhGTs6dqG2qFafHbhZwgZnbhsx3QwVQMCIZyenh59NzxDjsatvr4+NDY2oqioyOpyJaaOdUx25r47Vu3Age4DE5aFMnVK6in446o/8MjeR/DKkVfwTdM32Llqp36ZEUs6RB14o+wNvF3xNgZlg0gLScNzpzyHNdlr9ElcRhhw6hzry7cAQP1wPZ768ymcl3GeUSuGu7izhZrvmGRCpprg4GDk5+ejubnZ7O325MMsy6K5uRkjIyPIz89HVVUVr2OYCmOSDZ2feT4+z/wcW/7YgtNn2e7dkRYRgRDfQYQJAqDSqsGyXkiY4Y/HT3zc6v2c+b148NcH0TLagq/+7yujE5ST3eLrLlM1DntckRweHm51sWt7iuSxsTE0NzfrEz2+k3IZbjPZHyw+ZkfMxpYVW3D7D7fjpcMvYSHMd9/z8/LD6bNOx+mzTkd57jBu/m855BopFGo5GAjgLfDGpdlXIiM6DAlBCYgPjkdCUAKiA6Mx0DcAlUpldokWa2b4e+ONK/IhV2ngJRRgb/vP2Pi/l7GucB1OTjkZ5eXlLngFPI+zY5IJmWzZ2dlOzdtgGG+7urrQ3t6O4uJimy0X5nhqMmYqzC8Mr53+Gs766Czc9/N9eH718xa3DfYJxtZTtuLCrAtx87c345yPz8HVuVfj6uz78VnpKOQqDc7IjcZJGRH4reM3vHrkVXzZ+CUA4IxZZ+Ci5IswP3K+3TEZALSsFhu/2wh/L388c/IzRrdNVrdoR7mqJZkQT+Tl5QVvb2/ehaq1vLa2thYqlQoFBQVQq9UOj2d2F1c+1tZTtmJvx16s27MOO/N2Wt12eUY4lswKwx/NI/AWCOElYPDQGa5fBo/zbfO3eKP8DWwo3oClSUsn3O7pNYche2a3nopxeModMd+gIBKJMDIyYjSmmW+rxVRJyAxdl38dfmj5AQ/vfRg75+7EfMy3un1WzAzEhwSjZ8wHIT4MNFoWKeH+eHb1382OS3a6xdtbiGH5MNbvWY/M8Ew8uvRR/X6nUkDgi+84OEKmGoZhzBbP5rZjWRatra3o7+/ntWyUpf0cS87GumVJy3D7/Nvx3IHnsDJ1Jc5OP9vqPpckLsHvV/6OLX9swUsHPsVPh05BkHcofIU+2NvUA3Xgh6iXfYgwvzBsnLcR18+9Hskhyejq6uL1PpjzbsW7+K3jNzy/6vkJS/YBkzPBlrtM1RYMQjiGS0AZsmfSWrFYjJCQEOTm5oJhGKcLYk/PlSP8I7Bj5Q5ctusyvNv8LjZnbra4rYBh8PjZWTjaLYZIoUZmdCDCA61PKOmoIdkQbvn2FmRHZOPBEx50y2OYM9kt1FM1J55ya+5YejMMA0hHRwdGRkaQmpo6YUwzn/1zX3wukLiLK4MMwzB4fvXziAqIwhM1T0wYM2zK10uAFy7OweKZYYgM9MGytHBsvyiH18Rdjtr0wyb0Sfvw+umvw9/b3/YdpjBKzMh0ZU9MbGlpwdDQEIqKiswWyJ7WkuyqeP/3JX9HYUwhNny3AV3iLpvb+3v74x/L/4GbZr8GhvXFiLIP/bJOjClGoZEsxUurX0LNjTV4dNmjSA5JdurYesQ9eHDvg1iWuAxX5V7l1L7s4QlLQBEynfApdDUaDSorKyEQCJCVlWX3xFum2xnmx57urPSzsCZ7Dd5ufhtlfWVWt2UYBjnxwVg0M8xtBTIA3PHjHRiUDeK1018zWt1gqrKnJXkqxuEpVyQDmHBGzfANam5uRm9vL5KSkngtsj6dRPhH4LXTXkOnrBP3/HSPze2jgn3x5Hmz8Z/ri/DY2VkIC3DP+pgA8FHNR/i49mPcu+heFMYUuu1xPMVUDQiE2MKnJZllWUgkEsjlchQUFFhcV9nTxiS7io/QB2+c8QZUWhVu2nMTNKz1ZZg4sYFxmOE3A2F+oQj0CUSEfwTyovJxRe4VLjuxeNdPd0GulmPHqh1mX9up9hvJJ0mbip8hQjj2tCQbXqdWq3H48GFERETAz8/P6Htg7jthz+zWgOtjhTty9KdPehphPmHY+NNGKNTOTbblrI9rPsYntZ/gvsX3YW60+VmxJ2vuBnebqvP0eFyRbOtNNJdscUlbXV0dxsbGUFhYCKFQ6FBXEsNtWJaFSqWCSqWCUqnU/6tUKqFWq40uGo3G6KLVaidcjoXlyctxSdIleLfyXXxa9+kxeUxbOkWd2PTDJsyPm487FtxhdNtkf3HtYU/wcnZtTkI8la3vq1arRUVFBRiGQXp6utXt+X731Wq1PhZzcVij0diMw+Zi8bHCLQu1t30vPur4iNd9zsiJgr+3EN5MMAK9wuAt8MZl8+JddkxfNnyJz+s/x72L70V6WLrF7abSxDFUJJPjlbWiVqlU4uDBg0hMTERycrLLxh8bxmG1Wu3xOXGYXxjumXMPqoeq8dSfT7lsv/YWs12iLtzxwx2YHzcft82/zeq2Uyle0ZhkD2Tuw9nT04OQkBDk5+c7Pd6CmwVQo9GYnTDB2hgQa/vXaIxbE+RyObRaLVQqldn9WTohYOvva5KvQb2qHrd+dyuKY4ud7p7nDC2rxfo966HUKPHaaa+ZXbNuqrAnyZuq4y8I4cNSnNNoNCgrK0NoaCjvJMhazGRZFt7e3mhubkZ7ezsEAgEEAgHkcjkAoL6+HgKBAEKhUH+btb8NrxcKhRO+z1ziZxiTzcViW3EYGD+he0XOFdjTtAdvNr6JK3qvsNmLJi0qEC9cnIP3SjohU2pwZl40Ts6MtPt1M2dUMYpNP2xCbmQubi2+1a77erKp1vJNiD0YhrG7JVmtVuPgwYP69e25nNaUvTNjcznx2NgYent7kZubCy8vL5flxDKZTN84ZW5/jubEJ0SdgEuyLsFzB57Dmelnoji22OIxuQPLsvjbt3+DUqPEq6e9Oil5MI1JdozHVyymb4Dpl1ir1aK9vR1eXl7Izs62Ot6CzxvJ3U+tVoNhGJed+TANcKOjo+jq6sLcuXP1hbitYtxwG0uBR6lUQgABXl39Kk784ETc8NUN+PyCzy1+KfkkgIaPzT0PS90nTb165FX83PYzdqzcgbSwNF73mQ6ouzWZriydbFSr1Thy5AhiY2ORlJSEsjLrY8Cs7QuAPt7Ex8cjISEBwPj3qrGxET4+Ppg1axa0Wq1RS4Xh/1UqldnbDK8zfGy1Wg2FQoGxsTF0dXVNKKgtFeDWinCBQIDNizfjj7Y/cN1X1+GnS34yWg+Z+33j/mUYBmkRfnjk9DT962OYSJp2dbSnQHzkt0fQK+3Fv8/5t9nl+gz36w7u7DU0lVpeCLGXpc+3ufgpl8sxODiI4uLiCesq27qvtS7YXE4slUpRW1uLgoKCCcsD2sM0J1YoFKirq0NmZqZLc2KWZSGTyfDI4kfwa+evuGn3Tfjpkp8sjgfmmxNzvx98cuJ/lv0TP7b+iOdOec5qDx5rz8OTTecxyR5dJBsmD6bXAeNJTWlpKQIDAxEUFDThjeJz5sycwcFBsCwLLy8vfbJjmASZJkR8GG4nkUhQU1PjdJAxpdFoUFFRgczMTISHh2Pbym24cfeN2HF4B+5dfK/ZYGLrNeL+Pzo6ipCQEH3CZnoG0JzawVo8vPdhrEpZhcuyLoNarTa6nXsvuQTWUmuMp7AnyZuqAYEQjj2JmVKpxOHDh5GSkoK4uDiL2/HZF/BXgazVao0mUGxpaYFarUZeXp5LC6ORkRHU1NRgwYIF8PLyMlt0Wyq4DbsWmivGxWIx7s64G3dX3Y11n63DpoxN+udu+ltiT4v46OgogoKCIJPJIBAIrE40+WfXn3ij7A3cNPcmFEQVmI3Fhq+9YfIHeFYcNmUrLk/FpJMQQ5bmgTCNn2NjY6ipqcGMGTOMCmRLxa855r4vg4OD0Gq1UCgUaGlpQVZWFliWhUKhMIpR9jDcXq1Wo6KiAhkZGQgPD7drP7ZUV1cjKioKCREJeOnUl3De/87D0weexmPLH+NViJteZ5gTe3t728yJG0ca8cCvD+Dk5JNx5ewroVKp9PswV4xzxberc2J3tiTzMVXHJE+JItncdSqVCocPH0ZiYiKEQiEkEgnv+1rCsqz+C6rRaPTj3qwlS+YCl2FCY1pca7Va9Pb2Ii4uDoODg/rrTbczTZpsfbhZlkVVVRXi4uIQGTnePe+y3MvwQ+sPePLPJ3Fy6slYnLjY6j4s6e3thUajQVJSksVgbRpEFGoF1n+/HoE+gXhh9QtGLfLcl1WhUECpVFqdCIhPMW6uNYY78wnw7xrJ93H4mKrjLwixxTSOymQyHDlyRN+1z9J2lphLUswVyI2NjVAoFJgzZ45Lf+zFYjGqq6tRUFCgX8PZFUUhy7IoLy9HYmIiTo4/GT1BPdi6fyuuWHgFzsk4R/8cLRXYpn8b/h5JJBKIxWJoNBoMDQ1ZHeOnhhrrD61HrF8sLo682GoXdWA80RaLxeO9kkx+g7y8vHi99uZaY7j3lXu/XZUAUhFMpjs+JyyHhoZQXV2NOXPmoL293eHHMc3lIiMjMTAwgL6+PvT39yMiIkKfExrGKHPfQ9Nc2Fxjk0AgQGdnJ8LDw6HRaPR5sbn78cmFDbW3t0Oj0WDWrFlgGAarZq3C9XOvx86DO3FO5jlYlLDIoddJJpOho6MDRUVF8PHxsZgTq7Vq/O27v8FX6IsXVr8Ab29vo9sN/8/lwcPDw0hOTnZ5Tsy9V1yPAEPOxGJ7ultPxZzYo4/YUqHLTUiQlpaG6Oho9PT08L6vtS4ZarUa/v7+SExMdOq4uQ+jaQIkl8tRX1+PpKQk+Pn5QaPRQKFQ8Gq1MMcweHBjOXx9fVFfX6+/7c7sO7GvbR+u3nU1vj7na4QHhFsNVqYkEgmam5tRXFys/yLw+fJs/nMzyvrK8MG5HyAxdOLrybIsjh49ioyMDAQEBFh8Hc3dz/D/5hLswcFBBAQEGI2lMb2vKT6BhzsDyCWPhkyDhFQqpS6AZFoyjKMSiQSlpaWYM2fOhK59fFuSDVkqkJuamiCTyZCTk+PS75VcLkdlZSXy8vJc2qsHGC/qAwICEB8/PvHWAyc8gJ9af8Ite27B/Lj5iA+Oh1AoNEqc+B7zkSNHsHjxYn1RbwnLsnhs72Nok7bhP2f/B7mJuVZ/b/r6+hAYGKgvwM0V7uZirrVu6dzJYYVCge7ubl7jxa0lw4YJIPc3d2zAxM/UsZysjRB3MRdLue9BX18fGhsbUVxcbPY76sjjcDlxcHAwAODo0aNYsGCBxXzN3H6476a1mNPS0oKgoCD4+flBJBJZPVlo6btsrghXKpUQiUSIj49HW1ub/raNczZiT+Me3PDlDfjuou8Q7Bs8IR+29hvD9djMzs62eVJ1a8lWHOw5iLfPehspYSk2X7OOjg4EBQUhOjra7O2O5sQqlQpSqRR+fn5G93E2J+aOSaVS8cqJ7V2S1xNMuSJZpVKhq6sLeXl5iIiIsLidPWOSDcdbuCIBM1dwqtVq1NXVYfbs2fqWXmcYdlPu7u6GWq1GRkbGhAJdqBHimUXP4PIfLsfdv96NzUWbjQKX4bbmvlwymQyBgYGorKy02u3c8O/SwVI88+czuCTrEpyScArkcvmEM4FdXV3w8fExanky9zraS6PRoLW1FYWFhTYTSI5p4DHXtYZlWXR3dyMsLMzsRBWm99m7dy9SU1PtPn5CPB0XW8fGxlBRUYH8/Hx9ImVuOz77AiwXyM3NzZBIJMjNzXVpgaxUKlFWVobZs2cjKCjIZfsFgO7ubojFYsyd+9cyHz5CH7x55ptY8u4S3PD1Dfjy4i8hYOyLcdzM4bNnz+YV36oHq/HcgeewJnsNzpp9ltVth4eHMTAwgKKiIrtfZ0snhrn/Nzc3Iy4uDkKhEBqNhtd4cXNMi2vupGVLS8uEQru1tRU1NTVob2/HH3/8gfDwcMyePduu50WIJ7DWkjw0NASxWIzi4mL4+PjoG0yceRzDnFgkEqGqqgpz587lXSBz+2KY8UnHzJ0IZFkW1dXViI6OxqxZsxw6Xm4/pjFELBajoaEBGRkZRq2oKpUKAq0ADxc8jBt/uxEP/PgAbs++3eaJQAD6+CKVSuHt7Y2Ojg50d3dbbCmvHqnGE/uewLlp5+K0xNMgkUiMtjOtN6RSKTo6OjB//nyLz9XRHk6NjY2YOXMm7xPBfHNiuVwOjUajL76t3Wfv3r3Iyspy5PAn1ZQqkkUiETo7O5GYmKgvkM1tZ+k6wPyZE1cWyOZotVp9tztXFMjAX+PZRCIRent7UVRUZLErQ2JiIh5UPIhH9j6C8/LOw1V5V9ncP8uyqKysRFJSEmJiYmx2B+TOJokUItz6062I9YvF2uS1aGxsNNtFXSaTISAgAH/++ScA4zOB1gpxawW6UChES0sL4uPj7TpjxSfwqNVq9PT0YMGCBTbHVQwMDKC5uRn//e9/eR8DIVMFwzAYHR1FR0cHCgsLLSZO9hTJ1gpksVjs8hZktVqNsrIypKWlITQ01GX7BcbHN7e3t5stNjPCM/Dsyc/ib3v+hu0l23HHwjss7MW8hoYGREVFWZ2Qh6Nltbhlzy0I8Q3BUydbX/pErVajtrYWc+fOdeh1tjYmcXBwEL6+vsjMzLR7v4YMk2Hu37q6OqSmpiIoKGjC79Lg4CC++eYbLFq0CP/+978xY8YMbN682aljIMSTDA8PQyqVYtGiRfr8j+8wF3NMJ+kSi8UOFch8NDQ0QCgUYubMmU7th8uFubyMO2lWUFBg8eTnzJkzcUhyCK8ceQXXLLoGy5KWWX0M7jeqs7MTg4ODRg1S5vJhsVyMjT9vRJhvGDamb0RbW9uE7UwLUa6l98iRIzYbovjcxv09NjYGqVRq1wlCvsV4bW0t0tPTbZ6w7evrQ3t7Oz755BPex+AppkyRPDIygqqqKiQmJk44a8E3KJgbb+Hn54eSkpIJ2zr6gTQt2hiGwdGjRxEZGamf0MZVZDIZqqurUVhYaLOv/x0L7sCPLT/izh/uxOKExcgIz7C6fWdnJwQCgb7rOd8ugRv2bECHpAN7Lt2DhYkLJ9zOsiwOHTqEOXPm6JNTw+5y1opw7kwgt3SW6W1c95rAwEB0dXVNeGzTrn32FOWdnZ2IiYmBSqXST0Bg6cTKzp07sWHDBt4t2YRMJTKZDIODg5g/f77ZM8j2MJy8z9wkXSKRCLm5uS6dOModJy05XEwuKCiwGJOvyrsK3zZ/i3/89g+clHISCmOtLwvF6evrg1QqRUaG9djNef3I69jftR+vn/E6ogIs99gBgLq6OiQlJbm8y7lWq0V9fT0KCgqc3pdpMsx1zUxOTjYbh/38/PDMM8/gwIEDdndpJ8STsSyLxsZGyGQyJCcnG8UaZ4pkgUCAoaEhlJaW6nsLRUREoL293aE82NKwiZaWFigUCpef/ORie3p6us3eQf9Y/g982/wt1u1eh/3X7EeQj+XtuRMGXV1dKC4utplv3/fTfWgUNeKziz7DwpkT82BTzc3N0Gq1mDlzptleOdbmqLDWg0ej0UAikcDf3x/79+/XP56jhbfh/2UyGWQyGa8Ttjt27MDGjRunZByeEkXywMAA6urqUFRUhIGBAd5dq61dx50t49ZVNmTafcPah1WlUunHFZu7XSQSARhPnkwLN0cKb8MJVrgxvVz3X2vBRigQ4p9n/hOL3l6Ea7+8Fj9e/iN8hOaLOG55quJi+9aS2924G2+Wv4k7FtyBExJPMLtNS0sLQkNDjVpvuAlhnMEV3/PmzUNISIjZ2+2ZKMewO6BKpUJfXx/Cw8NRXV1t8UxgY2Mjtm7disHBQcybNw/ffPMNXnvtNZfP1kjIZOnq6sLY2BjmzJljs0Dmk6xx3WXFYjGEQqF+RYG2tja3FMjcBIfuOGnJzdCanZ1ttdhkGAbPr34eJV0luPbLa7Hvqn0I9Am0uD0w3srQ1NRkNDeENR1jHXh478M4OeVkXDrnUqvbDgwMQKFQ6MdOu1JLSwtiY2OdPpliTkNDA9LT0y2+HlM5MSPEEq6bslarRWJiotlJmBwpkrmT/0uXLsXY2Biqq6uRl5enn8HZWpFmLZ8yxa1FP2PGDJSXlzuVBxsW4tw8NzExMbxOfgb6BOLV01/F6g9W48FfHsS2VdssbqtWq1FVVaVfF9qave178fzB53FjwY1YNXOVzeMYGxtDf38/5s2bp++R46oJrlpbW6FSqZCe/teyU+Z65Fh6/yyt3KDVajE0NAQ/Pz8cOnTI4szrdXV1eOutt9Da2oqBgQEcOHAAW7dudfnJWHfy+CK5r68PXV1dmDdvHnx8fMzOhOzoJF2WWgJNz1g7qqGhAQEBAcjKynJpIa5Wq/Vd2Nra2tDc3GxxkL1pQLl3zr24+/DduG3Xbbhz7p0Tgg/LsvqxHDKZbML9LSUk/dJ+rP9mPfKi8vDACQ+Y3UYkEumDgat1d3cjKCjIbIEMGL+n9iZN3IyRMTExVrdbtGgRqqqqkJGRgYsuuggSicTi8RAy1bS2tqK/vx+xsbG8YqOtZI2baNDLywtNTU36mCeVSvWTKBr28jH8DjvSq0cgEKC5uRk+Pj5ITEzkPSsnH4bDU/h03w73D8c/z/wnzvzPmbjnp3vwwqkvWNxWo9GgsrIS2dnZvGIXy7K4/fvboWE1eH7181afo0qlQn19vUPjkG2RyWTo7++3OsbOUSMjI2AYBjNmzDB7e29vL37++Wc8/fTTLn9sQiaLVqtFZWUl/Pz8kJGRgfb2drtyX2v71WjGlxySyWSora21OpTGUX19fWhtbdU3Tpmbi8DRQlyhUIBlWYjFYnR2dlrtLcj9nSxMxrXZ1+K10tdwYsyJODHpxAnbCwQCVFVV6Yd1WDOmGMPar9diVugsPHHiEzZfD41Gg+rqapefDAbGJ3js7u6eEH9dUd8MDQ0BAPLz8y1uo9VqkZubi7KyMlx44YU4/fTTIZVKp1wPS48rkg1/qLnW13nz5lkdb2HPdVyR6c4xyMB4QimTySxONuPMB7WmpgaJiYk2JzswV4inpKSgQlqBd2rewSkzT8GSmCX610Qul6OrqwuBgYEYHBxEf38/rwkNGIbBw0cfxohsBNsLt6OhtmFCMGIYBm1tbUhOTp6w9BXfQtwSpVKJ1tZWtxTf3FIrfMZz9PX14eeff8YzzzxDrRdk2mBZFk1NTRgbG0NRUREaGhocGt5iuk+tVgsvLy+jJZ3a2towPDyMvLy8CUmDaU8Qa0mTuYmhxsbG9MX3wYMHzZ79trVkiaW/uYkIZ8yYAYVCYZRgWXJi8om4fcHteK7kOayeuRrnZJ5jdru6ujrExcVZLAhNfVr3Kb5u/BqbV2xGamiq1W1ramowa9Yst8w6WlNTg8zMTJcnf9yJXGsxefv27bjtttsoDpNpg2VZHDlyBOHh4fpxvPY2EJnDxUiuS3FlZSXy8/NdXiAPDQ2hpaUFhYWFLv9e9vb2orOzEwUFBRAIBBaH8Jm77pbsW/Bj+4+489c78eGJHyJAGGB0u0wmg1qthkwmQ0tLi9Hjmuaxj1c8jo6xDrxz4jvo6+yz+dvR0tKCqKgo+Pn5ufSkLfDXeGFnG/tMcV3958yZY3U7gUAAkUiEP/74Azt37pySyz8BHlgkc5qamqBUKif0/7dUcPINFP39/VCpVPpufaYfcltjKfjo6urC4OAgCgoKXF6It7e3Q61W85olzlIh/txpz+Fg/0Hc9ftd2H/NfsQFjHc7bG5uRkxMDO8xb8D4F+bd8nexd2AvHlv6GFblrzIbjLq6uhAcHAytVovR0VGrSa61mQXNBZvBwUEEBQWhp6eHd2LL931paGhAWloar+23b99O3fvItMKyLGpqaqDRaPTxzNE5IAz3aW4Mcnt7O4aGhpCfn2+2sHKmK1pHRwfUarXZ4tsQ3949hoX46OgopFIpQkND0dDQYLSNtVgmEAhw3ozz8HXI11j39TqEy8MRFxhnFKe4NYujo6MxOjpqNq4ZPp9h+TA2fb8JhTGFuLn4ZquvSW9vLwDY7CHjiL6+Pnh7e/Mar2avgYEB+Pv7W2zV6enpwa+//oqtW7e6/LEJOdYYhtEv4ZOSkmK0RCnX8GO6PV9cMSkQCIwK5MBA68M/7DU2Noa6ujq3FMijo6NoaWlBUVGRPhbaO4TvrXPfwinvn4K3ut7Ci6e+qL9+ZGQE9fX1WLJkyYTfDdNGqC8bvsQXHV9gw9wNWD5rudHvhrnxwzKZDCKRCMHBwRgcHLTaG9Tek7ZisVh/QpjrEepsXcPp6+tDUFAQr8/Itm3bcPvtt0/ZAhnwwCKZZVnU1tZCoVAgLCzM7NpbfBM0QxqNBtHR0RgeHubdjcPc49j6wEqlUgwPD2PmzJkYGBiw2vXP3g/swMCAfiZrZz7oAd4BeOust3Div07Eut3r8PEFH2NoaAhDQ0MoLOQ3iQyndbQVd/90N5YnL8dti24zu6QJ1zXD0ZlTrY2hGB0dBQBERkbqW8QNu6ZbSnRtFeICgQAazfhSAoODgxgeHrb43vf09KCrqwvfffcd7rzzTojFYpcvKUPIscZ17fPx8cHs2bP13117WirMLZVmqUAeGBjA3LlzXd7y2Nvbi97eXn0rgzVcXOabyA0PD2NwcBCLFy/mdcbedO1QjUaDNyLewMqPV+LR8kfx3qr3wGrHXyOJRILe3l7ExcXpkyhzcc3wNX627lkMSAfwRPYTKDtSZjGJAsYnZ5w5cyZ6e3ttTmZoT9zWaDRobGxEUVER7/vwxfVqsNbNb/v27VM+MSOEo1KpcPDgQf0wEUN8G43M0Wg0CAgIwIEDB/Qrjvj7+6OiosKogYXPMBZr18nlcv0M2a7usSKXy3H06FEUFBQ4VXwviF+A2+bfhudKnsM5Gefg1FmnQqlU6idhNPe7Yfga9Un6cOevd2Ju9Fz845R/WJzvh8O9p4sWLbI6X4O55a0s5bVcTaNWq9HV1YWIiAg0NTVN2N4cvoW4QCBAY2Mj0tPTjXJic2PEe3p6sG/fPmzbZnms91Tgcb8iarUa3t7eyMzMREVFhcNdq4G/EjTuQxIQEODUGTJbH9ixsTEMDQ0hKSnJZrHGXWfKNDhxHz6NZnxJi4SEBHR0dPAOVJaSwrzoPDx+4uO468e78HzJ85ivnW90Jo4PjVaDG7++EQJGgNdOf81sgcytD+1Mq7qlFnGtVova2lqXdA0yndiLm6ghLS0Nvr6+Ru+b6Xv77bffYteuXQgICMDatWsRGxuLN99806njIWSyNTU1ITAwcMKwDkdPVFoqkDs6OtxWIA8NDenXTXd1tzOZTIaamhq79s09b8NCvCCwAM+e8ixu3nMzPmj9ALcvGF+38+DBgygqKjK7BrU5v7T9gt17d+OOBXdgzdI1Fk8QqtVqNDc3Izo6GizLQiqVOnzC2NKSI35+fujp6eE1VtyeFo6enh6EhoZanPilp6cHv/32G5577jlerxkhns7Lywu5ubmoqKiYcJut3NcS7nudl5enb0FetGiRPj+2NMOy6XXcxE6WtlOpVBCJRPD390d5ebnRMThadHMXbh6IrKwsl0wM+MAJD2B3027cvOdmlFxTgpbqFmRkZNicZIplWWz4dgNEChH+ueafNgtkYLwrdGpqKq/JL83lvtY0NDRg1qxZSE5O5rW9PYV4f38//P39IRaLMTY2ZnH7F198EQcPHoRAIMCCBQtw0kknTdmePR5XJHt7e+uTMr4BwFrhzL15rhiDbO0DKxKJ0NfX5/SyKObG3SkUCv3YMcOZBg3H3VkKVNZaTBcLFmNJ5BI8tPchvLHoDUS2RfLu0iEUCrHz0E783vk7Xj/jdSSFJJl9PrW1tUhJSXHL7KZtbW2IiopyydgZ04m9+vv7ERQUxGvG1xkzZuDjjz9GSUkJtV6QaSM9Pd3smWe+cdR0NQFLBXJ/f7/FLtbOcGcXP7VajfLycl6zfPNxdd7V+LbpWzy691GsSF4B7wFvJCYm8i6QZSoZNuzZgFmhs/D3JX83imWmOjs7ERISYte6maYsTTwpkUgwODiIlJQUo/HhpitAmPu9Msf092dwcBDR0dFoaGiY0NL9/fff48cff8QZZ5yBsrIyzJw5k1YWIFMewzAW44AjY5INc2KJRGK2i7W1Bha+VCoVDh8+jKKiognDLiz1DjQXG7gWUtPthoaG4OPjg8bGRou/U/YW4s8seQbnfnEubvr0JjxW9BiCgoKgUqmMeuCY+lfVv/Blw5fYvGIz5kRaH6cLjPds0mq1iI2NdeyFtUIikWBoaMiu+Xn4FuIajQbt7e2YP3++zTw3JSUFF198Mfbv369ffWeq8uiM3tyXnRuUb2s7bhZsVxXI1kilUlRWVmLu3LlOJ0ym4+40Gg1qamqQnZ2NiIgIp4/VtLvfg9oHccW+K/B49eP4IuML+DA+FltMDQNVzUgNHjvwGJZHLsfMsZn4888/9Y/BtZRwAU6r1VrtrmzrenPvn0wmQ09PDxYsWOD0a2LuNbLVpc/QdBh3QYgpSzHT3AoDlrYzjDfcxCTcfjs7O9HX14e5c+e6vJVXKpW6rYsfy7KoqKhASkoK78m0bGEYBi+c+gIWvr0QV3x2Bd5Z/A4SEhJ433/LH1vQONKIry7+Cv7ells+ZDIZ2tvbnZ7k0FxixbIs6uvrkZub65LXxbQQ7+zsRHR0NOLi4ib8JsnlcpSWluLo0aOIj4/Hq6++iiuuuALLly93+jgI8VSWcl9LTAvkiooKt4xB1mg0KC0txaxZs8zOS+DsDMt1dXVITExEWlqaxW1Mh7VYK8a5BqcEJgFXpl6Jt5vfxoroFVgiW6LfztxvXp+yD3ccvAMFoQVY7rMcVVVVVvNbrVaLhoYGzJkzBxKJZMK2ztQp3PwhWVlZLj/hDIw3SiUkJPDKc7du3YpNmzYZTbg8VXlkVs998Z1pSQbGJ+lSKBS8CjFbRZolCoUC5eXlyM3NdflsgNy6b7GxsS4pkAHj7n5DQ0MIEYbgzbPfxLkfn4tny5/F9lXbbe5Drpbj+veuR2RAJP51yb8Q4W98bCzLQiaTobS0VD+ew1KgUigUNs8kmgtO3PiZsrIyu7vpmLvO8D3u7u5GWFgYr7Xcpsu4C0L4srcl2VyB3NXVhd7eXrcUyFxMzsnJcXlMBsYTtJCQEJe3BIT7h2PnSTvxf1/8H97ufhvz5vIrZMv7yrG9ZDuuzL0SK1JWWNyO+z3Jyspyywm93t5e+Pv7u/TEARefNRqNfjkpS8cuFApx//3347LLLnPJ4xPi6eydH0Imk8HLywtyudxtk3RptVqUl5cjISEBUVFRLt03MN77SC6XIy8vz+p23ORd9sQ6mUyGNf1rcFB0EM/WPouD1x2ckN9yNFoNzvzvmRAIBHjr3LeQEJhgNpflGpy41WOCg4P1rcmm25nDN6cViURgGAZqtRojIyMW81xHClalUone3l5ejVJdXV3Yv38/nn/+ebsfxxN5ZJHMcXS5J41Gg6CgICxYsMDiGSTuYtpl2VyhZmk8FsMwEIlECAkJQXt7u8OFuKWzPtyanklJ5rsyO0MikaC5uRnFxcXw9vbGxvkbsePADpySegrOzjjb6n0f2fsIqgeq8elFn1oMILW1tcjMzHTLOsF9fX3o7e3F7Nmzbc5Aa+k9Nt3O8D2WSCQICAhASUmJ1fft/fffR2lpKRYsWIDPP/8cc+fONVq0nZDpim9iZqlA7u7uRkFBgcsLZJVKhbKyMrfFno6ODigUCmRmZrp83yqVCmEjYbi58Ga8cOQFrJ5leVkojkarwc17bka4fzg2r9hsddv29nYEBwe7ZcZpbpyzO5bhA8ZbMeLj4y0mvK5MzEZGRnDDDTegsrISDMPgzTffxOLFi53eLyGOstarh+8kXZGRkaipqYFSqYRYLNZP0mXInsYjc7cJBALU1dUhPDwccXFxLnnuhoaGhtDd3e2Wdd25iSrzc/LxesbrWPbeMmz6YRPePutts9u/dPgl7G3fi5dOewmZ0bZ/Dzo6OhAREYHs7Gzex2RpvLC5Lul9fX2Ij4/H0NCQXQ1O5iZpM32vBwYGEBISgr6+Povbce/Hs88+izvvvNPlv+2TZdoVyYbdSdyx9iMw/sFVqVQoLS1FRkYGQkNDrbaUWivULXXj4Iq70NBQVFRU2N36be3skUajQWVlJXJycvRj1h5Z9gh+afsFf/vmbyiKLUJCsPmufr+0/YLnDz6PtQVrsXrmarPbdHZ2ws/PD5GRkS54tSe+LtzMqe5YaolbB48bU2etlTsgIADd3d045ZRTUFNTg+joaCqSybRnbsiLKZZl4e/vj6amJrS2tuqvV6lUUKlUCA4ORnl5uVM9fLjruNim0WhQVlaG1NRUt4xFdWeCxrXypqam4rGox7Cvax9u3nMz5sXNQ3yw5XkRXjr8Eg73HMY7Z7+DcH/Lz1kikaC7u9ttRWxjYyOSk5PdEpNVKpXNoTVbt251WWK2ceNGnHbaafj444+hVCohlUqd3ichrmC6li6fIpnLWdLS0vRdrA0n6TLct7VxwoYX09VhuAu32ohCoUB3d/eEYzEspu3NZRUKBerq6jB37lyzr4Wz6urqEBMTg9DQUIQiFPctvg+P7XsM52Wch/OyzjPatnqgGg//+jDOTD8TV+VeZXPfUqkUHR0dmD9/vl3HxLdbenV1NTIzMx06MWFrbLhMJoNcLkdUVBRkMpnFz0ZzczMef/xxDAwMoKSkBM888wxef/11FBcX231MnsSji2Rg8ibpsnVMVVVVSExM5DWxk71GRkZQU1OjT8ZsnUHiM+7CkEwmg7e3N2pra42C0ENzHsJlv16Gy/93Od448Q34ePkY3S5Wi3HDlzcgbUYa7l94P5RK5YRE1dFgwFdTUxMSExPdcgJEpVKhu7sbCxYsmDCRlzldXV246667qHsfOe5YS8y4WBwZGYmoqCh9bOju7kZXV5d+rL+1mMV1UTM34ZPp/ThcV8Lm5ma0tbXxTr5sJWwMw0AqlaK2thZFRUVuOUPe3t4OX19ffRfuN896Eye8ewJu/PpGfHHxF2ZXDmgZacE/fvsHTk87HRdmXWhx31qtFkePHkV2drZbjl0kEmFsbMwtrevA+InLlJQUi8fe2dmJAwcO4IUXXnD6scbGxvDrr7/i7bffBgD4+PjAx8f2bLWEuJsjyz0Z5sS2xiA7O064sbERXl5eyM7ONnus5pa/s9b7Ty6X629TKpUYGBhAcHAwamtr7WoV5RP7h4eHIZVKkZycrM9r71hwB75s+BIbv9uIJYlLEB0YDQBQapS44esbEOwbjOdXP2+z1uBOgLor/o6OjkIqlTo8EaOtSdoqKyt5zYlUVFSE3377DSeffDLWrFnj0LF4Io8ukvlO0gX8dRbsWBXI4eHhbimQZTKZfm02PmNi7dXR0YHR0VFkZ2dPCFQJmgQ8pnoMd/12F95peAdrs9caJap/P/B39Ep78fqi19HZ3Ik2TZv+/hypVApfX18cPHjQqdZvc+PCRSIRRkZG3NYa0tLSguTkZF6BrKurCyUlJS7p3peamorg4GAIhUJ4eXnh4MGDTu+TEHexlphZGoPc09ODzs5OFBQU6LvMuqrVkUtCYmJiMHPmTN6tIdYmJjQdiiGVSuHn54cjR44YJWLWYhjf28fGxtDb22t0xj0zPBPPnPwMbt5zM3Ye2InbFtw24Tlv/G4jBBBg+8rtVn/zWlpaEB4e7pbu5yzLora21mgdbVeSy+UYHBy02kPn2WefxV133eWSBLSpqQlRUVG49tprUVZWhuLiYuzYscPl4zYJcYQ9Lcn2FMjOam9vh0QiQV5entWu4abL3/Gh1Wpx5MgR5Obm2hzjbG7GfVuxXy6XY2BgAOHh4aivrzfa7paEW7Cubx2u+s9VeDj7YQgEArzd+jZKe0uxZe4W9Df3Y0g4ZDXm9/X1wc/PD0KhEFKpdEJe6wxuGdScnBy3xF+RSASFQsGrZ1ZHRwcOHz6Ml156yenH9aSc2KOLZIB/S/Lo6ChKSkpckrQY/t/0WGpra+Hv74+UlBSXP1duWZHs7Gy3FMhjY2Po6upCcXGx/uyRabBav2g9/uz/E9vLtuPsnLMxP3G8RfiT2k/wVcdXuH/J/VhzgvmzRM3NzdBoNEhPT+c1s6DhWUNbrUWGier+/fsB8J/QgM97rVQqMTQ0xLu7tKvHXfz0009u6Z5OiKtZmt3aUoHc29uLjo4OowLZlRoaGuDl5YXU1FQArlm+hKPValFaWoq0tDRER0frr+MzToxbQ9RaHFSr1ZBKpfD390dJSQmAv1YHyBPkYUX0Cjz868NI0aYgJzxHH7e+av8K37d8j4fnPwxfhS+GhobMxjWpVIqBgQG3nVjkJqLhu1SVvZqamjBr1iyLCaArEzNg/Df48OHDeP7557Fw4UJs3LgRTz75JB577DGX7J8QR9nbaMQtXcQVyHl5eW4pkLu7u9Hf34+CggK3DEOprq7W90qyxVJea4larcahQ4cwb948BAUFTbh9ERahM6gTm3/8H57SjMJH4I9f+lpxSe6luGHpDVZzW6VSCZlMhoGBAURFRaGlpWXCb4Gl+Y74toIPDw/D399fvx616X2c/R1saGhAeno6r/f1mWeewd133z3tcmKPLpL5BAWNRgMvLy8sW7YMACx2Nza9ztZYYS7ZM6RQKAAAQUFBKCsrc7ogN/zgGS4rEhoa6vLXUqVS4ejRo8jPz7f6IWYYBjtX70RJdwmu+fxWPLLoAyg1Cty7737Mi5uHuxbdZfZ+IpEI/f39+mTMkZkFrens7IRYLEZWVhYA/hMa8HmvtVotpFIpvLy89AU4YH4Si0OHDuG3337Db7/9hoyMDLz66qu47rrr3DIWjxBPZC4xs1Ygt7W1obCw0C0FcmtrK+RyOXJzc91yJr2urg5hYWH6AhmYuEyfo1iWRWlpKdLT040SQMMTjK/OfBUrPlyBh8sfxtfnfg1fgS/6JH3YUroFcyPm4oLkCzA2NmbxN2xsbMyoAOc4c/KYu2i1WrS2trplGT5gfBy1RCKxOtGNqxOzxMREJCYmYuHChQCAiy66CE8++aRL9k2Is/gUyRqNBsHBwSgtLYVKpdKvBFJZWam/j7Pffe4yNDSEjo4OFBYWumXZodbWVjAMg+TkZJfvm+uBlJycbLZA5iyPvQZvsTNR3TsMITOCcPZanJU83+bKCRqNBgcPHkRxcbHV/Zsek7WaxPA2mUyG/v5+xMbGoru722IvKFN8G45kMhlUKhWv2bLb29tRVlaGV199ldfznEo8ukg2x9IkXVyCxL15rtbe3o6hoSHk5OTwKs6stY6aO4skl8v107d3dXXZncSY25Z7TViWRWVlJWbNmsVrSZRQv1A8vfwNbPq4Hk98UwEtq4Wf9m48df5ieAsnFoMajQZHjx5FTk6OWwKlUqlEW1ub0ThnZ8fPGBKLxaipqUFxcbHRa2apxeinn37CBRdcgOjoaEilUqeTc4ZhsHr1ajAMg5tuuglr1651+jkR4i6miZmlArmvr8+tBXJ3dzcGBwfd0oIBjMd8tVqtPzHnai0tLQgKCprQQmJ4gjHRNxH/PPOfOOs/Z+HOH9/FsvhLsaf1U0iUcrx+9utIj7Lc86W+vh7R0dETej0Zzt9h6zfK2u8Y13Jhriucs718hEIh6uvrrbYiuyMxi42NRVJSEmpra5GVlYUffvgBc+bMcdn+CXGUQCCY0IPHXKORVqvFnDlzIJVKUV5ejoULFxoVadZ6wpj2crE2JwQ3qV1AQIBRDOBOIjrTgCQUCjE4OIiBgQG3TJQIjPdC8fb2tjnZ1Q81Q4jwj0SXpAEaLYuEoFn4sUaE8+da339jYyPi4uJ4F8iAfXktt8yhPa2t5opwS5+Fnp4eREdHT5gt2/A+Wq0WTz75JGpra+Hl5YX58+dj6dKl2LFjB+9jMseTcmKPLpItBQXAfIHsLj09PfruJO4oAtvb2zEyMqIvwPkEMG7CLmvbcpRKJViW1RebfALUvsoABHtHY0zVBwAI84nHz1VAUezEybocCQb24JIldyTagPkuJZYm7goNDUVjYyP+/e9/u+xkzL59+xAfH4++vj6sWrUKs2fPxvLly12yb0IcxWfZEWsFcmtrq9u6WA8MDKCjowNFRUVuicmDg4Po6ekxOnHmSkNDQxgcHERRUZHNbVekrMDK6J04XB+MmpYaSFVZWBz9ErIjLRdvIyMjGBsbM7t/rgh3xujoKBoaGswmsPa0hlgaE65QKCAWi6FQKFBfXz/h8R977DF0d3cjJCQEV111FZYvX+6yROr555/H5ZdfDq3XWHMAAQAASURBVKVSiVmzZuGtt95yyX4JcTVLjUZcgZyXlzchL3NFTxixWIzKykqccMIJ8PPzM7qNb29ObnIuS/mtWCzWL8VpevyOFt7cNhKJBF1dXbwmmPXxEkDIeCElJAVqVg1vxg8+XtZ/c4aGhiASiZCRkWH/i8vDwMAAANjdHZlvEd7b24uoqCheJ4h37NiBa665Bn/88Yd+omFneVJO7NFFsjncm3CsCuSBgQG0t7e7rTsJl4xxyZ6rH2NoaAjNzc0oLCw0O1O2uUCmVqsxIFYi2DsIalYMARj4C/zQ0jOIykqpURHOJTTcckjOnDk0HQ/OMAyGh4ehVCqNuju60vDwMBiG4d3F/dlnn3Vp9z6NRoMzzzwTCQkJ+PLLL3H++eejpKSEimTisbjEzFKB3N/fj5aWFhQWFrplGMLIyAgaGxtRWFjoll5DEokE9fX1bivAFQoFamtref+mjEhVGBnOgrewExJ1P7yFPlDIk1DXK8Hs2IknJjUaDWpqajB37ly3/D5yc3NYmizGFb18Dh8+jOLiYrOTjbEsi61bt+Lmm2/GBx98oO9O6ioFBQU0eSLxOOYajTh8C2RXkMlk+knATAtk7jjtnZzLkFwux5EjR7B48eIJPR/tWabK0jA7lUqF0dFRs8NQAEzISecGsdjNqqFQegPwhlaoxumzfNHT02M2r+Xio7t6OGk0GjQ0NKCgoMDl+wbGT3JwNQMfzz77LO655x79b5mzJ2A9LSf2yCKZS8IstSQPDQ3hwIEDdnVBtnaxVGyPjIzoz5a7ozVELBbrkzF3JHtyuVy/bInhB5jPczk13wvNe1uQGJIMsIBcrcXZ89NQlBuj30alUuHgwYNYsmQJ/Pz8nJpV1lzBDownrP7+/ti/fz+vNfb4FuTc+93Q0MC7O507uvc9/fTTSE9Ph0wmg0QiwbfffouHHnrIZfsnxNW4ibu4Atmw0Ovv79f/wLqjQBaLxaiurkZhYaFbluZRqVSoqKhATk6OW/bPDX3JzMw0m2Cao1BrIWAYxAXFok/ai8iAKAghgEJt/ox9XV0dEhMT3TL5IzDeTTEsLMxtMz4PDQ3By8vL4mzcDMPgxRdfxF133aWfrI2Q45FAIDimBbJCoUBZWRnmzJnjlu+/RqNBeXk5Zs+ebXZooLMn4FiWxZEjR5CXl2d2IjBzvWCSNRo8Fx2FPTVDUGo0WJoShJmh3hZbwUdHRyEUClFeXs5rYi5789e2tjbExsa6ZRlUYHz+n6ioKF77b21tRVVVFV5//XWXPb6n5cQeWSRbotFo4Ovri2XLltns0sWnS4dhUWeKZVnIZDKEhoZOWE/Y3g+2uQJcqVSisrISubm5bknGtFotKisrkZWV5dCX6aKiOAxJlfistAcMA1y9KAln5Bi35tbW1iI1NVWf7Lm6Jby5uRkAMHPmTAATu/FYev/Nvefm7qtWq6FWq1FRUaE/fnPvKwC8/fbbqKqqQlFRET744APk5+cjLy/PqefX0dGBL774Ar29vejv78eCBQtw2WWX4bTTTnNqv4S4m0wmw9jYGLy9vfXfleHhYbcWyFwLRl5eHu8C0x5arRbl5eVIS0tz22zNjY2NCA0NtbnmpKGoYB/MjAhAQ78EsYGJUGi0CA3wQnr0xCR1cHAQcrnc4TUzbVEoFOjs7OTVTdERLMuisbHR6olLdyRmGo0G8+bN07deEOJJuBnvzTUaDQ8P61tEpVIpQkJC0Nzc7HCjkeFQOkMqlQplZWXIzMzEjBkzXP4cuROIiYmJCAsLc/n+gfHZ8kNCQizOlG2pCM+bMQN5M62PXQbGhxkxDGNxKSy+60RzXc5Nt1MoFBgbG0NgYCB6enqsHr89hTd3OzDeGFRcXDxhuTFznn76adx7770uy/s9MSf26CLZcKkR0y7WXNBwRwuvVCpFaWkpioqK4Ovra/VDbWuCLnP987kzfgEBAWhqarK7FdRcEWeqvr4ekZGRvNY3M0fAMFi3LBXrlqWavb23txdarRaxsbEO7d8WmUyG3t5eo5lTne3GY0ir1aKkpATz5s2Dn5+fxYXuuWAVHx+Pffv2IT8/Hz09PS5ZI/u2227D888/D5FIhGeffZaSM+LxWJZFYGAgBAIBOjo69N8RuVyu7/Z66NAh/fbmfrQd6QGk0Wj0LRjuaCFhWRY1NTWIiIjgtdSIIwYGBjA2Nsa7GxtHwDDYemEOnv2+AdXdYswJ98ddq9IR6GP826dSqVBXV+e2iW6Av+aHcEfPJ2C8J0JgYKDVVipXJ2bA+Li67OxsjI2NuWyfhLgT12i0dOlSSCQSlJeXo7CwEH5+fjYbjhzNWf39/dHR0WF1aJ2teG/pe9vQ0ICAgACX5FbmDA4OYmRkhNc8EI5QKpVobGy0Oo+FM6u+sCyLw4cPo6ioyOJJCr69OVUqldnenFz8KysrM9t4yL2X+/btw549e1BfX4+goCDs378f99xzj9Mr83hiTuzxRTJwbCfpUigU+lnj3Hm2LDo6GnFxcXa3iPJpBefuGxoaioqKCpefUVQoFGhqasK8efPcNuatpqYGWVlZbhkTCIyv7xkZGalvkbK10H1dXR0eeOABnH/++S55/C+//BLR0dEoLi7Gzz//7JJ9EuJO3EkkX19fo2V5BgcH0dDQgKVLl07oFWPpxJM9sU6tVkMkEsHHxwfV1dVG+3dFAS4UCtHR0QGWZSfMBO0qcrkc9fX1Dk8EFhrgjcfPsbwUEjDes2fmzJlu64Y3PDwMlUrltpMILMuiubkZc+danja2ubkZNTU1eOONN1z2uB0dHfjqq69w//3347nnnnPZfglxJUuNRlKpVD9G2B0nELVaLcrKyhAbG4uYmBir+ahp66e5i7kuyFycDw0NRWVlpcO9Ni3lrHK5HHV1dW6biJFbTiojI8MtPUOB8QmEAwICrNYlzvTmVCqVOHz4MBYsWGBxH9z7nJSUhIqKCpxzzjmYP38+pFKp0787npoTe3yRfCwLZHd3JwHGl/3w9vbWdyF2NbFYjIqKCsyfP18/XsXSxVx3Dj5nFLkWo+rqaofOJNo6o9jf3w8fHx+3dbnRaDRob2/Xr+lsS0tLC44ePYp//vOfTj+2XC7H8uXL0dLSguHhYbz//vvw8/PD2NgYrrjiCvzrX/9y+jEIcTXDSboMv7dcgWxpjLCz66VrtVqUlpYiOzt7wlIdfIfc2Ip1crkccrkcAQEBZtdJd3buC4ZhUFFRgdmzZ7stgerr63Nrzx6tVou6ujrk5+e77Xe4u7sb4eHhVrvSu6MV+bbbbsPTTz8NkUjksn0S4mrcZ960QC4vL0dubq7bethUV1cjNDTUbScQh4aG9HPzGJ5UNY3t9sxlY0ggEEAikSAoKMji0Em+Md5S7Ovq6oKvr6/ds03zpVKp0NLSwjtndURzczNSU1OtxlauCBeJRGhubsZ7773ndCz29JzY44vkjo4OjI2NubQl1ByuO19KSorDXZRt6e3txfDwsNtmpdNoNKiqqkJOTo7bJlVpb2/H2NgY0tLSrBbXjp5RFAgEEIvFCAsLQ2VlpcMJqrX3vq2tDfHx8by7bT/zzDMuS8x8fX3x448/IigoCCqVCkuXLsXVV1+Nr7/+etKDASHmWCqQh4aGrBbIrnjcyspKREZGml3L0hWzKHNLmZhrBedbgNtK3Li11Gtrayccuysmn1Sr1fpufu7S1taGqKgot00GptVq0draajUJbGxsRH19Pc4++2yXPa6ntl4QYo5arTZbILtjDgWWZVFfXw9vb2+3TZAnlUr1M/27Y54JbqbpyMhIxMfHOxXHLTUaAeMTzEZERKCqqsrhXk3W8suGhgakpqa6Za4PYHx44+joKDIzM3lt/8wzz+C+++47LnJijy2SNRoNoqOjERwczHtgO9+zSuY+nIODgwgMDNRPTOLKAhwYX1eypaXFbcuKcGf8EhMTLc4K6iypVKqftMWZxNQSrpt1dHS0xW49tt57w8+KKe49E4lEiIiIgFgstvoe19fXo62tDYcOHcK9996L7u5umwvP28IwjP6Mr0qlgkqlcmp/hLiTtQK5vr4eBQUFbiuQa2trERAQgOTkZJfvH7A9eaIr5kDo6+tDV1fXhOWYXNENnZt8UCqVwtvbG4cPH9bv39GWEnP3UygU6OnpcdtkXcB4l+fY2Firr7UrEzPOvn37sGvXLnz99deQy+Ue03pBiDldXV0IDAzU94ZLTU2FRqOBSCSCl5eXw/mpOS0tLVCpVJgzZ45beo+oVCr90EZ3FMjAeMOUQqFAVlaW25ZjOnz4sL4l35E4bq3RSCgUQqvVQiaTQa1WY3h42C0Nhg0NDUhLS+P1GjU0NKChoQFnnnmmU68dx9NzYsbcG2PA6o3uwLIspFKp/myZK38QucmZ1Gq10YezoaEBvr6+iIqKmvDB5bbl0xXZUiLCsix6e3uRkJAAPz8/o2DmigIcGE8yRkdHkZOT46qXywjLsjh48KBbu6KLRCLU1NS4bayzVqtFbW0tAgMDERERYTNB/eyzz/DNN9/Az88PERERYBgG//nPf5w+Do1Gg+LiYjQ0NODmm2/GU089Zff9hUIhfv/9d4SHh1ubyda94xPIsXTMY7FSqYRSqdQXyNx3sqWlBT09PSgsLHTb+NempibI5XJkZ2e7LRYcPnwYqampbusix7X0FBcXu60FoKurCyMjI0azQdvTDd3WiUaNRgOZTAZvb299l3lXdUMXCse7L6rVahw4cAALFiywePK1oaEB69atw2+//ea2eSp+/vlnuyeLoVh83Jm0nFgkEkEkEqG3txdjY2OIjo6Gl5cX71ZPS99b0+JaKBRiZGQEIpEIGRkZRisYuKoA54bRJCYmIjo62vYdHCCRSFBRUeHW+NvS0gK1Wo309HSX75urVQ4dOoSMjAyzkwjbE9NNce+1VquFVCpFZGSk1Vgtk8lQX1+Pt956C2eeeSbOOusshIWFuSQH8OSc2ONakiUSCU488USjN5XrmhYQEICAgAD97JeBgYH6v03/NbcN939vb294e3uDZVn8/vvviI6ORkZGhlNffEuzIyuVStTW1iIpKUk/66CtM0r2BDiuu93AwABSU1Otzjro5eXlcIBraWlBeHi42wpkrhV59uzZbhvzplAoIBKJeD/Geeedh927d+O7775zaWImFApRWlqKkZERnH/++frWLD5YltUHrHXr1uGTTz4BMD5pj5+fn9vGDZHjz44dO/DBBx8AgP4st0QigUwmQ2FhIRiGQUBAAIKCgoxiM/evueuDg4P1fxsmLobfx9raWsjlcreNf+V63URHR7utQNZoNKisrMScOXPclqDJ5XK0tbVN6KLsim7onMHBQXR2diI/P19/nau6oWu1WrAsC4VCAYZhcODAAQDGreAsy2L79u1ob29HWloatm3bhqKiIpx00klOPzdnUSwmx8LY2BhOPvlk/RJAfX19yMnJ0a+QYi7HtZQTBwQEwN/fHz4+PvD19YWvry+8vLyMJoLlCr+oqCj09PQ4lJ+aawgyzF07Ozv1vw0ymcylBTjwV/zNyclxW/wViUTo6+tz2zhhhmHQ3d2NqKgou5YM5It7z0tLSzF79mz4+/tbjePt7e144403UFlZCS8vL3z66adYu3Ytzj33XKePxZNzYo9rSTZ6cINjUyqVkEgkkEgkEIvFZv81vV0qlU64Ti6X6/c9NDSEiIgIeHl56QOIYYLn7+/Pq/DmLn5+fvovOHeG/Pfff0dGRobT3XQtJSYKhQL19fVISkqCUCjklbyYsrS2GndRqVTo7+/HrFmzbLaCOxrgOjo6IJVKeY+JcERlZSViY2N5J8Y33XQT1qxZg7POOsvpx25vb8dVV12Fnp4eCAQCrF27Fhs3bsSjjz6KwMBA3Hnnnbz2o9VqIRAIsHnzZoyNjeHJJ5/Eu+++i3feeQf+/v544YUXDMcPUevF9OERsfiRRx7B5ZdfjhkzZkAsFluMvbZislQqNepWxcUNpVIJLy8vpKenw9fX12ySZykec0V5YGCg0URhpjGprq4OarXaba3UAHD06FEEBwcjKSnJLftnWRZHjhxBamqq2+bQ4JbJKygocFt3SNMZVU1PNCuVSnz99dd48803cdddd0EmkyElJQUnnHCCW47HHhSLj0uTGoc/++wzpKamYu7cuW7JiUUiERQKBVJSUuDt7a2Pt5ZOhJoW3wEBAfDz84Ovry98fHz0LZWGPVS6uroAAKGhoU710LTWE7O1tRWhoaGIi4tzeQEOjH/3Dxw4gJycHLdMmAaMnwQtLS112/BGYPwkaFdXF/Ly8nhtf8MNN+DKK6/E6aef7vRjT5Wc2KOLZHdSqVTYvHkz/v73v0Oj0eiDBt+kz/QilUohk8n0+2cYBkNDQ0hOToaXlxfvRM9S0ufr62tUgAPjZ8v+/PNPZGRkONVlxVrLgEqlQkNDA+Lj43kV4aZsFeBca0FbW5t++nxXF+DA+Fk/e9YQra+vx/r1613Wva+7uxvd3d1ISkqCXC7HKaecgg8//BAbN27EPffcY3chfvfdd+s/Y6GhoTjllFOwb98+pKSk4IYbbuA2o8Rs+pi2sZj7DdJoNFi3bh3uuusu/YykhnFXLBZDKpWajdPc9dz/uVZKjkAgQEBAgL7VMjMzc0Jri6VeSqat4lzCYimOdHR0YGhoCHl5eW4rwtvb2yGVSpGVleWW/QPjXd4FAoHbJu0Bxs/2h4SEWD2J7MrEzB0oFh9XpnUc3rp1K6644gqEhobalRNzsdk0L+YKcI5YLIZAIEBSUpK+qDaMv4Y5r2EM9vf3h5+fH/z9/fUt4NySWKZDRPr7+6HRaDBjxgyXF+DcpaOjA76+vkhOTnZ5Ac4pLy9HfHy823o7sSyLAwcOIDc3FwEBATa3r62txYYNG/Drr78eVznxcVskuxPLspBIJNi8eTPuv/9+owTONMiYS/q4YGOY9HFjAw3JZDLExcUZdWE0183GVrdHw0lrTL/o5eXlCA0NdXjyHD5d89rb2/WBkNvedNy4adLLHSvfoNba2or4+HiEhITwKsBvvPFGXHbZZS6bnIBTXl6Oq6++Go2NjQgPD8d1112Hhx56iNd9X3/9dVxzzTXw9vZGX18fXnrpJf2aoYGBgViyZAl27NhhOMEOJWbTB8ViB3AxQ61WQyKRYN26dbj99tvh7e1tlNiJRKIJCZ5p64tYLIZMJpswvstwKJBWq0Vvby+WLVs2oSWcz4lRLvmwlnCJxWJUVVVh3rx5bmthkMlkKC8v1y8l6M7HWLBggcXn68rEzFLLhSMoFh+3KA47gIvDDz/8MG688Ub4+flZLbZN47FpDi2VSqFQKCY8DjeHAjcZmK2c2LD1OyAgAD4+PvDx8TFaPtU0J+Xy9RkzZticKNaRAlwoFGJ0dBT9/f3Iy8tzSwEOjK+7PDIyYm38rpHrrrsO11xzDU477TSXHoen58RUJE8x3PulVCpx66234uGHH4ZMJpuQ4IlEIrPFOXed4Vk/09nkGIbRj5/WaDRGrS6WWrsN/294NtDSuENOf38/Ojs7HVoWy7QAt1SQi0QiDA8Pm52Yjbtwr+tPP/2EDz74AENDQ8jPz0dgYCC2bNliNCbPWS0tLVi+fDkqKyt5z0Qul8uxc+dO3HXXXbjrrruwadMmo9aXl156Cd988w127dpleDdKzKYPisUexPB3U6VS6WPp/fffj9NOOw1xcXFG8ddayzd3kclkE04Emg4F8vf3x+HDh3H22WfD19fXauHNxWLuBKRpTyRrz620tBSpqaluW6seAKqqqhAdHY2oqCiL21x//fW4+uqrXZKYcS0XRUVFEIlEKC4uxmeffWY06RkfFIuPaxSHPQwXM1mWxUMPPYSzzz4bkZGRE054Gua/1mKy6VAg4K+c2NfXF42NjTj55JMtdkc3/D9XgHPjwH18fMAwjNVGI7VajcHBQQQFBeknYTTl7KSJDMPgyJEjKCoq4jXxVk1NDW6//Xb89NNPbjlp6sk5MRXJRI/7LHCz3W3atAlXXnklQkJC9EW3tbN95rqgq9Vqo8fgJvvhupBXVlbitNNOM2p1MQw2pkmfYQu4YSuKpcRPq9Xi4MGDvLuUAOPd+y677DIsW7YMEokE4eHhLhuTJxaLceKJJ+L+++/HBRdcYPf9pVIpLrroIjQ1NeHss8/Gpk2bEBsbi8OHDyMmJgYJCQmGm1NiNn1QLD5OGP4mKxQKo4Tuu+++w5EjR3DRRRfxHndoOBTIcN8+Pj5mW7OHhobg7e2NvLw8Xi3gpnNx8CEWi1FTU4Pi4mKL93F3YnbuuefilltuwapVqxy6P8Xi4xLF4eOIaU780UcfYWhoCCtXrjRqbLI2FtwwHtvKiQMCAtDb24u0tDRERkZazIkNW8ANC3AAvOYlkkgk0Gg0Fpc+NJyPaPv27ejo6EBmZiby8vJQVFSE1atXu+w19vScmIpkckwYdnvkgsaePXtQWVmJ8847b0KiZ6v1xdy4Q8Nuj1wCNzY2Bl9fX2RlZVmc7dGwBbyrqwv33XcffvnlF5ckZtdddx2+/PJLREdH48iRIzjrrLNw6qmn4o477rB7X0qlElVVVSgsLERNTQ0ee+wxHDp0CKtWrcLjjz9ubuZxSsymD4rFBMB4LHW0+51hq4thAW6Y5G3atAnr1q2Dl5cXr7k4TMcdsiyr7+poabKfffv24cwzz0RoaOiEuTq4RPCOO+7A2rVrHS5irXGk5cIQxeLjFsVh4hLmcuLBwUFs3LgRDz744IQTpPbmxNwSuqYt3N7e3jhy5AjOPvvsCZMTG/7LLVe7b98+/Otf/8K9994LmUyGhIQEl02cqFKpPD4npiKZTHncZ1ilUk0YY3jbbbdh/fr1+jGI1hI+iUSCxsZGbNiwweGxaqZ+/fVXBAUF4corr0RxcTHCw8Oxfft2h/a1a9cuvPDCC/j888/h7+8PYHwW3UcffRSPPPIIsrOzTe9Cidn0QbGYHBMajcahsc6GBTg3BMhcgldbW4t///vfuOaaayaMM+T+HhsbQ09PD2pqalzeiuxsywVAsfg4RnGYeDxrOfH//vc/jIyM4KSTTuKdE99+++24+eabnT4uw0ajiooKXH311R6fE1ORTKY1Z1pdXKWlpQUnnXQSWlpa9BMxAMDmzZtxxhln8N6PRqPBAw88gJUrV+KUU06BQqGAXC5HUFCQpaSWErPpg2IxmTa4NV6PNWdbLjgUi49bFIfJlDdZeTHXaHTVVVfhlVdewbJlyzw+J/ayvQkhU9dkF8icwMDACZPy8MGtAVdeXo7q6mo0NTXhnHPOwbp167B3717Ex8djx44dTi+YTgghx8pkFMgsy+L6669Hdna2QwUyxWJCyHQwWXnx8uXL0dLSAgBYunTplMiJqUgmxIMJBAIolUqsW7cOK1euxLx581BbW4u+vj588cUXGBwcpKSMEEJs2LdvH9577z3k5eXpV1Owp+WCYjEhhEyuYx2HqUgmxA2++eYbbNy4ERqNBhdeeKFT+/Lx8cHvv/+u//vkk0/G9u3bERMTg5iYGGcPlRBCpj1HWy4MUSwmhJDJdSzjsOvXVSDkOKfRaHDzzTdj9+7dOHr0KHbt2mV24XtrDCdeqKioQFNTEzo7O6FSqVBcXAylUsl7wXVCCCGOoVhMCCGO++abb5CVlYX09HS8/PLLDu1jsuIwTdxFiIv98ccfeOSRR7Bnzx5ceuml+OqrryCRSBAXF4dHH30U119/vc19cDPMPvzww6ivr0dlZSUWLlyIFStWYPXq1ZDL5fDz80NUVJS13XjGgGziChSLCbGTYY+eG264Affee6/d+6BYTAxQHCbEDhqNBpmZmfjuu++QmJiIuXPnQq1Wo76+3u79TEYcppZkQlyss7MTSUlJAIAPPvgAL774ItavX4+Ojg5eBTIwvubz8PAw/ve//+H9999HaGgoGIbBjh07cMMNN6ClpcVWMCCEkOOWaY+eDz74AEePHrV7PxSLCSHEMSUlJUhPT8esWbNw9dVXo7OzE01NTUhMTMQbb7zBez+TFYepSCbExcz1znBkNsHPPvsMV155JUpLSyEQCPDaa6/h/vvvh0gkQmZmpisOlRBCpiXD5MzHxweXXHIJPv/8c4f2RbGYEELs54pGI85kxGGauIsQF0tMTER7e7v+746ODsTHx/O+PzfF/SWXXAK5XI6DBw8iOjoaADA0NIS8vDyaJIa43Zo1a1BbWwsAGBkZQWhoKEpLS9HS0oLs7GxkZWUBABYtWoRXXnllMg+VkAkMkzNgPC7v37/frn1QLCaTiWIwmepc0Wg0mXH4uGlJfuSRR5CQkICCggIUFBTg66+/1t+2ZcsWpKenIysrC3v27JnEoyTTwfz581FaWoqMjAwwDIO33noL55xzDq/7Dg4OQiAQQKvVwt/fH2FhYVi0aBEYhkFhYSF27tyJm266yc3PgBDgP//5D0pLS1FaWooLL7wQF1xwgf62tLQ0/W2OJmcUk4k7OZucUSwmk41iMJnqnG00mvQ4zLKstcu08fDDD7PPPPPMhOurqqrY/Px8Vi6Xs01NTeysWbNYtVpt9/7vvPNONisri83Ly2PPO+88dnh4mGVZlm1ubmb9/PzYuXPnsnPnzmVvuukmZ58KmQJefvllNiUlhfXz82PXr1/P6z5lZWXsOeecY/Y2mUzGVlVVsWVlZfYchq3vN12mzmXSaLVaNjExka2rq2NZdjym5eTkOL1fd8dklqW4fDz7/fff2dWrV+v/3rx5M7t582Ze96VYTBcLl0kxVWMwxV+iUqnY6OhoNj09nQXAZmRksJWVlbzu6wlx+LhpSbbk888/xyWXXAJfX1/MnDkT6enpKCkpsXs/q1atQmVlJcrLy5GZmYktW7bob3PFGT+O4VTqTz75pFP7Iu6zbt06tLS0YOHChbjuuut43ScuLg7Dw8N46623AABqtVp/m5+fH+bMmYP8/Hy3HC8hluzduxcxMTHIyMjQX9fc3IzCwkKceOKJ2Lt3r0sfz1UxGTg2cZlismeaP38+6uvr0dzcDKVSiQ8//JB3jx6KxcSTTNUYTPGXeHl54dFHH4VKpYKfnx9WrlyJnJwcXvf1hDh8XBXJL7zwAvLz83HddddheHgYgPlxS52dnXbve/Xq1fDyGh/ivWjRInR0dLjmoA24arZOQ+3t7TjppJOQnZ2NnJwc7NixA4D1bjjEPaKiorBlyxZUVFRAo9HoP09arXaSj4xMVytXrkRubu6Ei+EERx988AEuvfRS/d9xcXFoa2vDkSNH8Nxzz+Gyyy7D2NiYQ4/vzpgMuD8uU0z2XF5eXnjhhRdw6qmnIjs7GxdffDHv5IxiMTlWpnMMpvhLAMcajQDPiMPTauKulStXoqenZ8L1TzzxBNavX48HH3wQDMPgwQcfxKZNm/Dmm2+CZV0zE7GhN998E2vWrNH/zZ3xCwkJweOPP45ly5Y5tF/D2ToB6GfrnDNnjsPH6uXlha1bt6KoqAgikQjFxcVYtWoVAOD222/HnXfe6fC+DaWmpiI4OBhCoRBeXl44ePAghoaGsGbNGrS0tCA1NRX//e9/ERYW5pLHOxasfd7OPfdcu/YlkUggFosRHh6On376CTfffDPuvvtuzJo1CwLBcXUuixxD33//vdXb1Wo1PvnkExw6dEh/na+vL3x9fQEAxcXFSEtLQ11dHebNmzfh/p4SkwH3xGWKyZ7tjDPOwBlnnGHXfSgWk2PpeInBFH+NHQ/x1xmeEoenVZFsK9hwbrzxRpx11lkA7BtUzqcoeuKJJ+Dl5YXLL78cwF9n/CIiInDo0CGcd955qKqqQkhIiF3PDXDNbJ2m4uLiEBcXBwAIDg5Gdna2w602tvz000+IjIzU//3kk0/ilFNOwb333osnn3wSTz75JJ566im791tbW2sUfJuamvCPf/wDIyMjeP311/Vrp23evNnuhMkavp83Pvt54YUXUFNTg1NPPRXh4eEYHR3Fu+++i/T0dCxYsICWGSGT4vvvv8fs2bORmJiov66/vx/h4eEQCoVoampCfX29Pkkxd38+HI3JwOTGZYrJ0wvFYuJpPD0GU/x1nDvj77HOi13ZaORRcdjGoOVpo6urS///5557jl2zZg3LsixbWVlpNEHBzJkzHZ4k5u2332YXLVrESiQSi9uceOKJ7IEDBxza/3//+1/2+uuv1//97rvvsrfccotD+zKnubmZTUpKYkdHR9mHH36YTUlJYfPy8thrr72WHRoacmrfKSkpbH9/v9F1mZmZ+velq6uLzczMdOoxWJZl1Wo1GxMTw7a0tFiclOJY4vN+d3d3syUlJaxMJmP7+vpYlmXZiooKdvv27eytt97Kbtq0iRWJRI48/GRPckIX110mxdVXX82+/PLLRtd9/PHH7Jw5c9j8/Hy2sLCQ3bVrl0P7PhYxmWXdG5cpJltWU1Ojn5hn7ty5bHBwMLtt2zb24YcfZuPj4/XXf/XVV049D1eiWEwXG5djbqrHYIq/5h2rnJhlPScv5vs+e1Ic9riA4C5XXHEFm5uby+bl5bFnn322UXB4/PHH2VmzZrGZmZns119/7dD+d+/ezWZnZ+vfUE5fX58+uDQ2NrLx8fHs4OCgQ4/hzGydtohEIraoqIj93//+x7Isy/b09LBqtZrVaDTs3//+d/baa691av+pqalsYWEhW1RUxL766qssy7LsjBkzjLYJDQ116jFYlmX37NnDLlmyhGVZyzM3HguffPIJm5CQwPr4+LDR0dFG75s1Wq3W6O8DBw6w33zzjaOHMdkJBV1cd5l23B2TWdb9cZliMj+ekqTZg2IxXcxcppWpnhdT/OXHU/JiR06GTHYcPq4CgjulpaWxiYmJE6a0d9UZP5Ydn0p95syZbFNTE6tQKNj8/HzeU6lbo1Qq2dWrV7Nbt241e7srlhvo7OxkWZZle3t72fz8fPaXX35xS0C49tpr2eeff55lWdblZ/6OJdPA4KDJTijo4roLcYC74zLFZH48JUlzBMViuhhciB0o/lp2LOPvZOfFjjYaGZqsOEwBYYr56quv2IyMDHbWrFns448/7vT+tFote+WVV7IbN240ut5SNxxX4JIkV3ctUSgUbEREBNvT08OyrOvP/E1Bk51Q0MV1F+KhKCbbNtlJmgeY7PhBF4rD0xLFX+soLzZi93eeYdmJs9gZDlk+NiOjyWT57bffsGzZMuTl5elnjNu8eTM++OADlJaWgmEYpKam4tVXX9VPZmAviUQCrVaL4OBgSCQSrFq1Cg899BB++OEHRERE6CcpGBoawtNPP+3wc/n888/x4osv4ttvv51wW0tLC8466yxUVlY6vP8pyPkpgYmnoFh8nJhOMRkAlEol4uPjUVVVhZiYGPT29iIyMlI/o253dzfefPNNpx5jCqBYPD1QHJ7mplv8pbzYiN1xeFrNbk3st3TpUpg7UeLKWaB7e3tx/vnnAxhfzuCyyy7Daaedhvnz5+Piiy/GG2+8geTkZHz00UdOPY7pWoLd3d36IPbpp58iNzfXqf0TQoi7TaeYDAC7d+9GUVERYmJiAED/L2A8oy4hhEy26RZ/KS92DrUkk2lBKpUiKSkJTU1NmDFjBgDgyiuvdNmZvymKWi+mD4rFZEq65JJLcOqpp+Laa68FYJykbdu2Dfv378eHH344mYd4LFAsnh4oDpMpg/LiCeyOw1QkexCWZZ1esJ0QA/Rhmj4oFh9DFItdg5I0PfowTQ8Uh48hisPExez+MAnccRSEvwsuuADvvfceAIBhGNx999149913J2zHsiy0Wi20Wq3ZriCEEEIcR7HY9QICAjA4OKgvkAHgvffeQ0VFBcrLy7Fr167joUAmhPBEcZh4EiqSJ9lll12GPXv2YGhoCN9++y0aGhqQlpZmtA13Nk0gEEAgEJg9s8YFCe7ftWvX4osvvgAAaDQaaLVaaDQaCiaEEGIGxWJCCJlcFIeJJ6Hu1pOI+6KfffbZWLFiBT777DNs3LgRF1100YRtvvzyS9TW1kIgEOCkk05CQUEBAKCiogJpaWkICAiARCKBt7c3fHx8JukZEQ9D/ZSmD4rFbkSxmLgZxeLpgeKwG1EcJm5G3a2nEu7s11NPPYWdO3di2bJlE2b65LZRqVQQCASQy+XYtm0bmpubAQB/+9vf8O9//xvA+Fivbdu2AQAKCwvx008/AQDuvPNOLF++HIsWLcLHH38MjUZzTJ4fIYRMBRSLCSFkclEcJp6GloCaRNwZsZKSEgwMDMDPzw9CodDstgUFBdBqtYiIiMBrr72GyspKzJw5E6+//joeeughVFRUIDk5GVdeeSUAYHh4GFFRUdi9ezcYhsGLL74IrVZLZ9QIIcQExWJCCJlcFIeJp6EieRIxDIOBgQFs27YNu3fvxq233opLLrkEmZmZRtuNjo7ikUcegVAoRHh4OIRCIaRSKZRKJWbPno2QkBC89tprqKmpQXx8PIDxs2w+Pj5IT0/HvffeixkzZmDDhg1GE6gQQgihWEwIIZON4jDxNNTdepJdddVVuOWWW7B8+XL83//9H1555ZUJ2xw4cAAtLS1488038eyzzyI+Ph4CgQA+Pj4YGBhAa2srkpOT0dPTo7+PSqWCv78/MjIy8PbbbyMoKAjnnHMOPvvsM5qogBBCTFAsJoSQyUVxmHgSKpIn0X/+8x8IBAJcccUVAIB77rkHX331lX7cBCczMxNCoRBPPPEEXnrpJezfv19/5mzt2rX4v//7P/zzn//Efffdh6GhIQDjASEkJATDw8MoLCzEbbfdhrPOOgtff/01FArFMX+uhBDiqSgWE0LI5KI4TDwNzW49yVQqFby9vfV/19TUICoqChEREUbb/ec//8GRI0cQFRUFjUaD008/HWq1Gjt27MDbb78NYHyK+wULFuCGG25AUFAQhoeH8cknn2D79u0IDg6GSqXCfffdh9WrVx/Lp0gmD82oOn1QLHYzisXEjSgWTw8Uh92M4jBxI7vjMBXJ05RWq9XP/NfX1weJRAKtVoucnJzJPjRy7FBiNn1QLJ6iKBYTUCyeLigOT1EUhwmoSCaEGKDEbPqgWEzI1EWxeHqgOEzI1EXrJBNCCCGEEEIIIY6iIpkQQgghhBBCCNGhIpkQQgghhBBCCNGhIpkQQgghhBBCCNGhIpkQQgghhBBCCNGhIpkQQgghhBBCCNGhIpkQQgghhBBCCNGhIpkQQgghhBBCCNGhIpkQQgghhBBCCNGhIpkQQgghhBBCCNFhWJad7GMghBBCCCGEEEI8ArUkE0IIIYQQQgghOlQkE0IIIYQQQgghOlQkE0IIIYQQQgghOlQkE0IIIYQQQgghOlQkE0IIIYQQQgghOlQkE0IIIYQQQgghOlQkE0IIIYQQQgghOlQkE0IIIYQQQgghOlQkE0IIIYQQQgghOlQkE0IIIYQQQgghOlQkE0IIIYQQQgghOlQkE0IIIYQQQgghOlQkE0IIIYQQQgghOlQkE0IIIYQQQgghOlQkE0IIIYQQQgghOlQkE0IIIYQQQgghOlQkE0IIIYQQQgghOlQkE0IIIYQQQgghOlQkE0IIIYQQQgghOlQkE0IIIYQQQgghOlQkE0IIIYQQQgghOlQkE0IIIYQQQgghOlQkE0IIIYQQQgghOlQkE0IIIYQQQgghOlQkE0IIIYQQQgghOlQkE0IIIYQQQgghOlQkE0IIIYQQQgghOlQkE0IIIYQQQgghOlQkE0IIIYQQQgghOlQkE0IIIYQQQgghOlQkE0IIIYQQQgghOlQkE0IIIYQQQgghOlQkexCGYd5mGOZx3f+XMQxTe4wel2UYJv1YPBYhhHg6isWEEDK5KA6TyUZFsp0YhmlhGEbGMIyYYZhehmHeYhgmyNWPw7LsXpZls3gczzUMw/zm6sc32P/PDMPIdc93gGGYTxiGiXPX49k4lmW64zC8sAzDXDgZx0MImTwUiycvFuuO52SGYQ4zDDPGMEwTwzBrJ+tYCCGTg+LwpMfhsxmGqdQdz+8Mw8yZrGOZjqhIdszZLMsGASgCMB/AA6YbMAzjdcyPyn1u0T3fTAChALZNxkHogmQQdwFwFgAxgG8m43gIIZOOYvEkYBjGG8CnAF4FMAPAGgDPMQwzdzKOhxAyqSgOTwKGYTIA/BvAOt1xfAFg1zR7rScVFclOYFm2E8BuALmAvovGzQzD1AOo1113FsMwpQzDjOjO8uRz92cYplB3Jl7EMMx/APgZ3LaCYZgOg7+TdGes+hmGGWQY5gWGYbIBvAJgse4s0ohuW1+GYZ5lGKZNd2bvFYZh/A32dRfDMN0Mw3QxDHOdHc93CMD/DJ7vEoZhDjAMM6r7d4nBY1yja10QMQzTzDDM5Qa3XccwTDXDMMMMw+xhGCaF7zGYuBrAxyzLShy8PyFkGqBYfMxjcTiAEADvseMOAKgGQK0YhBynKA4f8zh8KoC9LMv+xrKsGsBTABIAnMj3ORDrqEh2AsMwSQDOAHDE4OrzACwEMIdhmCIAbwK4CUAExs+679J9YX0AfAbgPYwnHB8BMNttmGEYIYAvAbQCSMX4l+BDlmWrMX4G6Q9d62qo7i5PYfwMVwGAdN32D+n2dRqAOwGsApABYKUdzzdSd4xHGIYJB/AVgJ265/YcgK8YholgGCZQd/3pLMsGA1gCoFS3j/MA/B3ABQCiAOwF8IHBY3zJMMy9PI4lAMBFAN7he/yEkOmJYvGxjcUsy/bqtr2WYRghwzCLAaQAcFs3R0KIZ6M4fMxzYkZ3Mf07l+9zIDawLEsXOy4AWjDexXcE41/QlwD4625jAZxssO3LAB4zuX8txs/yLAfQBYAxuO13AI/r/r8CQIfu/4sB9APwMnM81wD4zeBvBoAEQJrBdYsBNOv+/yaAJw1uy9Qdd7qF5/szAKnu+XZivGtHFIArAZSYbPuH7ngCddtfyL02BtvsBnC9wd8C3f5T7HwfrgTQbPj60YUudDl+LhSLJzcWAzgbQC8Ate5y42R/JuhCF7oc2wvF4cmLwwBm657bCgA+AB4EoAVw32R/LqbLhVqSHXMey7KhLMumsCz7N5ZlZQa3tRv8PwXAJl23khFd148kAPG6Syer+6TrtFp4vCQArex4dwpbogAEADhk8Jjf6K6H7nENj9HSYxq6Vfd8E1iWvZxl2X7dfkzv2woggR3v/rwG42f0uhmG+YphmNm6bVIA7DA4tiGMB7EEHsdh6GoA75q8foSQ4wvF4kmIxbp9/AfAVRhPznIA3M0wzJk8ngMhZHqhODwJcZhl2RqM58IvAOgGEAngKIAOa/cj/FGR7HqGX/B2AE/ovkzcJYBl2Q8w/oFOYBjGsKtEsoV9tgNIZswPxjctEgcAyADkGDzmDHZ8kgHoHjeJx2Pa0oXxL7ehZIyfWQPLsntYll0FIA5ADYDXDZ7LTSaviT/Lsr/zfWBdl54VAN518NgJIdMfxWK4LRbnAqjV7VvLsmwtxrsanu7gcyCETE8Uh+G+nJhl2Y9Zls1lWTYCwMO6Yzjg4HMgJqhIdq/XAaxjGGYhMy6QYZgzGYYJxng3DDWAWxmG8WIY5gIACyzspwTjX+QndfvwYxjmBN1tvQASdeM5wLKsVve42xiGiQYAhmESGIY5Vbf9fwFcwzDMHN243ocdfG5fA8hkGOYy3fGvwfikLV8yDBPDMMw5unEYCox3xdHo7vcKgPsYhsnRHdsMhmH+z87HvhLA7yzLNjp47ISQ4wvFYtfG4iMAMpjxZaAYhmHSML7aQJmDz4EQMv1RHHZxTswwTDEzPi9EFMbHeH+ha2EmLkBFshuxLHsQwI0Y7woxDKAB4+MTwLKsEuMD9a/R3bYGwCcW9qPB+PivdABtGO9KsUZ3848AqgD0MAwzoLvuHt1j/ckwzBiA7wFk6fa1G8B23f0adP868twGMZ4UbQIwCOBuAGexLDuA8c/VJoyfWRvC+HiTv+nu9ynGJ1H4UHdslTBofWAYZjfDMH+38fBXgSbsIoTwRLHYtbFYd4LyOoxPRjMG4BeMz/L6hiPPgRAy/VEcdktOvAPj451rdf/e6MjxE/MYGtJJCCGEEEIIIYSMo5ZkQgghhBBCCCFEh4pkQgghhBBCCCFEh4pkQgghhBBCCCFEh4pkQgghhBBCCCFEx9waY4ZoVi9Cpi7G9iZkiqBYTMjURbF4eqA4TMjUZXccppZkQgghhBBCCCFEh4pkQgghhBBCCCFEh4pkQgghhBBCCCFEh4pkQgghhBBCCCFEh4pkQgghhBBCCCFEh4pkQgghhBBCCCFEh4pkQgghhBBCCCFEh4pkQgghhBBCCCFEh4pkQgghhBBCCCFEh4pkQgghhBBCCCFEh4pkQgghhBBCCCFEh4pkQgghhBBCCCFEh4pkQgghhBBCCCFEh4pkQgghhBBCCCFEh4pkQgghhBBCCCFEh4pkQgghhBBCCCFEh4pkQgghhBBCCCFEh4pkQgghhBBCCCFEh4pkQgghhBBCCCFEh4pkQgghhBBCCCFEh4pkQgghhBBCCCFEh4pkQgghhBBCCCFEh4pkQgghhBBCCCFEh4pkQgghhBBCCCFEh4pkQgghhBBCCCFEh4pkQgghhBBCCCFEh4pkQgghhBBCCCFEh4pkQgghhBBCCCFEh4pkQgghhBBCCCFEh4pkQgghhBBCCCFEh4pkQgghhBBCCCFEh4pkQgghhBBCCCFEh4pkQgghhBBCCCFEh4pkQgghhBBCCCFEh4pkQgghhBBCCCFEh4pkQgghhBBCCCFEh4pkQgghhBBCCCFEh4pkQgghhBBCCCFEh4pkQgghhBBCCCFEh4pkQgghhBBCCCFEh4pkQgghhBBCCCFEh4pkQgghhBBCCCFEh4pkQgghhBBCCCFEh4pkQgghhBBCCCFEh4pkQgghhBBCCCFEx2uyD8BTabVaKBQKMAyjv45hmAl/G7J0G9/7EEII+QvLslAqldBqtfpYaRqHuevs+b+t2wghhPyFcmJyPKIi2QTLslCr1VCr1VAoFBNuA5z/Eg8NDcHPzw/+/v5GiZ/pvi3dZilIsSwLhmEgEAgm7MPccVPQIoR4Kq1WC6VSCZVKBbVabRTnAOfj0ujoKBiGQUhIiP46a3GY+7+lGM39X6vVQiAQWIzDtvbP5z6EEHIsWMuJy8vLMXv2bPj4+Lj0MXt7exEbGwvAuZzY0t/m/m/tNorFxy8qknVYloVWq4VKpTIqNt3xZRCJRGAYBkFBQVaPh0sGzd1mzuHDhzF37lyj4+aeizN6enoQFxen/9ueoGUrYFnan+n/7dmOEDJ1GSZlXBwWCoUu/57LZDIAQFhYmMWYCowXvZaO05zDhw+joKDAbKxzlFarRX9/P2JiYlxSyFvbztI+bf3f3N+EkKmJZVmjE5TmcmKGYSAUCiEUCl32mADQ0dFhlHNyt9mbExveplAo0NraiszMTJfEKW4farUaYrEYYWFhRtdTTjw9UJGMv4JBeXk5MjMz4evra/VL5yrWPsiOfMgZhoGXl5dRC4azWJZFZ2cn4uPjzd5mb9AybAUqLS1FQUGBQ4W8uftwfw8MDCAqKmrC9ccyeTTdPyHEOpZlodFooFar9d/vY/XdcXUs9vLycumxa7XaCScrOc4kjxKJBN3d3cjIyHD6GA1jskqlgkQiQXh4uP72yW4FojhMCD/cMJfW1lYIBAIkJSUd05zYVuHoCJVKBa1WCy8v58oe09dBpVKhq6tLf7LVmZzY8DqWZVFbW4vs7Gzex8UnB2UYBqOjowgJCTF70oP7l3Liccd1kcwlZSqVCgCgVCqNPsgajUb/IXL1m3osAo4rcM/d3PN39jXRarUuOQNp+lq2tLToi2RLQYvPmUfT59fS0oLIyEirPQAMabVanH/++fjll194bU/I8YrrxXPo0CEUFBQYxQWtVgu1Wq1vTZ5KP7CuYi25cOb1EAgEYFnW5XFYqVSir69PXyQ72wpkWHw3NDTwThw5zz77LJYuXYrTTjvNrvsRcjwxzYltxRaGYaZMLgu4Ju+2Vvi58rdJo9FALpc7FJtt9Yyqr6/XN1DxuQ/fIU6Dg4NgWRaRkZFmb1er1bj44ovx448/Wt2PJzlui2QuEBi2WBj+ENfU1GB0dFSfRNjCjUHjuqRY+j93Fkcul0Mulxtdb+5+pve1tO/jmbmg5Y4zViqVSt+9iA+NRgOpVOqyxydkujHsWg389R3j9Pb2or6+HkKhcEKhZRqXuftZi72G13HfTZVKxTt+2/o/dwyuGOYy1VhrvXXVa8GdTLE3cZRIJNBoNC45BkKmI61Wi6GhIQQGBhrlxFyclUqlaG9v118vEAggl8vR09MDHx8fp+ImMc/R14ZPzyjTeTNcgTu5Yik+K5XKKZcTH3dFMpeU9fT0YHh42Gh8Asuy6OvrQ3t7O2bOnImMjAxeHyJuPDP3L3cxdz3LspDJZPD29oaXl5fFbez5P0cikeDgwYMWi0ZrSaO1ZFKlUqGnp8fhBHK6BEF7E1+NRuOysTqETDfcxFymXatZloVcLkd1dTWEQiGKiop4j0l2JJ4GBAQYxW21Wm01hluL7VqtFlKpFAcPHgQwsQudrdhrKQ6zLAuFQoGuri6nC3nT18sd3HWSwNH9UiwmxDzDE5UVFRVYvHix0cktjUaD5uZmdHd3IzExEUKhUB/zGIaxGDPtzV8NWyslEgkOHDgAlmV5xUc+13MTjw0ODtoVf6dL/mrInfHZWs00FePwcVMkm5uYC/griZHL5RgbG4NAIMD8+fPh7e0NpVLJa9/2tC4C4xN3BQQEIDo62v4nYsXBgwdRWFg44VhsJXW2Ej/DZVgcSUIt4QKhaRHPt/Xc0v/VajWGh4ftbv2xxd6EcioGBELcjUvKjh49iqysrAk/qu3t7ejs7ERmZiaioqKgVqt5twLaE4vlcjm0Wq1b4nBRUZHZZMHRk6FcS7u9BbutWMz1qCopKQHArxWeT3zmekqZJqSuOKHqSHLnqqE9hEwX5uaAAIy/XzKZDF1dXYiPj8fChQuNVhkAgP7+fsTFxcHPz8+lx3bgwAHMnz9fn38604jExU+lUgm1Wo2RkRGL25uLm3xeR4VCgSNHjpiNbY7ms9z7IxaLrcbLqVTET8Wc+LgoklmWhVQqnfBB425rb29HR0cHAgICkJWVBR8fnyk1zoJj6cvCPVdHP5ydnZ1ITk52+LgsOXDgAObNm2c1yeOT+BmeyeQCy8DAAO9gaolhC5dAIIBUKoVMJoOPj4/NANfX14c9e/ZAJBLh7bffho+PD8477zwEBASYfaz29nZcddVV6OnpgUAgwNq1a7Fx40Y88sgjeP311/VjrDdv3owzzjjD5e8FIe5mmpQNDQ0ZxSyxWAyxWAypVIqFCxcaTbDijjPfhl0JjxWuiLc3FqvVavT29iIxMdGlxzM2Noauri7Mnj3bpQmpQqGASqXCyMiIXUU9YH38G9fLwFxCaikmf/vtt2hubsbu3bvR0dGBOXPmYOHChWZfD4rD5HjAsiwGBgbg7+9vdrJXjUaDhoYG/VJMGRkZZmOlu2OoYRHobHElk8kgk8mQlpbmikMDMP46isVitLS0YPbs2Q6fADV3vUajgVKpRFtbm9X82BZzsVEmk6GmpsauE6J8/q9SqeDt7W00n5MhKpI9DJeUcWfKDbuRAONTwpeUlCA0NBQLFy5ERUXFlCyOpzLDItRVBgYGXDJbKwCjpLG6uhqJiYnw8/Ozmez5+/sjICAADMNAJBJBoVBYbQ3z8vLC1q1bUVRUBJFIhOLiYqxatQoAcPvtt+POO+90yfMhZDJwvXi0Wu2E77tWq0VzczP6+voQEBCAjIwMp2cgJfZzZULKrUHt6oRUJpOhvr4ec+bM4Z2ERkRE6E9MSCQSiEQii49BcZhMZ4Y5cUNDA2bPng1vb2+jbYaGhlBTU4OEhASkpaXx7lF5PDIsFE1fR2ep1WpIpVLMmTPH4X2Y5qjcv2VlZUhMTOTdms53G6lUCoZh0Nvbq8+dOTU1Ndi2bRuGhoZQVFQEAPj++++NVkAw5CknLKdtJmKalAF/nZnWarXo6urC4OAgiouLERISor/9WBTJk9GCQRxjWMQzDANfX1/4+/vbvF90dDRiYmLw22+/YcOGDTa3j4uL0y/vEhwcjOzsbHR2djp9/IRMJpYdX2ZIIpEgJCRkQvewkZERVFdXIzo6GgsXLsShQ4coNpoxFccOu5phLLYnIb3wwgvx66+/4rzzzsMJJ5xgdVuKw2S6Ms2JTb/3KpUKMpkMzc3NKCwshL+/P7q6uqzuk3JZz2Zp+JFQKERwcLDLH6+trQ0+Pj6IjY2dcNv8+fOxcuVKbNiwAXv27AFg/XfCU05YunZqMw/AjQ9QKBRG3WU5w8PD+PPPPyEUChEdHa0vkAH6whPXcrRrSUtLC44cOaLvEvjCCy8gPz8f1113HYaHh119mIS4hVarhUKhwOjoKLq7u426X6nVasjlctTV1SE/Px9paWnHfJKUqRbvp9LYM3cV345yZEwyxWEyHbAsi9HRUYjFYqOc2DD+9fT0oKSkBF5eXigqKtI3BEy1GDmdeFoM5cPWMZvmxNa2jYuL07c4T+YJy2lTJHOTwSgUCuzbt88oEHC3Hz16FA0NDSgoKEBcXNykfgAp8Ew99gYtjUZjd7dRsViMCy+8ENu3b0dISAjWr1+PxsZGlJaWIi4uDps2bbL3sAk5priJ/hQKBQBMGErR39+P/fv36ydJDAwM1N82XZKy6fAcPJGjiaO9sZjiMJnqDHPilpYWiEQio5yYYRj9+P6+vj79hLWG3y9b8XgqxeupVnBORXyKZEeGUk3mCctpUSRzSZnhAuiGb1RfXx8kEglmzJiBefPm6ceKmn65j2V3azL12JugqdVqu1ovVCoVLrzwQlx++eW44IILAAAxMTEQCoUQCAS48cYb9bPQEuJpDJMyjUYzocVCqVSirKwMHR0dKC4u1k+AZ24/x/KYXY3iu+d1D7cnFlMcJlOduZzY8DvJTWZ79OhRJCYmIj8/Hz4+PpN1uMfMVCnopyp7W5L5mOwTllO6SOaSMm4pD9PiWKFQoLS0FF1dXQgICEBCQoLRWbTJKpLdaaofvyezN0Gzp4sfy7K4/vrrkZ2djTvuuEN/fXd3t/7/n376KXJzc/kfMCHHiFY7vuZxSUmJ2ZktxWIxDhw4gNjYWBQWFlpcMuRYd7c+3rmzS58n7ZdvckZxmExl3OR2EonEKCc2/M5wS2+q1Wrk5eXpJ0AyZzq1JE81U/F1dXWR7AknLKfsxF3cJATcMkKGbwz7/+ydd3gc1dWH39mqVe/dtmwVWy6yZUkuGGMw2GATSgKhJHQSOoQWICGhl0Ag+eg9QIDQO6aZXgzuRZJl9d67tL3MfH8ou6jsrnZXK2tF9n2efSTNzty5O5r57Tn3nHuuJNHU1ER9fT3Z2dkkJiayZcuWEcdPpYE0WcISNPoCC29SS77//nteeOEFFi1axJIlS4Chqn0vv/wye/bsQRAEMjIyeOKJJyaxx0GCeId9oNK+jq/9px29Xs+BAwewWq2sWLFi3IJLQaMriDt8vTc81eKgDgeZrtht4vLychITE4mLi3O8JwgCoihSXV1NR0cHubm5NDY2jruqiCd6HNTryePnZtN7YxO7G7C0F1c8GAOW085JHm6UCYKAxWIZM0qm1+sZGBgYs9ams7aGEzTQDh6TeZ0DJdXPmxS/Qw891Gm/g2txBglU7NHj0cVg7O/V19fT2trKzJkz6evr87gisTNdngyCej95TGbV7MmMJAd1OMh0Y7RN7Oz5MJlMlJeXk5aWxvLly5HJZDQ1NU1Y/35uTpwvBL9DfmI8fbZarR4v9xooA5bTxkm2r+9mX3h7tBiIokhdXR3t7e2o1epx1xb7uaZbB5k8fCnc5c/1n4MECQQkSaKnpweZTIZGoxlxjwuCwMDAABUVFcTFxbF8+XJ0Op3HxTWCRtfBZbpVUD1YhbuCBAl0XNnEw+1Yq9VKVVUV3d3dzJo1i4yMDMfxnjxHwXRrzwikAcGpxJ+FuwJlwHJaWPD2IgPl5eUAY+a79ff3s3XrVkRRdESPx3twp/LhDgrL5DJZwuLt/yxomAX5OTG8BkRbWxv9/f0jnjWbzYZOp6O8vJwFCxaQnZ2NXC73Wu+me+GuIIE319nX5fiCBAlE7IW5du7cicViGWET2/W2q6uLrVu3EhoaSnp6Omq1ekQbnuhy0FYN4g2TUbhrqgloC94+UmaxWLBarfT29o4xyoxGI+Xl5SxatIjw8HDgpwfb2y/T0YIw3UZxphPTVXi9jSRPN0EIEsQZ9vlu9mIwozMkuru7KS8vR6FQjCnM5Y2hdTCNssnU9+mqb4HOZM9JDhIkkBluEwOOn8MRRZHa2loUCgUFBQWEhIRQW1vrsj13jKeR08mJDtrzU48v69VPNQH7rTHaKJPL5SMexq6uLsrLyx1rbY5e2208gunWU890Ey1f0q2nmyAECTKc0YW5Rqf02QvFmEwm8vPz2b9//5g23Onq6Gfq56DB00nXAqV+w2S3G9TiINOd0Tbx6NRqSZJoa2ujpaWF1NRU5s6dO6ag7XA81dpg4Ghq+DmmW3u7LGogEHBOsiRJDAwMIIoiGo3G6Vqb9mqpBQUF7Nq1a8w/JdDTSCbz3NPdwAxkgk5ykP8lRFF0LH0TFxc35t7v6+ujtraWOXPmkJycPMZos+PqmXGW8eNsX4vFwuDgoGPZB/vLHtEePf3GG4J6Ob0M36CTHOR/DUmSMBqNNDc3k56ePqYGhH3Zp/3796NWq0lPTycyMnLcwUd/2Mk/h0HNIP4j6CRPMvY0ktbWVlQqFaGhoSPeN5lMbN++nczMTJKSktz+M3x5cO0PvCRJNDY2UldX5/IfajfQhhtqo1/O3hMEwTGXT6VSud3P2bbx+h8kcJiOghAkiD1CbLPZ0Ov1Y4ok2g02hUJBUVERKpXK8Z4ro8nXOckdHR1UVFQ4ptKIojjiJUkSoii6bcuVllosFsdUHm912J3e279D/pcJtChI0EkOMh2x28Rms5m2tjZmzJgxZp+mpiY6OjqYO3cucXFx1NTUeOQQe5pxaae/v5/KykokSXJonlarxWAw0N7e7pVGjrfNrqGBpCFBxme8/1kw3XqC2B/i0fPdDAYDpaWlWCwWVq5cOWYpEV9S9lyJhtlsZteuXWg0GoqKipz+Q+0P8GhDzZUB52qbVqv1aD/7azz0ej379u1DoVBMyOAbvc1uLDvbbyIRnOkmgN72WRTF4Dy4INMOQRBGpPQNT+drbGyksbGRmJgYoqKiRjjI9mM9jVi429dqtXLgwAEsFgsFBQVO50F7iis97enpQavVkpiY6FJ37dVjPdFn+3atVsvu3bvHaIX9s9qvqzc6PDya5O2g7ESj7YHERCLJni5BFiRIoODKJgbQarX09fWhVqtZvny5w1b1RoNdbRv+jNnXV+7s7CQnJweVSuXQu7q6OqKioggPD3erj3YN9dTW1ev17Nixw+21caaj7vTQ3u5oDfXWLj5Y/Bxt5OlYGyKgejs6tVqSJBoaGmhubmbu3LmUl5eP+aJzlbLni5Os0+lobW1l/vz5xMfHYzab3fbT1wfGboSmp6f7dLwzJEli9+7dzJs3D7lc7pUgDRcxZ/uZzWaqq6vHHOvJNXZnsBkMBqqqqvzmzB8MQ9Cb9oOR5CDTFbtjZtcqrVZLaWkpUVFRLF++nJaWFq8dX0/3HRwcpLS0lJkzZ5KWluaYizeRzwKMeRaNRiNms5no6Gif23bGrl27yMvLc2kM2HXUU322R/bt18s+L9Gb410Nstrnm/f29vpVh7VarSNN3t13gLd67avhGNTiINOR4bamXStFUaSmpobOzk4iIyOZPXu2R/e2L+nWJpOJjo4OZsyYQVFRETabbcT7SqWS0NBQoqKivPxk7tm+fTtFRUUu3x8eqPJUB81ms0M7htu73uios+tls9kwm81s377dr3asPdPJrqGu9ptOjvR01OGAc5LtPw0GA9u2bSMmJmbEKJmzYyY618IetdBqtWRnZ5OQkDDt0uXsD4tSqfT7iLlWq2XRokVeHTNetN1qtdLf309MTIxTQfI0ejN6GwwNdmzfvt1pvyYiYmazmY6ODpf7Dd/fXnnd14GUjz/+mD/84Q/YbDZ+97vfccMNN/jUTpAgE0GSJDo7O2lpaWH+/PkOY8id4+vJNmdtiKJIf38//f39LFmyZMx0G29o7jNS3akjRClnSXokKkXgrHYoCILXhoLFYqGjo8OvA6swVJW8r6+P2bNne+10u4u2a7VarFYrTU1NLo/3ZZDVlxT57777DkmS2LZtm8OpiI2N9ej6BHU4SKAgSRJ9fX2UlZWRnJzM8uXLKS4u9ji12tttzc3N1NbWEhUVRVZWliPDx9uA1GTgS6DKZDLR3d1NWlqaX/ui1WppaGggNzfXa8d7+PbRjrvZbMZoNDo01FWb7nAVqLKvCuQPZ37436IojhtJDjrJE8Rms9HR0YFWqyU/P5/IyEi3+090rkVvby9lZWXMmjULtVo97VIBApXxRMxqtaJQKIiLi/PreSVJYseOHU5HIX01Aodv1+v1Hu376aef8tprrzE4OMhXX31FcnIymzZt8ugz2Gw2Lr30UjZv3kx6ejpFRUUcf/zxzJ8/36/XKkgQd/T29lJTU0NYWBjLly8f8SzbI8zO8CaSbEer1VJSUoIgCMydO3dCDnJZm5YHv6rFapOQgDlxoVxz1BzUXjrKOpOV+h4DYWoFM2NCvBqxn26DrK6i7b7S1taG2Wxm5syZPh0/epDV/urp6WFwcJDk5GS3Gjzc4Pzuu+/QarW88cYbWCwWzj77bFatWjVuH4I6HGSqsWuOKIrodDoqKyvJy8sjLCzM8b6nzq8rvR69n9lsdhQBW7BgAS0tLX76ND9Phk+jkcvlftNQvV6PzWYjNzfX5365ClQN11BXNrC77FJX23Q6naPI5mg++ugj3n77bcxmMzt27CAjI4NnnnnGo88ylYOVAeURDgwMsHv3bsLCwpg1a9a4DjL4XihmuOjYoxZVVVUTNm4kSeKLim4+3t+BgMCGBYkcnh0bEKNvgcbBThOZqIi1traSkZHh0b75+fksWLCAkpIS7rzzTq/Os23bNrKyspgzZw4Ap512Gu+++27QOAty0CgrK2NwcJBZs2YhiuKYwS5vUqjBtR6Lokh9fT3Nzc0sXLiQ5ubmCevCf3Y0o1bI6LPUYbQaaKkLR/VDGQUzw4nVxBITEkNMSIzbfjX0GLh5UwV6sw2bJHFEdhyXHDbLqwFYf/K/9n3hapBVp9NhsVi8Su+8//77OfTQQ3nwwQe90v6gDgcJBDo7O6moqEAul1NYWDiuLTmRbRaLhR07dpCTk0NiYiIDAwNutSdoyw7hSvMlScJsk7weoPUH7gJVcrnc7ynyACUlJcyZM8fpIHdRURF5eXns37+f6667zrGs5HhM9WBlQDnJarWaJUuW0NfX53I+8Gi8LVIgCAJarZbi4mKAEWss++OB/7G2j39vbSJGowQknv+xiVCVjOUZMRNq11MOlmAZLDb+vrmGLTU9xIap+NP6TBaljT+oMdkEUrEDUfStkl9zc/OIKpbp6els3brVn10LEsQt6enphIWF0d7ejk6nG/O+t/OMne0riiJ79+4lIiLCMaWmubl5whrWqzewu30rLbpGAORSPDt/eB/DqCkYSpmSSGUk8d/FOxxnuxO9r6IIgzGUiBA5GmUYX1R0sywjmqJZ0RPq20SYTs53IOkw/GQwekNQh4NMNV1dXTQ3N3u13Kkv26xWK+Xl5ZjNZlauXOlwcgLpGZ5u7Gzo58o3ShkwWokPU/HwqQvJTQ6f6m5NKZIkodFoiInx3B+a6sHKgHOSZTIZ/f39E/rydpdu0tTURHNzM/PmzaOysnLMqNzw3+3teCMU39d20mNspaSnEotoIUKRzCM/HMAkS2Fx0mKi1EOjN5NhnBxMQfvr+xV8W92NTZTo0Jq56JUSXj0/n/RozUHrQ6DjayU/T+d6BgkyWURGRjrmF3kTMfbUQGtra2NgYIAFCxaQmpo67vGecqD7AN+0/wuDNpuC5GWkhc9hwGTk7EOOQqUaoMfYQ6+xl15jLy29LbQNtCGqRHqNvTQNNlHcWUyvsZeIwdmIGEArkhGVQaQinU6tZwO3U4XRYmPzgS50JhvLZ0czO86zlPXppC0Tcb59KRI20TaCBJkIcXFxbiN+rmpAjE6tdqfL/f39lJaWMmPGDLRardPVY9yd31tbtktrpktrJilSTUzowas4fzCf3T69hUtfLUFnHip01qE1c8F/9rH58uWEKD0LnDi7ru/ua+Ol7S0oZQIXrp7FYVme1VY4WIynzzabzes6PVM9WBlQTrIdbx48T40ySZIcqdzLly932f5455UkCYNFRKWQoZD9dDOUdZXx9N6neWe3DsEyn4gQkSh1FL06HZ83fM87rW8DMCd6DrlRucyLnMcRHDHCcbazq7Gfj/d3opQJnLA4mZzEMI+uxcFCkiS+rOzEarMhMiQCNjP86ZPnOSJXxazIWWREZTAjcgYqucplG862NfQasYkSs2I1yGXei9pkRjC8/TLwtUhBeno6jY2Njr+bmppGOBJBghws/OUk27FYLJSVlSGKItHR0WMKKHk777e4ZZC9TQNolHIM8h1c/82FhCoiOafwFLr6YwhTyfn9qhwWpo7Ncunt7aWrq4vs7Owx7/3l/TJKWvoJC5EQJDkGi8CM6BCP+3aw0ZttnP7sblr7jYj/1cCHT1ngcwaTxSby/I9NlLYOkpUQxnmHzEDjoXEHk6fDBzNCHdThIFPNePe6q7nGng402msHLF68mLCwMNra2kYcO1zP7W0Mfwa9dZI/O9DJ01saEf577FVrZ09pds5k8XVtBWbRBMiwX50ewwBLnjqKqDA9kepIotRRjle0OpooddSI7WpJzaB+kCR9EpGqSD4q7eXOT6owWob+39e8uZ+HT/Vd4ycDT5xkbwNHUz1Y+T/hJLe1taHT6cjKyiIxMREY+md5mhZop09v4bkfG2nqM6KUyzgxL44G01c8s/cZtjRvQSVXsSHrN4j9+SiFCAAiEhRcevjxNOnPZE/7Hna372Zny0421W/i/uL7AciMzmRJ0hKWJi1FIy7mvV1qFDI5kgQ/1vVxz4nzyEqYeke5ebCZN8vf5LWy1zFa/wQokQsCICBKFr5s/IR3mz937C8TZKSFp5ERlcGsqFkjfqaFjqwwaLKKXPxKMcXNgwgCzIzR8K8zFxMZEpC3qEf4Wu6+qKiIyspKamtrSUtL45VXXuE///nPJPQwSBD3+OIku9q3p6eHsrIyZs+eTWpqKrt27fKpnoSdnY39vLqjhTC1nJ2teyju2kt2Wj7/OfFJ0iImVsH0yiMyuf2jSlr6jUjA6YWpATGdxBVv7m6msVePxbFCi8S1b+/iyo19hCpDCVWEOn5qlBrClGFoFBostrFLa0mSxJVv7Gd7fR9mq8j3Nb38WNfHc2cu9mng0p8cTCc5qMNBpiOuInXDdVWn09HY2EhkZCRFRUUeR/cmMiWxS2vm6S2NqBUSRpsWGWr+78tanvltnsfR1UCmvLucdyrf4d2KdznQ0UOK9UFkqLGrlVxQs2rmEvRiJ/2mfjp0HVT0VDBgGqDf1I9Nsjlv+LuhH6mmB1GKcxybjVaR13a1Tisn2RebeKoHKwPSA/GHkwxD/5D9+/cjiiLh4eEjohbezJ2z858dzbQOmAkLMbG3fT9vv95Mu+xxZsSEc/vq2/ntgt8SHxpPl9bMvuYBABanRxIXpmIeyRyVcRQw5LS3DrTSrepmd/tu9rTvYVvLNt4sf5M481UoxQxClBLxmngilKl8WtY5ZU5yt6GbD1o/4ObXbub7pu+RkChILuDQeYPsqUnDYpWQywWSIyPZcs6r9Fs6qO+vp66/jtq+WuoHhn7/rO4z2nRtI9oOkYWQUZxBRlQG5v711LVkYROHxLqmW8+9m6u547i5XvV3Mo0ob9v1NZKsUCh4+OGHOfroo7HZbJx33nksWLDA63aCBJko3jrJMNbJFUURvV5PdXU1S5cuRaPRuGzDG+3/prKHcI3AFw0fUNtXQ1bUCv66/A+kRSR5dLw74sNV/OOk+XTrzISq5ISrJ/erst9goX3QTGqUetxzdRu6Ke4spqSzhOLOYko7S2lqzSfcdhICPxm7PXoT5246d9xzK2VKwpRhhCpD0Sg0aIQ0tK1XIkkyBAEsNgVVnToOtGtZkBLh0ecJtDnJvhDU4SCBjqeFEu37SZJEU1MTjY2NJCYmEhkZOWbVAleR5PHOrzfbaOw1oJTLxmQC1vbV8u89X1DZE0a/5adq2QqiWfefm8lLnkFufC4L4hcwP37+uN8BFptIbbcBlVxgZqwGmYda44uDb7TY6Bg0Ex+uIlT1kz0nSRL7u/bzWulrvFPxDrXaWgQEVqSt4I61Z9DelsRHJYMIgARcsGo2v1v1T5f90ll09Jv6Ha/2/nZqmmsITwin39TPez/G0qcdeZzShyVGp7LQmi91eqZ6sPJn6SQD9PX1UV9f74habNu2bczD7w2iJFHdpScixMKzxc8DkB66iGtXPMV5hUcgE366WePDVaydG++2z7HqWPJn5TscZ4AufRfXvl1MTZcRs9Tv2D5Z97TWZKWqU0e4WkFmfKjjmugsOj6s/pDXD7zO53WfYxEt5MTm8OdD/szJc08mMyYTgK8ru/mhtpf4cBWnLk0lIkRBREg66RHprEofu8SGwWKgYaCB2v5aanpq2FmzE71aT31/Pd2tOlTiT9fQYpMoa9OOaWM64WvhLoCNGzeyceNGP/coSBDvmGi69eDgoGNpJ08rs3reN1AKcuSCnKMyjiJeNRe1wvM5buN9z8hlAokRao/bG443hsgHxe3c/nEVCtlQf+77VS6HzInFKlqp6q2iuLOYvW172Vq3lYatDbTqWh3HJoUlsTB+IYvmzeHH/WD9bzBCKRMoyEjgmvXb0Fl0GCwG9FY9eosevVU/9LdFT2d/JwOGAZShSgzWoW29OiXa/yYJStLQMloCIIpTX8X2YDvfQR0OEsh4U6TLYrGwe/du1Go1y5Ytc1ok0Vsn2U7HoImHvqpjwGRFFCUWpIaTl9HO5rqP+bD6Q8q6y5BJkcwS72ZGRCYJYVEMGE0YrDoiQmR8VPMRL5S+4GgvShFFXl3eCMc5Ny6XSHUk3Toz175VRsegCVGCwllR3LQhG6Xc/xWkdzT0cc2bZVjFoQGGmzdmkxTXwruV7/JOxTtU91UjE2QsiVnCpWsv5bis40gJT3Ecf/zCfhp6DGQlhLrNRBIEgXBVOOGqcEcWlDZKSwMNjgJVy2O7ueatMozWoXTrEKWMs5b7d83nieJJurW3NvFUD1YGpJMMnhsZox9iURQZGBhAp9ONG7XwJoohEwTiw1SYrAqOnHUkMyJnoDWoWDs7Y4SD7CnOzhMfGs/Fhyzh7k+rkcsSESUJuSBw9PwEr9sfj+pOHRe+XILFJmIVJdZkx3DognreLH+dTVWb0Fv1pIWnccnSS5hvm89ph5825uZfkx3HmmzP1znWKDXMjZvL3Li5mNPNHKI4hCVLlgDwzy9qeHFbM2bb0HVRygWyfYieB1IEw9fCXUGCBAreRIyH7y9JEvX19bS2trJw4UKKi4s9fi491f7Ds+N4eUcLh6ZuwGKT0KjkzE/2LNI5mXijP20DJu74uAqLzYbFNvT9dclru4hIvZsDvfsw2UzAULR3ZuhM1sxcw6KERSxMWMjChIUkhP703fBaegv3fVaD2SpSlBHN/b/KHTcq3dnZiVarZfbs2Y5tNlHiN8/upqZLj1UUkcsE4sJVzE3yvDKrJEleF2jxtN1A0fcgQaYaT53k/v5+WltbWbRoEQkJCY79/HX+t/e0ojVbMYlt1PbV8Vmdjq4fXsWq2M+q9FWctegsNszZQHd/LA98WYtNlEgJl3P9ukzmJf8KgE59J6Vdpezv2s83B76hw9rBS6UvobP8tLrCjIgZxJgvwWzIIjJEgUYRwra6Pj4s7eCEvOQJf57hGC02rn6zDIPZBoKIxWbl2nd20aS+GGR9HDbjMC4vvJzDkw7H1GNyup5xwcwoCmb6Z6mlw7LjeOiUBby+qxWlfMhBnu9hZs9wJrtuz3jp1iqV8zpF7pjKwcqAtOBlMplPTrI9aiGXy8nNzXU4yPb9Rh/nri1n/KYojae+byAhJAudUWJ1Viyz47yv5uzuJlo+O4a/bMhyFO46cXGyx6nW3kTg//J+OQNGC4IgYrKaebekj2fKHyAk7ACnzT+NX8/7NSvTViITZGzfvn3SDZOLVs9iW10f1V16BEEgIVzF9eszJ/Wc3uJtmoqvghAkSKDgSlNcOUCCIGAymdixYweRkZEsX77c7b4TSbfOnxFFiFLGvuZBQpQyVs2JJdqLaqkTmV/nLxp7DSjkAmab5HCIBdFGuHwmFyxZwcKEhSxKWERGeAZV5VWOQUVnnLI0lVOWpnplBDn7/HKZwFO/zePvm6vZ36YlMz6U69dnopqCtT6d4WuV6qBzHeTnxngaarVaOXDgAFqtluTkZIeDbMd/kWQzEWo5H5d/g1W0kKSZx6nzruMPqw9zrEkPMCcanvptHv0GC7GhqhGakhCawOEzD+fwmYdTZCuiqKgIURJpGGigrKvM4UDvLAvFZO6i32wmOiSaaFUqdd0Gj6+Zp3RqzdhECQQRvUUPgEIO1yy9h4tXHEmcZihANDg4SFNPk9/P74wVs2NYMTtw5iCPZjIiyVNNQDnJwy+uN06yKIrU1dU5ohYNDQ1O95uoQTQrVsN16zJpHzARqpKTGqWelC/ewpnRFM6M9nu7w2nuNyGTwaBpKKVZIVNzzvw/cvsxh7msSD2ZaJRyXjwnn4oOHaIokZMU5lP6TCBFGqajIAQJMhxvI8lardYRsRhdudqTtr3V6dzkCHIDIHrsK2nRIVhtEgICarkaEFDL5bxx8lOEDYsCm82eLz/lrf452z8yRMHtXtaDGM5kVrcOEiTIEO40tK+vj/379zNz5kySkpLo6enx+Fh3+zjbPycxjO9rejku6xeEKiLo0lo5ZeEsYkLGarNGKfe4Ur5MkJERNVS3ZkPmBgDuklfyVWU3KsXQ3BKLDbISPFvuzhviwlRDOibJCFGEIBPkKGQyzl6yhrhhAbjJ0qSfwwoBo5mO2ZWBMTQ8Cm8iyTabjf3792M0Glm+fDkREREeFzMYjScGWmSIguzEMNKiQyZ0o031l/2cOA2SCOGqcKLUkYSrNBw7d+lBc5CdPahymUBucjgLUiMmZX7JRPGlcNd0E4QgQYbj6dxji8XCnj17MBgM5OTkjOsg29vwZNvPmdSoEK45cjYKuZxQpRK1Qs4dx88d4SAH+YlAGgQNEmSy8WQJKGf63N3dTXl5OUuWLCE9Pd2pTT3RmhDDOT4vmYWpERjNGnr1Nk5cnERusufTM7zhksMymJMQhigpsYlK1mTFccz8RL+fJ1Ql55Zjc1DIBcJUahQyGRevnsWMmLHZo9NNk6Yq3Xo6Bo4C9pvYEyeytbWVnp4ecnJyRiw27UsqtX0fZ2vO+ZtAeKDuPH4eF71cTJ/BglWUOHlJMqszAzeNw1MCyYgKOslBpjueOMnd3d0cOHCAzMxMdDqdV3NRPRnM1Ol0tLe3I5fLkclkCIKAXC5HEARkMtmI30e/JAS+ruqhpFVLjEbJxgUJJPy3GJc3UWuzdah2w/Dqpv7i10tTOSwrjtYBIzNiNMSFTf8pGj/HKEiQIIHGaA3T6XSUl5ejUqlGLO3kTdaOu0iyKIqOegOCIDjeD1XJuWDVTAwWEaVcmNQgR3SokkdOWUhL/9BSrEkRKo80wRfdWJ+bQF5aJA09BlKi1E4d5OnGZAboxtNnURSnnU0ckL0dL5JssVjYv38/AAkJCURGjq0aN9E0vq6uLsrKyhxCMBpXRplMJqPPJFHRY0UmE1iQqCEuTOl4TxAEdDodRqOR7u5ul20Mf02GUZAWHcJbFxTQ0m8iTCUnPnz6G2aBxnQcNQsSBH4yKNw5yTabjbKyMnQ6HQUFBYSEhFBTUzOhlQlGb2tpaaG2ttaxLqLVakUURcdLkiREUXSsez/8PVEU+bbRxI52G2FKMNvgh7J6Tp+rJFQ51H+LxYJerx+jt3bnG+CTGgPf1A/NeVuYpOHM/Fg0KoVLvbbZbBiNRocx6YmOJ0WqSYr0rZL2RJjqjKYgQYL4zvBCiY2NjTQ1NTFz5kyMRqPbpZ3s21y15+zv1tZWKisrUSgUjnNaLBYEQaCpaWhOrt1J8sSudfeyWq309vaO0c/hA6JpUWqviwP6onfJkWqSD6I26802/vFFDbsb+khQi9wxw+xX+3yqC3dNN5s4IJ1kcH0zd3V1UV5ezpw5c0hJSaG0tHTCDvHw40RRpKqqit7eXvLz81EqlWP+6XaBGG2QiaJIc5+Bl/a0YLIOGW1bWyxcuCyeWI3MsY/JZMJkMtHX1+e0DVEUaRqwsL/LilyQWBQnIzpENuL89v4OF5HBwUHKy8tRKBRuoyvDX2EyGTKzjL6+se8hCCDIHJ/XXw9WebuWxm4t6P0ftQ+kSEPQSQ4y3XGlpXq9no6ODrKyspg3b964TrWnbdvbsTvgVqt1qICLKPpkEP2nroycdAVvVr6GQqZAZoujsXYv8VGDKCQFkkkiJT5laH1guWbEzxAxhPoODZtrQ4gOEVDKFJR0GPmwYoAT5kU61e0+g5X/FOvo211CZrScozOUKARp3Awld1pd2mXhxX2DDBqtFFXt4rylrp10uyE53Nkfb9B1OkV8A0nfgwSZagRBwGw2s2vXLjQaDcuXL6evrw+DwTBmP0+ydpztJ0kS+/fvx2QyUVhY6LAtAZqampDJZI5BTGDE4OXoV4/OTH2PAaUMZseoEPhpv+EDoDabja6urjHHS5KEzWZz/G7vq7PifKP1D4Yi7QcOHHAbkBovO2lMtpIfBxolSeLSV0soaRnEKorUAmc+v4e3LijweB53IDMdbeKAdJKd3XiiKGI0GqmtrXVELcC7deLGu5mtViuNjY2kpKRQWFiIxWJxGUWxP0Cj+bGkF5lCQa+pAq1Fh00XwQN7SlieZSJSFUmkOhKJoQhDYkIikepIIlQRI5aR2t86yMu7q7CKMiQJyg0K7jxu3pjRJLsQWW02NpV08EmljowkBb8pSCZGoxghJqPFZnREZvjLZrPxUbWBTdUmbBLkRomYxe2oZD99/uF98Gbk8N97+vmwchC5IGAVRfqFKg7LjPLK4JsuBEK6tSAIghQMFwXxkdG6KUkStbW1tLa2EhMTw6xZs8YcMxEnGcBoNLJt2zbS0tKYMWMGkiR5VbhqOHKZgFW0ERsSg0W0YrRBn6mHjq5KtGYtWpMWU7MJo83o9PgIyy/R2JYjCv2Eq8I4JPUIWgzyEdN77BgsNm57aR+N3QIhKhnNeglrSBi3/cJ9ASx3g67VXXoe2VGNKEkgwfcNBmSyfi5dkeBUx8eLrNuddUmSqOgV6TVYmRku0dHRAeBxZtN4+xgMBiRJQqvVumzDF2d3ujrJQR0OMhlotVq6u7tZsGDBiKWd/GUTG41GBgYGSEpKIjc316VNPBy7jTbaGarr1vOPb9swWW2IEixIieDSw2Y5Tc3u6uoiOzvb5TnK27V8UNKBKElsmJ/IwtSRBcKcaWpzj453y7VEGmWsyohgTqzaqT5arVZMJpNbZ18URXQmGz+2mBk0WcmJFBkcHHR5PZzpJzLoM/fRbe6m29xNl6mLpsFBdjUehigJgIRckNOnN/NDeQtL0yPG1WVPtHGyNXS8dOupdpK91eKAdJJhpKFlX9pJJpOxdOnSERfZX4LQ09NDbW0t8fHxbh/O8TBaRRQygXZ9B+26dqxWDaX9Zbxa/87Ynb/8b98QiFBFEKmOJFIVidh/GtgSUStE4jSx9OuT+bKim18vTRlxuN2JfOaHZl7Z2YLFbONAXx87mg08e+ZiYkJ8+/d+W9XDJ/UVaNRKBEFif5+Jz3tDOP/QWKyiFZtoQ5REbJINm2jDbDNjE20YbUasNisWm2Xop2jBav3p7+Y+gfcqEhHFIQFAknHvN60sipchF5yLkauRw+HYt9nF2WAwsG/fPq8MvvFGDu33j81mcxqNcYZ934PJjh07CAsLIzc3F0EQVgK/EQRhM/B+0EgL4i3DdVOv11NSUkJMTAwLFy6kvr7e7f6+MDg4SHd3N/n5+URFDa0v6euXuiAIbFyQyJu7WylIXIvZKpISpebKI84jRCkfWrqjqYnc3Fxsog29VY/e8tNLZ9HxTaWeL/ZLhIVYkMtk6M02lwVpSlsH6daZMYl9tA/2MStyFltqehk0Wolwo8XuBl3LywewAWZRS7+pH7mg4IPKTg5wG7GaWGJDYt3+DFWEjrl2oiTxx7fK2FLbCxKIEvzz5ExWzo5xaRCO1uHxBl21Wi0GgwG9Xu+yPU+ux+iXTqdDqVS6dL5Hv0wmE1VVVUiSRHV1NWq1muTkZI8GL//4xz/y/vvvo1KpyMzM5NlnnyU6Opq6ujpyc3OZO3do8GPFihU8/vjjI44drsM//PADwINBHQ7iL+xLOw0MDJCRkTFiaSdPNXg8O7m9vZ3Kyko0Go3TwVBvzgXw4rZmkCT6zHWAwGcVakRlCfNTlUMZPAoNGuXQz05TJz2GHkKVoajlI1eRqejQcdOmCpCGkh231/Vz44YsFqf9NO1ytKa2DZi49K0qenVWZPJO3i7p5r5f5VI4c/wCk84YNFo594W9tA+KWG2wWRC455eZrMqMRZREuvRdtOnaaNW20jLYQqu2lTZtG626Vtp0bbTr2uk0dGKTbCPalUnRpEuHIiADBCRpSK+1gwN0dBhc6vNoTXUWWR8eZNJqtZSWlnoc3PLUdh4v69RqtR70wNFEbeKAdJKHz7Ooq6ujra2NRYsWUVpa6nR/X+ZaDD+2traWrq4u5syZg9VqnVDfl82KZk/TAIekrkWSYMBo5fxDzict9h4GTAP0m/pp6myivb8dTbSGAfPQtgHTAAPmAQZMA9T0qTHZjBhsOlRyFaEaAZPV5vR8kiTx6q4WZIJIp6WZSCGSPn0sP9b2sj43wekx47G7qR9Rkug2djNoHgBJwUu7q7i/7OqJXBo0tmXEWa9EYGgt0xB5CIIgIzY5fcJzLuz3i06no6amhpycHLeCMvxlsVjGHTm02WwYDAb27NkzIhoDY+83mUzG888/z44dO/jiiy948803Oeyww7j44ovH/Ry+Gmb2NJb777+fX/7yl/aF7a8DqoDzATPw8YQucpD/OexTUJqammhoaCA3N5eYmBi0Wq3LLBtfIsmiKDqMvtmzZzsc5IlyWFYsMaFKytu1RGmUrJoTQ8iwtDX7+eUyORGqCCJUIyMSeQk29LpqKjp0yBCICVXy26I0p+eSC0NGjfG/6x136DuJD0lDNoFB+1C1HLnA0PeAIhRRkoHMQJehi4qeCnqMPQyanUcwANRy9RjHWTTOZ3/1ckRRNjSjBhl/fq+cr65ciVwu98tIf11dHaGhoSQmel911p0ONzc3o1KpiIqK8ig7qq2tjSeeeIKenh7+9Kc/YTQaefTRR0lPTx+3H+vWrePuu+9GoVBw/fXXc/fdd3PPPfcAkJmZyZ49e8Yc40yH7733XgAjQR0OMkEkaWhpp7KyMmbOnElERMSY59WbwNFo7LUmDhw4gF6vp7CwkL1797rsj/37wRN69BZCVXJ21u3CJlqRSwls3/IBBsVW5wds++85EIamvyhCCFWGotT/CkwLUCgMRKgiSAnNZFNJxwgneTRv7Wll0GjFKA5gtpqJkyXz2Df1PHNGtEd9H81H+ztoHzQhYsYsGbFa4dK3NmOKuoV2fTtWcawfEaeJIyUsheTwZPIS80gKTyIlLIWU8BSSw5JJDk8mKTSJ696uYEttHyaLDbkMZsaGsmFZ7oSKoQ3XVIPBQFVVFRkZGePaxu4yTkcPoEqShF6vZ/v27WOyTQEee+wxdu/ezYcffsjjjz/O+vXrufrq8X2KqbaJA9ZJtlqt7Nixg8jISJYvX+4YARn9oLuaE+CJoSaKIrt27SI8PJzCwkI6OjqwWCwj+uHtoO+S9EjOWZHO5+XdCMApS1Mo+O+axynhQ5HgTHUmfeF9ZGZmOm3j4/0dPPdjE+FqBTZRwmQVKZoV7XRfCZAkkIQhJ3rAPEC4MgZxAmPVCf91WCOUEYQo1BhNEqlx4dy4/KGheX2CDLkgRy6ToxAUyGVy5IIcmSBDIfvpb/s+9p/dg3Dj29qhdUEFsIkQrpYTE6r0vbP/xT5yaDfy7On4/sJ+rxQUFLjdzy5Es2fP5r777mPJkiUceuihaDSeVUX0xTAbjkKhIDo6mg8++ACgTJKkPwuC8ATg/4UEg/zssVgs9Pf3o1arWbZsmWMU2F1BL2+dZL1ez759+0hOTiYsLMyv2ReCIJCXFkmeEwPKk+h0iFLOn47OoqpTj02UmBMf6rLC9fyUCNKiQmgeVCJIEiYLxCU3EaZe4XP/1+bE88qOFpp6QSUo0IQo+esxWRyec5JjH7PNTK+xlx5DDz3GHtc/jT0c6D7AQJ8KhS0fkIMEapmafoMVmyghn4hHP4yJpPS5StcEUKvVhIeHExcX51Fb2dnZLFu2jA0bNvDaa6951Y/169c7fl+xYgVvvPGGx8cO1+Hc3FzefvvtPwZ1OMhEqayspLe3lyVLlhAaGkpDQ8MYJ9WbTMrR2+xLqqampjJ37txxsz68YWFKOD/U9nFSzq8wWqz0GCycufIIYsPNGK1G9Fb90E+LnrKqMpLSkjDYDBgsBgzWn15VDYn0WhXIhLGDna7QmmxIgFkcmrZjEy3ozc4DT56gM9mwiRIWaajvMuQoJA2Hzzrc4Qgnhw29UsJTSApL8nh51Xt/mcvzPzaxo66HeJWVPx2/eMLVwodrqj3lOSwsbEJtOmP79u0UFRU5fa+wsJCbbrqJ1atXs2bNGo8HY6faJg44J1mShuZH9fb2snTp0hHrbU6k+MDobX19fej1enJycnwa7XaFIAgsz4hheYbvyykdnZuAJMEX5V2oFDJ+vTSVuUnOU/xkgsAvFiby+p56BEkFyNFZe1g2y/dIzAl5yWwu66KhV0aILAS1ysw/TlhKZsIEH6oksB3bwc2bKgGJUIXEw6cs9JthNpl4avTZHfXY2FgUCoXjy8ZTJmKYAcyYMYNNmzbZU/zK/7s5BvD9GyHI/ySdnZ0cOHAAtVrNwoULR7znLye5t7eXAwcOsGDBAqKjo2lsbPRrIRR/oJTLPFrzU62Q8Yd1Go59fhPLkzaiF/azufsfbGuZybLUZT6dO1Ql58nf5LFpXys1jc38YsV8FqSMjHar5CqSwpJICkvyqM39rYOc9+I+zDYb/53qTGZC6M9Kh4fjj9oQ//rXvzj11FMdf9fW1pKfn09kZCR33HEHq1evHrH/cB2+9NJL7ZuDOhzEJ7RaLTqdjsTERJYtW+Z4BmQymc9O8uhtnZ2ddHV1jVhSdfQ+4/3tjtMK0zBaRfY0DqBSqrjo0AxWzXGe7rxdt52C/ALnU1Datdz0QcV/zz8UbPnFIvfat3ZuHJtK2hFQIiEyaB7k0GzP9NIZyzKieW5rEwopnFB5OBabjeMXp3DD+uN9btOOUi7jd6tmcvKCSDo6OghT+9dNm6q6DvaAZmRk5IjpAeMx1TZxQDnJVquVvXv3IkkS0dHRIxxk8L2M/fBtkiRRX19Pe3v7mHSwic6n85TxziMIAhsWJLJhgWfO+x+OmM3Oji/ZWjfAnNhYtg/eTkn3vzgs7DCf+heqkvPoaQvZXt+P2SoidlZP3EH+L0fPT+SInHjaegfpba1nnp8XnJ8sAfDlvphouXtvDDP7ee666y7eeustjjzySE444YT/CIKgBl4DdvvckSD/c9TW1tLZ2Ul+fj5lZWVj3nf1jHmqoaIoOpbAKyoqQqVSeXW8v/D3ub5r2cyA8hXu+sU1JEUezuoXX+a8D8/j2zO+JSbEt4HTUJWc4xclcEDZPcZB9oX5KRH8cd0c7vm0GlGUSAxX8MDJCybc7nACqcCWOx0+6qijaGtrG7P9zjvv5IQTTnD8rlAo+O1vfwtASkoKDQ0NxMXFsXPnTk488URKS0uJjIx0qsMbNmwgqMNBfEGSJBoaGmhqaiI0NJSMjIwxz5WvUWP7fqIoUllZyeDgIImJiYSHh4/Yx1+EquRcclgGVlFCLrhv2917c5PCufXYHDaVtmMT4Zj5CU4zhYZTODOaS9fE8pePDxCjTqBNfJevuga4RHrFp8+4ICWC24/N4f++rGXQaGF5WghXr53jdTtTxVRp80SrW0+FTRxQTrJCoSA9PZ3w8HCn848nUqRLEAQsFgt79uwhJCSEoqIifvzxx3GPmw7IZQIG9SYi4mp55fTPOfL1/+OyzZex5cwthKt8c0JDlHJWZw0NUmwbqPFnd1EpZMSHKekPECPKU7wVFleV/PxtmAH09/cTERGBXq9n/fr19siJHLACb0mS5P/1toL8bElPT2fGjBlYrVavI8bjaai9sJ5CoSAjI8PhILs7fjKcrskwFD6p+YSMsAxmRc4iJCSEZ499lvWvrueyTy/jxeNeDBjH8aQlKRy/KInaxhZCZCJp0f6dnjJZ+BpJdpXC/9lnn7k99vnnn+eDDz7g888/d5xXrVajVg+tm1pQUEBmZiYVFRUUFhY61WGbzQZDUYugDgfxCvua68uXL2fnzp0+Vai27+dsm8ViYceOHcTFxVFQUMCBAwfGtDdeQMdbm1nhh4yVecnhXgdYIiPraAu5kmdP+Yi9Hfnc8NUNPLPvGX63+Hc+9eGw7DgOy46jv7+ftrY2VIrpsfLKVPo4rpzkQLaJA+q/KggC8fHxLucZT8RJtlgs7N+/n5SUFHJzc6fVUkKeUNxZTE5EDhqFhkePfpT6/npu+e4Wv7Q9WYbdZEV8A6VdV4Lw2WefUVJSMuZlFwO7YfbSSy+NMMzs8/CGG2Z2LrnkEqqqqrjsssuIjIy0r1vY/t+XVRCENb587iD/m9jXh/fWGR7PaOro6GDXrl3k5OQQEzM2suoujXs0OpOVXY39fF/dQ0OPfsoHOAdMA3zX9B2HxB/i2FaYUshtq2/j/ar3eXLPk1PYu7Eo5TIi1PKA0cvJatfX6MXHH3/MPffcw3vvvUdo6E/T1zo7O+2OLzU1NVRWVjJnzlAUyZkOJyUlQVCHg/iAUqkkJyfHUUF4IkGi0dsGBgZob28nMzOTzMxMl470VOFvPS/pKgFgYcJCLsq/iCNnHcmfv/ozB7oP+PU8/iKQNNRfTEebOGA9xYk6ycPbaWhooKenh+zsbJKTk12eM1DSrb2lXddOu66d7IihpatWpq3k4qUX8+SeJ/mu8Tu/ned/mYM1F84XwwzgpZdeIicnh+eeew5RFOnp6UGSpChJkuIkSZJJkvS1Vx0JEgTv5x67S/UrLy+nsbGRoqIipw6yq+OdPXcGi40vKrqp7dLTqTPxXXUvNV16Tz+W2776yhf1X2AVrayKXzVi+6VLL+WYOcdw4zc3sqd9j9/O5w+memDhYODrnOTLLruMwcFB1q1bx5IlS7jooosA+Oabb8jLy2Px4sWcfPLJPP74446pYc50uL+/n6AOB5ko/nKSJUmisrKStrY2EhMTRxTB81YTJ8tmngwnrrizmJSQFKLUUcgEGY8f8zhhqjDO//B8TFaT388XZCzT0SYOSCd5opFkGBIC+xznwcFBkpOTHSlSrpiu6db7OvYBkBOR49h206qbmB01m0s+vQSdRTdVXTvoTOYombft+jIn2RfDDHAU7/jkk0+oq6uz91f4789TBEFwvm5NkCBOsN/r/nCSjUYjer0ehULB0qVL/TL/uEtrRmeysafzW/65406iNDL2t2l9astffFzzMdHqaBZEjZzfKwgCjx39GPGaeM7ZdI7bJZumgkCIVkjS0CoO/m4XfK8NUVVVRWNjI3v27GHPnj2O5UVOOukkSktL2bt3L7t27eK4445zHONMh+33eFCHg0wEfzjJJpOJHTt2ADB37lyPlo/6uVDSVUJWeJbj76SwJB49+lGKO4u59ftbp7BnB5dAjCS7Y6pt4oCakzyciUaSDQYD27ZtIyMjg9TUVKdzLX4u7OsccpKzIn4SgFBlKI8d/RgbXtvALd/ewt/X/n2quueU6fa/8KW/ruYku6Oqqsrp9pNOOomTTjrJ6XvD2bRpE/fff799bU6FIAj3A4XATq86EiQIE3eSu7q6KC8vR61Wj1nyzptBT+dIhKnCONB9gPcr3+MXWSd6eJz/ESWRT2s/Zd3sdShkY79W4zRx/Gvjv9j4+kb+sPkPPLPxmYCZnzzVfFHexT2bqzFaRLISQrn7hHkkRjgf0D6Y6dYTYbgOL1iwAJVK9SBBHQ4yASbqJJvNZnbs2MHcuXOJj4+nt7fXowJf3vYpENFZdFT1VnFoxqEjtm+Ys4HfLf4dD+98mKMyjmLtrLVT1MOxBFLxQ3/hixZPtU38s4gkD0eShhZbb25uJi8vz56H7tHNNl3TrYs7ismIyiBCObLy6SHph3BR/kU8seeJgEy7DoQIxmS264+lRzzFvhTEgw8+yKWXXsq5554L0AV0AGslSao+KB0J8rPC1T0/3txhe0pfbW0thYWFKBQKnw08ZyRGqAkPUZAZmc/K5CP5oPJrJEWdh5/Ku3N5ws62nXQZujhmzjGAc0PzkPRDuPGQG3mj/A1eKHnBL+cNVDzVy5ouPXd9UoUoSijlNqq69Nz4XrnbY6abDsfHx0NQh4NMEF+dZOm/K7rodDoKCgrs96PLcwQC/raRSztLkZDIDM8c894dh93B3Ni5XPTxRXQbuv12zkDFnTbvax7gt8/tZuMj2/jL++VoTVa/nnuqtRgfbOKAc5KHG1nO3nO23R5Wt1qtFBcXYzAYmDVr1ohS9q7a9KT90W3UdOn5prKbbXW9DBr9exP5wt6OveQl5Dl976ZDh9KuL/300v+ptOvxsIkSj31Tx7GPbuP4x7fz+q4Wt/sfzDQ/X5HJZPT19fH5558za9YsgAogDYg+aJ0I8j+BOyfZXjFVEAQKCwtRq9UezzX2FLVCxtqceHKTw7lyxZlERtRz0w8XTZnGfVzzMXJBzpGzjnT7ua4uupojZh7BH7/8I2VdY5fWOthMdRSovF2LBGgt/bRoW1DKbFR06LCKvlVOd8bBjiSP1uGcnBwI6nCQCeKLk2w2m9m1axdWq5XIyEhCQkK8bs+TPpmsIp2DJnr1linXFGcUdxYDjEi3thOqDOWZjc/QY+zhsk8v86n/gTK4MBFa+o1c81YZTb1GjFYr31T1cPOmivEP9ILpaBMHnJMM3qX42W9OrVbLtm3biI2NJT09fUz1andzl0e35Y6KDh0/1vbSbzDT2Gvg8/Iu9GaP1qT26jyeMmgepKavhkWJi5y+H6YM49GjH6W2v5ZbvwuceReTJaSeOrP/2dHM67vbMNtsGCw2Hvu2ni8ruty26y0H0zizDxSdeuqpRERE8PrrryNJUhFQBnwuCEL2QelIkP8JXOnp4OAgLS0tzJkzh6ysrHHnNk/ESAtVyVmYGsnh2ek8fuzdVPdV89dv/urDp5k4n9R8worUFcRqYt3uJ5fJeXLDk4Srwjl709noLd4VG5sMpjLzJjZMidFqpNfYS5gqDFAQrpa7XCYm0NOtnenw9u3bIajDQXzEnYa629bb28v27duZMWMG2dljbzt/OMkAgyYbH5V28GVFNx/v72BXY3/AOcrFncVEqaNIUic5fT8vMY9bDr2FTdWbeK74uYPbORcc7KzIvU0DWEURq6SnQ9+GQmZjW12fywFLX5hqLfbFJg7IOcnepPgJgkBvby8NDQ0sWrSIiIgImpqafH74h+9js9kc/1RBGFoOpbxdS4jKxN+23cu6jHXMi15Jt85MqErj1Wf0l4jY00jyEvNA57zdVemruHDJhTy++3FOyD6BVemrnLR08JnK0bevK3sQBOjUtyGXKYhUxvNtVS9H5PgvFelgCoJ9UOjVV18lOjoaAEEQZJIkPSgIwg9A60HpSJD/CZyl9FVXV9Pe3k5ycvKIiqnO9vdmW2dnJzU1NchkMpevdFk6Z2adydN7n2ZZ1DLWpK1xup9cLnf8brFYsNlsiKLo0HdfaB5sZl/nPm5bfZtH+yeFJfH0hqc58c0Tue7L63h4/cM+nffnQEJ0H13Wb1HLlhCpHBpguPGYsdEeO4HuJDvTYVEUCepwkIniqV5KkoTBYKCiooKlS5ei0Wicrnfv7Dka79nq6upCr9c7dFSn07GjoZ+QCIHS3u3Mi51HSaOZ+BCB5KiQEdrrzXPr73TrfR37WBS/yG0fLll6CZvrNnPDVzewKn0VObE5LvcdTqANCPhKqEqOTbTRa+hFrVAjCApUCpD70UwXRfGgplvDxG3igHSSXTH6BrfZbLS2tmKz2Vi2bJnj4nua2mffz9lIXV9fHyUlJSgUCvuXHAD1rVZAxGay8a+9/+LMtHCiDLF0hSvGNcrsL5PJhF6vp6Ojw+1+ngjM3o69AOQl5NGr73V57W5ZfQuf1H7CJZ9cwg9n/UCoMtTlvtMZT42oaI2SPuMARpuJ5JBoJBGiQ10/Dr4YZ6IoolQqvTpmokRHR9PW1kZNTQ3AkYIgSAxljHiX7hAkiBuGPwsmk4ni4mIiIyPJycmhp6fH4zbc6bQkSdTU1NDT08P8+fMdc4xcvW4ouoEfOn7gxm038s76d4hURo7Zx+4Ui6KI1WpFp9Oxa9cut4aOK022a/Zb9W8BsFizmKamJgwGA52dnYSEhLjU90OSD+Gqwqv4x45/sDp9NafOP9Wby+83prKGg9Fq5JwPzsYQWs99az9GI0tgblIYM2K8G3Aej6ko3DVch3U6HevXrz+KoA4HmQCeOMkWi4WSkhJsNhtFRUUOR8GbqLGrKY3l5eUYDAZiY2Md+mkymeg3WDDSxosHXiBRncRpMy6kQtZPX6gwQnudIUmSU23V6XRUVlaiVCrH1d/xXhISpV2lnL3wbLfXVybIePzox1n575Wc/+H5fH7656jkKrfHTEdcafPyjEh0UjWCEINGHoNNlLjyiNl+/X44mHOS7UzUJp52TrL9YdPpdOzbt4+wsDAiIyNHXHhvohbO/m5ubqahoYG8vDzHfDo7ST16vq/p5fyEK7jz+3vZotvMn4vuRCV3bsANN8rsL0mSsNls6PV6t/uNJzAAX1Z+SZQyis7qToewqFQqp2JxS/4tnPPVOdzw6Q38pegvHovPz5HM9HI+OGAmXBGLIGmIClVwekGqy/19GS082PMvAF555RUeffRRe4rfn4FFQDewBjAc1M4E+dnT09NDWVkZOTk5JCQk0N3d7XPRRTuSNLR8X0lJCWq1mqVLl2K1Wj36sn72+GdZ+5+13HfgPp479jm3x5hMJsrLy8nLc17Pwd4Xd7pss9nYsmsLM8JnMC9unuMzWiyWcb8Hjg07ls2Rm7li8xWoulSka9KdXje7Buv1ekpLSz0yDN0ZkMPfsxupU8F1X17Hno49vHrCq2zIzPXoGF9rQxxsw2y4Dq9YsQLgFYI6HGQCjGfX9vf3U1JSQkZGBlardcRzPZHpLqIosnPnTmJjY8nMzBzxDHZ3dzOrV8IWEsPFSy/hn9seYqt2G+cddRExoeMHCCRJcqqxpaWlJCcnO2z+0S+7g+5Om+2v2sFaDFYDkbpIBuWDbN++3fEZ7fo6XBdvyL2B63Zfx1XvX8VVC68aV1P1ej0mk4nBwUGn+/qapTSZ1a2dtfvU3seplG7hkvynmRs9i8XpkSydEeVxm57YyNPRJp5WTrId+6jAwoULGRwcxGKxjHjfmxGy0SmDvb29WCwWioqKAByLVduZGRuKSiGjfSCci5Yfw93b/sB/Dszl90t+73H/BwYGsFqtZGRkeHyMMyRJorm8mSXJS5g/fz5lZWWkp6ejUqmcisXKlJX8Nuu3PF/+PGuS1pAfm+/W+LP/rtPp7DfYiHNPxFAzmUyYTCZ6e3vHHRH09pqMJywVPRXcvvUS5s04hIsW/B8quYLDsmKJDXM/ahjIaX6iKCKTybj33nv58ssv+fWvf83mzZvPBNqBfxOg9QeCTE8kaWjNzcrKSgoKChwFYbypJ2FvZ/R+ZrPZMZcuPT3dqwGqxYmL+fMhf+bW725lY+ZGTs11H6H1pJijXC53+RzrLXq2tG7h7EVnk5KSAgwZjqmpqWg040dEX8t5jUNeOIT76+/ns9M/I0TxU2Gd4QakwWCgqqqKjIyMcY1CTw1Im82G0WgEhgaGneFpxGb0Pnq9noGBAYcujX7/5QMv81zxc1xddDUbMjeMe52GXxNfMnoO1kCAMx3+17/+xYwZM1II6nCQCeBOQ+vr62ltbSU/Px+1Wk1jY6NP7Y3eNjg4iF6vJycnh8TERCyWkYW5BEFgXryKTpkakXyOmnUcHzU8wOb6JE7JPcWjPgwfCLSjVCoJDw9HpZp4JLfmQA0Avyj6BbZmGwUFBY737EGr4ZqYkZHBPsM+XjjwAsdkHcPK5JUjbGKr1TpCRw0GA3q9nqamJqcDonYdt3/e4bjTVJPJhMVioa6uzmc72+6kD8fZPVTWVcat39/KsVnrufuYEyfNOZ+ONvG0c5Jra2sRBIGioiKUSiVardbnuW7Dt1ksFg4cOIBMJmPx4sUIgoDV6rxydXJkCMmRIeSl/YatHW/w12/+ytpZa8mMGVtefjKxilbKusu4OP9iVCoVcrkcjUZDaKjrVOq/H/N3vn/he27fdztbztziUdr19u3bHYMGw/FkFG+0YNgFxmAwYDab6erqchtJ9yQNcvQ8Q5PJRFVVlVMxMYpGTv/4dNRyNY8ccTupERFD72PBYLC5HAEM9Llw9r6N+t8nSZLUJAjCbODg5n0H+dliNpspLi5GkqQRKX3gfdHF0du0Wi0dHR0sXbrUMY/IW64svJKPaz7m2i+u5ZC0Q5gROcOndjzhm8ZvMNqMjqWf7Hjq2KdFpPH40Y9z6run8pdv/sJ9a+9zvDfcgLTre1hYmF/739TUhEwmcyyVOBxnBuR4Om/Xd6vVyuDgIEajccy+B/oOcM3Oa8iPzucY9TFjBmDtODP4+vv7qaurQ61WexRR7+3tZf/+/Wi1Wmpra9FoNCQnJ3t0bW655RaeeuopEhISALjrrrvYuHEjAHfffTfPPPMMcrmcBx98kKOPPhpwrsPt7e1IkmQJ6nCQieAqytvVNVRwtKioCLlc7tRu8qVIV3t7O9XV1Wg0GhITEx3HjEYlF1iTFYfFJnLi4t9z/JvvccXmK1iUsIjceM8yRCaT4s5ilDIlc2Pnsr95/4j37N9do+20+9bdx9b2rVz7/bVsOWsLiZpEl+339fXR0dFhr2LvMeNlKfX29qLVagkNDXVqQ3uiy6IojjmnzWZz6LNMJkNE5KKdFxEmD+OyWZdRUVHhk1Nub99isbh00EVR9Nom9kWHwX828bRxkvV6Pe3t7SQlJZGbm+vWYXE3/9jZNq1Wy759+0hNTWVwcNBjZ0gQBB5e/zAr/r2Ciz+5mI9O+Qi5bPwbwF9FCcp7yjHbzCxKcF7Z2hnhqnAeXvcwv3jjF9z+/e3cffjdPp/fl0ivncHBQSRJclp10ROcCYzNZqOvr4/+/n7HvJnR4vLnrX+mqr+KR1c+isKgoE3X5tLgG13EzWKxOAy68YyzF154gb6+PsfDvWbNGhYuXDju5/JVEOzMmzePvr4+Tj/9dDZv3ny/IAhaQA9ofbrQQYIMw+50ZGdnYzKZxjz/3hZdHP4l3tDQQFNTE4mJiT47yDBUQfqJY55g1QuruPiTi3nv5PeQCWN1yh86/EntJ4Qpwzg0/dAR7XrDhswNXFZwGQ/vfJjDZhzG8dnHj9lnsorDjDcICWMNSE/Q6/Wkp6cTERExYnufsY/fvvRb4jRxvHHaGySEJrjslzODr6Kigvj4eEe2lKtBWPtr165dvPvuu9TX1/PHP/4RpVLJyy+/7PHnuOqqq7j22mtHbNu/fz+vvPIKpaWltLS0cNRRR1FRUTHiOg3X4WuuuYavv/76A4I6HGQCjNargYEB9u/fj0ajYcGCBS73s29z1p6zbaIoUlVVRV9fH0VFRSMGsZxNUbSfSymXASqeO/Y5Dn3xUM54/wy++u1XRKhGasDBZl/HPnLjcr2aX2xfFurIl4/kis1X8OJxL/o9ujpelpLZbEYURccAhb/o6+ujvb2d7OxsRFHkrh/uomKwgmfWP0PerDyfs5TsmUklJSVjglyCIHDdddfR3NzM0UcfTUhICNdffz2/+tWvPOqzrzoME7eJp4WT3NHRQWVlJXFxcSQmJo64WWUy2ZjREm9EorOzk7q6OhYtGnI0BwYGvOpbWkQa9xxxDxd9fBGP7nqUywsv9+r4ibCvcx8wlGLoDYfNPIzfLf4dj+56lOOzj2dl2srJ6N6k4kpgzGYzRqOR2NixS7H8a9+/2NSwiRsPuZHfrvitV+cbGBigpaWFefPmjTsCKIoiBQUFbNu2jZSUFK+Ld/kiCPb7++mnnwbg3HPP5bzzzrsKmAF8LklScJHsIB7jLEWrrq7OEeXVaDRUVVU5Pc5bh04URcrKyrDZbMybN4/Ozs4J9R1gTvQc/nb437h88+U8tvsxLl166YTbHI0kSXxS8wlrZ61FrVBPqK1bDr2FLU1buPTTS1mcuJhZUbP81MvxmazUutGIkshFn1xE02ATH53ykUsH2d4nZ/quUCiIjIz0KJUdICsri+TkZD788EMeeeSRCfXfzrvvvstpp52GWq1m9uzZZGVlsW3bNlauXOlUh5csWcLSpUufJKjDQSaAXVslSaKpqYmmpiays7MnpJfOKmM3NDQQFxdHQUGBR6m6o0kJT+G5Y5/juDeO4/JPL+fZY5/1WmP8Wd26uLOYdbPXeX3ckqQl3LTqJv767V/5d8m/OXuR+8Jfk8FkFVW0B3N2d+zmnzv+yWm5p/Hrhb+eULs2m409e/aQn5/v9P0vv/ySjRs38v777xMeHj6hc4F7HQb/2cQBPT9GFEUOHDhAY2MjRUVFhISEePzgeDL/2D6PoLCwkIiICJ8fzNNzT+fYzGO57fvbONB9wOvjfWVfxz40Cg1ZMT8tmeFp/29bfRszI2dyySeXTMlanQe7ququtl1c9+V1rMtYxx+X/3FC7doNOKVSiVqtRqPREBYWRkREBFFRUcTExHDCCScgk8k49dRTOe+88zyKIrvDlSCM0+fdkiS9FzTMgkwESZLYvXs3RqORoqKicR0Ub9KtLRYLO3bsICwsjEWLFvl1esJZC89iw5wN3PLtLZR1lfmtXTulXaU0DTaNSbX2BZVcxbPHPoskSZy76VwsNsv4BwUwznT4ge0P8GH1h9xx2B0sT13ut3bHw5cUPzsPP/wweXl5nHfeefT2Dq0e0dzczIwZP6Xwp6enu5zTDZCfn09Qh4NMFPsUwOLiYvr6+li2bBlhYWEeF0R01t7wY/V6PfX19URGRjJ37lyP2nFlM6+esZqbV93MWxVv8fjuxz3qz2TQrmunQ9/hVbblcC4vvJw1M9Zw/ZfXU9lb6XSfycrymWwMFgMXfnwhyWHJ3HvEvRNuzxNttk9BVCgUXhVT9IcO/7ePXtvEAeck2y+yKIps377dUd1UpVL5NNfY2Tar1crevXuRJIlFixZNuDiAIAg8cNQDhCnDuPDjC7GKzucyu+ufLxR3FLMgfoEjxdsb4yFcFc7D6x+muq+aO7bcMeG+BDI9hh7O+uAsEkMTeXLDk05TL8fjYM5J9pcgBAkyUfr7+9HpdKSmppKbmzvu9Apv5iQbDAYaGxuZM2cOGRkZI+b/+wNBEHho3UNEqCK44OMLMNvMHvXVUz6u+RiA9bPXT6ifdmZHz+ah9Q+xo20Ht33v2ZrL04VvGr7h1u9v5Vc5v+Li/Isn1JY/dfioo45i4cKFY17vvvsuF198MdXV1ezZs4eUlBSuueYawPUgUJAgk4nFYqG8vJzY2FjHgOJENGz4sd3d3ezevZuUlBSiojyvaOyOK4uuZGPmRm785ka2tmz1S5vesq9jKNsyL8H1CgbukAkynjjmCdQKNb/78HdjvkPsTKfn327L3vr9rVT0VPDI0Y8QHRLtt3bd4UqLA1mHA85JBujs7HRU1Js9+6d1uvzhJBsMBrZv3058fLwjeuzuOE8FKDEskX8e9U92t+/mH9v+4fFn9RVJkijuLPY61Xo4a2au4fzF5/PIzkemTMT8zegH1Z7i16pt5d+/+Ddxmji/tOsJrpYemQxBmK6jmUECE3vF1LKyMkJDQz0uduSpk9za2kpzczOpqanEx8ePe7yvJIYl8uC6B9nbsZe//fA3v7ULQ05yflI+SWFJfmvzlzm/5PzF5/PAjgf4pOYTv7Xrismc62zXp5bBFs798FyyYrJ4aP1DEzJkfOmvuyWgPvvsM0pKSsa8TjjhBJKSkhxFan7/+987MnfS09NHVA9uampyFD4L6nAQfyMIAs3NzXR2djJr1izS09NHvDdRJ7m+vp6qqioKCgoIDQ31qj135xcEgcePfpz0iHTO/uBsOvWep4X7LZDUWQzAwgTfM/lSI1J5eN3D7G7fzV1b7ppwnzxlsrItAXZ07eDRXY/y+8W/Z+2stX5p01Mn2ZkW+1uH7f3xBwHnJFdUVFBfX09oaCgxMTEj3puok6zVatm1axe5ubkjhMbdcd7wy5xfctLck/jbj39zjGBNFvUD9fSZ+liU6FsaiZ3bVt/GjMgZXPzJxRgsB2/5xskUgOH8c/s/+bjmY+4+/G4KUwon/XzDcZXmNxmC8Oqrr7qcmyQIwqmCIASrqgbxmJ6eHnQ63Zjq1eMxnpMsSRLl5eW0traSlZU1Zr6+v51kgF9k/YIzF5zJP7b/Y8xgoK/n6tJ3sb11u19SrUdz95q7WRi/kAs/vpCWwRa/tz+aydRhi83COZvOQW/R8+JxL064iM/BzOhpbW11/P722287pswcf/zxvPLKK5hMJmpra6msrGTZsmVAUIeD+J/S0lK6urpIS0tzLLVnZyJ6KUkSg4ODDAwMOKYzevJseXO+6JBoXjzuRXoMPZz/4fnYRNv4B/mRfZ37mBU5a8KR0uOyj+PshWfzz+3/5JuGb/zTuSliwDTAzbtvZk70HG47zL8ZS75Gkt3hiw6D/7Q44Jzk+Ph4CgoKnBpmvpSxt9Pb20tHRwcFBQWOyqmTYZDdt/Y+4jRxXPTxRZisJqf7+OO8xR1DI2S+ppHYiVBF8Mj6R6jqrfpZpF0PN6K+afiG27+/nZPmnsTvF3u+jvV47XrKwRSEc889l3Xr1rFjxw5n99Z1wMQXHAzyP0NcXBzz58933L+e6pU7bbNarezatQuZTEZ+fj5yufygRd7uPvxuZkTM4Pcf/R6tWevoq698WvcpEpJTJ3mi+h6iCOH5XzyPyWbi/A/PH3f6TiBi18ubvr2JH1t+5KF1DzEvbp7f2vUGX53k6667jkWLFpGXl8eXX37JP//5TwAWLFjAKaecwvz58znmmGN45JFHHO0HdTiIv5k5cyZ5eXlO9dJXrTGZTOzZswe5XM7ChQtH2Nv+iiTbyUvM4/4j7+erhq+484c7ve7rRCjuKPZ5PvJo/nbE38iMyeSCjy+gx9Djlzangju230G7oZ0njnmCMKX/lhT0xkbwBl90GPynxQHnJMfGxnq9jIi7baIoUlpail6vZ+bMmSNG4kYf6w/nNU4Tx4PrHqSkq4R7frxnQm25Y2/HXmSCjPnx8yfc1pqZazg/73we3vnwzybtulXb+lOK37qJpfiB75HvgyUIS5Ys4frrr+fUU0/l0UcfxWQaM0BzcIdwg/xs8OYedrWvzWajuLiYtLQ0srOzEQRhQoOe3hKpjuSJY56gvr+eP3/95wm390nNJySHJU9ouos7smOz+ceR/+D75u8n9XtkMnmv+j0e2fUIFy65kJPnnTxl/RBF0asiMXZeeOEFiouL2bdvH++99x4pKSmO92688Uaqq6spLy9nw4YNju1BHQ7ib+zTAv2ll/39/ezYsYPZs2ePiR5Plv6eufBMzlp4FvdtvY+Paj4ad39/9ENn0VHVW+XItpxom2HKMJ7e8DQd+g6u/OzKSR/gnYxsy4+qP+K1qtc4J+ccn4snusLT/nr7mXzRYfCfFgeck+wOVze5K+Ewm83s2LGD0NBQ0tPTx/xzJsNJBtgwZwNnLDiDf2z/B9tbtzvdZ8KR5M5icmJzCFWGjr+zB9x22G2kR6RzySeXHNS0a38jSRJWycq5m85FZ9bx4nEvEq6aeLn5icz78QZfBcFkMnHqqaeyfft2XnvtNc4880wEQbBPJBUIGmdBJoA39//ofTs7O+nt7XUsx2PnYDrJAIekH8IfCv/Ac8XP8VH1R0776gkWm4XP6z7n6NlH+1QE0FNOn386v13wW+798V6+bfp2Us4xWde6TlvHVV9dRVFKEXeu8V/0yJ+1ISYDZzrc1tZmfzuow0F8xh962dLSwv79+8nPzycuLm7C7Xmz/9+P+Dt5CXlc+NGF1PXXeXwOXyntLEVCmnC25XCWJi/lr4f8lXcq3+Gl0pf81u7BoNvQzeWbL2dezDwumnuR39s/WFMoPcVfNnFAO8meRo1HIwgCJpOJ7du3M3v2bGbPno1MJjuoRTXuPvxuUsNTuejji8Y4nf64kfZ17HOaRuLrZ4xQRfDw+oep7K3kzi2TnxIzmQ/UQ6UPsaV5Cw+ue9AvKX52AkkARmNfnzk2Npavv/6axYsXA3wnCMJqhgRBdN9CkCDO8UY7h2u0JEnU1NRQV1dHfHw8oaH+GdCbCDceciML4xdy2ebL6DZ0e3WsJEl8UtbJJa/9gEx7MkWJG8Y/aILct/Y+smOzufizi6no7aG0ZRCdyb/p1/7WNa1Zy5/3/pkQeQj//sW/Ucn9l2Hsa7q1N/PqJ4IzHT700EMJ6nCQiTIRJ1mSJIxGI+3t7RQVFXmtxf6wnTVKDS8c9wIAZ71/FkarccJtusNetGuidXtGc0XhFaxOX80fv/wj1b3Vfm17OP60kSVJ4qrPrqLX2Mv9q+5HrVD7pd3R5wgk/GUTB6yTPJEiXT09PfT09LBkyRISEhI8Poc/oxhR6igeWf8Ilb2Vfl/Oo9vQTbO2eUyq30QfqCNmHcG5i87l4V3TN+3604ZPea7yOc5ffD6n5J7it3YDbZRsNKGhoSPSr2+88UaA3wDPADkEjbMgE8BbJ9lms7Fv3z5MJhMFBQVOI3kHO5IMoFaoeWrDU/Sb+rnyC+9S5t7c08aDX9ZS0jpImLicd7cn0DHovO6EvwhThvHcxucQB07gti1GLnuthF89tZPKDv8suevvay1JEldsvoJ6XT2PrXuMtIg0v7bvC77OSfYFZzr8n//8B4I6HGSCeBokGo3FYmHXrl3AUAqqXYu9sbG96ZM7ZkfP5oljnmBPxx6u+/I6v7XrjOLOYqLV0cyImDH+zl4gl8l5YsMTKGVKzv/wfCxi4K9p//qB13mn8h3+fMifmRfjv8DRaALJRvaXTTytnGRwH12WJInKyko6OztJSEggLCzM6X6utvnbQDti1hH8bvHveHTXo3zf9L3bz+ENjrXfEv2XRmLn9sNuJy08bdLTrifDEK7pq+H6H65nQcwC/rbGv8u9BNoo2Wj+/ve/jxEoSZK2AfnATVKgf4AgAYu7SLIzTbVarWzfvp24uDjH2soTGfSEoTWVDQYDZrMZq9WKKIo+P5MLEhZw06qb2FS9iY/bPvb4uLf2tBGqkqOzdqNQmNGarPxY2+dTH7xhUJdGHMdiFU3oLHoGjTZufL/cb+3707B5au9TvFH+Br/L/B2Hzzjcb+3a8WWw0tc5yb7gTIf/W2AxqMNBJoQrvRRF17a+Vqtl+/btjsrY480/9tTuHr6/t2zI3MA1y67hueLnJjVl2Z5tORmOW3pEOg+ue5Bd7bu4b8eD1PVZaBuY3Mi4r7QMtnDtF9eyLGUZfyj8w6QFfAItkOQvm/jgfHP4gLOHVSaTYbPZnO5ntVrZt28f4eHh5ObmUl9fP25742E2mxkYGEChUCCTyZDJZI7leeyv8W6K21bfxmd1n3HxJxez5cwthKvCJ3QjlbYO8tK2NsItR5MRMfGiXaOJVEfy0PqHOPHNE7n7h7u5ceXNk+Yg+vOBMlgMnPX+WcgEGf9Y8Y9JSScJJAEYzapVq5xulyRJB9x/cHsTZLrj5Mtl3H1gqCjMwMAAhYWFY5bw83SqzOhjysvL6e3tRaVSIYoiNpvNpZMsSdIIfXam2XK5nGPjjuWd+Hd4uPph1leuZ1bkLLf7D6XrDp0vQhVBp76ThoEGXij5jrlpxzM3bu6418tbrKKV7a3beXx7KUbr0JKFeoueOI2Gpt7AqxuxrWUbf/rqTxw9+2jOmHVGwBhiVqv1oEWSgzocZLLwNsrb2dlJRUUFeXl5REREUFNT41N7o21svV7v2E8URcxmM3v27BlXc4f/fUH2BWxp2MKVn11JZmgmCxMWjthPkiSfNVSSJA60D1LRZuOURUt9asMTTsw5kZPmXML7O/L5StGB7KteTs5P4ZojZ/tF+/zxHSJJEpdtvgyzzczjxzyOQjZ5Ll+gOcn+0uJp5SSDc0PLYrGwfft2MjIySElJYXBw0KeoxfC/+/r6KCkpISoqCkmSHPntdgPN/nLFcHG4Luc6Lt1+KZe/dzl/XvxnRFFEp9PR0NDglbD8WNfPXZ/W0KmPJlb8LX95t5nHToslIsS//8a1s9bym3kX8PL3SXz4w/coBPhTSDsn5CX59Tz+5Lovr2Nf5z6eWPMEaWH+T/ELNAEIEuRgMV4k2f5cNDY20tTUREREhEdr3NuPd7XNXhFbo9GQn5/v8bzS4fo8Wq+H/33Pyns47sPjuP6H63nmsGcQJMHt/kWxZjbVWAgX4lCoo9CLvXzd9iRFz9/OitgVnDrjVPJj8jEYDFgsFlQq1biaPvrvTmMnXzV/xVeNX/F109f0m/oJFZeQKPyJEJmGMFUoFpvErFiNR9fiYNGl7+LsD84mNTyVJzc8SUN5w1R3ycHBTLcOEmSycBY1dqarkiRhMpmoq6ujqKgIlcq7mgDO7GSj0ci+ffuYMWMG8fHxDi3W6XRUV1czb948jzRXFEUsFguiKHL74ts5/evTOe+T83h25bOEycMc+2u1WkpKSlxqvisNRRB4Zs8gPzbpCDddytbiaL5NqSU7XuPwFXp7e91qsDf1C/o6TkJBP3qrGY1Czlt7WjlkTjSHzIn16pq7YqI257PFz/JZ3Wfct/Y+smKygMmzZcdz6qdrEk3AOcn2f56no1z9/f10d3dTVFREVFSU22M9dZLb29upqalxzN/wtujHaKc6S8xir2kvT+x7ghPnnUhRbBEDAwOOyIgoilitVrfiYrPZ+OcWHVaLiEnsAQFqOnt47KMtHJE+ZDAZjUb0ej1KpZLGQZH6QYn4UDlLkkOQy+UjxGA8Y83UfTpqsQuTqEMmD+Pvm6vJjA9lYWqEV9fiYPBS6Us8X/I81y6/lsNTD8dq9f+6ot4Ky3QVhCBBnOEqkmzXurKyMmw2G0uXLmXv3r0u9/V0mz06kZyczIwZMzCbzR731VNDJyEhgcsyL+Peint5v/N9/lD0B7f7L1kisbC8i++qe4kKUXBa4SGolGt4au9TPLXnKa7aexVLEpfwy6Rfcnr26YSHhmOz2dCbrOjNVsJUwgh9t1qtGC1Gdnft5vv27/m+43sqByoBiFfHsyp2FctilpEflc+ntSq+aLQh2kQ0coHT5wwNDAuC4LUjPvxvg8GAIAjodLox7wn/XXZmPGyijfM/Op8uQxebT9tMTEgMDTRM2qCiL4W71Gr/ZxYFCXIw8WSg0WazUVJSgiRJFBQUuNVBd1Hj4dhsNnbv3s38+fOJiorCYrGM2F8mk3ntiAPMZjYvRb/Extc38kDdA7x0/EuOPpWWlpKRkTFiyuTwz+vKTv6hto+drd0gWAAriEoe2tLBfcekYLPZsNlsdHV1uXXonWHPUEKAVlMrBwYPUDZYRlXX6YiIgIRVtCJJcnZWtTBLbfBKiz3VWm+o6avhxq9v5IiZQ9M+h3+WqdTm6RZsCjgn2c54RpUkSdTX19PS0kJsbKzDQXZ1rKtzjP7baDTS0NBAYWEhMplshCB403e7U6pUKgG4bc1tfNn0JTdsuYGvTv0KtVo9YjkUT1Ds3EmYXCTEFsKgeZAeWx8PVr7B+7omCpMLSRVTOXLmkVR2xfKPHxuQkBAQWDlL4E9HpDrExWgx0qHtoMPQQYd+6GeXoYtOYyddxi66jF0MtN+EhA0RCatkBgt88EMJhplDt4z9+vpimMnlcnQ6HUajkb6+vgkJR3FnMVd9dhVrZqzhxpU30tHe4fX/yxN8dXqnmyAECTIaV5Fk+yoCJSUlJCQkkJGRgc1m8zg125XGW61WduzYQXZ2NgkJCZM64LQ+cT0HxAPc9v1trM1Y63TFgOF9WzcvgXXzhheDDOFPK//ElYVX8krZKzy08yFuLr6Zp2qf4tLCS5G06/nPtg4EQWB2XCgP/Ho+RrGTz+s+Z3PtZr5q+IoB8wAKmYIVqSs4I+8M1s1ex4L4BSOu2YolBjaUVJCakcWMGA1qhWyMsehpFMdkMjn+1mq1GI1GtFrtmP09SWeXy+U8Xf00X9Z/yY2LbiR8MJwaXQ16vZ7m5mZUKpVXDrwnU5i8xWazHbQ5yUGC+JvxAkf2bQaDgb1795Kenu4Y9PLlXMPP0d3djU6no6ioiOjoaJfTHX1lRdoKbj/sdv701Z94cMeD4w5U2s9pt69HoxV1IAiOakvdpjYGukO5a/+zLEtZRrgtnJWZK5HLho7t0pr526fVVHfpWJgSwR/XZRI5LDOzZbCFXe272NG6g51tO9nVvotB8yAwVFQxWbERmzUWhSAgl8mRy2TMigkBhqZ5DNdad/o8/Braf7f7Hp2dnV7b2RISv9v8O+SCnHsOuQe9Tu94f/g5/am1P9dsy4D95nAnCKIoUlpaiiAILFy40OO5Fu5G4exz36xWq2MEztWoki9olBoeP/px1r2yjr989xcun3G5120ckRPHO/vaSQ2ficlmxWg18YvcAioGdLx24DUGzYPcXnwXM03/QYYChUyOJEl8Xq2nxPg4A9Ju2nXtdBu6kRh7LWJCYkgKSyIpMglzjxWrTYNCJiAT5aiUCvLnZ1GU+5OBaJ83Mp5hNvxvu3Do9XqMRiMdHR0eCcfwc9oFQS/quWD7BYQrwrk++3qqKqswGIbm6tmX/fA2yuLOSPs5CkCQIJ7g7Fm02Wzs2rWLefPmER8fD7g3mjzNDOrv72fZsmVjBj4nA0EQeGDdA/z4/I9c8NEFfPWbr3yqZ6BRajg371zOXnQ2T379JG+2vMmtn79OgiWDELkapUxJaVs3Rz7+DDXC9QCkhafxq7m/Yl3GOtbMXEOkOtLtOWJCZGQljCxG6cpY9JTa2lrCw8PdrgIxHLvm27X645qPebbmWU7NOZULiy50bO/s7HQMENsLrXnyPeHO4JbJZOj1evbt2+exnldUVFBTU0NERATbtm0jPj6eOXPmjPs5Tz31VMrLh4qj9fX1ER0dzZ49e6irqyM3N5e5c4fmoK9YsYLHH3/co2sXJMhEcJdd2dvby/79+5k/fz4xMTE0NEx8ukNzczONjY1ERkY6jej6i0vyL2FbyzZu/u5mCpILOHTGoYBvgYnMhDBkgkC4IhJ1hIoBoxm5qoVPaz/lP/v/A8DVxVdTmFJIQeJyPt91CAN6AVGChl4Du5raOGLpDna17WRn205ada0AKGQKFsYv5JR5p1CQXEBBcgE5sTlUdxm54KW9mK02RGSckJfEcYWZfvm+amlpwWazkZKS4rF+2rX2Xwf+xY6OHdy65FYYgIa+Bsf+BoPBodH2a2zvr93RdRXccqe1RqMRk8nkSGcfkQbPUKarL0y1Fk87J9k+/zg5OZmZM2ei1+udHutpe3Ynb9++fYSFhaHRaHwagfOEwpRCrl52NX/f+neWqJeQh3fVqX+/aiZyQeCrqh6S1GouXj2fpTMOB67FJtr4aMdH1Fjb+NfXKmyiFZPNAggIgsigETISM1ieunzIEQ5LIik0yfF7YmjiCONwa10v175VBoDFamVRWgRHzo0f0R97pNeX62VfpisrK8vrY+2CcPams2k1tvLmcW+yOGkxoig6nO7Q0FCHKHhrpDkTDqvViiAIdHd3j+t0G41GPvnkE2w2G++88w4ajYaVK1cSGeneCIapF4QgQUbjTDtbW1tHRBjc7etu+/Bt7e3tVFVVERkZOcJBnizsz3ecJo6H1z/MKe+cwh1b7uD2w273uU2ZIOOwxMM4o/AM7vtuH2/v1mOw6hkaupOhYiZ3HHUH6zLWMS9u3rQbeBuu+fX99Vz2+WUsSljEg0c/iEb50zzpxsZGkpKSHI7yRLF/T+/cuZOcnByP9NxqtVJdXU1dXR2iKDI4OMjcuXO58sorxz3fq6++6vj9mmuuGXE/ZmZmsmfPHr98riBBPMWVhprNZsrLy1m6dCkazU/PoLPI3njRPvu856qqKkcBxt27d7utbj3RTB9BEHho3UMUdxZzzqZz+O6M73zWxSXpkZy3cgbP/NCIgIqchAju+9VqkiLOpLqvmle/f5WukC62tmzloa3vkmBagoAaELBaJep6LNz17ePMig1n9YzVDod4UcKiEfpmJycxjBd/k01JfScLsmczI8a/tSIEQfA6C2Z/134eOfAIx2Udx5VHXDnmWra2tmK1Wpkxw/nSWPZBUG+DX/bVJ+zp7MPf7+zs5Oabb6a5uZmCggIAXnzxRXJzc8f9PFOtxdPKSTYYDDQ3N7N48WLi4uJc7ufNNrPZzI4dO0hLSyMtLY3u7u5J+DQ/cf2K6/mw6kP+fuDvnLbqNOI0cR4fq5TLuHD1LC5cPWvMe3KZnMyITA5LO4wvSypo7jMiE0CSho577ZR/kBoV4vG5lmfE8PJ5+extGqC9sZazjl6IQhYYBp1MJuPR3Y/yQc0H3HnYnazNWut4T6vVApCYmOjXczY1NSFJEklJSS7njNt/NxqN6HQ6LBYL+/btw2AwsGDBAo+c5KkWhCBBRjN6mktlZSVarZaoqKgRRtnofcfbPnxbXV0dnZ2d5Ofns3///kn6JK45Zs4xnJd3Hg/ueJCjZx/tiGZMhIK0TD7bX40kqRElEUmSMyc+jCsKj/VDj/2Drwau0WrkrA/OQkLiheNeGGNA+jv1zm4symQyQkI8/x4799xz6evrY86cOZxxxhlen1eSJF577TW++OILr48NEsSfjNZQURQ5cOAAVquVoqKicTNK7Me7ey4lSaKrq4vY2Fjy8/Mdg2KTXWMlUh3Ji8e9yNr/rOWcTedw74J7fW7rN0VpnLg4Ga3JSlyYCvl/7dbM6EzWJ62nqKgIgK11bVz6ajkmq4QASAio5CF8f+a35CZ5PhUyVCknK1bldwfZF8w2Mxd8dAGRqkgeOOoBp/9rTwZKfMlQ6u3tpbOzk+zsbKfvr127ljVr1rBz506v2rUzVVo8bdZJbmlpobGxkeTkZIeD7Gw/O55ss1gslJeXk5mZSXp6usvj/IlKruLhox5mwDLANV9c4/f2BUHg4VMWMjsuFJsI4WoF9/5ynlcOsp30aA0bFySyKF7udwd5Itf5x+Yfuenbmzgu6zguK7jMj71yj71ARUhICKGhoURERBAVFUVMTAzx8fEkJiaSnJxMTk4O119/PSEhIdx0003cfffdjvvLU+yCcPrpp0/SpwkSxDPsGmuxWNi1axeCIJCfn49cLvcohXp4G6O32Yt+DQ4OUlBQgEKhmLKid3ccdgcZURlc9MlFDJgGJtSWJEkcMz+B/PRI5IICtUJFmFrBzRudGxBTiS/O7PVfXs/u9t08ccwTzIkeP315KpnIElDffvstSUlJIwy/2tpa8vPzWbNmDd9++62/uhkkiFuGa6jZbGbnzp1oNBo0Gs2Y+9sXx9ZisVBZWYlSqSQ3N3fEXGhP+jRR5sfP54F1D7CleQuPVTw2obZCVXISI9QOB9kZBTOTyE6IJEShQBBkaJQKDpkTx7zEwFjFxZeBxnt+vId9nft4aN1DxIfGj3+An5nMzKip0uKAjyRLkkRFRQV6vZ6cnBwGBgac7ufJtuHYRz1ycnJGzKc7GCxKWMQ5s8/h6fKnOS7rOE6ae5Jf20+LDuHV85diFaWAif46w5fr3anv5OwPzmZGxAwePfpRp+lEk5UufzBTI90JQmRkJHfccQerV68+aP0J8r+LIAjo9XqKi4uZM2eOo+CgNwaSs31FUaSnp4f09HTmzZt30KIWrghXhfPkhic5+tWjuf6r63nsaN8MNbtOKOUy/u/kBexrHkBntjE/OZzYMO+rwAYaL5W+xLPFz3J10dVszNzodJ9AKuIiiqJTJ/moo46ira1tzPY777yTE044AYCXX355xEBlSkoKDQ0NxMXFsXPnTk488URKS0s9yhIKEmQi2LVxYGCA4uJicnJySEhIoLW11eW+422zYzAY2LNnD4mJiVgsFqd21cHg1NxT2dqylaf3Ps3hNYdzat6pk3YuhUzgmTPyeGZLA1WdehalRXD28vSA0S1v2dG6g39s+we/mf8bjs1yna00Wdo8kXYDWYsD2km2Ry6ioqJYsmQJ3d3dE0qttm9ra2ujtraW5OTkMemCB4vfzPwNu3S7uPrzqzk0/VCSwvw/ehXIDrIv2EQb5394Pr3GXj47/TOi1JM/b9GOP4UlkAUhSJDRmEwmysvLWbJkyYj7bSIOrclkorS0lJCQkBF1CdxlBh0M42V56nKuWXYNf9/6dzbO2chx2cdNqD25TCB/xsHTqcnGvprAYTMO4y+r/jLV3fEIexHH0Xz22Wduj7Narbz11lsj0gPVarVjOamCggIyMzOpqKigsLDQv50OEmQUgiA41g9evHgx4eHhbvf11Em2O93z588HGON0u9P5yRjUvHvN3fxQ9wNXfX0VS2csJTtm8rJvQlVyLj989oTamKpB3eHoLXou/PhCUsJTuOeIe6akD56k8rsikLU4YNOtrVYrJSUlpKWlkZWV5TLK4EnU2L5NFEXq6upoamqisLAQpVI5ZTe4XJDz5IYnMVgM/OGzPwTEg3Yw8eXz3v3D3XzV8BX3H3k/eYnOi55N5iiZv/b/7LPPKCkpGfOyO8h2QTj11J9GUdVqtWOawXBBCBJkMrDram1tLYODg+Tm5o4ZkPE1kqzVatmxYwezZs2askFKd9yw4gaWJC7his+uoF3XDvx39YN2Ld9V91DVqZviHvoPb3Stz9jHGe+dQUxIDP/a+C8UMtdj7IH0fWaz2XwqIPbZZ58xb968EVNlOjs7Hate1NTUUFlZ6VG17CBBJoIkSbS0tDA4OEhRUZFbBxk8d5ItFgslJSUsWbKEmJgYryPQk4Faoeau/LtQypSc9f5Z6C1ji/MGGlMdmb3lu1uo7K3k0aMfHTd4NFU2squMHk+YSi0OSCe5s7OT3t5eMjMzR6wlPJEiXTBULXhwcJClS5f6reqmL9hv0JzYHG469CY+rP7QUZ7+fwlvHtRPaz/l3q33cuaCMzlz4ZmT2CvXeNNfm802LQUhSBDAUfHfYDCQmJjotMKmL05yT08Pe/fuJS8vj5iYmCk3yJyhlCt5csOT6Mw6Lvv0MiRJ4s09bfzt02r+taWROz+u4sPSyVmPfSrwRNckSeLiTy6mcbCR53/xPIlh4xdGDJS0RV/nJL/yyitjakJ888035OXlsXjxYk4++WQef/xxYmNj/dXVIEHGYLVaHRWmExISPLJdPbGLGxsbMZvNFBYWOpZ48vaZnSy9TglN4aEjHmJ/136u+vyqKf9OCGS+bviax3c/zoVLLuTwmYdPaV/c3T8TqQ0xlVoccOnWjY2NNDc3k5CQQGho6Ij3vHGIh2+z2WyUl5cjk8lYuHDhiIIEU/3wXZx/MR9UfcD1X17PmplrSI/wrsDTaPz9eab6+gA0DDTw+49+z8L4hdy39j63+wbKfIuJOMmuBOGmm25CoVAgl8uDxlmQSUUQBJKTk0lKSqKsrMxlxWpv2uvt7XUU6AoJCXG5fF8gaM68uHncuvpWrv/qeh7e/gK7KxYTGyanYaAOpSyEF7YbWDk7iphQ79dUno48sOMBNlVv4u7D72ZF2opx9w+E/6EdX7X4ueeeG7PtpJNO4qST/FtDJEgQdzQ0NDimBjqbf+wMd7ayfYUCvV5PaGgoKtXIOgneDFxO5kDY4emHc8PKG7j7h7tZkbqCc/POnVB7gTJo50/6Tf1c8sklZMVkcevqWz06Zqps5InYxFOpxQHnJNsrBB84cMDnKMPw/UwmE3v27CEuLg6DwTDinzhVBtnw88plch49+lFWvbCKSz+9lHd+9Y7PN/BkicBUiovJauLsD87GJtr493H/drpW3cHgYDrJQeMsyFQjk8lIShqqk+BOJz3RT/uyIiaTieXLl4+ISgeSMzWaC/Mv5KOaj/jblv/j8OhHMdsU7GzbiYSEXIph/pPnkpOQSG5cLvPj5zt+evqZLDYRUQK1YuoSujzp67eN33LLd7fwy5xfckn+JR63HShG6UTS/IIEmWrmzJmDzWajr6/P42NcOcn2DKGQkBAWL17MDz/8MO5x4F4nJlPDr19xPdtatvHHL//I4sTFLE1eOmnnCjQ8sTn/9NWfaNY28+mpnxKqDHW773CmIt16IjbxVBJwTnJISAhWq3VCqdX2bVqtln379pGTk4Naraa2tnbcY71531/MiZ7D7YfdztWfX82/9v2L8xefP+nnnGo8va5//vrP7GzbyYvHvUhWTNa4+wfKnGSbzeb1IvBBggQirnRQJpN5NA9p//79WK1WZs6cOeKZ8Hb+28GumCwTZDx29GOsfH4N5X17KFAdwlEZ69jefIA+SxM6Wxv9JjVf1H8xYrpMuCKc3LhcFiUtcjjO8+PnE6cZqikgShJPfFvPm3vakIBVc2K48ZjsKXOW3V3TVm0r5246l8zoTB5e/3DAOL7eENTiINOZ4ZmPoij63I4oiuzbt4/U1FRmzpzp8lyeLuvnan9/YG9XJsh4euPTrH5xNWd9cBbf/PYbYjXBDDqAD6s/5MXSF7l22bUsS13m8XGT6dNMViR5KgnYbw5fosbDt1ksFsfct4iICLRarc/9OBicn3c+71e9z1+++QtrZ61ldvTEKu5NB8a7tq8feJ2n9j7F5QWXc3z28R61OVUCMBqr1TppS1EFCXIw8TWSbLVaHVk8ERERHrXrqujiVGX9pEWkcd+Rd3HRphuZYYonTpXDL3NXERrzLf/YoaFlsIUbVt7AGQvOoLK3kv1d+9lStYUmcxNvlb9Fn6nP0VZiaCLz4+cTLa2lqiGPEKWMEIWK72t6eer7Bi5bk3HQP587LDYL52w6B61Zy/snv0+Eauz/0B2B4lBPZC5ckCCBgrfTW4brpV6vp7+/f0ytE2/bmopnOk4Tx79/8W+OfvVofv/R73n9l68jE/63basufReXb76cRQmLuGHlDV4fPxXp1tNVh6eVkyyTycaMpDnbr729HZPJxOrVqwkJCXFsD5QiMa6Mw0fWP8KK51dw8ScX8+EpH/5PC0F5dzlXbL6CFakruOXQW7w6drrPSQ4SJJBwpZPu9NNoNLJ7924yMjJISUmhsbHRZ621Wq1UVFQ4nimZTIZMJnP8Pvqnq9/lcrnD4faGX8/7NR/WfMh7lRfwxelfsCRpLjCX0xdu4Lovr+OW727htbLXeGDdA/x+ye9ZHbKa1NRUIiIiaNO1sb9rP2XdZZR2lbK/az+lzW0oLTOQTENzsgVJxSM/7uZfNU8RGxJLrCaWOE3cT7+HxBEuD8fQa0DRpSBWE0tsSCxKuefFJ1v6jdz8QQXVXXpmxmq49dgcZsW6n7py83c380PzDzy94Wly43O9umaBRFCLg/wc8CaSPFyb+/v7KSkpITIyctw6JuPZxIODg3R0dDg0VRAEzGYzPT09bjV4ogGDwpRC/nb437jmi2u4b+t9XLfiugm1Nx1wZXNKksRVn19Fv6mf9056D5Vc5eRo9+1OBpM5J3kqmVZOsqv97EiSRF1dHd3d3YSGho5wkH0pbd/f309bWxtyudytceZqm7fGWHpEOvcccQ8Xf3Ixj+56lMsKLvPq+J8LWrOWM94/g1BlKM8d+5xXxuBkEUy3DvK/hl0fvXWSbTYbO3fuZP78+cTExDj29WSAczRms5ldu3aRkpJCWFgYoig6XjabzfHTarU6/h793vBto8+n0+nYvn07giC4dbqvyr6K7+q/45z3z+Hto98mVBWKWq7moUMf4oSME/jrD39l/SvrOWvBWfw26bck2Ybmc6eEp5ASnsKRGUc6zvncj408+2M9Jls/JpsRpRBBdKSZ1IQ8eow9tAy2UNxRTI+xB4PVMPKC7Pjp10hVpMNhtv+M08SN+T1KFcuNb+no0dlQymWUt2m5+OVi3rygwOX1f6fiHR7e+TAXLLmAU3JPcfs/CnSCWhzk54AvkeT29naqq6vJz8+noqJiXL11Zyf39PRQVlZGWloaMPRc2fW1p6fHqd7af7rClR3d39+PzWajt7fXse0XSb/g64yvuXPLncwLn8eaGWucarUvtvd04rUDr/Fu5bvceuitLEhY4PXxU1m4azrqcMD22FunVhRFDhw4gCiKLF26lB9//NHjY53R1dVFRUWFY+6G/YG3Wq2YTCa3hpj9d1efSyaTodPpKC4uHiMQKzUrOTzlcG797laWhC0hOybbo2jJdBMGd+mbV2y+gsreSt456R1SI1K9bjcQCphN19SSIEFG442T3NXVhcFgYNWqVY5lRVztO54mGwwGdu/eTXZ2NlFRUZPybG/fvp3CwkKnzvfw3yNsEfxt5d8478vzuG/PfVyXd53jvSUhS3jpkJd4ouIJXih9gfcq3uPS5ks5POFwp/2dI0kkqaHTEEmoIhKNUsb1hfkkRywfo+1mycyAZYAufRe17bWExITQb+mn19RLn6mPXlMvvaZeug3dVPRU0GvsZdA8OOJ8CjGdZNPdgIBMkBEdEo3eYqOmS4+KsbpW2VPJpZ9eSmFyIXetucuv13sqmK4RjCBBhuNtJLm5uZn+/n6Kioocy0b5EkUUBIGenh5aW1tZunSpw4a1t9fZ2UlW1vj1YkYjSZJLO9pkMhEWFoZGo3Fst1gs/Dnvz5R2l3LZV5fxwqEvkKBK8Mj2liQJmUyGXq9n7969XmcgudvvYNI82My1X1zL8tTlXFF4xUE993iMd29NV5v4Z+EkS5LE7t27iY6OZs6cOS7ntXlyDoC2tjbq6upYunSokp6/HgR7+X37XL2srCynAnHnijvZuGkj1/94Pf9e829kyNw65PaROqPR6Bh5s+NrWqL9J+AQrYmkLDrDWRvP7HuGN8rf4K+r/jrla74NJ5huHeR/FU+d5KamJpqbmwkNDR3hILtr1xU6nY49e/Y4otFms9m3znuAPYo83vN6cuLJ/Nj7I0/ueZJfL/41h885fMT7hYsKuaT9Ei58/0LuKL+Draat3H/k/WREZYzYT5IkCvIt7G7sx2y1kZuoIVwlc6rtgk0gThlHmDqMiPAI4iLjXH4HSJKEwWZgX/8+vuv+ji3dW+iz9CEJBkCBHFDIlNisIqIg0dXaRKhNi9VqZXBwEJlMhkkycdqnp6EUlDy4+kEMWgMmmcnpd8V0GZQNanGQnwPunrfh9okkSQwMDGC1WikoKHDYr548r8603j6fedmyZcjlcr9psTvdDQkJISoqiujo6DHvvRb7GmteWsOt+2/l41M/9ijd2G5779ixg3nz5o0b5LLZbFgsFo/2s2cx9fT0jDinJ9mm7raZTCYkSXLY3oIgcOmnl2KxWXj86MeRy3zTtKkKJE1XHZ72TrLJZEKv15ORkeFIA5lIe2azmYaGBgoLC4dG8v1onNmdS4VCgUwmQ6NxPicsISGB/1v3f5y76Vze7niba5df61H75eXlJCcnExUVBbgfqXO2zWw2j9lmtVoxGo2OKL2zlMXhn88Th1wul6PVarFYLHR1dTm27evexw1f3sBRM4/i8iWXY7PZvI6QT1UqyWimqyAECTKa8ZxkSZKoqqpCq9VSWFjI1q1bPWrDXbr2nj17HEUXA4nbVt/Gl/VfcvHHF/PDWT8QHRI94v38pHyeXfUsn/R+wt93/p3lzy/nTyv/xKVLL3VMGxEEgbAQFYdmJ3h8Xr1ej9lsJjs7e8T2PmMfP7b8yPdN3/N90/fs6diDVbQiF+QsTlzMIemHcEjqIWwrn8kX5YOYbSJyucDqOVEsykiiqclCSEgIKpUKm83GX378C1X9VTx6yKOEmEJob293+f3hCrlcjl6vZ9++fV4bhu7mkvtKUIuD/BwYT4cF4aclnmQyGVlZWSMCPO6CTMMraA/fp76+Hr1ez6JFi1AqlU6nzEwG7rKMsmOzefToRznrg7O48esb+fvav3vUnv2lVnu+tr3RYkNvthETqnT5Wbu6uhgYGGDOnDmObZ7Y3sN/d2Z7DwwMIAgCfX19iKLI201v80X9F/wh8w/0VPXQQ4/jXN5o6+DgIFarFWBcDfYmQDiejTxdl+Kb1k6yVqtl7969qNVqtw6ynfEqqdbW1jpG3+Ry+YTK7U+Uk+aexPuV73P3D3dzzJxjWJiwEIDOQRPb6vsAWDYrmoQI1w+8s5G6mi49f/2giqZeI7NiNdz2ixwy4lyvryaKIrt27WLx4sVu+2s3lj1xyO1zWaxWKwMDA0NzWow9nP/N+cSqYrl69tUcKDvg2N8Vzh5qrVaLTqdzREZ8Mc5cfT5vEEVxWs6/CBJkNO6MM5vNRnFxMSqViiVLlrj8knRnoA2np6cHg8HAoYceSmio5+s+HixClaE8ueFJjnr5KK794lqe3vj0mH0UMgXnLzifUxadwrVfXMtN397Ea2Wv8X9H/Z9XS3U4o0vfNeQQN3/PlqYtFHcWIyGhkqsoSC7gysIrOST9EJanLh9RjfrYLInDs7up6dYzM0bDUfPikQkCXV1dREdHExMTw1N7nmJTwyb+cshf+O2K3/rUP/t3wM6dO8nJyRn3e8BqtXr0fWH/ftHr9Wzfvt1xPmcDs8N/f+edd2hra+ONN95g9+7dFBYWsnDhQqd9f/3117nlllsoKytj27ZtFBYWOt67++67eeaZZ5DL5Tz44IMcffTRAOzcuZNzzjkHg8HAxo0beeCBB6ZNhD3I9GI8J9lsNrN7927S0tKcrqnszqYe7SRLkkR1dTVarZaEhISDnlY8HifmnMilSy/lkV2PsDx1OSfPO9nxnsUmIhME5LKJPYfP/9jIk983IgAzYzU8cPJ8t/b2cDzNTnJHfX09ISEhJCUlUd1bzZPfPsnaWWu57fjbxtRiGm57e+KcWywWtFqtRxmqznBmP+v1euRy+YisU/vPzs5OtmzZwsDAAFu3biU0NJRFixY5bTvQdDhgrfjxnGR7EYG8vDyKi4t9ag9+usEqKysxGAxoNJpJH+3wdH70/Ufez7dN33Lhxxfy5W++pEsr8ud3D6A1Dd28r+9q5a4T5pEaFTJOS0PozTaueL2UfqMFlVygtlvPFa+X8vrvCia8Rqd9lM5TMVUoFBiNRmbNmoUoidzwzg10m7v59LRPKUguGPd4V3MIGxoaCAsLcxT5GT6X3BMH3tX/xWQy0d/fj1qtHnfOSnt7O19//TU9PT188cUXhIaGsmLFCqftBpogBAkyGld6JYoiVVVVpKenM2vWLK/bGL2to6OD6upqQkNDA9JBtlOQXMD1K67nrh/uYmPmRn4191dO90uPSOeVE17h/cr3+eOXf2TdK+s4f/H53HzozUSpoxAlCYtNcqu9zYPNfN/0Pd/Uf8M39d9Q92kdABqFhuWpQ1HqVemrKEwuRKN0Xa1aEATWzo1nrYv3drTu4IavbmD97PUeZy65Oo9CoUAQhBGFM/2BfcDWrpGeDMzOmTOH7777DqVSycDAgNulIBcuXMhbb73FhRdeOGL7/v37eeWVVygtLaWlpYWjjjqKiooK5HI5F198MU8++SQrVqxg48aNfPzxx2zYsMGvnztIEHDvJOt0OkpKSsjJySE+Pt5jJ9kZkiRx4MBQkGLx4sUcOHDAH933O7etvo2dbTu5fPPlLExYyOyoHB76qpbvqnuRyQROW5rCr5em+GQbbavr5aktDUjYECWJum6Jv35QweOnO3fsJgNHdoBo46JPLkIpV/LI+kfGfB5vbW+j0UhUVBRxcXE+98uZ7dza2oogCERGRo7JUG1vb2fXrl20tbXx3HPPYTabeeaZZ5y2H2g6PC2d5JaWFhoaGigoKPD4i9hVe6Iosn//fgRBIC8vjx9++MFvn2GixGnieGjdQ5z27mnc++O9xFjPQG8WkSu0dOg7aNYqOf+N70hK3oHZaqZnoAdBIWATbJhsJsw2s+On2WbGYkpGo70KiZ9GiPTWcP7xw/OszZzPooRFhCoPvnF6/7b7+bT2U+5fe79HDjLgMuobEhJCRESEzwLgDEmSKC8vJyEhYUSFXWcRD1EU0Wq11NfX09vby4cffojZbHbpJAeaIAQJMhpX89RaW1tJS0tz6iCPTr0aryZES0sLjY2NFBYWjogUBirXLr+WT2o/4crPrmRF6gq3BQaPyz6ONTPXcMeWO3hi9xN8UPUBZ2X9k2/L4jFZRXKTwrnj+LnEhiqp7a9lS9MWvm8eSp+u668DIEIVwcLIhZybfy6HpB9CflK+10t/uKLH2MNZH5xFangqTx7zZMAuPejsnhrPOPzlL3/JG2+8wW9+85txiwvl5jpf5urdd9/ltNNOQ61WM3v2bLKysti2bRsZGRkMDAywcuVKAM466yzeeeedoBYHmRRcOblWq5V9+/aRl5dHZGSky3092SZJEoODg0RERDBv3rwR85wPJp449Eq5kueOfY7VL63mjPfP4Nw5L/NddT9RGjkmm5lnf6xl0FbLjAQdg+ZBBk2DlDaV8qnlU8ffg+ZBBswDDJoH0Zq1Q9vNg0i6w4m0/AYYmm4pIGNLXR9nf3AfmTGZZMVkkRk99HOyeXDHg2xt2cpTG54iLWL8jNnxmOj/0lWUvK+vD4VCQXx8/JhjZs6cSWJiIo899hiPPfaY2/YDTYcDzkl2NTfCjt04Kyws9Cqd1dVoUnNzMwkJCWRlZQVkNG5j5kZ+M/833L/tfs7NWItSrqHV0EnjQCMyKZwuazPtsn2o5WpEi0i4LJxQVSgRqgjUcjUqhQq1XI1arsZmiWJrSTiiZMFg06MQlBitFu7ddit3b+9BJsiYGzuXJUlLWJK4hPykfBbEe19i3hPs/9uvGr7izi138ut5v+Z3i3/nl3b9/X+0t6dUKj0alElLSyM6Ohqz2cx9993ndt9AE4QgQUYzWovt624mJiY6jDJv27Bvg6G0ss7OTgoKCqbNFAWFTMGTG57k0BcO5ZJPL+HtX73tVnci1ZHce8S9nJp7KpdtupuXfjSiUXYQExLF7uZOTvzXXjrVd9CibQEgNiSWVemruDD/QlalrSIzLJP6unqXqcK+YhWtXP311XToO9h82mZiNe7XUZ1KfNX2ic5Jbm5uHjHImZ6eTnNzM0qlkvT09DHbgwSZDJxpaFtbGwaDgWXLlo3QYl+cZJvNRmlpKXK5nLlz57o9LlBIjUjl2Y3Pcvybx/Py3q3MDJ9PWfd+eo09yKRIbv7yWwaUr408qHZo0HHESx1Baniq4+++vtnsqlRjk+TYJCsy1MiVvezr2Md7le9hk34KNEWropkZNpMFFQvIislyvOZEzyFM6bqApSRJfFvVQ3mHjhkxIazPTUA2St8O9B7gzh/u5ITsEzhlnv+W4puKuj0TXQJqqnQ4YC2S0Q+mKIpUVFRgs9nIz8/3aY7E8PZsNhsNDQ1oNJoxxVAmG29v0L8d/je+aviKr9oeZbbiSmZFZKGShVPf24FWtpsrFp3LxUsvpqaqhqSkJEfhLmf8Q13De8XthEsxyAU4OT+FE5d+z572Pexu382ejj18Xvc5L+9/GQCZIGOGZgYrO1eyOGkx+Yn55CXmEa4Kd3mOLq2Z9kETM2I0RIa4vsU6jB2c/+X5ZMdk88BRgZ0y7O2XxHQVhCBBRmPPuIGhlOiqqiry8/Npa2tzub+zL8zRz5AkSY6K/EuXLg24eW/jkR2TzZ1r7uTqz6/mqb1PccGSC8Y9piC5gOsKH+Rvm/czYO5Crx0ECRSWSJbPXsHqGYeyKm0Vc+Pmjojo6vX6SfkMT1c+zTfN3/DgUQ+Sn5Tvt3YDScuHa/FRRx3l9L698847OeGEE5we7+nyZ/btQYL4E2eBI0mSqKuro7u7m8jIyDGD9546tvb9rFYru3btIjExkc7OTqfnD1QOm3kYf131Vx76ogS5lMiMyBmYrRYMFjmi0MOpuady6dJLSQhNoLKkksNWHDZutoxNlLju7TK2N/Q55jc/+OtlLEg5GYvNQt1AHVW9VVT3VlPcWkx1TzXfNHzjsJvtpIWnOZxmRwQ6JpOMyAwe/KqRN3e3YrKKqBUyPi/v5t4Tf4rem21m/rjlj0Spo/jnkf/02/9hsgY8vCncNZ10eFo4yVarlb179xIVFYVGo/HJmBrensViYffu3URGRo5bPTUQBCI6JJpH1j/CL9/8JXkzlxNiO5zZ0WmcVTibd5s+5MZvbuSN8jf449w/kpiY6Latq9bO5pA5MTT2GsmI01A0KxqAtIg0js06Fhi6GVu1rezp2MOu1l18U/UNXzV8xStlrwAgIJAdm82SxCUsSRqKOOcl5hGhiuDlHc089FUdCrkMAbjvV7mOcwzHIlq49sdr0Vv0fPjrD9063d4wVeXtR2OvzA3TSxCCBBmN/b6rr6+no6PDse7meIVk3G2zT2EQRZHFixdP23v4/Lzz+bD6Q/76zV85YuYRZMeOP+AaHxZChCqc6JBQTDYjAmpiQ0N4/hfPTX6Hh/Fp7ac8Xfk0v87+NWcvOvugntsXfNX24etzfvbZZ14fn56eTmNjo+PvpqYmUlNTSU9Pp6mpacz2IEEmA7uGiqLoWG1k6dKl7N6922nVaU8jySaTiZKSEjIyMoiLi6Ojo2PMuQMx3Xo4VxVdxXd1F1BaXUOoYj5zohaiCRmkTW7g1bJX+brha64ovII8Ic+j6SRymcDff5VLccsgWqOVecnhxIUNTW9RypVkx2STHTOk9cOrW+ssOv6/vfMOj6Jc2/i9Jb0npPceEtIJxYIgxUJRsMBB0WNBxO7x2BVREVBERcBe8TtiBQtSREVFEBIgvfeeTU8223dmvj/ijLub7dklxfd3XXtBZmdnZ9s9z/M+ra6/DjV9NVq3ryu/Rr+inzu+A3wQIn8XPPAh4POhphxworYXVZ0SJAYO28Jvlb+F8r5yfHbVZ5jiOjKF2VrGagLMRNXhce0k0zQNuVyOgoICREREIDAwEN3d3VYfj505lp+fj+joaFAUBYVCYeMztw/zo+bjtvTb8EHRUzi88jBmhw6n2/4rey/2V+3Hw8cexprja7C+fz02zN0AZ6H+tGAej4dZ0T6YFW34uXg8HkI8QhDiEYLLoi7DFS5XIDs7Gx1DHcjvzEeBqAAFogIcbz6OLyqGU1l44CHWYzbonofAhwAOjBAMBHh4fzmO3jsTDgJtYdpesB35Pfn44MoPkOiXqO80xhWjGQE1kQSBQGDRNFREIhGcnZ215m4C5i/maG6jaRolJSVwdnaGs7PzhHWQgeHXtXvRbszaMwtrD63F0VVHTb6eC2J8kBPpjTNNA3Dgu4HPAx6/LPY8nfEwjQONWHtoLeI94/HCBS9MiM/AWuNutKNHli1bhtWrV+M///kP2traUF1dzc2M9fDwwKlTpzBz5kzs2bMH9957r9XPQyAYg7WJ8/Pz4e3tjZiYGK4uX9++5jjJFEWhsLAQiYmJmDJlCtRqtcnHjUet4PP4+GDZNsz55Ao0KIKxa+5ruDgmCw6Cufi9+XdsO70NT/z2BLyEXniA/wDWpq+Fp5PxUiE+j4f0UPPKiVjcHNyQ6p+KVP+RDb56ZD0oEBXg7YK38VNNAShGDR74oCgehA4OEPB5ECuGRzPltuXig6oPcG3stbgy9kqLzmGsMLWooekkW8NY6fC4zW/j8XiQy+XcKImQkJBR1UbweDxuNEV8fDwCAwPH5Y/dGM/PeR6RXpG48/CdkKgkAIZf14rEFci9ORdXhF6BXUW7cOEnF+Jky0mbP3+QexCuiLkCj89+HJ9f/Tkq11Wiel01vrj6CyxPWI7WfjWUlAxySo4h5RCEPECppjEgU2sd57vq7/BBxQf4V+y/tFr32wJ7rpJZgi0E4bPPPoNCoUB9fT0nCMHBwZwgMAyDPXv2GIxGEwijhS1LYRsbmjN305iBRlEU8vPz4eHhgYSEhAmnwfoIdg/GjgU7cE50DttOD8/sNKYXAj4Pm5YmYvOyRDy2KBYfrknH9Ajv83S2gFwtx00HbgJFU9iauXVMmjVag71rkvfv34+wsDD8+eefWLx4MTdNICUlBddffz2Sk5Nx+eWXY/fu3dzx3nzzTdx+++2Ii4tDbGws6Q1BsBtKpRJDQ0MIDg5GbGysyf495oxQFYvFiI+P55otGXK4JwI+zj74v6veRjf1B3YU3QsBf1gvLom4BAeuO4AfV/6IBI8EPPvHs5j23jRsPrkZvbLeUT+vKduwVdyK9wrfw+0Hb8fKb1ficN1heLqo4eZEw1HgDDehKxgaEPL5SAxwh1QlxbrD6xDoEoinc54e9fnpO9+xyLacqDo8biPJEokEbW1tyMnJgbv7cPrBaJxkiUQCiUSCGTNmwNvbm9tuSFzGozC4O7rjjUVvYPGXi7Hh9w3YPn87d5+fix82ZmzEqpRVePLPJ3H5F5fjtrTb8OzFz5pcMbOGAcUAfm38FT81/ISfGn5C61ArhLxQCHiOEPId4ChwgJoBXB348HL5+2tW01eDu47chTS/NDyS/ojNz8ueWBpJNqcmef/+/bj33nvR1dWFxYsXIyMjA0eOHNESBKFQOEIQ2BFQV1xxBTHMCHZBoVDg3LlzXM2bvtETlpQF0DSNs2fPchkRljCem8cAw3M7V05diW2ntyHpgiRcGqBv2NLfCPg8vWUo54PHfn0M+aJ87F22F+Hq8DE5h/OJWq2Gg4ODyf2WL1+O5cuX673vySefxJNPPjli+/Tp01FSUjLqcyQQjDE0NITCwkI4OTnpzRzT1UY+n2/UcWabL3p6eo5ovmiOw30+sOY50wPSsf3S7bjn6D3Y/OdmPH3h307mrNBZ2DptKwThAmw7vQ1bT23F7nO7sTZ9Le7OHq5ZthbNayPDMCjpLsEPNT/gUN0h5IvyAQAx3jFYl7EOi2MXY0bIDHSJ1Xj820rUdEkQ4u2MF5YmwsNZiP/+8hhq+2vx7oXvas26H+/YqnHXeNPhcekkt7W1oaOjA6GhoZyDPBpYQXBxcdFykI11XB2vXBR+EdZnrccb597A0vilmBsxV+v+OaFzcOrmU9h0YhPezH8Th+oO4dX5r+KK2NE5UuwP/2j9URytP4rT7aehptXwcvLCvIh5eCL6CcyPnI/fK4HXf63XqklmU61lKhlu+v4mCPgCvHbhazYbYaJ7nmNRb6GLuatm400QCASW0tJSxMbGgqIoiMXiEfdbUiOvVqshEokwdepUBAUF2eV8x5pt87bhRMsJbCjYgNmxs+EN77E+pRF8WvYpPij6AA/mPIjFcYvH7QxUfYxVd2sCYSwZGBhAYWEh0tPTUVRUNOJ+S5p0AUBvby8qKiqQmZmJioqKEanU5qRp25vR2HA3pd6E022nse30NuQE5+DymMu17s8KysLeq/aipKsEL59+Ga/mvYo389/ELWm34P7p9yPYPdji51TRKhxrPIaDtQdxqO4QmgabwAMPOcE52HjRRiyOXYwEX+3MqWAvIT66KV3rOL82/Yp3Ct7BnZl3Isc/x7o3wARjZSNPVB0ed05yX18f2tvbERsbC7lcrnWfNR+spiAUFBSMOJ6pSPJ4jCo/c+EzOFp/FHcfuRsnbzoJL6e/u1kzDAM3BzdsmbsF1yReg3t+vAcrv12JFYkrsG3eNotWy/rl/fi54Wd8Xvk5Cs4UoEMy3HwqzT8N90+/HwujFiInOAcOgr9X6VdNBxYkTUHXkBJh3s7w0Ohu/d9f/ouS7hJ8tfwrhDiFgKKoEc85XrGXk0wgjFcyMzPBMAw6OzstbiSnuV0mk6GqqgpeXl6T1kEGhhssvnXZW1jy1RJsztuMnVfsHOtT0qKkqwQP/vQgLg67mIuwjOfovC5jVZNMIIwlbm5umD59OpycnPTeb0mTrr6+PvT09CA7OxtOTk5mZQeNN/vXHF6+9GUUdhbijkN34Pcbf0eUV9SIfab5T8NHSz7CE71PYHvudryd/zbeK3wPa6atwYM5DyLCMwIqikZ5xxAAYGqQu1ZvnX55P35q+An7yvbht9bfIFaJ4SxwxrzIeXhk5iO4POZyBLgZb6SryYBiAHcduQvxPvHYeNFGtDe1j4smtOZi6loyUW3icecke3t7Iysry6BhZgmdnZ2ora1FVlaW3vm25ojLeBQIFwcXvHX5W1j42UI88esT2H3ZbgAjz3V68HT8fuPveDXvVWw7vQ3HGo9hy9wtuCjoahwp7wbDMFg41R/RfsM1aQzDoKiraDha3HAUuW25oBgK7kJ3LIpZhAVRC7AgagGC3I0bulPcHTHFXTtK/EnJJ/ik9BM8PPNhLIpehLa2tnER8bUXox0BRSCMNZqjnAw5w7pdVVnY/dk0QXa+t7XI5XIolUoIBALuxufzx93YqDkRc7A6ejU+Lv8Yy5KWYWH0wrE+JQDDBtiN398ILycvfLj4Qwj5f2vTeNBLcxhNJJloMWGiIhQKDTrIgPlOslgshlQqxcyZM7XKD8yxszVHT2nqsD21YzT2v4uDC/Ys3YNL/ncJbvr+Jvy46keDzWwTfBPw9uVv49FZj+K1vNewp3gPPi7+GNfF34SutpXoHW7/gxAvZzy9xAe/tRzGodpDON5yHGpaDV8nX8wPmY+V6SsxL3Ke1T0eHj32KNqH2nF01VG79omw58KoLdKtxxvj7ozZbn2WpnjoXkBVKhXq6+uRnZ0NR0fz03o1jzGejYec4Bw8mPMgtudux5L4JbgiRn86taPAEY/OehRXx1+Ne47eg3sObkIk5QlngTf4PB72nm3FNbM6UdJ3GD83/gyRRAQAyAjIwIMzHsT8iPlwEDlgxvQZVp9rUWcRHvr5IcyNmIsnZj9h9XHGEksNtNE27iIQxguW1h6z29kyl7S0NNA0jYGBAauev6enB+Xl5XB3dwdN06AoChRFgaZpg9cITUfa2L8qlQqdnZ0m97XEGb876W7k9eXh7h/vxp83/Qk/Fz+rXrcmozFsGIbB+sPr0TjQiIPXH7QoujGa5xwvaI7jIxAmG+Y4yQ0NDRgaGkJsbKyWg2xOUIjdh2EYlJWVQSwWg8/nc5mAEokEeXl5Wvuz2mmOBuvbplaruZu1zniMdwzevvxtrPp2FR499ih2LNxhcv/XF76Oh2c+jB1ndmDfGcBZ1QsngRACngDF7QO47P2P0e/4ARJ8E3BP1j1YHLcYkYJIyKQyREcbGRljggM1B/Bp2ad4eObDmB483erjmAtJtzafcecks1jiJGtGPACgqakJSqUSF1xwgdGGHeZ2BRyvPDbrMRyuO4z7jt6HUzedMrpvol8ijqw8gtWffI/iZh4UVCcc+A5QyXl45ZciqD0P4tKoS7EwaiEWRC1AoFsggOEvdkFngdXn2C/vx5rv18DH2QfvX/k+BHz7/kjGS00ySfEjTBascZL7+vrQ0NCAzMxMuLq6Wu0gd3d3o7q6GpmZmRAKhWb9Bmma5m6sM63pWGv+yzAMpFKpyX0NvU59hp9MLMOTU5/E7adux53f34lXL3h1RATcGmfcWl17/czrOFB7AJsv2cyNDpyIjEbbx/OCN4EwGow5yQzDoKamBhKJBKGhoSP0xRw7m92npKQETk5OiI+P1zpOXl4ecnL+rp/V1F59mqv5r1Kp1HufWCxGf38/2tvb9ZblMQxj0vnm8/lIdUzF2qlr8W7xu5jqMRXpTDr6+/sNOuo8Hg/hnuF4+dKX0dt2BgUt/VDQUjAMAyHfGdN85mPH9XdzM5IBoKury6LPS5cuaRfuO3of0gPS8eisR0d1LHOwl39D0q3PE6ba2ht6DCsIdXV1GBwchJubm8kPxNQKHE3TUKvV+h46AvZHq++16NvGMMND4Uezwu0kdMLbl7+NuZ/OxcO/PIzHEx43uj+fx0eERwKanXsgowZB0Wq4OrggM3AePl7zhFYKni1gGAZ3HbkLzeJmHLzuoFY99ERZiGCxpiZ5IqaWEAi6WOoks2PLNOvorGn+0tXVhZqaGmRlZYGmaahUKoO/Qc20cDYTSdPp1Fd7BwCtra2IiIgAAIu1WNcZZ408lUqFLI8s3J9+P7YXbMeBxgNYHLEYCoXCpNFo7H1WKBQoLi42O0LD5/OR25mLjX9sxNKYpVg7bS3UarXW+zKRdJg4yQTCSAzZsTRNo7y8HAzDID09HQ0NDVbVGzMMg6amJkyZMgXR0dGQy+Wc48rqnkql0nteulmchnRYEz6fj/r6eri5uSEgQH/WC2vvm9JTiqJwb8q9KOwuxNOnnsYrya/Ar9PP4KKoJsECFcr4jnDiDwfaGPAx088XqnYVKjsrOY1lS4Ha2trMipKzzjj7Oh746QEMKgdx4PIDWs1sx2pUk7WQSPJ5xlInmaZpVFdXQ6VSIT09Hbm5uVYZAOzzsj8aBweHEeeiWZ+hu00TQ/cPDQ1x6SrmNK/SrQvUNOaSfZPxyIxHsPnUZkx3m46Vviv11gmyj7k82R+nG/rhKfD569jAqqwYmzvIALDr7C4ugjErdNaI+8dDxNeS41rCRBUEAkEXS5zk1tZWSKVSZGVladXRWeoka/aTYNPt2EUnXV3VPa6+v/Vptkwm44wkABY1EtRcFGWdTvZa4ejoCA8PDzx+8eP4Q/QHNuVvwpXTrkSER4RVi6I0TUMsFqOxsRFxcXFGI95KpZL7WyQVYd1v6xDqEop7I+9FRUXFiGuOTCbD4OAg9xosSZM0ZhCy7xFxTgmE0WHqN6RPWxmGQXNzM/z8/BAfH2/0GMZ0maZpdHR0wMXFBdHR0Vo2sVqtRklJCSIjIyEUCk3qsO42Q89LURQkEglcXV31Ot/sYzUXRU054/939f9hzqdzsLlmM05ePNzs1pQWp2XSGNxXhvyWQYABMsI8cN+iaDjwMUJ71Wo1F1Qzlb2kaZ8fFR3F9zXf447oOyBtkCK/OZ/TUYlEAqlUit7eXotS1fU544Y+A1tDapLPI5YYVQzDoLy8HI6Ojpg2bZrZNc2G9qEoSisaYUskEgmqq6uRnp6ut1baEgOQFYj7s+/HwdqD2FK0BZclXQZPauRcZNYwujjGCw/Oi8T/zrSDYRhcmxGIyxJ9oFKp9EZj2JREtVpt9iogAJxsOYkNxzdgWdwy3J11twXv0PiF1CQT/okYc5I1aWhoQE9PD3x9fUdcDC3Rc7Vajbq6Os5BZhjG5r8lhUKByspKpKamwtnZecTCojFH29g+KpUKAwMDCA4OBg887F64G5fsvQTrj6zHvqv3gc/jW+Q8ss44q8cODg4mDUIAoBgKd311F+S0HAevPYjkKcl6j19WVoaIiAiu3tuaNEl9j5HJZDhz5syI18q+HmtqFhUKBdRqNSQSyYh9bOGMf/nll9i4cSPKy8uRm5uL6dOHawOPHj2Kxx57DEqlEo6Ojti2bRsuvXR4DvbcuXPR3t4OFxcXAMCPP/5oMPpFINgDXW2lKAqtra1wd3dHQkKCwf0MbWOhaRpFRUVwcnLClClTQNM0ZxNTFIXi4mKEhITondtsLTRNo7GxEQKBAIGBgXoDVObYxLqLon7Ofth1yS5cf/B6rD+yHnuu3GNSM/gAtl+dgO4hFRgw8Hd31JstygZEgoODjdrEurSIW/DG6TcwO3Q2ti7bCh54Wnra0NAADw8PuLm5jdBg1hk3pdO67xGPx4NcLodUKoWjo6PVzrdu80zdkld9mGsTjzcdnvBOMk3TkEgk8PX11VoxM+eiaeg5urq64OTkBKFQaPBLY81FWS6Xo7i4GNOmTYOrq+261zk4OOCh2IdwW+5t2JC7AXuv3qt1froG4PLMUFyd8bewGROe9vZ2bti8vmiMLhRFoVPaiZt/uBmRnpHYcekOvSnrrNOte5+xFHUWYwsX46UmmUSSCRMdU6UvunVvUqkUmZmZKCkpMRlFMIRIJIJCocCMGTM4B9nWC5UqlQoFBQVITEzktM0Wz0HTNEpLSxETEwMfn+FMnanOU/HSpS/h7iN344PSD3BX1l1ajzHXAGxra4OXl5fBrCZdNvyxAX+2/om3Fr2FeK94vREZNmNKpVJBqVRy74GhzrWWGIC6dYq6r9GcNEmKorSccZlMBqlUioaGBqNpkux7olar8cQTT6CnpwerVq2Cq6srHn74YSQn618wmDZtGvbt24d169ZpbZ8yZQq+//57hISEoKSkBJdddhlaW1u5+//3v/9xhhyBcL7R1ASVSoX8/Hx4eHhwGqRvP2PbgGEtKywshLe3N3g8HlpaWjAwMMDpQmdnJzw9PcEwDNrb2/X2XNDnSJmivb0d/f39SE9Pt6nuKxQKeA96Y+OFG7HhxAa8VfQW7s+5X2sfQ1oc5D0yg0lzn56eHnh5eRmc9KAvQ4lmaKw/vB4UQ2Hn/J1gaAYMGG5BWCAQQCgUwsXFBV5eXiMeb4lNrHvOpaWlCA8Ph5OTk1HtZUuHTO3DlgnJ5XL09/dzdq/mYujPP/+MX375BWq1Gj09PUhMTMStt96q9xzHmw5PaCdZrVajoKAAjo6OiIqK0vriWBNJpigKYWFhXKt83ZUazf/rw5BQsF/g9vZ2BAUFccc3JCiWttevqqpCRmgGnrn4GTz525P4rOwz/CvlX9z91opNX18fent7kZ2dbdYxaJoGRVNY9+M6DCgGsH/Ffvi5D3d21XSwKYqCSCRCcnLyiNdobjqOIaeV7YioaRTqM7QtNQAtTVEhjbsIkwVT0Yby8nIAQFpamsEsHnO0rKOjA42NjXB3d+eOYWsHmaIoFBQUaDmytoBhGFRWVsLHxweBgYFa992cejN+qPkBG37fgPlR8zF1ylSLjs02r9G9xhlif+V+7M7fjTsy7sANqTdw56d5rgzDQCKRQC6Xw8PDY0S0V180Rh/6roWsPus65pqfJ4/Hs9gZHxwcRHt7OxITE029BWCY4Z4fX331FZYvX45NmzZBLpcjLCzM4GOmTtX/uWRmZnL/T0lJgVwuh0KhMDqWh0A4X2j2LMjPz0dUVBSXGahvP91tujAMg4KCAvj6+iI8PBwqlYpzAlUqFWpra+Hj4wNvb29ukU3XTjZV78uiafsqlUpIpVIEBASgtrbWqD1tic1MURSKioqQmJiIWT6zcK7rHJ45/gxyQnJwUfhFo3jnhxcvASA8PFzvcxtawHun4B381vwbXp3/KuJ840bcT1EU+vv7ERYWNmqb2NA56cv2MvY3YNyXKCsrQ3h4ODw8PDj9Zb8Dnp6eUCqVEIvFWLhwodEg4XjT4QnrJCuVSuTn5yM8PBxtbW1WRy5Y2B+yv7+/VWF69kuhTySUSiVqamoQFBTE1VmwTVyMOeL6zl835UEul0OlUsHf3x9X+l6Jr/y+woNHH0SCYwJCPUKNCgorKvp+DAqFAhUVFcjMzDTbUOXz+XjuxHP4vfl3vHXFW0gPSte7X21tLcLDw/WukJlCn9iy79PQ0BDUajVnZOvez/7fUgOQTTfX95noHo99r7q7u+1a+0EgnC+MabFIJEJQUBDi4uKMRp5N6Xl7ezuampqQlZWFgoICnD17VkunLDGUDOkcwzAoLCxEWFgY/P39DZ6LNTQ1NYGmaURFRY24j8fjYddluzDjoxm47Yfb8OuNv2o1aDGGWCxGU1MTsrOzzTKAqnursf7weuQE52DrvK0GtZumaVRVVSElJcVqI8OQAdjU1ITg4GCz6hQ1IzamtFgmk+l1vnXRdMa9vb0hlUoRGxtrkwWXr7/+GpmZmVrv2S233AKBQIBrrrkGTz31FKnDJpxXeDweFAoFqqqqkJCQgClTpqClpcWorWRoG5uxERYWhrCwMNA0DaFQCE9PT1AUxemnscUmc9G0mXt7e1FXV4dp06Zp9eth7zdlMxtrfCiXy+Ho6IjGxka0tLTgvsj7kN+ajxv234DPL/0cQe5BFl1bWJt5aGgITU1NmD59usHfvD7NqemrwdO/P42F0QuxNnOt3seWl5cjIiICHh4eJt9HU5+zpsYqFArI5XK4urpyzzvaRVHN+1h/R/N4QqEQYWFhEAqFCAwMxIIFC0y+JlOcTx2ekE6yXC5Hfn4+YmNjERAQgPb2douNMs192B+YIYfR3PNlf0Sa0DTNnWtQUJBVx2bRTFWjKArd3d1oaWlBcnIyt2rz8kUvY8mBJXji1BN466K39KZIGKpb0EQmk8HV1RWVlZUmhYP9/6+tv2LbqW1YnbQa18Zeyw2d10y16e7uhkwmMysaoA9Dhg7DMKiqqsLUqVMtmottCM33pbu7G56enlo/SFO1MX/88QcWLVo06vMgEMYafVpKURRqa2u5kSCm9jemx21tbWhpaUFWVhZ4PB4yMjK45zC0gKibEqbvPl2dk8lkEAgEaGxsRGNjI6fZxgwkc5zzvr4+dHV1ITMz0+D1I9AtELsW7cKqb1Zh88nN2HjxRpPvu0qlQmlpKVJTU81qeCJRSrD629VwFDjik2WfwElo2Pmtra1FQECAWUaYIfRp8dDQEPr7+5GTk2MzI4U1fltbW5GYmKg11lGfYaf5/5qaGq2SngULFqCjo2PEc7zwwgu46qqrjJ5HaWkpHn30Ufz444/ctv/9738IDQ2FWCzGNddcg08++QQ33XST5S+SQLASlUqFmpoapKenw9vbG4D5Gqy5jc2yYZ0aTZuYrU8OCAiwiYPMPrdAIOBKKLKysuDs7GyTY7PU1NSAoijExMRoXRM+8PwAS75dgsfPPY5PFnwCHsPTioqbspkZZnh0oIuLC86cOcPVaptauGV4DG7++WY48B2wKWeT1jgq9tbX1we5XI6kpCSzXqMli3/l5eVISEiw6n025owrFArIZDK4u7sbzMD8448/sGTJEgATS4cnnJNM0zTOnTuHpKQk+Pr6GtzXXCeZdS5H4yAbgqZpFBcXIyAgYNQOMgDuHNkmJqxhqekU+vv744W5L+A/P/8Hvw7+ilvSb7H4eSorK+Hv788JpbGIN1sz1jTYhHt/vRcJngm4I/wOVFVVaT0OACcsrq6uOH36tFmOt7n3dXR0wMvLa1RGnybsD51hGNTX1yMtLc3s9OmqqioMDQ3hwQcftMm5EAhjia6WsnVvvr6+ejXWEj1WKpVobW3lHEzNKCDbMXq0MMxwY8eAgADExMRw2zXTwYw52Jq1sbr3KRQKDA4Owt3dHXl5eXqfn9WpcH44loYuxfZT25EsTEbmlEyjmlZbW4vg4GBO742lFDIMg/uO3ofy7nJ8c+03CPcMN/h+9PX1YXBwEFlZWaN+b3XPoaKiAklJSTa9lvL5fHR2dsLNzY2rITeXl19+GW+88Qb3nfrpp5+sOoeWlhYsX74ce/bsQWxsLLc9NDQUAODh4YHVq1cjNzeXOMmE88bAwABEIhFiY2M5BxkwPhZKdxsbeMnPz0dgYCDX8V4oFHKz6YuLizmb0JZIpVKUlJQgLS3N5g5yR0cHxGIxMjIywOPxtK4lszxmYeeinbj94O14s+pNvDD3BbOPyzAM19WbbVpm7Fqi+febxW+ioLsAW3O2wlnljM7OzhELvgMDA5yNrIu12VR8Ph9isRhqtRpubm5QqVRGM0n1YcwZb2xsRExMjMGspIqKCiiVStx3330AJpYOTygnma3lnTlzplaqrrVOMp/PR29vL3Jzc81eCTL3bx6Ph/Lycnh6eiI83LDBYg0KhQIlJSVITU3VGzVdm7kW31V/h8eOPYZ5kfMQ5R1l9rFFIhFkMhnS09PN/vEo1ArcvPdm8Pg8fH3914jxiRmxD8MwKCoq4qL/mqk2piJF+jr56abiiMViuLm54dSpU1rPqxnht8YpZ6PIAoEAFEWZ1YDipZdewlNPPWXzekoCYSzQ1FKFQoFz584hJiYGDg4OEIlERvc3RktLC1QqFVdrZI8aZGA4miAQCBAdHa21nW0sYu1YCjajadasWQZrrHTLcF6NeBUFXxRgY+FGHLrqEFwELtx9mimFvb29oCgKYrEY/f39JlMKD3QcwGfVn+H22NsRIA5AaWmpXm1jGIYzaPr6+gzqnjWfQ2trKzw8PCx2ZE1B0zTq6uq0atLMoaKiAu3t7aPO6Onv78fixYuxZcsWXHjhhdx2tVqN/v5+TJkyBSqVCgcOHLBJKiGBYA49PT2orKxESEjICAfTEptYrVbj3LlzCAoKQkhICKRSKRobGznbi3WY2QVNTUZjK1MUhYqKCiQmJsLZ2dnsmlpzGBgYQGNjo9EylX+l/Aun207jtbzXMDNkJpYlLDPr2C0tLRAIBFpdvc25lhR1FmFnyU6sSFyBey65R+95sY19dftaAH9fS4w54bo2s2Y3bJFIBG9vb5SXlxvNJDVkMxv6TNVqNXp7exEYGIjBwUGt+1gn/MUXX8TTTz89quv7WOnwhHGS+/v7UVpaqrfbmzVOMkVRcHZ2xoUXXsjtayqaoFljbGrFSCqVAgCcnJw4Q9JSR1zffTweDyUlJYiLizNomPF5fLx1xVvI+TAHdx6+EwdXHgSfZ/rLKZFIUF9fb3b9G8ujxx7FuY5z+Ozqz/Q6yMBwzaFQKOTqvQ2lp1tDcXExoqOj9dYZmnLENf/PGqiawtLV1QUvLy8UFxebbNp25swZ7Nu3Dw0NDXBzc8OxY8fw0ksvjfr1EQhjCauPUqmU6wrt5+eHvr4+qyPJzc3NEIlEnIbZy0Gur6+HQqFASkqKTaObarUaRUVFSEpKMtqERFfnXFxc8P6S93HZ3suwrWgbdl22a8Rjent70d/fj+nTp5v1nuS15WH3yd1YGLUQW67YAoY2fC1raWmBl5cX5HI5JBKJQU3UZzxpdivV53x3dHQgMjISra2tZqWtm9vxtrW1Ff7+/hbVTjMMgxdffNGixcr9+/fj3nvvRVdXFxYvXoyMjAwcOXIEu3btQk1NDZ5//nk8//zzAIZHjLi5ueGyyy7jUjQXLFiAtWvXmn2OBII1MAyDrq4u1NbWIjs7Gy0tLRanVmseq6amBhEREQgODgZN04iNjdVKsY6NjUVERITe8zDHYWMXAOVyudbf3d3dcHNzQ2NjI+rq6ozaVpZkGlIUhbq6OiQkJEAul4/YR1NzXpz3Is51nMO6Q+uQ7J+MOJ84vefAMjAwgPb2dmRnZxvdTxeFWoG1B9fCx9kHry54Va/usX6CPgcZ0L6WWJphVVdXh+joaL09M3TRdcSNfcYKhQLt7e3w8PBAZ2fniMdVVFTgxRdfRG9vL2pqavDYY4/hyJEjmDJlisHnH286PO6cZH3NX9gVs6ysLOTn5+tdcTKnax+7n74Ua1s6bfX19ZBKpSO6N5vjiOumMeve19fXB6FQiPr6etTU1Ix4bk1H/N74e7G5dDM2HtyIG+JuMCouPB4PlZWViIuLg1qtBsMwWo65IT4r+wzvFryLB3IewNL4pXr3kclkXIMDW9PT08M1XNMHa4xZQ319PTw8PBAZGWl0P/ZzjY+Px+nTp/Hvf/8bWVlZUCgUVj0vgTCe4PF4XIr1tGnTuEVKQwuR+vRCc9+mpiZ0dXUhIyMDZ8+eRV5enkHjx5yohCEjiB1bwnbdthVsul14eLhVHbIvDLsQD854EK/kvoLFcYtxRewV3H1yuZy71pmjW93Sbqz5fg2C3ILwwZIP4Opi2GFnFyVSU1MtPmdA/4Ij+zebGu7o6MgZwaYMLENRDN2MrJ6eHgQFBXEZAaYWlvv7+1FfX4/W1lbMmzfP7Ne3fPlyLF++fMT2p556Ck899ZTex5w9e9b8N5BAGCU8Hg+tra1obW3F9OnT4eDgYHbmju5+arUanZ2dCAoK4hxkzRrk4uJi+Pr66nWQ2eNZYzNT1HDt89SpUw06hCy6NrMxPVGpVJBKpWhra4O3tze6u7v12tu6PBT+EO7svhMrPluBd2a8AzdHN706wzAMmpubERkZqTcLx5AjDgAvnHwBJV0l+GrFV5jiOtJBVCgUqKurs4uNLJVK0dXVpXcknz4sybASi8Xo7e1FWlqa3vszMzNx5MgR3HnnnZg/f75Zzz/edHjcOcks7JdMJBKhrq4O2dnZBleSjTnEun/bswYZGDbMBgcHkZqaOuL4o3XEa2pq4OzsPKJRjiaaopKUlITcoVzsrtyNq1KuQqR7pF5HnKIodHZ2clFvduSIIVEBhlf3mmRNuDvvbmT4ZGDllJV6m3zx+Xw0NDRwRfXGIuSWQlEUqquruUY/tkSpVEIkEmHGjBkm92U/146ODohEItx2220k1ZowaRCLxRgcHMTs2bPh7u7ObTdmnBmKYjQ2NqKnpwcZGRlgGIarRTa2aMje1Gq1VodTQwuObDd6pVIJV1dX5ObmWu2A63tMdXU1PDw8EBwcbPV7+tSFT+HH+h+x/vB65N2SB39Xf84wTUpKMitqStEUbv3hVogkIvy8+mf4uvga3Fcul4/aCDO04NjT0wNHR0ckJCRYfWwWzcaUNE2jvr4eoaGhmDJlyojPW/P6pXnf+++/j99//x0ODg6YNWsWFi5ciC1btoz63AiEsUDTNlIqlejo6MD06dM5O9KaJl1qtRpnz56Fp6cnfHx89DrI3t7eBh1ka6FpGiUlJQgMDDTpILPnbK7NzE4viI+Pt0ibGYaBU5gTrt1/Ld5texc75u0Y4Zir1Wo0NjbCx8cHFEWNKIEx5oiXDpbi1cJXcWXQlQjoD0BBQcGIa0tnZyd8fHzQ0dFh9oKxOTYzwwyPJkxISLBbKZNmbbAu5eXl6O7uxqWXXmrz5z5fjGsnma2NYFfM2O26kWRzRIL9f3d3NwSC4UHd+gyi0cA6SRkZGTb/Qra1tUEikRhcsWHRFBVHR0e8deVw2vV///gvflr9EwT8kWLT3NwMHx8fJCcnm3UuDMNgQD6Atf9bC09nT3y89GP4O/vrXeUTiURwdHSEUqnUalKgKy76MGW89vX1wdXV1WhtnbWOeH19PSIjI83+HBmGwdatW0ddd0EgjCd6enpQVVUFDw8PLQcZMB5J1qfHMpkMvb29SE9P57rDs8aPrZp0sedcV1eHWbNmcWOILIlG6I4a0dxHKpVCpVLBxcUFXV1dWq/PUof7lQtfwZLvluDOH+7Ex1d8jIaGBvj5+cHT09Os+rytf27Fzw0/Y+eincgKMtyEi2EYlJWVjegMbQtsvVDJ4/G4hkFyuRyDg4OYMWOGRZp6xx3DjSOPHTtml4VwAuF8w6ZFq9XqEU1ELS03VKlUOHfuHCIiIrgRcz09PZxGsRknjo6O6OzsNOq0WRJsYhv7eXp62rwBGDDssLm7u1u8eMnj8XB53OV4bPZj2PLnFlwUcdGIhrcNDQ3w9fW1eCqLRCnBHR/fgTDPMLxzzTtwE7qNuOZ0dnbCxcWFc8B1F4MNXbP0fb66n5FSqYRcLkd3d7dZdrIljnhvby8EAoHBUa4Mw2DLli14+umnJ7QOj1snuaWlBQqFArNmzbJKEDS3sUZSeHg4ent7jbZ210WzkYmxL5NUKkV3dzdiY2MxMDAwqtUfXXp7e9HS0mJxrTAABLsH45UFr+CWA7fgtbzX8NDMh7Tu7+/vt6rG4v6f7kdtfy0OXH8AcYH66zgGBwfR1tZmdm2dJqZS0yUSCWQyGQICAgxGFKx1xGmaRm9vLxwcHNDY2GjS6JVIJGhoaEBHR8eEXjEjEDTp6OhAbW0tMjIyUFpaOuJ+S5zkxsZGzsBjHWR7LCb19/ejpqYGmZmZXLqYrUppuru70dDQgNmzZ484lrmlNJoR0AAEYH3Seuwo24FXfnkFc73nQqFQoKenR69esa+Dz+cjry8PW85twZKwJbjA6QIuFVmfTnV1dcHR0RFOTk5aNXq2yKaqr6/X2zjIFtTW1iImJsai7wlrmG3YsGFCG2YEAgvbnZ9hGLi7u+vNUDTXJmabdEVGRsLf3x/e3t6YMmUK55yx/VR8fHxGdPQ3ZF/poqm3mpo0ODgIYLgvQ3Nzs9mZPeb8/tva2iCVSk0GkYzx+AWPI7c9F//5+T/ICMxAZtBwo0B2xJ+lNjIAPP3706jtr8WhlYfg4zqyNEcmk6Gvrw85OTmjvj7pNsNVKpUoKipCYmIi1yjNUFaWNY744OAgvL299TaJLCgoQHFxMSorKyGTyZCXl2d2uvd4Y9w5yQzDoLq6GkNDQ3B3dx/xxbFEENjjsSnWISEhFl04WWPOlNEzNDQEkUiEkJAQDA0NmZ2GwWJsVYeiKIhEIkRERJhc1TPUDOW6pOvwbdW32HRiEy6PuRwp/ikAhlN3ysvLkZGRYdEP9O38t/FVxVfYePFGXBJxid59KIpCeXk5NxzeUowZtgzDoKGhAWlpaaPqpGrIsK2urkZ4eDhcXV21BMfQ57pr1y6cPn0aQqEQOTk5uOyyy7B582arz4tAGA+4urpyC3Pm1h6z2zX3r6urw+DgIFxdXe3qIIvFYlRUVCAjI8Mms9I1GRoaQk1NDbKysvRqkrWO+POxzyOvPw87a3bihptvQKyf4dQ19lrU0NeA5/94HlP9puK1Ra/Biec0QpdYA0gul6OrqwtTpkxBbW2tyUVhXQPXWORBpVKhs7MTiYmJ6O/v17uPtZ/z0NAQZDKZwV4ThigrK0Nvb69FtcgEwniGoii4ubkhIiICZ86csbpJF0VRaG9vx9SpU7nyBQcHBzg6OnJp0AEBAWY1dzKGvg7Mra2tEAgEiIiIGJG5Y8oRNxUxpajhKQCBgYFGFwuNbePxeBDwBfhg8Qe4cM+FuOG7G/DHmj/gLnBHRUUFMjMzLdaynxt+xtv5b+Pu7LsxJ2LOiPvZDJ+kpKRRO8jAyGsQWz9tqYYag7WZRSIRHBwcEBsbq/czA4AzZ85g9uzZOHXqFPz8/IiTbCsoanjMTkpKCgoLC0fcb4mTzP5Yra1BZh9jLBVQLBajsbERM2bMsGo13VgEQi6Xo6amBmFhYVzqhLUre7f434Jf63/FjV/fiA8v+BBODk7o7u6Gt7c3RCKR2YJyVnQWjx17DFfEXjEiKq1JTU0NQkJC4ObmZvF7Yoq2tjabjBrRZ9iyWQC642Ija/kTAABAqElEQVSM8Z///AcPP/wwfvnlFxK9IEwavLy8uFEShlL3DOkNu39tbS2GhoYwbdo0HD9+HOXl5RAKhQb1xdh2Y78te87bNDVybzQwNIN7Qu/BHV13YP2P63Fo5SG9JTHA8PtKgcIth28BxVDYu3wvgn0MpxbSNI0zZ84gOzvb7Pnx+gxcQwu+LS0t8PX15SLf+q5FlmRnaf7d1taGgIAAiEQisyNNbMnLM888Q3SYMGkQCoVc81BrMimB4YBIbW0tvLy8OAdZswa5tLQUHh4eo3aQgZGNn9rb2yGVSs1uRmgKzcDX0NAQysrKMG3aNC4LUFOD9JXPmApePRbzGB4oegDXfXodnox5Eu5u7qipqTHbRhYIBBCrxFh3cB0SfBLwzIXP6C2faWpqgqenp9Z8a1sxNDTETUiwJaw/1NTUhIyMDIPX2ri4ONA0jXfeeWfCa/G4c5KFQiFiY2OhVqtNGmDGtgHgfhD2atJlC8PMUASCpodnQyYlJY16JYgVlJ3eO7HmhzXY170P1wdcDx8fHwQGBo5IBTRkJPXKe3F73u3wc/DDHf53IPd0LvccmmKhVqshlUoREBCA6upqq1f29KFUKtHU1GSXVSm27seSBjQkvY8w2TGkr4YMHnb/6upqyGQypKamgqZpZGdnc7quLwXZUMMudru+c2B1c2hoCF5eXkbLI8xxwnV/wxRFoaioCAkJCTZf8GMYBqWlpZiZNBPbp2zHukPr8PqZ1/HgjAcNPuaRXx7hxu2ZGldSU1ODwMBAsx1kwPzOpi0tLQgICLC4WZc52VnsrE1HR0fIZDKDDrhmpOnMmTN455130Nvbi/r6ejg7O+PQoUMG6+UIhImIsYCQof2USiXOnj2L4OBgTn9ZrWM1yM3NzaLAgLl0dXWhpaXFZg4y8LfNzDAMqqqqtCYu2IJZmAXFFAUe+vkhHAo4hOdmPWd00VB3dChFUdhQsAGd0k5snLoRpYWlIz4fNgjm6emJ/Px8s2xiU9s0s2fZZl32sEnb29vh6+tr0OeZbDbxuHOSAWj9gPXdZ06TLh6Ph6amJri4uHCRC2MGkuZ95nywcrkcRUVFSElJsYvxVFZWBn9/f5ukSrCGz4rkFfih/ge8du41TM2ZilVzVpn9JaYZGiu+XoF+dT9+Xv2zVqMYzWi4QqFAUVERkpOTuVQY3fQazXl5hoRHF3YFSyaTwdnZGRUVFRat7OkTFN3X3t3dDWdnZ4uMyrKyMvT19WHu3LlmP4ZAmEhY0sWapb29HQ4ODpg2bRpX26Tb+Gu0MAwDhUKB/Px8TJ06Fe7u7gYjBQqFwqQTrm9RViaTwdHREY2NjWhpabHKmDG0+NfY2AhnZ2cEBQXhhsAbcLDmIJ774zksiFqA1ICRY5o+Lf0U7xW+hwdnPGhw3B5Lb28vxGKx0UkI1qJQKNDc3GzVQqWp7Cy2lCY1NdXo/GldZs6ciT///BMPPPAA5syZA4VCYdFcZQJhPKPZsNaSSLJCocC5c+cQFxcHoVCIoqIi9PT0ABheYJTJZBAKheDxeCgrK7NoUdFUWUV/fz/q6uoMlqiMBrYDd1RUlF0Wwq6NuBaHAg/hzYo3cUXqFbg0yvxeM99WfYvDbYfx+OzHceNFN464XzPDx9XV1aQtzGZzmdqP/Q6wKezl5eWjcrr1fcbshApjEeri4mIMDQ1hzpyRKeYTkXHpJAOWNYUB/jbWWIctMjISUqlU64vEftksSb1g0XWwent74evri87OTq4zoLmGkqkVtYaGBgiFQpu33weA52c/j6M1R/Fy7ctYfuFyOAvNi4C/9OdLOFp/FDsW7hjRSVWzoUxFRQXi4uKMDgu3BoZh0N3djebmZiQlJRmNLOhb2TPHIJZKpXB3dx+xsqfvM5XL5cjLy8Onn36K6667DqWlpYiKirK5I0AgjFf0aTH7OwWAjIwMzkG2Rw0yRVEoLi5GXFycTeuuWKqrq8EwDKKjo41eL9hriyVpfZojqtg50etC1+F443HcuO9G/N+c/4OLowunNzXiGtx75F7MDJyJe5PvNVoDrFKpUFlZyY3XsjVVVVWc0W1rOjo64OXlZZGDDGgbZjwezy6NxAiEscbSTMpz584hPj6eG/N04YUXcpHnkpISeHl5ITw83KhdbGjmueZN9/lpmoZMJoOnp6dWYydzA1Wmsnyqq6vh5eVl1hgpS5HL5aiursaHKz7Eoi8W4ZYDt+DkzScR6hFq8rEiiQj3/XgfMgIz8OjsR/XuU19fD39/f7s49yqVCmfOnOEmO2jau8Y+Y7aU05z9gL/nEmtOdeDz+di8eTNno2/YsAGLFy/GrFmzbP46zyeTwknW16TL2dkZLi4uNjkXzfQwlUqFkpISREVFwdPTc8SXSV8jAkMrPpqwXzLW2PLz8+PmDlsqLIYMUoqi0FLTgtfnv44bDt2ATSc2YdMlm0y+/l8afsGmE5uwKnkVbku/zeB+7Iw3ewgXwzCora1Fenq6zT5XTVpaWiCVSs02iPv7+/Hzzz+jtbUVhYWF+PPPP/Hggw8iMzPT5udGIIwl5jboYtO8aJpGaGioXR1kmqZRVFSEsLAwuzjIra2tXLdUHo9n09FJcrkc+fn5uOCCC+Dk5KSlN6+7vo4bD96Ij5o+wmPZj4GiKAzIB3DP8Xvg7uCOLdlbMNA3YFCfGIbhokMFBQUARo4FsTQNXXM7Ox3CHu85RVFoaGiwuIvsZBk1QiCYwpj9qwnbVC8jIwPe3t4jUqzLy8vh5uZmdMattchkMuTn52PGjBlwcnIy6lzrNkU1ZHtpBjVUKhXUarXB8Z/Wahy7eMDOqvdx98H/rvof5nwyBzd+eyOO/OsIHAWGe1IwDIP7frwPYqUY7175LhwEI68Zg4OD6O3ttapTtjnU1tYiMjKSu16xr88WqNVq5OXlYcaMGdwxWd+IpodnSV977bX4+OOPsW7dOshkMpsHy8aCceskG8JeTbpMPSc7V7m0tBSRkZEWz2IzBuvc9/b2oqamBunp6QCgVyysjZKyqcqOjo6IoWNwdfjV2JG7A+lO6cgOyDYoIiKZCP/+/t9I9E3Ey3NfBk3TemuGZTKZyTSM0VBfX4+goCC7OMgURaG5uZmbx22OQRweHg6JRII333wTl1yiv8M3gTCZ0R2zV1FRAYZhEBgYCIlEgoGBAa1SF30px9bAMAyKi4vh7+9vUx1m6e3tRVtbG7KysmzudLFGWGJiIhftZOcCA8DylOW4rfU2vFOwB6EuVyHMPRZ7q19Hy1ALDq06hJlhM40ev6OjA93d3Zg2bRqAkWNBjC3gsqUwxhYJxWIxXFxccOrUKe45TXXENneht7W1FUFBQRY3RysqKoJUKsXFF19s0eMIhImGOZFkuVyOyspKeHl56XWQy8rK4OTkhJiYGJufn1KpRGFhIVJSUiwqWzOX3t5e1NbWctpsKnPHUJaPvscAw+8dn89HZWUlp2uPJD2CDcUbsO7rdXgk9RGDura/fj8O1BzAhlkbEOEcAalUqrUfTdOjmvhiisHBQQwNDVk8y9lcGhsbuSbCLKxvBAAODg7Yt28fnn/+eVx00UV2OYexYNw6yeZGL9ht9nKQWRiGQUlJCaZMmWJzw4zH40GpVKKmpgYZGRk2dwQZhkFzczMGBga4rnPbQrbh7JdnsbFgI35Y+gMc+Y4jDCW5So61J9ZCppJhQ9IG1FXUGU1VdnV1RXFxsVnGkSW1exKJBD09PXZzwBsbGxEaGmpRtMiWdRdRUVHw8PCAQCCAUCjEmTNnRn1MAsHesFrMRiZ4PB6SkpIwODiI1tZWtLW1GTRGdI9jyYp/W1sbnJyc4OnpiaGhIZs64RKJBFVVVcjMzLTZCrwmVVVV8Pf3h6+vr8F9npz9PH4+l4x3/2iDh+MQeuUzcFdOFi4Mu9DoseVyOerr67V00trRVPqorq5GUFDQiDIgc51wzbQ+fSmdAwMDcHNzg0gkGvHc+r4HSqUSH374IYqKijBr1iy8//77uPjii+1mJBIIY40pJ5mN4kZFRaGvr09vBNnJyQmxsbE2t5PVajUKCgoQHx9vl1RifdpsbPKMpXR2dqKtrQ3p6elaPkUqlYpWfiveLnwbc2PnYmn00hEa19jfiI2nNiLTLxOL/RajoaFhhAbKZDLw+XwUFxdzz2kLW5n9t7KyElOnTrWL/6NUKtHV1YUZM2YY3KewsBAKhQIXXmj8OmUO48kmHrdOsiH0pfgBw5HGjo4Ok+NFjKUoG/pyaaan2KNOWKVScc2u7BEpFYvF6OjoQHZ2Nicubm5ueGfxO7ji8yuwq2IXXp7/8ojHPfrLoyjuL8bHSz/GVUlXGTx+Q0MDlEql1bV7+vbXRCqVwtnZGefOnbOqnkXffexnrVQq0dnZafTHr4s9uvcdO3ZsUqSmEP45sIYE2/AlISEBNE3Dzc0NSUlJZh/HlJOlqR0ikQg0TcPV1RWtra16dUTfeZqjC2xTErafhVwuN7mAZwnt7e1QKBQmnbgzjXIEOCehaagM3YpeeDsFoKvLeCdrtkttYmKiTVPDWYyNFDGnz4YpKisrERoaqncB2tCYRJlMhtjYWJSXlyMrKwsymYyrmSMQJiPGnGTWQZ46dSocHR3R3NyM3Ny/J5DI5XLweDy4urpq9V0xZSsb24/VQrb8JSIiAn5+fjZ/3SqVCsXFxUhJSbFLQz6pVIq6ujpkZ2dzr0mz0/+L819EYVchHj7+MGZGzUSS/9/XN5qhcecXd4LhMfhkxSeI9h7ZJby3txcNDQ1afSIM6Zo+m1jTZjakhWyduSajKa3RvNXV1SEiIsKgzjMMg82bN9t0/N54sYkntJPMfskiIiIQFBRk8Aunb1aaOcYV+4WRyWTg8Xjw9vZGRUWFxQ4aKyb6vjz27tKnUqlQVlaGtLS0EdGEORFzsD5rPd489yaWxi/FJRF/pw3vr9yPXWd3YX3WelybdK3B44vFYnR2dmL69Ok2XdVjaW9vR39/PxITE002FdCNVhiLbLDfIdYQzs3NNeszPXPmDCoqKtDY2Ai5XI5z584hKyvLxKsgECYnEokE3t7eiI+P5xa3LHWYzHWy6uvr4erqiuTkZIsuxMaa/Gk64E1NTfDx8eEWzsy9TpjjhKvVarS3tyM2NtZoo0c+nw+JUg0ngTMiPCPQJ+9DlFcYpEr9DSVZ2JmbxiLU1sIuEiclJdltlOLAwIDBcVKGouGenp74448/8NJLL+GCCy6wyblQFIXp06cjNDQUBw4csMkxCQRbYahXj1KpxLlz55CcnAxPT0/QNI0ZM2Zw+1dUVMDX1xdxcXEjRrAZsqkM9dfRZ0fJZDIIBAI0NjaiubnZKofb0IIk64DHxsbaJYWboiiUlJRg6tSpBu1XB4EDPln2CWbvmY0bvr0Bv934G9wdh5u0vp3/Nn5r+g07F+3U6yCr1WpUVVUhIyNDSz9tleXDjvjKycnRaqao64Qbc8j11YVr+k/sImlTU5PWc/P5fPz888/48ccf0dbWhvfeew+fffYZXnvtNbuklI8FE85JZtFs0iUUCu2yek7TNOrr67nZzYa+cMa+YKbqhOVyOYRCoVaXbHMFRPdvfe9RSUkJYmNjDXYLfW7OczhafxR3HroTp/99Gp5Onqjurcb6w+uRE5yDzXM3G3x/KIpCWVkZUlJS7PKDUKlUaGho4Bxwc+Z3WgI755odZWLOqp5cLsfJkyeRnZ2No0ePwsPDY9ROMo/Hw6JFi8Dj8bBu3Trccccdtnh5BILd0EyxZh1ke5W6AMON9QYHB5Gammrxc7DaYegawepkZGQkwsPDLT43U044O9s9ODgYcrkcEonE6AKeYIiGSqmEA88dwQ7u6BXLcVEopbfrvkAg4Jr0xMTEQCQSGb1eWBMJb21thZeXl10MVGB4nrM16Z/5+fmgKAqzZ8+22bns2LEDU6dOxeDgoM2OSSDYCn1OslKpREdHB7KysuDh4TEixZoN7MTHx3O/sdE6Zizs8f39/REbG2tyBroxx8zQNAC2Tri2thZ1dXUWOdzmlPVVVlYiODjYZJAqxCMEHy35CMu+XIa1B/6LmxKeRY9ChKd/ex6LohfhlrRb9D6uqqoKERERduu4X11djZiYmBG2sa2c8JKSEsTExIyI6rKlVgkJCcjPz8eDDz6IpKQkSCSSUfsD48kmnnBOMp/Pt2uTLk3a29shFouRlpZmcyeQnQc5NDTE1QkbEhNjzbrYm6HVRbYhCtt5Wt9t84zNWHP4CSzafQB+jpFoVvwMBwc3vH/5++AzfG4+ny41NTUIDg6229ij6upqREdH22UBBBg+/7i4OK0LhylBYVOZ3nvvPZt9706cOIGQkBB0dnZi4cKFSEpKmjQz5ggTF2PlJ8XFxXB2dua6M9tThzs6OiASiZCRkWGXxbi6ujo4Ojpa5SADxp1whmFQVFSEhIQEBAUFmX3MiLg+vHm8EVKlGkvj/PDvmSHggxlhUKpUKtTU1CAkJGREKYuhzBt952/IoGQYBh0dHYiKikJbW5vJxVtLvwcDA8Odui1N0bRHyUtLSwt++OEHPPnkk3jllVdsckwCwZboOskSiQS1tbXw8/PT6yBXVlaCz+drOci2pK6uDgC4JmBsIydbBTOampogFou57CHW7jcW4WYzg8zJHmU7ZbN9NExlBUULovHvmMdxpCQWlZUFUFAK+PKexcaci7UadbHXhO7ubqhUKrs0mASGZ1ErFAoEBATY5fhDQ0PctB1d2O9ZTU0NaJrGypUrJ6VNPOGcZODvrs/2NMxEIhE6OjrsZph1d3ejt7cXmZmZdjl+V1cXGhsbkZqaajJN2Z+fiEhqM3rlCgzyO6Gmp2FmwHYMNA0gvz5fK62GhV0J9PLyQl9fn8WpNPpW9DTp6+uDXC63yzgp4G/jzJL0RLbuwpaGGUVRWLx4MZfet3z5cuTm5hInmTAuYctD3NzcEBMTg+bmZr3N+izJhDEW3WRno9urkRa7EMpOFLA1jY2NcHJysshBBoCcKB/kRPmY3K+yshIRERFW98pgowGGjMi6ujoEBgZy85c1u1/ru5ZY6oR3dHQgMDAQLS0tZl072Gv+2bNnwTCMTWdwPvDAA3jppZcgFottdkwCwZZoOslDQ0MoLCxEdHQ0JBIJKIritJR1kHk8HhISEuxiJzc3N0MikViV3WMO3d3d6Ozs1JoyYMuMwqGhIZSUlGD27Nnc8cwpzenvuxQOvB4MqYazTdyEUTiUL8bi2LoR+7INbU+fPs2dv6U2sqF9gWH9t9f7D5jO8mEXKzdu3DhpbeJx6SQbqrtgI5p1dXVwdnYeMV7EnC+WOQ5pT08PGhsbkZWVZRfDTCwWo7a2FtnZ2XZxkGUyGWpqapCdnW3WOI3CfhE8nLygpDugpFXwcvKGSOKBjMxM8A3M4GPnpQmFQpul1WgikUjg7u6OgoICq9LPjTnhDMOgurraouZCwHB6H03TNk3ve+mllxAXFweZTAaJRIIff/wRGzZssNnxCQRbwdaGeXh4ICYmBmq1GrNnz7bJir4ufP5wBotUKoWvry+qqqos+s3rOlb66OvrQ3Nzs11GPbHH7+rqsttMzJ6eHkgkEoO1vObAOp36IuHd3d1wdHQcVbdoY054T08PXFxc4OHhofc6oe+aQdM0Hn30UbS1tcHDwwPZ2dlYunQpnn32WavPEQAOHDiAgIAAZGdn49dffx3VsQgEe8HaxqyDnJqaCmA44trb28vtxzbpcnd3R1FRkVXBC2OLmB0dHejq6hpRZ2srhoaGUFNTg6ysLLvYyGq1GiUlJZg2bZqWw22qNAcAhlTN8HbxRL9CCQe+I5z4zuC5eiM1NV5rP7aOmo3yGtNCXa0zRwvlcjmXqaR5/qOxkzX/ZktOvL29Db4XZ86cgUAgsKjxrSnGm008Lp1kfbA1yFFRUVAoFHq/bMa+WMbSkjW/GBRFYXBwEIGBgWhoaBi1mOgil8tRUlKC9PR0u9VRFxcXc2nB5uDswAcfPPi7+kOmlsHVwRM8AIZeSUVFBWJiYuDm5maz89akvr4eDMMgIiLCZmk1mqjVaqjVarObsInFYhQVFeGjjz7CTTfdhMrKSoSFhY06zbylpQXff/89RCIR115/9erVuPzyy0d1XALB1jAMg8LCQnh7eyMqKgpqtRo8Hs8unUYZhsHg4CDKysqQlZXFLcTpu+n+9vUtwOnrBgsML8T5+PgY1AFztMGQ5svlclRUVNgtU0ilUnHjUOxhpFIUxY0kHA2GnHCaplFZWYmMjAyLa/VefvllbNu2Dd9//z13rtYil8sxZ84cNDQ0oK+vD59++imcnZ0xODiIG2+8Ef/3f/9n9bEJBFvBOsc8Hg9SqRQVFRVIS0uDq6srKIrCrFmzuH2qqqpA0zTi4+PNSk021ehU9/elVquhVCrh4eGBwsJCq5xuY4ErpVLJObCWzkw3B7afRkREhFU23IxoH3xf1IEpLv5gGIBmgBmR2lk/HR0d4PP5WmnQxhYkLUUul6OgoAA5OTlcIE9ft2xDn6k5JZwSiQTOzs44deoU97zsZ6ZUKvHSSy+hpaUFaWlpePrpp7Fo0aJRR3vHo008IZxkzQ/fycnJpgXwmsceHBxERUUFkpOT9RpmppxwU6lmfD4ffX198PHxQWtrq8XiYo4xVFlZiaCgIKOrP7pcGOuLUB9nNPbIIIAbKJrBPZdE6X2+jo4O8Hg8i9MHzUUqlaKzsxM5OTk2b9QFDBtnubm5yMrKgoODg0kxUalU6OrqwqFDhyASiXDixAkcPXoU995776gjyg888AB27twJsViMl19+mXRTJYxL2BmPoaGhiIyM5Bxke6V4yWQyriO/PRbi2G6g6enpcHFxMajlo4mCSyQSuLm5obq62uIVfVOazxp5MTExdmsGU1dXh9DQULsdv62tDVOmTLH4+Gx63/PPP8+9N6O5Rjg5OeGXX36Bu7s7VCoVLrroItx88804ePAgcZAJ4w6VSoW6ujpkZWVxDrJminV1dTVomrZbJ/qBgQGUl5dj+vTpXFDJmP1kTeCKHfmpL3vIUh3Vt4jJlnaEhIRY9R48cGkM+iRK/F7TCwGfh9sviMDchL9rdvXNq7c1VVVViIuL4xxkwHaNuoDhLKKOjg5MmzaN26bpKymVSlx33XX47LPPsHbtWshkMpvURY9Hm3jcO8maH8xoZlQagv1iKZVKVFdXIzMz06aGGXvuarUapaWlCA8Ph6+vr9GIiCHBMRUFVygUUCqVEAgEqK2tNVtQHAUCvL06DQeKRegeUmF6pDdmRY+sh7P3j5+to0lMTLRb+3jWOGO7fZuzohcREYFXX30VH330kc3SSkh6H2EiQNM0CgoKIBQKz4uDLJfLUVRUhGnTptnFQWYzbWJjY+0yz5PVMD8/P4SGhho1Dq3RfB6PB7Vazd3X1dVl8yi4WCw2OBPZFqjVajQ3N3NTBSwhNzcXDg4ONjs3NiUVGHZAVCqVTY5LINiawcFBdHZ2ctNKaJrWcpBramqgVqsxdepUu+izRCJBWVmZVvaHLbMhGYZBWVkZgoODERYWZtK5ZnVQ38KloSg4q7uenp4GpwWYc9u8LBEMjwcBn69VksguYCYkJNit4WxPTw8YhrHbDGGGYVBbW4u0tDSt7ZpOuIODA7744gts3bp11OVEbDZPV1cXBgYGkJKSgnnz5o3qmLZk3DvJbDc7ezjILAqFAoWFhUhJSbG5YcZGkOvr6+Ht7Y3Y2FibHVsz5XxwcBDV1dVITk4ekYpubkQkCkCUMwCRCKdE2vUNfD4f/f398PLyQmNjo00iIrqIRCI4OTlZFAW3BIqi0NzcbLGBlZeXB4FAYJVRpwtJ7yNMFChqeOyQv78/ZDKZ3R1klUqFwsJCJCYm2mXcEGvATJkyxW7dQEUiERQKBRITE+02U7iwsBCZmZkAYNBAHG0U3MPDAyUlJTaPggPDzczCwsIsjgAzDIOtW7fihRdesOl7S1EUsrOzUVNTg7vvvht33XUX7rrrLpsdn0AYLQMDAyguLkZQUBAcHR1HdLGuqamBSqWym4Msl8tRXFyM1NRUuLi42Pz4wLAu8Pl8REREcA6ZLVGpVDh79ixmzJjBTWUwZxHTkqkyKpUKDMOgsbGRi1hbs4BpaBGTpmlUV1ePugzGGB0dHfD29jb6OZ86dQrOzs6jHn8K/J3N88ILL+CTTz7B1q1bsWvXLshksnFhE/P0RSc1MHqnvWCHmJ84cQJhYWEQCARGm3SZ64QZeq78/HzExcVZ1OnYElpaWtDb22u3LnTsjz81NdVmTr5ufUNzczMUCgUXHTGn1sXQah6gvSrFfn49PT0ICgqCg4ODRat65kad6+rqIBQKLeoEyzAMVqxYgU2bNtnESWYYhmtKppveZ4fUEvt4M4Sx4LxrcW9vL3p7exEWFobCwkJIJBLuPmOjMiy9sdHR/Px8REVFwd/f3y6vp76+HnK53G6piGy31OzsbLtEERiGwblz5xATEwMfH9Odr605PtuxNjo62ixdt8SAZI36oaEh+Pn5WaTvLS0tqKqqwieffIL9+/fD2dnZ5p9hf38/li9fjp07d2qlGdoIosWTgzGxic+dO4eoqCiIRCK0tLTA2dmZ+32wc9cDAgIstpvM+Q0plUrk5+cjMTHRbgGMzs5OtLS02G2aDNtTIzg42G4TU9gFTNZxNEcjLV3EZMe6uru7W+Rwm+szaZYjGqoHZxgGV199NV588UWbOMm67+FFF12E22+/fdzYxOMyksw6aPHx8ZDJZFAqlZDJZKNywgx9SZqbmxEQEACGYdDf329TBxwYTo1ob2+3WwdVhmFQWlqK6Ohom0bBNd+/oaEh9PX1cXXCtkB33l11dTXCw8Ph7e2t9bkaGjuiKT7GasE1P8Pu7m6Ehoaivr7eLBFRKpUoLi6Go6MjSe8j/OPw9vaGq6sr1Go1pk2bpqVf5jYIUSqVUKvVJp0pqVQKBwcH1NbWoq6uzqYOODAc4e3r67NbN1bNbqn2SrNrbGyEp6enXRxkYNgAa2tr02oGY0vYa1VoaCh8fHwMfn/0RcFfe+01nDt3Dl5eXliwYAESExPxwQcf2PT8vL29MXfuXBw+fNgeTjKBYDXTpk2DWq1GWFgYQkNDuZ4JDQ0NcHJyQkRExAiNHU0PHU2Hq6enB97e3ujr68Pg4KBNHXBguLyjrq7ObtNegGHtdHFxsZuDzKaKJycn26WZJTDsQBYVFSEzM9Nkl2xzsoj0LWKy9mhFRYVeZ/v48eOoqqrCwMAAOjo6cOrUKZuM4dPN5klOTsbBgwdHfVxbMO6cZLVajZMnT8LZ2Rnu7u5wc3ODm5sbXFxcuB+QOT8+U6s3arUajY2N8PDw4ITAki+TOUKhUqnQ0tKC+Ph4iMVimzvgANDQ0ABXV1e7/fhpmkZpaSmSk5NtKmCa8+4GBgagVqsRExNjEwNWX5e/2tpahIWFwcvLy+CFRPcxjz32GBoaGuDh4YHp06dj1qxZ2L1796jPT1cQLE3voygKAoEAJ0+ehK+vr8WjrAgEc6itrUV7ezvc3d3h7u4OV1dXuLu7w8HBATweD0KhcNQOITvCIjQ0FOHh4QBGLqAZupnbFIaihsdluLq6Ii8vj7v462YnGVqBZ/cz1JWVdf4iIyNH3fHeEGKxGJ2dnXZtBlNZWYnY2Fi7OMjAcE2jTCZDSkqKxTp/6623QiKRYP/+/aO+RjQ3N+Omm25CR0cHaJrGv//9bzz++OOQyWT46aef8Oijj5p9LKLFBHujUqn02sQHDx5EcnIy0tPTbWKb6dpNarUa5eXlCA4OHhG80DfWU7NG2BwHnNWZrq4uBAUFob293eYOOGD/UXzAsBPu7e0NLy8vuxxfs1+PvZxwtVqN3NxcpKeng8fj6b2e8ng8nDlzBjNmzMCJEyfg6OhoEydZIBCgoKCAy+ZZs2aNRVFke+rwuHOSVSoV9u7di6GhIUgkEu4ml8u5Hx5bh+Hg4MAJhqurq9a/+raxhp6zszO++eYbrFixgusQyv7orHHANevANEWkubkZ/v7+XCMU3X1G44ALBAKuE3RiYqJeJ9wWDmdtbS2CgoLsUiMI/D0KxBrDyRC6Xf4kEgmUSiXS0tIseo5nn30Wr7/+Or755hubRp90BYGNQJkDwzAQCASQyWS48847sW/fPgDDBq6zszMiIyNtdp6Efzbnzp3DoUOHIJFIIJVKMTQ0BKlUCrVaDQCcdvH5fLi4uHBayzrT7P91dZn928XFBd9++y2uvvpqeHh4QKVSQSgUcr9fW3S2l8lkKCgowAUXXAAXFxez5lRSlPEMFk0HHBiOwLIdwC2pQzNlCLJQFIWysjKkpKTYLdLS3d0NAHZLdQeA6upqxMfHW6ylbEfrbdu22USHhUIhtm/fjqysLPz555+YN28ePvroIzg4OOD666/HkiVLzD4vosUEe6NUKrF3716IxWJIpVJIJBLuO8Y2IB2tTay7zcHBAT/88ANycnJs8j1mZwRr2r8qlQoVFRWIiIjgOnWz23XtZF3t1cXQAicwXGMbFhZmlhNuTe+joaEhuy9gdnV1wcHBwW5ZRMDw4mFYWJjRjNTo6Gj4+flh586ddsnIsiabx946PC5rko2heb4KhQISiQRisVjLoWa3sYYdu4018n777Td4eXnBy8uLc8B1j+/k5GTS6GNX9XRFRiAQ4ODBg1i5ciWCgoJs4oDrRsEVCgVaW1sREBAwYtWHTW8cjQPOOuEdHR3cSCxbO+DAcCScoiibNjTTpbCwkOsqbi4Mw2D58uV48cUXuSY5o0EzesHn83HHHXfg/vvvx7PPPgs3Nzf897//Nes4bBO7zZs3Y3BwEFu3bsWePXvw8ccfw8XFBbt27UJUVBS7O6mDmzyMWy2maVpLY9kba9Cx/9fV6ePHj0MoFCIwMBBSqVTLAWf1RdMB19VaTU3WZ/Sp1WocO3YMq1ev5ur1NI9tC/r6+lBTU4Ps7GyDq+/W3DS1Wy6Xc++DrR1wYNgJz8vLs2pmsbn09vaiubkZ6enpFj/2xIkTePPNN/H111/bxTC76qqrcM8992DhwoUWPY5o8T+ScaHDX331FZYvXw6BQDDCJmb1V1NrNTWZvY/9l9VpzW2NjY0IDg7WCkw5Ojrqdbp1F0D17aOpy05OTmAYBj/88AOysrIQFhY2qveCdcD12clVVVXw8/ODm5ub2dqri7EaXz6fj9bWVoSEhMDV1VVvhtJoHHBgWJ/ZOmF7RZHZsYgzZ840uBDLMAyWLl2KV1991Sod14W1idmF5fXr1+OOO+7AokWL8Oijj5q9WGlvHZ5wTrItyM3NRU5OzogvLPteMAwDuVyuJRr6nG1do4/ddvLkSYSHh4OmaSgUihHP7+TkZDTSoi/qoik2AoEA3333Ha6//npuZclcB1wzLcZYSiNbn+bn56fX+ButAy4QCKBWq1FTU4P09HStZl22NIT6+/tRX19vsaN78uRJ7N69G/v27bPJ+bS3t6O9vR3h4eGQy+WYP38+PvvsM9x///0WCQLLI488Ah6Ph97eXnh7e2P+/Pk4ceIEIiMjcfvtt7O7EcNs8jDptLigoIBL7dKF1Re1Ws0ZdpparLtN18gTi8U4duwYkpKSuJ4WrMHHHlsoFOo18ti/XVxctIw7XYOvv78fBQUFWLVqlVZEx5b09PSgsbERGRkZVjeA0V1w1U2FVCgUEAgEnJE3mpu+7ucMwyAvL8+q6RG2Nsx0aWhowJw5c1BSUgJPT0+rjkG0+B/FpNNhXSiKwieffIKbb76Z2zYam1hzP6lUCoVCge7ubs62BABnZ2e9TrehyLfmdg8PD+5vzWZTJ06cQFBQEOLi4kb1fhjT3dbWVvB4vBE9Fix1wI054j09PXBycoK/v79J7bWWqqoquLu7G50dffz4cbz77rv48ssvbWoTC4VCrFmzhssqWLNmDTZs2GDx8eylw/9IJ9meMAyDY8eO4dJLLx2xnf1XJpNZFQFn/y0uLsaUKVNGGDs8Hk9LbAyt9ulGYTTrDdn9vvzyS1x66aVakXBjmFtHqLnKJxKJ4ObmBqFQaNQBB2B0dc7Q6h2fz0dZWRkSEhLg6elptpAwDINly5Zh+/btNm+1X1RUhJtvvhm1tbXw9fXFrbfearYgvPvuu/j3v/8NBwcHdHZ24o033kBFRQXef/99uLm54YILLsCOHTs0u3ATw2zyQLTYAhiGwcmTJ3HhhReO2M6iUqkMRsD1GYKaUZfBwUGcPHkSycnJEIvFIzRLKBSO0F59kW9D0Rc3NzdIJBL88ccfuO666+Dk5GSXKKpYLEZ5eTmysrIMZi0Zy2rS54jrwm5nNdiUZrP/b25uRmVlJb788kt88cUXNn8PhoaGcMkll+DJJ5/EihUrLHos0eJ/LESHRwnDMNi5cyfuuusuLhIuk8msioDr2sZs4ymxWAyKouDj48PZxLpOtyE72FAEXLP/Bo/HQ11dHXp6ejB9+nSrdcmUpkokErS2tiIsLMzkvrqYG7iiaRpNTU1ISkoyaGcDwJIlS7Bjx44R85NthTUZPedDh4mTPAH55ptvcNVVV3E/TM20R80UR02n29hqn+6ttbUVNE1rNSHg8XgjBEbXwDMUkdFNgxQIBDh16hRcXFzMckItdcDZ29DQEORyuVaqjb7vOysEQqEQ3333HYqKilBdXY3Vq1fD3d0d9913n0071loTvZDL5Xj99dfx8MMP4+GHH8ZDDz2E4OBg7v433ngDhw8fxnfffaf5MGKYTR6IFo8jlEolfv/9dyxYsIDbpqktSqXS6EKo7jbN9HT275KSEkRFRWllIzEMw6U9GjP6zKk7FAqF+Pzzz7Fs2TKro6imoCgKp0+fRlpaGgQCgUX6/eKLL6K4uBje3t7g8XiIjY0d1czMW2+9FQcOHEBAQADy8/OxZMkSXHbZZfjPf/5j0XGIFv+jITo8Adi9ezeuueYa+Pv728Qm1iwFAoZt0vb2dk7XDOmvJTYxoJ2JRNM0Tp48idTUVKsagplrM7e1tcHFxQXOzs567//hhx+wb98+9Pf3c/W9e/bsQUpKyig/pb8ZzzYxcZIJI/j2228xZ84c+Pj4cIYfRVGcsLCComnYGTL8dGteJBIJ1/U7Li4OKpUKfD7fYIqNu7u7VlMgfUafZm04W0+hUqlw5MgRLFy40GidnW4tS11dHZ566imsWLECQUFBkEgkWLVqFSdio2U00QtgeAzAtddei7q6OixduhQPPfQQgoKCcO7cOQQGBiI0NFRzd2KYTR6IFv+DoCgK+/fvx7XXXgtAOxOJ7cVhLO1RNyqjayhKpVKIRCK4uLhopSiOpheHpi47OjqCx+Pht99+Q3h4uFU9J37//Xe8//77+OKLL2wSQf7999/h7u6ONWvWIDs7G76+vnjttdesPh7R4n8kRIf/4TAMg/z8fBQWFuKaa66xuBRIV4/Z8baa8Pl80DQNFxcXBAcH28Qm1qehAwMDqKqqMhoNZxgGixcvxs6dO5Gamspts1VWz3i3iYmTTDjv1NbWorS0FEuXLgUwXHeor6ZQ17DTFR3dmheZTMY1cZBIJFwqt2aKo66Bp1t3WF9fjxMnTuC7776ziQjYKnoBDEenSktLkZmZiYqKCjz//PM4e/YsFi5ciE2bNulbbSSG2eSBaDHBpvzf//0fli9fztVTa9YdWloKpLsvOx+7vb0dkZGRoGmaG2FjrBeHpka/8MIL+PDDDznDzBY0NDRg3rx5aGhoQGpqKmdAbt68GVdeeaXZxyFa/I+F6DDBbmj24njggQewfv16ODg4GNVfYxFwzV4cLJo2cWNjI2bMmKFXk9l/a2trkZeXZ7P+PBPNJiZOMmHSwTAMtm/fjrVr18LFxWVEmqOx1b6ioiLcdtttWLZsmU3OxZbRi++++w67du3Ct99+CxcXFwBAWVkZnn32WWzcuBFTp07VfQgxzCYPRIsJE4qysjLU1tZiyZIlYBhmxKKn7gKopiazDRdtZZixNDQ0YMmSJSgpKRnVcYgW/2MhOkyYcOjrxdHS0oINGzbgySefNJp2XlhYiHXr1mHx4sU2OZeJZhMTJ5lAsDO2il5QFIWnnnoKCxYswPz586FQKCCXy7mO53oghtnkgWgxgTBKbOUkEy3+x0J0mEAYJRPJJhZa+gACgWA5bm5uepuGmYKdAVdUVITy8nLU1dVh2bJluPPOO3H8+HGEhIRgx44dox6YTiAQCATDEC0mEAgE2zBRbGLiJBMI4xg+nw+lUok777wTCxYswPTp01FZWYnOzk58//336OnpIUYZgUAgGODw4cO4//77QVEUrrnmGquPQ7SYQCAQxpbzrcPESSYQxjmOjo44efIk9/ell16K1157DYGBgQgMDBzDMyMQCITxC0VRuPvuu3H06FE8/vjjeOWVVwAAYWFhePbZZ3HbbbdZdDyixQQCgWA5tlqsBM6vDvNtejQCgQBgWBASExMRFxeHN9980+LHs2koKpUKxcXFqKurQ2trK1QqFbKzs6FUKrFhwwZbnzaBQCBMGnJzcxEXF4eYmBh8/vnneO655/Dcc8+hpaXFbAeZaDGBQCBYD7tYeejQIZSVleG7776DQqGw6BhjpcMkkkwg2BhbRC9omoZAIMCmTZtQXV2NkpISzJw5E3PnzsWiRYvw8ssvG53/TCAQCP90WltbER4ezv0dFhaG06dPW3QMosUEAoFgPZqLlf/617/Q2toKiUQyIWxiEkkmEGyMLaIXAoEAfX19+Prrr/Hpp5/C29sbPB4PO3bswO23346Ghgb4+/vb+ZUQCATCxEVfYxhLR0oRLSYQCATr0Vys3Lt3L3bv3o3169dPCJuYOMkEgo3RF71obW21+DjffPMN1qxZg4KCAvD5fLzzzjt48sknIRaLkZCQYMtTJhAIhElHWFgYmpubub9bWloQEhJi8XGIFhMIBIJ12GKxEhgbHSbp1gSCjRmtILAt7letWgW5XI4zZ84gICAAANDb24vU1FTSJIZAIBBMkJOTg+rqatTX1yM0NBSfffYZPv30U7MfT7SYMNasXLkSlZWVAID+/n54e3ujoKAADQ0NmDp1KhITEwEAs2bNwltvvTWWp0og6GW0i5VjqcOTPpK8ceNGhIaGIiMjAxkZGTh48CB335YtWxAXF4fExEQcOXJkDM+SMJkICwvDmTNnkJKSAj6fj1OnTpktCD09PeDz+aBpGi4uLvDx8cGsWbPA4/GQmZmJ119/HevWrbPzKyAQbA/RYsL5Zv/+/VCr1YiJiUFMTAyuv/56pKSkmPVYosWE8cDnn3+OgoICFBQU4JprrsGKFSu4+2JjY7n7rHWQiS4T7E1OTg4KCgoQHx8PHo+HDz/8EMuWLTPrsWOuwwzDGLtNeJ555hlm27ZtI7aXlpYyaWlpjFwuZ+rq6piYmBhGrVZb9Rz//e9/mcTERCY1NZW5+uqrmb6+PoZhGKa+vp5xdnZm0tPTmfT0dGbdunWjeSmECYJKpWLCwsKYn376ibn44ouZ+Ph4pqSkxOTjCgsLmWXLlum9TyaTMaWlpUxhYaElp2Lq901uE+c24bGnFhMNJuijrKyMqaioYC655BImLy/P7McRLSY3A7cxg6ZpJiwsjKmqqmIYZljbUlJSRn1cYiMTzgdvvvkmExkZyTg7OzPr16836zHjQYcnfSTZEN9++y1WrVoFJycnREdHIy4uDrm5uVYda+HChSgpKUFRURESEhKwZcsW7j5brPQB2iOFtm7davVxCPZHKBTi7bffxvr165GXl4cFCxaYFb0IDg5GX18fPvzwQwCAWq3m7nN2dkZycjLS0tLsdt4EwlhgCy0mGkzQh2Y6qiUQLSaMN44fP47AwEDEx8dz2+rr65GZmYlLLrkEx48ft+nzERuZYEvuvPNONDQ0YObMmbj11lvNesx40OF/hJO8a9cupKWl4dZbb0VfXx8A2zVXAoBFixZBKBwu7541axZaWlpGf9Ia6M4Y27t3L8rKykZ1zObmZsybNw9Tp05FSkoKduzYAcB46g3BfK688kpUVVVZJAj+/v7YsmULiouLQVEU952iadqep0ognDfspcUTUYMBosPjFaLFhPPJggULMG3atBG3b7/9lttn7969+Ne//sX9HRwcjKamJuTn5+OVV17B6tWrMTg4aNXzExt5JESbx57xoMOTwkk2JjDr169HbW0tCgoKEBwcjIceegiA7bqt6fLBBx/giiuu4P62xUqf5kghR0dHrFq1Sks8rUEoFGL79u0oLy/HqVOnsHv3bk5UHnzwQW5l78orrxzV80RFRSE1NRUZGRmYPn06gOFC+4ULFyI+Ph4LFy7kRHmiYc6FzVwkEglEIhF8fX1x7Ngx3H333airqwMA8PmT4mdK+AcwHrR4omgwcH50eDJrMGBbHQaIFhPOPz/99BNKSkpG3K666ioAwxG0ffv2YeXKldxjnJyc4OfnBwDIzs5GbGwsqqqq9B5/POgyy0TRZ2IjW85ktIknRXfrn376yaz91q5diyVLlgCwvNvaggUL0NHRMWL7Cy+8wAnZCy+8AKFQiBtuuAHA3yt9fn5+OHv2LK6++mqUlpbC09PT7NcG6F/RO336tEXH0CU4OBjBwcEAAA8PD0ydOtXqVUJTHDt2DFOmTOH+3rp1K+bPn4/HHnsMW7duxdatW/Hiiy9afNzKykqti0ZdXR2ee+459Pf349133+Vmpm3evHnUQqYPc7935hxn165dqKiowGWXXQZfX18MDAxgz549iIuLw4wZM8iYEcKEwJ5aPNk0mD2/86HD9tJgYPLoMHssosWE8cZPP/2EpKQkhIWFcdu6urrg6+sLgUCAuro6VFdXIyYmxuDjzYHYyH8zGWxk4Pzq86S0iU0ULU942trauP+/8sorzMqVKxmGYZiSkhKtpgTR0dFWNyVgGIb56KOPmFmzZjESicTgPpY2D2H54osvmNtuu437e8+ePcw999xj1Xnqo76+ngkPD2cGBgaYZ555homMjGRSU1OZW265hent7R3VsSMjI5muri6tbQkJCdzn0tbWxiQkJIzqORiGYdRqNRMYGMg0NDQYbEQxFpjzmbe3tzO5ubmMTCZjOjs7GYZhmOLiYua1115j7rvvPuahhx5ixGKxNU8/1k1OyM12twmPvbV4Imsww9hPh8+XBjPMxNZhhiFaTG7jU4dvvvlm5s0339Ta9tVXXzHJyclMWloak5mZyXz33XdWHZvYyKaZDDYyw4wPfZ5oNvG4FARbcuONNzLTpk1jUlNTmaVLl2oJwqZNm5iYmBgmISGBOXjwoNXPcejQIWbq1Knch8nS2dnJiUptbS0TEhLC9PT0WHz8kydPMosWLeL+3rx5M7N582arz1cTsVjMZGVlMV9//TXDMAzT0dHBqNVqhqIo5oknnmBuueWWUR0/KiqKyczMZLKyspi3336bYRiG8fLy0trH29t7VM/BMAxz5MgR5oILLmAYxnC3xvPJvn37mNDQUMbR0ZEJCAjQ+vyMQdO01t95eXnM4cOHrT2NsTYoyM12twmPPbV4Imsww9hXh8+XBjPM5NFhhiFaTG6TU4d1ITaycSaLjcwwY6vPE9Um/scJgj2IjY1lwsLCRrSxt9VKn0qlYqKjo5m6ujpGoVAwaWlpZo0UMoVSqWQWLVrEbN++Xe/9thgx0NrayjAMw4hEIiYtLY357bff7CIAt9xyC7Nz506GYRibr/SNBbrCYCVjbVCQm+1uBCNMVA1mGPvr8PnSYIaZfDrMMESLyY3o8GiZqPo8mWxkhpnY+jxWOkwEYYLwww8/MPHx8UxMTAyzadOmUR+PpmlmzZo1zP3336+13VDqjS1gV65snUqiUCgYPz8/pqOjg2EY26/0TWDG2qAgN9vdCGOMrTWYYc6/DttLgxmG6LAJxlo/yI3o8KSG2MjGIfrMMIwVv3kew4zsYKdZsnx+KqMJ55s//vgDF198MVJTU7lOcZs3b8bevXtRUFAAHo+HqKgovP3221zzAkuRSCSgaRoeHh6QSCRYuHAhNmzYgJ9//hl+fn5cU4Le3l689NJLVr+Wb7/9Frt378aPP/444r6GhgYsWbIEJSUlVh9/AjP6VpSE8QLR4kmIvXX4fGkwQHTYBESLJwdEh/8hTCYbGSD6/BcW6/Ck6G5NsJyLLroI+hZIbNl9VCQSYfny5QCGRxisXr0al19+OXJycnD99dfj/fffR0REBL788stRPY/u/MD29nZOtPbv349p06aN6vgEAoFgD+ytw+dLgwGiwwQCYfIwmWxkgOiztZBIMmFCI5VKER4ejrq6Onh5eQEA1qxZY7OVvgkOiV5MHogWE8YtRIdNQrR4ckB0mDDhIPrMYbEOEyd5HMEwjE2GtRMIf0G+TJMHosXnEaLFBBtDvkyTA6LD5xGiwwQbY/GXiW+PsyCYz4oVK/DJJ58AAHg8Hh555BHs2bNnxH4Mw4CmadA0rTcFhEAgEAjWQ7SYQCAQxhaiw4TxBHGSx5jVq1fjyJEj6O3txY8//oiamhrExsZq7cOupvH5fPD5fL0ra6xIsP/ecccd+P777wEAFEWBpmlQFEXEhEAgEPRAtJhAIBDGFqLDhPEESbceQ9gf+tKlSzF37lx88803uP/++3HttdeO2OfAgQOorKwEn8/HvHnzkJGRAQAoLi5GbGwsXF1dIZFI4ODgAEdHxzF6RYRxBslTmjwQLbYjRIsJdoZo8eSA6LAdITpMsDMk3Xoiwa5+vfjii3j99ddx8cUXY8mSJXr3UalU4PP5kMvlePXVV1FfXw8AuOuuu/C///0PwHAh/quvvgoAyMzMxLFjxwAA//3vfzFnzhzMmjULX331FSiKOi+vj0AgECYCRIsJBAJhbCE6TBhvkBFQYwi7Ipabm4vu7m44OztDIBDo3TcjIwM0TcPPzw/vvPMOSkpKEB0djXfffRcbNmxAcXExIiIisGbNGgBAX18f/P39cejQIfB4POzevRs0TZMVNQKBQNCBaDGBQCCMLUSHCeMN4iSPITweD93d3Xj11Vdx6NAh3HfffVi1ahUSEhK09hsYGMDGjRshEAjg6+sLgUAAqVQKpVKJpKQkeHp64p133kFFRQVCQkIADK+yOTo6Ii4uDo899hi8vLxw7733cu3fCQQCgTAM0WICgUAYW4gOE8YbJN16jLnppptwzz33YM6cObjuuuvw1ltvjdgnLy8PDQ0N+OCDD/Dyyy8jJCQEfD4fjo6O6O7uRmNjIyIiItDR0cE9RqVSwcXFBfHx8fjoo4/g7u6OZcuW4ZtvviGNCggEAkEHosUEAoEwthAdJowniJM8hnz++efg8/m48cYbAQCPPvoofvjhB65ugiUhIQECgQAvvPAC3njjDZw+fZpbObvjjjtw3XXX4b333sPjjz+O3t5eAMOC4Onpib6+PmRmZuKBBx7AkiVLcPDgQSgUivP+WgkEAmG8QrSYQCAQxhaiw4TxBuluPcaoVCo4ODhwf1dUVMDf3x9+fn5a+33++efIz8+Hv78/KIrCFVdcAbVajR07duCjjz4CMNzifsaMGbj99tvh7u6Ovr4+7Nu3D6+99ho8PDygUqnw+OOPY9GiRefzJRLGDtJRdfJAtNjOEC0m2BGixZMDosN2hugwwY5YrMPESZ6k0DTNdf7r7OyERCIBTdNISUkZ61MjnD+IYTZ5IFo8QSFaTADR4skC0eEJCtFhAoiTTCAQNCCG2eSBaDGBMHEhWjw5IDpMIExcyJxkAoFAIBAIBAKBQCAQrIU4yQQCgUAgEAgEAoFAIPwFcZIJBAKBQCAQCAQCgUD4C+IkEwgEAoFAIBAIBAKB8BfESSYQCAQCgUAgEAgEAuEviJNMIBAIBAKBQCAQCATCXxAnmUAgEAgEAoFAIBAIhL8gTjKBQCAQCAQCgUAgEAh/QZxkAoFAIBAIBAKBQCAQ/oI4yQQCgUAgEAgEAoFAIPwFj2GYsT4HAoFAIBAIBAKBQCAQxgUkkkwgEAgEAoFAIBAIBMJfECeZQCAQCAQCgUAgEAiEvyBOMoFAIBAIBAKBQCAQCH9BnGQCgUAgEAgEAoFAIBD+gjjJBAKBQCAQCAQCgUAg/AVxkgkEAoFAIBAIBAKBQPiL/wc6moEvsJWWdwAAAABJRU5ErkJggg==", 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