From f683d28e910a5c6c99adb9133d1e2d29ea77bc74 Mon Sep 17 00:00:00 2001 From: anna-teruel Date: Mon, 18 May 2026 12:37:30 +0200 Subject: [PATCH 01/16] adding my custom testing notebook --- examples/testing_movement.ipynb | 202 ++++++++++++++++++++++++++++++++ 1 file changed, 202 insertions(+) create mode 100644 examples/testing_movement.ipynb diff --git a/examples/testing_movement.ipynb b/examples/testing_movement.ipynb new file mode 100644 index 000000000..2da1aeb27 --- /dev/null +++ b/examples/testing_movement.ipynb @@ -0,0 +1,202 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "267aaab5", + "metadata": {}, + "outputs": [], + "source": [ + "from movement.io import load_poses\n", + "from movement.plots import plot_centroid_trajectory" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "2150306f", + "metadata": {}, + "outputs": [], + "source": [ + "file_path = \"/Users/annateruel/Desktop/IMG_2990_predictions_bottomup_v2.h5\"" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "f67e3acf", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " Size: 6MB\n", + "Dimensions: (time: 17429, space: 2, keypoints: 7, individuals: 4)\n", + "Coordinates:\n", + " * time (time) float64 139kB 0.0 0.03333 0.06667 ... 580.9 580.9 580.9\n", + " * space (space) Size: 349kB\n", + "Dimensions: (time: 17429, space: 2)\n", + "Coordinates:\n", + " * time (time) float64 139kB 0.0 0.03333 0.06667 ... 580.9 580.9 580.9\n", + " * space (space) Size: 139kB\n", + "423.6 915.6 423.7 920.2 420.2 924.4 ... 884.2 199.8 884.2 195.9 884.1 196.5\n", + "Coordinates:\n", + " * time (time) float64 139kB 0.0 0.03333 0.06667 ... 580.9 580.9 580.9\n", + " * space (space) " + ] + }, + "execution_count": 18, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "mouse_name = \"track_0\"\n", + "fig, ax = plot_centroid_trajectory(position, individual=mouse_name)\n", + "fig.show()" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "movement", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.13.13" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} From 15dbf35ee772ae80801b9d20ec000f825180bedb Mon Sep 17 00:00:00 2001 From: anna-teruel Date: Fri, 15 May 2026 16:38:25 +0200 Subject: [PATCH 02/16] corrected some typos in docstrings --- movement/kinematics/path.py | 2 +- movement/roi/line.py | 7 +++---- movement/roi/polygon.py | 4 ++-- 3 files changed, 6 insertions(+), 7 deletions(-) diff --git a/movement/kinematics/path.py b/movement/kinematics/path.py index c040ecfba..508be8adf 100644 --- a/movement/kinematics/path.py +++ b/movement/kinematics/path.py @@ -144,7 +144,7 @@ def compute_path_straightness( valid observed positions in between. Note that the total path length (L), and therefore the straightness index, - is sensitive to the temporal sampling rate (i.e. frames per second), + is sensitive to the temporal sampling rate (i.e. frames per second), as described in the Notes of :func:`compute_path_length`. See Also diff --git a/movement/roi/line.py b/movement/roi/line.py index 90a07d772..35c236ab0 100644 --- a/movement/roi/line.py +++ b/movement/roi/line.py @@ -53,10 +53,9 @@ def __init__( additional line segment to the first, creating a closed loop. (See Notes). name - Name of the LoI that is to be created. A default name will be - inherited from the base class if not provided, and - defaults are inherited from. - + Name of the LoI that is to be created. If not provided, a default + name will be inherited from the base class. + Notes ----- The constructor supports 'rings' or 'closed loops' via the ``loop`` diff --git a/movement/roi/polygon.py b/movement/roi/polygon.py index 1806c9d03..bd1d105af 100644 --- a/movement/roi/polygon.py +++ b/movement/roi/polygon.py @@ -122,7 +122,7 @@ def interior_boundaries(self) -> tuple[LineOfInterest, ...]: """The interior boundaries of this RoI. Interior boundaries are the boundaries of holes contained within the - polygon. A region with no holes returns the empty tuple. + polygon. A region with no holes returns the empty tuple. """ return tuple( LineOfInterest( @@ -136,7 +136,7 @@ def interior_boundaries(self) -> tuple[LineOfInterest, ...]: def _plot( self, fig: Figure | SubFigure, ax: Axes, **matplotlib_kwargs ) -> tuple[Figure | SubFigure, Axes]: - """Polygonal regions need to use patch to be plotted. + """Polygonal regions need to use a patch to be plotted. In addition, ``matplotlib`` requires hole coordinates to be listed in the reverse orientation to the exterior boundary. Running From 5bce1036b5a525107e5502649248060301e43850 Mon Sep 17 00:00:00 2001 From: anna-teruel Date: Fri, 29 May 2026 16:00:59 +0200 Subject: [PATCH 03/16] napari_layers_to_ds function --- examples/testing_movement.ipynb | 202 -------------------------------- movement/napari/convert.py | 51 ++++++++ 2 files changed, 51 insertions(+), 202 deletions(-) delete mode 100644 examples/testing_movement.ipynb diff --git a/examples/testing_movement.ipynb b/examples/testing_movement.ipynb deleted file mode 100644 index 2da1aeb27..000000000 --- a/examples/testing_movement.ipynb +++ /dev/null @@ -1,202 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 1, - "id": "267aaab5", - "metadata": {}, - "outputs": [], - "source": [ - "from movement.io import load_poses\n", - "from movement.plots import plot_centroid_trajectory" - ] - }, - { - "cell_type": "code", - "execution_count": 2, - "id": "2150306f", - "metadata": {}, - "outputs": [], - "source": [ - "file_path = \"/Users/annateruel/Desktop/IMG_2990_predictions_bottomup_v2.h5\"" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "id": "f67e3acf", - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - " Size: 6MB\n", - "Dimensions: (time: 17429, space: 2, keypoints: 7, individuals: 4)\n", - "Coordinates:\n", - " * time (time) float64 139kB 0.0 0.03333 0.06667 ... 580.9 580.9 580.9\n", - " * space (space) Size: 349kB\n", - "Dimensions: (time: 17429, space: 2)\n", - "Coordinates:\n", - " * time (time) float64 139kB 0.0 0.03333 0.06667 ... 580.9 580.9 580.9\n", - " * space (space) Size: 139kB\n", - "423.6 915.6 423.7 920.2 420.2 924.4 ... 884.2 199.8 884.2 195.9 884.1 196.5\n", - "Coordinates:\n", - " * time (time) float64 139kB 0.0 0.03333 0.06667 ... 580.9 580.9 580.9\n", - " * space (space) " - ] - }, - "execution_count": 18, - "metadata": {}, - "output_type": "execute_result" - }, - { - "data": { - "image/png": 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", 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5mzH71MfCVyBwxRFSTRoIiz74F0u+2gSTSAJ9IICH45hI4cRiQUWPMIRtL2CmkyeHvo7vD3+ANyaMwhv/brrkfXhn1RZUavV4YEhvfLl5D3Mj6Y0mKKRSNI8IRW5ZOcIC/HHngB6Y1q9btbEx7aOifNruV/v346fDh/FIv36Y1bdvncbcCDQ81BUaLHxrmc/zF2YWIzy2ZhZGgUtDa9JhQRr/d3O24jwuqjLRPKCpcIjdMEMEE4vqq911CgjCpUHw3/ytWPT9DkCuYDdthQ/Gh4JJTaHIUsM/VYULJzOxd9VhDBrU+rL2gxxFn23cxQrYrTp2xjFeZzQiOa+QvS7X6vH2qi0oUanx6KiBXtdHRfB8RWs04uNduxAbGIhJnTqhsaLX6lFZqkJodAjEQuCxT2Sdy4Fe67tVrzi35NK/IAGfMZpNePPkPOgt3r+bg8XHBeEicEURYlzqGbrJfTf3H2ZdcbY0BKXomWWFE5pPJELWzFYwhMnZqAVvLkVcSBDLFuJDJhFjQrcOCA/w452H9mD9yerTp7/esg+rj5/1Oo9ULEZgDcQLQTEvfyVVBWY2Jjff86PfxLiA6bi9yYOYEHwXVn67rr53q1Fwel9KjebvOqxDne2LQBX7i48iRXWx2kOSGNBMOGwcmC11MwgIwqXeeWPKJ9CbXUULEbVbBbHe+5lqUUqQ8URbmEVA5rlciMUizB4/ind+g8mMQW2aY8lDUxEdFMC9Tvak5VsI2HN/rsbpnHze6fSZnhsyBDXBaLHgubVrcTArC42J50a9iSObTzqinnVqPT5/+Ecc3nS8vnetQXPxdCa+fOxnn+e/7q6h8A/yr9N9ErByriKt2kMRKA1Az/DOwiETuKIIFpd6JPXoBRzfdppZT9wzehTFJrRcWILwwxqr5YXL+kKBumFyXHy5AzQy6/Th7VviDoo/4dnmC8vWYuq3v+P9KWPQOT7GYz6JWIRm4SHsb3XQFp9YvBKlag3vPHd2747nBg+udl0u+yAS4fcTJ9BYoODokzurXGvO/Pzykiu+P42JzYt3Ws18PhDXKgbPzX+4rndJAECJvgzbC/Z7PRYiiDCv+2vC8eKB4lvqYhAQhEu9kp9RZH1h4rZwyCrMiNmhgkRt5g/UJUtKpBK5t1YFxz0ysj8igwJ4a7uQ0Hh+6Rrc2rszIgP92U+B3Dr0NyowAO9NGYOIgKrx3sgsKceji/6F3shdMI/o1YS7TYG3Dqh5lZVYfuoU/k5KQqmGXxg1BAoyrPE/XOSmWdPVrxYqSiqx8+99OLzxOEtPtkNpsQWZRdBUaqDXGXxOk81MzmF1WnyBitDVR+D2mf0peHzQq3h53Lsozi3G1YzJYsLRkiS8k/Qlyo0VXud9tt2DCJWHXLF9a2wIwqXuELKK6pE2PRNZVVCLSgWRnD9LguJdSrsoAT4riFiEyi4hWJGchIltOyI8wB9/zpqGn3YcwJrjyShSqV1mp9tEQYUab/yziVlWRrRviYjAALSOicDEHh0RpFRg5RP34J8jSUgrLEFcSCB+3H4Q5Vod5+YPp2ej+xtfYFi7RLxx82jEBLvG2XSOiWG9lqhtga/sy8jAblvhOoVEgs9vugmjW7VCQ0QZ6Oe1CuzVwvzXlmDJO387rIMBIf74ZPtbKMgowueP/Ij8i1Xp7zRt8lM3YdorkyCRSLzGeLnAwreqznO2LZuuGTKpH640d7d5FDnnqz7X7fGzMOF/1+Oxr+7H1UaWJhdzTn2OIn31wc+jIgehb0T3K7JfAgLuCMKlHoloEoag0ACUl1RC5OcH+Cm55zukRll7BSwK70+bT29ajW7RcUgMDWPi4eVxIxDu789Sm6n0PhcmswWbz5zHLzMmQywSIzm3EN0S4ph4obRnO90TmuC++cvY/HxsT07DjJ+X4d/H73Yp5e8nk+GV4cPx8oYNXvefPp3F9td5f6nS75P//Yc/br8dqcXFaBIczKw4DSVtuqKI/8lU2giaW5LlJPdCPoLCAxEcHsQCjQ9tOI68iwXQa/RQ+MtRUaLC4rf/cllOVabG00NnQ6vSwmQ0e0z79Y0/cf74Rdxw7wj0vK4rG79/9WGU5JbCP8QfcYnRkMj4RY0DETDgpl7oZVvHleKX1/9wES12/v12Pe57ZyoCQ7jjxBoDJAgvqrOYhYVe7ys+yorMlRurarV4I1QRXOf72NgxW0RsqO11CgAii9DBrFrKy8sREhKCsrIyBAfX3g/2zAEyQc9mr0WB/hBHRvDOqw0XI+3OcAoA4Z2HXEOP9OyPp/sOcow7X1CM8Z8t8NrLiAw5MokEOpt1gAJ3v5g+AV2axrrMRynS5GKqju/vuQWD27TwGD/4+++RU+n9wugvk0Htg2WmS0wMfp40CeEk+OoZuunf1fIRzmliiRg/nZqHpm1r5i67UpDb54tHf0RxTinb137jeuLcofMozPLdJULLmXncnXaCIwKZ0CwrdBV5geGBqCxROywtdDlyF6T0/j/1IkilPoicWmRcwJ28adojpw3GSwsfQ2MkXZWFj85+jxxtvku8iqUGDfwW9vsUSokCjZG6up67r3/nySYIDKrdMNLKCjMGd86us31vLAjBufWIutwpdqOacvvKYjNitnN3hnZeRb7aVRi0jArHaxNGeo1VISOKXbQQhZVq/O/XFR5xK+O6tsONXdqhOrJLyznHz580iQkkb/giWohTeXl4+N9/cSwnp95LwHu7adO0t+/4FKd2n3WJCalvzh0+j59eXoy3bv2YiRb7vu7592CNRAvhy/EvL6r0EC1EZYmKuUvtcFnRaNTO5fuYFaeu0Wn02PHXXnz6vx+81pYhK1NjxGg24q1TnyJX62pJqolouSluZKMVLVcSIcal7hCESz3SoX8bZoYnLGotLGaz15tA+FEN/DL567uYYcHSMyexI+OCy/ipfbthy/Mz8eGUsWgREQZxNS4WctOUqDWsKaMzdFP5YMpYXNfRe6E7Pm9Sm8hIHHn4YTzYpw86RUcjLshLT6ZqIKlwICsLk5Yswe1//MH6ItUX4XFhXqenHEnDk4NfxbTms5C0x3vtm7qGgmY/uPdLPNz7Bfz+XlW8yuXga3AtJ7Zzkc/tR/tnIvE37TPc3vR/2Lf6COoKEpdTE/6Ht6bMw38/bPQ679gHRqMxZgo9fXQOyoyVNRIqzviJ/HBP4pRa3zcBgZogCJd6ROEnh1+ALa6FbiA+PJGLqpnFZDbj0Q2rsDPjgkucSESgP8Z1a48vpo/3WoDOmW1nz2Pe+p1YezLZ0UGaasXMueU6xLoF4DoTqLCKMS4o3uWFIUPw75134pVhw3zaD7qleZNaR7Kz8c727agvfH36Ls4pwZNDXsP/ej6HDYu21amlqLSgjGX+ZJ7LYe+zU3Px00u/4ZkRr2PDr9tqdVsJ7eNrvhAJFV8rC9sOk16jw9zb5zFr0fZle1n8TG1RlFOC56+fyyxAvuAX0DgsDsX6UpYllKPJxzcpCz0sLTXlxY6zam3frnZMENfJICAE59Yrp/eeQ2mBza1C6cjy6qvMBqTroW7mZT6KI9BpceeqZWgfHolF46cg0r8qiLBVdAQ2PHM/tpw9jxKVBq2iw3H//OWcQbe/7z/OXExUkK5Tk2j8cv8UBCjkCPZTYv6MWzH20184d6FfS9/6lvRPSIBMLIahmtTZ6m7vtPTfp07h3euuq5eA3ZDIYJ/iPOzWCarf88HdX+LAmqN4+bcnanVfSAxRUOySd/9yBMx2GtgOyYdS2Xtf9rEm0OH+8sC72P7nXhzaeAxFmcXQqvU4d4i7wzOrEC0Wc8ayOH8G6wv38YBWrcPDfV5yjOsztjtm//k0lP6XLiQKsopwb9snatR2wGwT8g0VOoYLLizD6pwtl2xdceftLs+jbVBiraxLQOByEORbPaKpdH5St/j0BG6qJrPImbPFhXhhq2fZeYVMijGd27JCdX0TE/D6hFH2LgKOcjF2d5K9iu7pnAIs2HXYsY78Cu4nU1pOJvEtkybMzw9zRo+ulZJKVHF3dXIy66t0paEbsOQSAke3LNmJnFqu87Jj+V4smrPMJcuHXCAGnbFa0ULiSyaXIiTSdxfezA/ugn+AH8bcNwKv/PYkPtn2Fr4+8B4e+XwGWx+Djo9cCkWAkokW66hqvnUf3U+H1h3DojnLcTm8PfWzGokWQq7ktyrWB5nqbOwtOsT+ElsL9uK/nM21IloocPfxNvcJoqWGWGxZRbU50DoFBItLvUJPwsoABbQqnfVCrdbA4u/He1Ev7uGH4r7+VeqimmsSTd508Ty+ObwPs3ry18C4tXcXDGjVDJtOpzLh8emGXVDrXS/k5HbaciYVD4/sz94fSc92pC+7z0dtAGh9vjClc2c0CwnB9KVLq7/E2nOleXj8v/8QplTix1tuQfe4OFxJ+t/UCzv/2ldj98/6BVtxzxu319p+0Pp8tf7YofMtrmU0Rk0fihvuG8HS9A+tP4bi3FJI5VKWFk2BsWExoSjMLMLBdUdZd+anfvgf4ltzH+eJj45FRHw43r7jM2YqMZssMJirF5WOui0+Ws7MZgs2LNyOB96dhsspMFcT5H5yFp/WUIJtPz/3M/YVVz1U9AvvgRJ9RY0zhfiY2OR6DInqe9nrudaoi0q3QuVcKw2/yMRVjF+gEs/+8BDevftLdgE2F5dArFQAHJk32ggJ8kbwx5V44/19OzCieUu0j4jinSc+LAR3D+zJXv+w7YCHcKGfX4VWjwmf/8qsGlRhl++SGMJTj4aPfgkJeGPkSLyxebNDtPHVnalOvJTpdPjfv/9ixwMPVJvBVJvM/OBOHNl0wrOg2hV4cqeKtWS9IQseiQ1fq9baadenFeaueom5vOz0G9frsvdr2SermBCxB+96E3VV7iH+L5gVa+SwxJiNJpYNtP6XrTix8wzC40Jx4wOj0Kya2BtaZusfu2uW7SUCXl78eIPp/P1v9nrsLz7i0RwxVBZSay6i5oGXEMMkIFCHCMKlnhl6a3+ERofgxXHvwqQ30SMkp3CpaKuwWmWcq+faX5os6BQUgVMq/jTWNeeTvQoXZ6b06YJvtu51SV6il+nF1rRZIrO4jHf5Cp4Ku96gnkaDmzfH+pQUFlez/cIF7EpPdxUwdhOPfRTH/Y3mL1CpcDg7mwmiK0VcYgwWpHyBmV2edqQX+0JEHH/FZF/Y998hvDHpQ2ZhoRu7eyE4grSgi2aw1Ux58IO70Hlwe7Tr07pOYoPOHU6rNuOI9pnEGwXeMisRh25hAv+nWbiQlMHcQs7rJOvS4El98fSw15F8+DwTFPRR/vlyLd5e9SJ6juYuWldeXImnhs5G+umsqvPKBz5Y/xprPdBQ2FGwz0Og0HujxXjZFhcxxAiRB6F3WLda2NNrD5NFzIbaXWetrq7RIgiXBsD25XthMVlTod2LcNF5X9ZOgYqWcl5LQ/Dpctwc3hTNBrVlAoWLkwX8XZzdeWh4X+SVV+Dvw0lMCHAF0Hr7/bzxz0bc3KMjpvfvzirw+kqLsDCWKk1M6NABt//+Oy6U2kRADX+w9RHrQlVnvz3yER7q9gxK8viFnTOh0ZcuXAx6Az687ytmMWDCxE0k2F1GkU0j0G14J2ZdMOqNiGoagUc/vx8Db7Ye69ri4Ppj+PmVJSzbJ7p5FAJD/VGaX+4hVOjctruyWnRKwJwVzyPnfB6ev34OzBzCi6rrksDvr+3JAtoPrjvmmNaqews0aRWD/77fyM4R+3ppO188Ph8/nfwYu/4+gHULtkJTocGACb1ZBd53pn9uFS01OLfumn1rvYsWtVHDrCwHio9CKVGiwsht4VOKFUgIjsfJ8mRQFzIqleALNK/12cCCTiFtMbPlHVBIGlY8j4CAIFwaAKnHLlY9KVvgIlrSJ4dAnSDnDlY0WyAr0iHm+1QsQyra9m4F3MXd9CxX5b1hmjPkYplzy/V4fPQgVkwuv7wSTyxZ5fPyF4tK8eWmPVh9/Cx+/98d8PchW8qdSH9//HfXXej/7XeoNOi5L7tuVgTn8W9u3oI/74hBhL8/riRh0SEYdttArPii+grDkfHh6Dm6yyVv6/yxi5xF3UQSEUbdMYSlKce2iMKgW/pC4afA41/PZOm+FMNS266OpD3JeGX8e+zYk/DOTfMUynbR8sH6V5nYCgwNROseLdi46GaRuP+dO/DDi4tdvlcSXyOmWitBk2Xmnf9eYsHGJI6atolD95Gd8e70zz3MSmSVyTybjZ9f/R1/vP+PQ8Sd2HGaBQjXNLuKjuPdr9dv/RKj2YS3kubhoirDqxAhS8ugqD64PWECTpadxea83dhVdNDr/P4SP/yv9XR0C+0IqUjCHlgEwXJ5mJlgrN3fma8C9GpHEC4NAHrqpABBJl70elikEmt59PYKq2gh7C4iujjbhI2k0oQmP6U57tnJB1Phf3dfqC2e1oZijdprCioXUUEBbCDxUgNrOoMufCn5RXj2j//w0PB+rP9RTVHKZJg/eRL+98+/KFT7WDXVtpNkqbn+l19Y8O+d3bqhaciV62K7YaFvdVLm/PsCVv+wCYc3HUdQWCBunDkaHfq1gU6jw5uTP2IWDLoBUwD3dXcNwz1v3c7iUEwmE6sku/WPXdwrtgAtu7XAlGfGu4ymmkGOukG1zPJP/2M1flxcVSIgPCaU7X/exUImUmbMnYquQztyrmPSE+Nwcncydu89DwQHAAYjYgJlbBnHKkUidB7Ung12wmJDrdt2E/dypQzLPl7JXtuFCov9raFooXXHJEajvqB+QnuLDmNT3g6kqayNR73RLqgVOgW1w7zkH5GrKUCIzHuWWIJ/HJ5oMwPNAoRYFoHGgdCrqAH0tsg4m42H+74Mg94Is1QKcaz1IpkzJhhlHRScXaHjVpch6GARUOgaT+H3Wn8cj+S2UPSIjsPfk6df0j6+8tc6rDicVGO9bxc8U/t2xWvjR15SLAUVvzuYlYVnVq9h8Ss1uu2IwDpTL73jDrSLjMSV4Dpx9U/mEqkY7fu1QdJuqqQrglgiYhViX/z1cfz+/t+4cNK1arH9Bv3l/nfx5SM/Yc/Kg2wZytbxSM2WSbAw9UtExvP3vqptZvV5kdWncYfEw6qKhT6tQ6vV484J81CqcQoMtwCTruuAh1+fzLvchVMZ+F/P59mxsAf5knVnyKS+2L5sH2qDN5Y/i0ETa9e15gtmixkfnPkaR0pPeo1ZubfF7ZCIxGjiFwO1QYuPkr9n85vZc791Oefl6bVCLMfcLs+hmX/DaVh6NfUq+vd4KwQE1W6CgKrChAldU4VeRbV6VAUuiYR2TfDptjfQ+8buyHw0EWeeisKZp6OsooXremK2wD/dABFH7QnJT6eRGMJdgv5Ifg5WpZy5pH188+br8PQNg9EiMqxGCX4Wp2J2e8973ox9dV0NaNYMC6bciiYhPl5onMrtaoxGzNvFY52oA2SK6g2ZJCpO7TprtQBQWXuyVFiALx/7kVO0EKV5pQ7RQriLFiI4Mghv/v38FRUtRMf+bSGWij0sFcx96SOLvttsFS3ORYVEwF//HUdlmcqrxfKtFc8jtqVV8MuUMkx8dAxmzL0Dlws1h3z8qwfqRbQQh0qOM9FC8IkWEiG9wrogX1uM909/iw+Tv2PzkmixL0fzkAvIToDUDy92eBjNA+KvKdEicHUguIoaCBRkuGKcHGq9kzuImSvYnc2pdgu9BtJvC0WzD7Phrucrs8ugOpANtOUu6//0pjXoFh2HhOCauU6kEjHuH9KHDR1fnVfjz0eZQtRCwNf6Lly0iYjA5hkzcCQnB4uOHsPKMzwiTOTpttqdXr2JvbagPjb/frXW6zzxbeJYM0P3VNzKUn6XGH311OuILComg2cK70uLHsfQKQMgldX9zzorJZfVH2rROQESiRhTnrmJua5U5RrmliGLEt0QZ8ypcvNUx64dHH2c6LxXynFk2xkMmcCfot13bA8sGNOdVaIOCPZzpJlTUC/V16FyA4Q91sWRWu3FBxoUFoA/sr67IseTj6TyZGZJMVm47YwkSIZHD8TfmeuwKX8Xr7ih8S0DmmFywo3sPQXeysU1jz0TqO+sIiHGhRCESz1AT9jrLqTg4/07kVJS5HmpcX4Ccn8asr03hEmQ9WBLxH+bConG9SZmTCnhFS56swnfHz2AOUMvvUkcea64YoVpzyiLqJwjHZo+M/UpulwkYjF6x8ejW2wsIvz88NuxYyzjiQrnmZ1vRG7Bus7dr+uax764nwmLNT9t8ggCpdT3++begZK8UhzdYn2SdqGaYCIKxuV8QhYBXYd3qvObbH5GIeZO/dRRtI0CfZ+f/zB6jOyCbw6+j+Wf/YezB1KZFfGWx8aiZdfmPq+7TMVTvdZiQVBEVdsKPui4UHC0M8//8ggL/F3z02bo1DpWKHDMjBFY9d0GnNx1lrfuDgmblt1b1Kto0Zp0uKjKdBMtdlcPxatZX20r2MFErd2jbGLVVUnSVC1Bqc3x/nHoEdbpin+Oazs4t3atWbW9vsaKEONSDz7RV7dvwKKkqpTOS4ZSlbM1aPbpWUh0VXc7k0yECx/1hInnDhgXEIQ9dz90yZvtOvszRysAZ4KUcux79RHc8+NSHE7PcgmWJGHx7+N3o3lEKHtdW+bpSr0eRWo1Fuw9jAUnj9o2xi1e/r3rTigkErQKD79i5nG9Vs9u5MpABZq2bcJ66tC2C7OLcV+7x6HX6B3WALpZXn/PcGQmZzM3kjfsafN2K0K/cT3x1ooX6vSz0PYe6fcy0k5UZcHRPlObgIUpX7DKupfDLeM+RkUFd8PKr3+Ygbbtarca8uFNJ/DC9XM5p9Hp8eHG2SyNvD6gYz0naR6Sys+5WFHYrdApgcr9NLaPt55SVU/7NN/bnV5A62Ch19CVinFZfqxtncS4TO6WfM3HuAgWlyvMmaKC2hEthEgEQ7w/Ut/vjqCDxYhelgGJ1gyJwYJfRt2Muzat4FysSKNm7hN7P6LqoOygeet2YnfKRRhN5ipzpdviwUprxsqHt43F44tX4nhmrqNb9AND++D1FRtx6GIWez+tf3c8MrL/ZVe3DZTL2ZBTWgaJFjDRLjjrNadidRMWLmIvYwMD0TQ4GGmlpWgRGopZ/fpiRMuWqAvIZdFlSAeP8ZFNwvHhptfxxaM/sWwwKiN/4/2jWAVecgXN6PAkslOsx48LRxCqSMTcIU9++yDqmotJmUg5kua6H2YLCyrf+uceZmG5HAwc7i87sXG1nxWWfZ6/T9Rtz91cb6KFOFuRilPl7jWZ7FYW/o4IdlFD1hf3x5ZXTr2PjsFtcX/iHWjqf2VbYlyLmOugm7OQDm1FEC5XmLd3b6n9lYpFqOgVDkOEHAmfnUP3YR0xpG1rdDkWgxOFeZzuogq9DiGK6lNj88oqMe3b36HScWQq2a0atgn2YnPRwYGsfgsJnjK1lqVUT/pqEbQGa5p2pU6PH7bth1qnx8s3jaiFAwCczi2AyCJilicTX807277mVlaygSjRaPDA3yvw9fjxiAkKZBaZ9lFRdWaRyUrNYUXgmndIQPu+bfDV/vegqdRAppC5uCV83T4JGIqpCQip3pVyKVAMDll0aH+oXxEXbFq5+vK35SVN2W6Vqi3+/WYdvnj0Z4/x9FkptmX6K5NQn2Rpci55WY9KyW4xM6+d+ADzeryJUPmlWxv0ZgOyNNkIlgYjQsGdDCAgUFcIwuUKsycns25WLBFB2yoI2W92w8//sz59j2ieiJOFeZwOoy8P7sErg7yLBrpZvLR8LRMavDiZrPu7Bd62jrZmtnyzZS8TLc7l++nVHweO44nrBiFAcfmVOSMDApBToYLILIJYb4GZwmns934RfwwJ7RONemTlSpfj1Cw4GK+MGIHRrX3PivHG9r/2Ys6tH7uMmz77Vtz7xu3wC/SMRyIXkq+8cN1brBkilcYfNW0I7npjCqvie7lFEb9+6hdWsM0vSInxD12HO166BYGhAdYMH+djaDKjz/XdL1u0eNNqyUcuoO+I2rGAUI+in15awjktrmUM3vzrWXYs65Om/k1qYS3cfZ/UZg0eOvQ8q647tdnNGBs3skZr3V6wBwsu/A61ScPe9wrrhodbzYC/lDuu7lpFCM6tO4R06CtMTRvgObKK7K+d/3KgChFj6oJFKNNpMZxSHXVmzvl/OH4IJRrrU/L509nYtf4k8jJdex19v20/9qb6lsLsL5Ph3kHWJo3u5JRSQKnneIPJjBKV9eJ3uXSOj3W8FptEzG0k4qv67x4XwBEPm15ejof++Qfb0lxdI5eCwWD0EC3Eb28tQ/rZLJ/2sTrIilNRXIkVX63B86PerFnjQDeoUeMzI99gFWoJTYUWSz9ZhR9f/A1P//AQyyIiy4REanXzTXriRtao8XL4c8le6KlXFw9v3/Ulr8WnpuxZeQjqCs/zjtK5+4zpjuYdm6K+aROQiBb+CV4vB/b3l4rWrMMvF/7E9vy9jk7TaZWZOF+RgSx1HmdTzNTKC/gmdb5DtBBHSk5g/oXFnNs4lJqJbUmpMFzB4HiBqx/B4nKF6RYdiyP5/LELLoG3xSaEH9HALBehrJMSBn8y2VuFj1nJExsiFiFLqUP3+V+ilcYfIr0Z4KkrcuOfv2L4FjGO7k61jhABN00bgFmvTcCxjFx8tWmPz5/rw9tvZC4iLromxGLZoZPcFVcPncRjowaymh+Xw81dO2DJoeOO95RTIaKCZDKeh1AfSwF/uWcvhiVeXkDjO9M+5Z32yo3vYGHqVx7jg8MDUZBRVPONWazWkgNrj7IMmkth/a/boK3UurhnKJZl7fwtmPH2Hfj51Dxs+WM3tCot+o3tiU6D2uFy+ecvnpL0dPM0GKHKK8a2pXtY1+fLyYh6rP8rTJhxbspsYaX96xuVUY2njryBMqNrnydrLpH1f3fx4vxgUDXNt9/UN6kLcKIsGVtsDRuZOGI3BylmtLwVY+OGOubdVrCbZSjZa8QQ9Hp34QHcn3gnlBKrn3bLiVQ8vWClS4D+0+OH4N4RvXEtxbgIJf/rBkG4XGGWjL8dHX76jCNexMnnYrFAXmJC8z9KIdVax0ce1FQ9AYlEyJwQjMrWCs+rln119HSkVMMi4w9+zVFXYltFBRxhjxZg1W97ENQqDB8nH+WuGcCxves7tcawdtabO+0jDc69cG7q1gGL9x7DmdwCj9V9t20/lDIpHhzW97LiSno0bYI+zeJxIL3KgiGihzwa7LtyCas/me97c0pvPYX4oLojXFDJfhIglwpl/lyqcEnJyYMuzg+o0ENaYYTIdhpQJhE1TaRU52kv3YLapJQnLZlRoWZ1gIpySi55/RdPZ+KZEW+grIC7ZxdZkKj+y3V3Vd2krzQGswHHS0/jp/NLUGoo53GdsURoa2UW9lO0vrNSJWhqYoih3zkJErOlKtuPniOow/T35/9AYkAC2tuykVRGFWetGBIverOeCReNTocn5v/rMc8nK3dgeKeWaBEdXoO9ExDwRHAVXWGo/865mU9hYJMEyMVi+Etl6F0QiKhdKgSe1yM4SYPYDRVIXFjsEC126KLCBvKBryxH+AE1f3oBXbxoktRWyI6twD1F2ILCHq5+aWOABJ8eP8zcOHyIDGYodUCvFvF4/eZR+Oj2cdCq9fhi9l+Y2PVVjO/4Ml5/aD5yM6yuJxImC2fehrYx3NVcP9u4GyM+/BHLDp7A5bDw7iloFlaVfUJHilxGYlbUj8Pl7348ONCbTPjxAH+DOl/wZpFoYqv26s6IOwZzjlf4+RYPpFF51tKpjoyKMkz8dyF+6FyK86+1x/kPuiL1/S4o72UNvqSg1dg66tnDG3xL53doEIwmC7pyZGdVB1lXnhj8Gh7o/AyvaCF6juqMedvfQnDE5cUGXQoFuiK8fepT3LnvMXxw9msU6ku8xvtYsYsMa+4/yRkSGxKxbWDL++aWthcpths97cG99l347eI/7O/p8mQcLjnhIVyoo3Rz/6YIlgWxgPuRb/zAu613/96KawWqp1MXg4BgcakXpBIJFk+43fH+pbu/h2ofh/9e5Jn66phkAaJ3qGCWiVDa3c9auEHkLU+Sa5wIxkCrdtWFSVHaxh/apn5e5axEZULcxiKWgrzwo6cc4+c8tRgHt5913IAObk/Gc9O/xY/rn4NCKWMBuAEKvnQfsA7Us1dsZE/WE3teWhAmHR8K0k0vKXP62CIW62IRW2DhsS/2btIEB7Ozedf77vbt6BnfBD2bXFrA5LApA7FhAXfjxemv3sq9T9d3w3V3D8OGX7exWBKKjaJ6KXNWvogdy/di5Tfrq+08XRMoSPnudUuRVuYa52QKkiLngRYo7RWCp3oNZvvgjaLSSpw4m432rWIRG+l71orXrCGJGANv6YOuw7ibM/Kh1xnw4g1zcSHJe0B8TItIvLvmFdSXleWNUx+jUFd13GtmeLQKFi4kIgtr0AhWX5uvlXr1mUlZmjxoTVp8cOYLFhfjjlwsx8yWd7PXT81fBZXOwC8kK7xY1q4yTHWQDs1Xm+taQ3AVNQC69m+Fo3uslUidodhHg84EkVTCGShHl5+4zZWY2LwtduvzkBzjYyaKU3wHxc9cvCUMkPKLCmeUuVrITEC7blWBg1kXCrF/q2v5fco0KcwtY0G/Iyf0YOP6t0zAsYwcl+wid179ewMigwIwuE0LXArXd2iNw5meIoTcRh7xLgQLoTDj1k4dsexUEu96Zyz/C6vvuQdNgmv+RN5zdBeExYagJLdKUBFBEYG87hwSYc/Nf4SJl8MbTzBrx8jpQ1j9l+4jOrMKutuX8scg9RzVxef9o+/jue2rcd5NtNh2hP3R9AzHO5YkrFpRhH8m3OXiCmTrMJvx5DvLcfBEVWuFDq1i8O1bd0BmC+K9lPot7O6p1aNjn841ciXmpxfiiSGvodAt4JyLgRPqpw8RcbDkuItoqRkWSETc2Vj2cVbJYnJpLm+2iG3uJqc12eJanN/bMZpNmLbnFSik3FY8iSUCMcoY/L7zKPYke3dvTugjVO4VuHwEV1EDICiEpzy/Smu1+3qp6xEgF2H2C1OwbvZjmNjGakqXUIdgnwM6RFA3l8JsC/qtDlXrQBjC5bj7yesd4/KzuYMdqXtxgdO0uwb2QHxYsNc9o5soFa8r13BXUK2OMH/uY0nCxZFl5PbweawgF20jIjHcSxBuhV6PVzdsuKR9kslleH/9bDTrEO8Y17RtHD7c+Lqjpw7nPotErJT+/e9MYwXRSLTYxz/70yy069OaczlKW6Yqvb7yzfF9WJZyyqd5jxfl4Y29m13GVai0eOa9v1xEC3E6NQ+vzVtV7TqN1WWcpGbip5cWY9eKA9WuiwR+ytELmDvtMxRlVx8TEx4bigfeu7SO6bVBsa7EqTh/zUWLL7ivXUxih7mRqmJirKXkrXO6x8lUGFXQmfkfirK1xXhq/zd4b63330d4oB/uHGp9iLkWIIFYF4OAIFwaBDvWVGXDOCNSKHgvaXSBNqs0KE9OZ0GcdDP7ZOSN+PaGmzG5XSfc2bk7esTE8StTt7gXI3dCEMeGAfHE5mjWoaryZsv2cZByPFVT92Jny0yovx+WPTwdz48dhqZh/G4Eqvmy9cx5XAprk85xms7p5iDW8ZS2sADzdu7GhzdUiTEutl24gLXJ7tVMfSOxczP8eHIefjz5CRt+Pv0ZWnW7NKsSQbVfPts1F2/89RzG3D+SpfGOn3U9PtryBma8Pa1G6/rmiO/ZY8TK86cd5+CPS3fjxpnfYB9PIPHuI9V/j6dOenHlaPUQlalY8OzqnzZ5XQ81rXyk70uY1esFnN6TbG2iyAPVa5n+6mT8dvFryBX102yQXDBLM1bxNkb0ht0rXJ0Ryn0e+3uJ2AKp2Ayx2AQjs7Y4uaEdVXet40hW6kwSzlRsGvRmCc7rMhExKgfBffMhknoKqmA/Bba8+ZDQifoK88Ybb1TFRtqG9u3bO6ZrtVo88sgjiIiIQGBgICZPnoy8PNeipenp6Rg3bhz8/f0RHR2N5557DkYjX62JK4PgKmoA6HWXeBIYrE9BlOmRkl6Ar3/fgczcEkSFB2H0yC54cGRvzFz/D5KKqs+MMUuo4qwF9BAnMji3aHNDBGSUlePNfzbhg9usJd5DwgNwxyMjsfCzDSyt2ZpZBPQe2hYVChF++msP4mNCMbxPa1buvyMCMVAfhr9FlTDwdL2lxomXAvVQ4vNEWT8T90SN0Ygnl6+Gn1TKXvPxyMpVWD7tDnSPq3nJdLpoNO/oWZvjUqHYl0ET+7LhcmrMVBj1NQqssGebrd1xGj8v8y56TF6+RzpPTh7PwKp/DvPNANisMeR6rCxR8a4n9egFfPTAt0hzs/pwQSnVT347s15vomaLGa8efx9qk9anQ08ajAR5iUqJUH9apnZiHejBRiaiNh5VVhcucWKBGBUGBYJkOpfp5QaFi+iRR+kQ0KkElcdcA/GnDu5+zYmWhhLj0qlTJ2zcuNHxXiqtuu0/9dRT+O+//7B06VLWX+nRRx/FpEmTsGvXLuv2TCYmWmJjY7F7927k5OTg7rvvhkwmwzvvvIP6QhAuDYBBN3TB2WMZHnEsIpcQf46UZ5WaVUxNN5vw+Iu/OsZn5JbicFIGYiODMH/2VOSYVJi7ZwsO5rrFfji1jzUHArogW+M8PaAoFLNCblzQXq4+fhazJ4xEoK3M/7RHRiOxXRw2/n0IOq0BvYa3w5rUDDz38QpIxCJWzyE2IghhajNOV1YwFxjFeRqacj829km8tCJgN3RojR2pF3ins1gXCZf9HNibkYHIkACvwoWY+vsfWHL7behxicG6DYnHV/1V02hQDI23Wor+2Xjca3l5IponS4fO9S8/XYd//j7EX8OHVm4rUEjNHPve6OlmyL2Qj9kTP/RJsBAz5k7F1Bcn1vtNNKksGSqT2qdDT8dXrZMhozgclToF5BIdEqLLEO1ffaArXzNGO8z6IrJAAhMTR3qz1NbA02Uu9r/WJGPWFYXY+vvQmaQedUpEYkDZVI3K4+G2tEbr0ttOncejYwdW/2EFah2pVMqEhzvUZPKnn37C4sWLMXKktXry/Pnz0aFDB+zduxf9+/fH+vXrkZSUxIRPTEwMunfvjjlz5uCFF15g1hy5/PKrnl8KgsOsATDhroHo1JvHbcBxV6CLvqi0jBXmGjq5Lz5bzJ2xkltYgXkLt6B7TBzahkextEWfKsnKAF0ktfOyeI1FIavL7/uOo6jSmhElbxIMbbtwlLQMwtasXJxIsQolexGqvKIKnNaoHHmXdP1jtVY4NrPtEl1FeeXWHkR8OFKjOT4/9TgqLFEhVO693DtZg+7/62+o9b6X5W+InCkuwOpifpHHRaBMjrf6jcLmvcnIzi+rtnJrc1tcDpd7iESL14wiWrkt1ql19xaOJo7U6HHB639i9sQPmFvowqnqqzuTq4n6DzUE0ULWlpNlyTXSi0WqQFTqAIVSh/AwDdRGOcr1cp+r57q7ebig3ZHZRIltKfseI0SuRqhcBT+JngkWjUnOW1yNxAvEru099Ndg5Vx6DKztVGizUwfqcqdBp+Mvf3Du3Dk0adIELVu2xPTp05nrhzh06BAMBgNGjx7tmJfcSM2aNcOePVZLKv3t0qULEy12brjhBrbNU6d8i4urCwSLSwOAfOyjJvbEyQNeyss7XXXoAqOICoNOpcKGv/bBMJ6/T8yOQ6nsxjC5bScs9taV2q2+iUUOlj7MWzYfwH/Hz7Jh7spNGN+uHbasPe2wrnB+BPvncLS4pW14Xr1pzMELWbhrIHcLAW/8c8Iaf8EHNWIUGW0VdblquogBXYUBCn8JdCb+i22ZTod+33yLLQ88gMgAfzRGtmae97WAMIPqDi3sPxl3PrEApRwl87k4kcydZn5gXyprHeCtsSKjqNwRk0K8Mv497F99BDXhvjm3Y8yMkSwQt77J1RbgnaQvkaPNqwoz8yJg7Nk+FXoJ/APsMSrWFGgSEFRniIJ0yWrChfO66VCLq7G+kN6QsKcJa0yLVGyE0pa5RIsppWYEygxQG2XMdeT+1MMKHRcpAJOrqBndjTuQXODSSEhwdTm//vrrzALiTr9+/fDLL7+gXbt2zM3z5ptvYsiQITh58iRyc3OZxSQ01PV3QSKFphH011m02Kfbp9UXgnBpINT0KVCnN8Hs7w+RWsXrSnJYZ0RAr9gmuLNjNyw6dcznCrJU+0QfYoHJz3r1lKpEkFayyigu85FO+efMWQTQA6C+Bj5Yi5Pz3j5KBJgkwOZzqRgz93vc3qsbpo/uBblT52RveEu1tuP1Zm2xxnD8MPEW3Lt8udebutpoxKMrV+L3qVU1eRoLFBOSfrRmlXkXj70dH7y/AeWU7eYjCqe6LzqdAXt3p0Cl0rLAbV++K/sXsH35XqgrtTi47qhP27W7sG5+dAzLsqpvK4udeWd/RJ620F6433ou8v98GSn5oRBJqoLf6edCS5OAIKsHLU+unuqg5eipXeolPob2g2JeaHVMvrAMJNcSUfTXX2qA0SKGxljlKmBfpwmoPOHZLTqGpx3I1UzdlPy3ri8jIwPBwVUJDgqeGlljx1qtlETXrl2ZkGnevDn+/PNP+Pk13qaYgquogdBvZEdIvZTn94AixENDIJbIIKrQ8tqB7SZiqmyr+T4FIi01XeTpLOhYiKJcAX2YBcYgq3WCBkOoBfpQnidkiwX6IB9uDs5F9OgpvryqgAQTLXILLBILdBILzlsq8e6BXRj37PfIyudOuXbnxk5tOcf7y6T47e4pmNGvJ6Rm22nvUrjCatulNPIRbVpicIvmeGrQoGq3d9hL4bqGiEFvxJtTPsasPi9izzP/WjNvfBAQ/WMTEGXyR3p2iYdrRywSseBrd0gsjB9hrSdzLjkXd9z6Bea8/hc++WA1lvy222u9RNsKAKfO2ce2nPLZPDT+f9fj6wPv4tHP7mswoiVPW4DzqnSXPj/VZQap9VIYRAqP+eQSg+M9yR9fvkZ7PEtmRTC0/DXi2HpkEjMUEjOrxkAle7j20U/iuhKap3RfFEyVMo/x209ffrPSxtodurYHgkSL88AnXNwh60rbtm2RkpLC4l70ej1KS12vrZRVZI+Job/uWUb291xxM1cKQbg0EEIjAvHCJ9MgU0jZtVkb44eyzhEo7RGF0l7RKO0djdJeUSjrEoHydmEo7RyBis4R0PRrCYve4N0l8N8RvHDXdzh1II1lDXlc4exvncWMxOouck+bNgUC+hAT9MEmGAPMzCpjxxAAVMaIUN5UhNJWIpQliqANt/plDf5Ai+7R8Gvmh7LmIpS2FqGyiQhyFdA+OpItb2YP505XaJt9OjNQi9d+WO3TcXxq+CC0ta3PDtW1+eGOW9C7eVMUqNRWKw8XIjKNi7Dr/EUM+PhbxCoDMKVzZ68GKs5+Tg2Yv79Yg93/WFsYaNoE2h7fvd/YY/0D8cPoSUygcEGjRw9sh7tv6cfcP3YC/eXM4ldSqsKrL/yB8jKN79Vy7dirsLIbs/f57QLl9udvxmNf3o82PVuioUAuolVZrvVv7NYWb2iNMtvX4/q04VrDRcSCan3Nw9ObpKBnpKptO6+bLLQ+WC1ZiwDX+VTJQTAWc8SHWUho1eChTKDOqKysRGpqKuLi4tCrVy+WHbRpU1WZgbNnz7IYmAEDBrD39PfEiRPId+rZtmHDBiaWOnasWSXr2kRwFTUgBo/pgm4DWmHa87+gjCeGwKKUwkLXBqrjIhLB7Gf7Cr3cfN57ZRnEOhPKuoTD7O+mVbksL+6xHxbX8cYgp6tumAXyYhEkausNkFxLDkc6ZUPEAJKmClTq9DiiKQT8qlZE69GFyXCuyNoFmT1MuH8MkQgmJbBXk4c5/27Cq+NHen2CpoquKx+6C5vPpmJNUjLiQ4Px4KA+8LdFv286mwqDxKkRi9tn1pIx1miB1mjEyys34Lp2rbDjwZm4/uf5zDXExS+HD+PenjWPx6kPtizZ6RAA2uYBlD9Oao1zXuqj9cXwmzCqWWt2zIPi5GjVLBJpmUUuooNimki4tGoWBX+lDN8u2cm+/gqVDotXHcTSlYcgLlZzCkDeGzdNKFc5sooIo95oy3jxXEimlOG2Z8ZjyOR+l1Ufpy5YkbkOv6WvcBtrdeFWR5le6XAl2QWMUmJAgMzk5mISwWCWwSwyMleQtzgWhcTocFXRStzjXqyXBFoH/w7StinGxhljKXc9HFrfoA4N6zu5EljL/NWuta+m63v22Wcxfvx45h7Kzs5msTASiQR33HEHS3++//778fTTTyM8PJyJkccee4yJFcooIq6//nomUO666y588MEHLK7l1VdfZbVffLXy1AWCcLnCHDmdgXd/2ICScjUC/OSoVOug0vhaqt+tkpT7OB7MIgv0sf6wyKSsRotH6XvnVXDdw0ReXlMKZYQFCLdArKFtUQSf0zwWoKRIAylHLV9mWTLSzci2WXpkdBcvNhcOsWT/cexIvgC1Wg+VwYCIAD/c3KsTpg/sjnC3ANmR7VqxgUrRr1iwC3s3nUJYZBBkTcTW3kV8x0pMlh+7+ALWZKRgzQ8pXl0Uc7Zsxdn8Arw75gY0JmSFOns3Pk8obqISOLQuDW1uimDZQXQjm/PETay0f36RtWEhWVievGcEEy06vRELV+y3Lm6vyGq2QGcxQ66UQKrxPbOEnVqnL3ieMxyipUO/Nnj8q/vRugd/5eP64oIq00m0OJd18x7bQtPK9ArIpGbIpNaYItZ1XWRGkNx6veBa1mIRQyT2fpypC7R9fVxfv/1ZhaSN515XQXEuCokBZTolDBYZTAZr3iLXT2Xj8XOY3N/3NhQCtUNmZiYTKUVFRYiKisLgwYNZqjO9JubNm8ce9qjwHGUmUcbQ119/7VieRM6qVaswa9YsJmgCAgJwzz334K233qrXr0gQLleQpeuP4JNfqszFJFquBJqWoexKSDeewAwLKlryVJCtumJ5h8MKQ3/NfhzzkBAgz00B/+rsDU/pesvCT+z7YPvrfB3OLC13XPGzKyrwzdZ9mL/rEL6/9xb0btHUo8neAzd85NJ2QDs8BEhQeu6//b091tD5OLi/5uDPU6dgEYvw3vXeq+/WNyOmDsL5E+kstkWW5yXIloI0zxixqvAk1u08jR/mTmfWlhZNI7Dsiwdw+FQ6KlU69OiUgLBgq2jMKyznFeHUDBS+JSIxhvRriR27ubuFkyuoSasYJLRvwsSKX4D39PX65EDxURbMbuF4VuYTLdS6qUAbBJNZbAsytp50UokZEUrvtV/YUz5Pv1VrnyJrrRZycSp4YldsP1uXn4i1NIJTfJrtJSUFhiu1qNCbUFDK/wR+7EIOrjWcY1Jqc5014ffff/c6XalU4quvvmIDH2StWb3aN1f9lUIQLleQzxduQX3A3EmUC2mxICAL0FOxOSqv4V6IzRfRYp+PCx73C2EQmyA3c/i56SJrW5+YBcPYY11s7QUMtvEu63W1NpHV5sEFf2NSz864vW8XtImxxrjM/3iti2jRB0ugJdHiHLfjw77zus7cWHriZIMTLlq1Dn9+9C+2/rkHEqkYI6cORt+xPbDvv8PIva8F751LmQX45VPlT8pvNWH+X3sw98nxbLJUIkbfrp6m/4iwQNZQ0cBRs6MmkUADBrWB4Qx/xlPLrs0x8o7qA6fri7PlqViWuQbJ5alQm13Foaia3xsrXWNSsJ409lgTewp0iFzH2wna3rtIwtw/Ilhs2UDs9+UI4qUK0VK0DCn0nhbt9tf5OYKPIDmZcvnnkFfTaFNAoCYIwblXCDKZG6mudn1AFxRbagD9k2jIDFLNzdobvsznfrPneCimoFk22ek+RyJFqgeoES399RAtXvob/bH/GCZ/9Rt2nrMWVdu5puqJnTRTzvW2YmhcsTRE44qzrRZ6Un/t5g/w29t/IfNsNi6eysQvs/+AMkCBr/a9C1MoT9VLEYkWuMSwnEqu/omZXJ9TxrpVt7XdzEwBUhj8vd+8bpvaH9/Pn4k2ShH2/msNIOai2/D6Cwqsji35e/DqyY9wtPSUi2jh/MlwjKTTXWWQuUTM088kWK6DQmriERsWyEVGKMT2mi5mZgmhldlTmZnrj63HWBWC5uP57lgHzw/E0f/In9/lfXPfa68rtL3kf20PAoJwuWJcVkamt9Rl37buuh66oGk41lldmrTzfD5szvnCLHJ68KR+Rc3DQzGxW0dQnGBtha+R+dtkMeOdVVvYTbu8rKokujpBCZOfzcTE9xlrItwaRoatV07sPINjW0+5NBuk47KNrC8K78ZWqVMBYsomaupj8bZZ04bghsHWLuUMpzxeQ5DU4RZ0JjwiAM+9dBMefHgUIsP8seTdv71uIyCkYRb8M5gN+CVtqdtYSlbm/8GIIUan4HaIU0bDZJazOitR/mpE+VWyITZAhWi/SvhJq1qbS0UmKMQGyMUGSGzVQqS27D7ntGn315cQHuf0KaqZTvWPNNzBuS1jwvH4jQ3XQibQ+BBcRVcIii9pEhWM7AJrJVCf4BIWtXDDVBaykphQB9tqunBFzfLFs9heS0qtMS0sZdo+zfmv2/JSJ9/sV7eNR//EZtb1mERYfuhkzT6A14J7wIWiUpRpdDBRxowNo5/YsRxVz2Vd5Wr57O8SE42GAgmUM/tTeKe/fmizl4UBhY45HdhhpkJxd97sWyNHiViMyLAA7qq41IBTYq1cbGfCLT3x6BNjHP2K0pMyYaQgDx6CI4Og9K+/bAZvZGvyoTY5B/JUtR+0WzhcC0eLcF3MUNwcPwZ/pK9BhmaHoy2Hc5Z61alOcSlkMak6flKJkYkdrp9EbZWvca3Z7QWHj7cK+l7HdG/HzotrDQqCtgdC1+Y6BQThckX59b27Mfahr2FwuqG6QxcbqhKr4+sYzSUqRDV7VFJoqJ25BaIswBLP4cS2mZldIvSc16UD5BVioIJcABaYlDQ4zc/hx9dHmyHSAbISEbL3pAM24TLnlusQGxKI3/YchVpvQGJUGN6aeB2ScwvxzKE1np+FrtAXxfCneiG8KRnAmn2nWUE/u3jxy3PqgEyeM53VfVTtsfPxOtEyLAwr7rwT9QllUH3//CJs/G0HKktVMPOcZ5Wdg3HW4FpUyhkpdbGOj0BGdjGCqdZLRzmeO7sBfUrj8Vj3AWgR4lkZ1ZmYyGC2Lx5QgLhb7RbKWnBusqjXec+wKy+swPnjF1mcS31x7EI2vl23F2eyCpAYHYaZo/sis7gci49ug7S7c69kT0uH3T0jE0kxLGoATpSl4L/cl9k4F1Fj8+/IRCZIxa4OAnch4Sxk6gpvW2BBv0Z+F3nbJq51lQQELhfB4nIFCfBTYOm8BzDxse+9XgRaNo1AoL8CB/g63nJlu/BhFyTODm2RCCEUstBcDGSKYBaZrE/CtgddsqLooqoq2rruIF11qQidGYoyibUNgApMvFBjRqt4sV2B3R4Dab2mQCM++2Y1midEodeQdmz8IyMHsMGZ8f8t9PwM9lSJFhY0/TwP2nglCvuEuLQMsO/knA1b0KpVEHCymI1RFBsReE6Nyjb+Tvvl5XLsXJTP+Zg7IdEDm2fdj6ahIWgIPNz3JZw/5r2Mvz5OiZyHvfeNuatjD7xx/2isTjuLWZv+hVhFT45UcbUM6y+mYM0t96BpEP9nvn5wB/y4dDfKK538g5R6qzFbCyA6EeBkPclJy8cbkz6u9nMWZBTVm3A5fjEH937xpy1Dx4KSSg0e+v5vSJQGtL7R2vvJS0N3W0l9Keb3nYfHj7yFfF2Ry7QqyLqit8aqOE1n4WrMCuY53nmb9h5HzvvjPK+v1hh7JhJ15+aD1lWWzu1K7NA0GkM7NpxCgFcScx3EpNR2C4HGinAUrjAxEUF498kJXi8cp8/n4cDJdO4mgN4yYdxxjuUwmiEuUUOSVwZpZjGg1iHgAvUkMUNsFkNiFEFsETGfu0QvhiLfSxyIrYIuZS7Yr5gSNRB8yoCA8zqIDPyVaU2BEly8Mxy3nViJF7atQ3ZlNa4zHhfUhQkBaK5TYPawwR43Q0fF3Wauujxqbzlitpawz8xWx9OZ2mtBPqd5yBOy6KCXxpU2iosq8f03m/DEwwvwzlsrcDopC7XNkc0nqhUtkYmR0L3U3ZpyzkP7sChMaNkBszauYKKFsPcUohgilUGPn09ZuzrbMRpNWP7nfsya+RP+d/+PWP3PYXz+6q3o2THBceeTqk2Ql3lWeG7arKp79D9frYVOW31NI5VT7NKVhGqRzPhyKQtWth8T+9/YHjmsK3J18SOscJvejOWn9riIFqc5WOxKgEQPmW197rEqTHjY5rWTpw6Ajpp82bZRWBmAU9kxrBkiuZKorxDVhSnXyxzPMdUF57K4FSOgLfXe08ZQ5o+sg57l35uEBePHWbeyLLRrEcoMq4tBQLC41AvD+7Zh4uXFedYbg1cu1aXpfFEyW+C/5TQk5a6FNDQ9m0OKKLYNVSRVsrU/mokg0Usg1pqstVl4ar78+OBkDGrWAgU5pdiz4SS+nbuSmf3pYl7Qxw8Fg6idLffu0TX2jzMnsOZ8MlZOugvNQzie2HjiZViF3kR//PL20+zt3E07YZF7Ovj1ZFyhi779aZOe8DN0aPJnAbLviLG6iyjO03Jpx58eQk/keO+QWlKiYjf0kmIVM5ufPp2FLZuTMPfd29BvQO11zN2+fF+188R8fh12ZZ3ln8ECnCkuwKSVi3kPCYmXowWuGUbvv7MSWzedctwIU1PycPJ4Br547zZ88N5KrNl00lqF1c3IFRrqjyHD2jvep5/J4nVvOfPuXV8ioV082vS6ck/ypzPz8ewv//E2hgyI0fhuxZCYsThrOWRVPfIcKCng1kvlW8LFqkLVqY0ylOr8kZobzZa1xlZYb3BHLgbi64G34LpmbfFv5m58kfo3yg1AvH+ZV3FF0/LPRCD3uFWQSP0MiO5YgIjWpS7Xg56h3RCnH4T3sNVjPc9PHIYgv4YZjyTQuBFcRfXEsD5t8Ni0ofhi8fbaW6lNdDgsMxarhUe1+ihEbqKFUB5Jh15jgKFlFAIKZKhkFpEqRa8oFEMXYbbe3N2QiMToGG1tbx4VF4oJdw9Gl36tsHnFYWjUepib+eETY/VBt+V6HWas+QtLxt+GSL8ArPznEJZsPAh05fp8VS/bhISzANANfx2CRGuBWeZet9zCKuSW9oiEMlcDZbbKoUGUJiB0fylK+4YCaqsLy8L3S+CK2bH9tZiplY4RKp0ev+w+jK1nziNIqcCU3p0xpnNbdrP+56+DDtFCUFdk2k2ywNSGcNFr9Vj+2Wqsne+9RlBwywj8k53M/xkdeMuBqUo9t3PxQgG2bDzlujoLsHdPCjZvP41tKRnQR9huXmYLs7pIqdEnXXxkEqxedRQ339KbCd6WXZrj0PrjMLsH9XLw6s0fYGHK55AreVK6axGjyYzXlqzz2s1aLK3eBeNw34hEUATrbQWhqxYQOWUHecO+GxaLCOU6BbKSolASKINFJIaRI9D+sf9WICIzkO2/MSQcQV1LYLEZUdx+MgyDRoT8pBgUpUY4pgWKgtBO1w79g5XIEifDZDGhX3gvtJN1w7x9OyARi5glighSyvHYuMEY2aX2hHljxAQRG2p7nQKCcKlXpt3UB6fT8rBxj5enYG/YrjSsfwvFikwbimnj+rCbgEZrYJV5I0ID8FvMcix8axnzUzunxoqoeubpbDboEyNh7pWIioCqqy+r+UI9CTmES5uwcIQpXU3Iie3icP8L4xzv83dIsCjpmM1Jzm8/Ty0rxsS/f8PEvHj8t/E40sdxp1U6P7FvmDoD505m4pOX/kRIgh8K+wV7xNbIy6jdsxjaJv4wS0VQ5msg0pthDJYhMN+CsMV5kEYH4MM/HsKc7duwLzOTe5tc+2DTh6FKJe7+eSnO5BSwGwON23M+Hf+dOIuJ3TviZFKmRzNBFl98oRAGgwmymnQE58gcevPWj3FgXfXuqklzJ+NA+cFqRYsvOH+N51OdCr64rXbewq0od64OTUHaoTKIC3SsGnJhQQW++mw9SktUuO+B4bju7qH480MfrJDkfsspwbyHvscLCx5FXUOBuMnZhdXOV50Fw/Zr5V3eSxiJy7oIjUmKSr0CWaubA0YxFGEmaBM5mq1SPEyABRp7I9ZCf5Ru9ochJgithmV4rLeyUInzm1u5rKJ7izj8+vhUpzHW1hZ6oxET3/8VOSXlDtFCqfPdE+MxdVC36j+MgMAlIlhc6pnZs8ayZnT7jluLpvkM3SQrdZCq9Rg6oTduGt4F/Z2ay/kpZWwg7nx1MuJaxmDNT5tZfAAJnfMn02FxKognSyuEtjX1r6AOilWYArhdRWmlJezG6a0R25zBozG6eWt8unErjhq4/PlVZFdW4GdVEpRtJLBIvFs7vho+lv0lawtz/6RrWIPG0s5BMPmT2Qgse0UbIYIuFFCUkcvIH/oY58BcqwWAVvDgC4uR3Y3nSZcvAJoel83AjuSLLKjZOV6a2HQ6lQ3ws0DWQ4HQFAPkFVWWBBKX51Pz0K59E1wqSXuSqxUt/Sf1hal7c3y8/wjQzosQq8GTXOvQqiyRpk2rYlScsUhFKHZvFGoTlSalBGJVVcrz4oW70LxFFNSp2dV2gHZm46IdmPn+nQj3scbMpXAqPRc/brT2X+LCXyHDFw/cjM/yPoKB0ubccPRscjvGZK1jbkwmgK1xLdQcsTprjdEsgtYkQ4VeiYJtsUy0ELISCbTxBmvLCrevkqyJFnI/OaXSqvKCkbqtKRIHZUFMvbksQNH5EGQdcm2bQUKkT+sEzn3aevI8MovKXMaReN9xOg1p+cVIjOY+N64V6iImRYhxsSJE+tQzVCL9vacmoGMrqy+Z3B9esV0JKdA2YNNpPDSqO+Y+Md5FtLhD4mL09CH4ePPr+PbQB3h+/iMedRV0XRNgiqSYFNerHp8LxUBX3mqg7Q5vlogHFO0QsaeagEoRoI0Woaw1RSRWjXOfh4YvThyAyWxm5ezZBZ0u/pU6RG0uQHCSjp3VrJEkWZikgDZSDD1XEozNCmSwtUPghadgHau5YatAzLs0rT9IjIJuChj9nG5cFgtefGYJc6tR9s0/m45j4T/7cfa8NU2ZyubvPXoB2w6cY5aznIJyZOZaxSINJ3aexpL33DsOWzHLxTDZqtSmdY3CisrzKGxnq9nj/HkusbDhjM492T6QJalNuzj06p3oktJMr1u0sjZx8wU69BS0fPTIBUhqaIEqyPQuiC+HMpUWD3y9jNdFRD+Vr2ZOZDf2t7s9xzmPRET1cKwnrnNAbPGZcJQXWp8K/CSUPcQd1+IQPlRE0STHhYoI5KhCULgzFpYKVzeZRMMjPsXcv2NVXghO/tURx//shONLO3mIFiImNBB3DuXufJ5ZXMYrd7OKalCvSkCghggWlwaAUiHDt69PxeZ9yTiVksOa1ikVUhw/m42cwnJodHoo5VIE+ylQejYHZcczECORYOLn9+HG+0fWeHuJXZrhww2z8dMri3FqTzJzHxkSoyAx2B4NbTchekpzWD/c8JfKvFpbnGneJhbRb6gQckaL/EH+qGyj5M0VtThi+ZzyOd2gANIdWRfxeeJF4NkIt5xQABkm+NtPbdt2dCHkOnKzEDm/NlXza3DP5pJYG8/RE6l9d/mXpU6RFhR2VCD6iJa1MaBdrajQ4tU3l+NgZp6jv8832IHOHZpgtyULqhhrazvZViqgR4IECFZLMTBZjLQf9qCyTzgKZneEPloJRbYG4WtzUNktFBW9wll9d4nOjLOKXO60ch4X0aC4ZugWHYuvj3FbGZ7uOgAbfjqEFzecZMJl0JB2eOzpMViz8ig2rD/BBM2IUZ1w5z2DMf25BSguU7lqQpF1v7gOUUalESYvxee4oDiZumLNkbNQ6zjcLzbuHd4LvVpZb/bNA5viqx7vYO7pz1CgK4RcLEOYLBwZmhyWqacQK2AxiqE0BqOTvCt+LToFv2YGRIqMvF5U++msNUlgNEug10thyPSDPjkQ0Ht+bmmFBKYQjoIqVJ2a/2N45c+npyMkwI8z7udsVgHnaU+/ifbxvgvXqxU6k2s/xkWAEIRLA7K83DCoAxvs3HFj3W2v06B2+GTrm+z1bU0fQgXVcYEIymILtJFWEUCBuXzl7YPlVoVBdSx2JJ1HdkkFex8fHoxRXdswn/qOpDR2QR7aMRFd+ibixME0NF1ZgYIBZhQNDKhZQQk37l2zzKngnVOuKL2k2nbuJXCoUQsFPvIYioLPAeXta7g/7mKmGvFCbreS9nJEJFlTfmlXdl7IZKnlJEzoqZiK4m0KzYQxoGr9enmV4Cj3N2JtVwvCbo5HyZhYxzHUxfsh54GW1vlswtNE7X8duO2ci2/LuvIukTH4+YZJUEplKNZo8Huya3fmYfEtkLYgFUmnshxxOzt3nEFqSi5++vUhzJzlKqLfemIcnn3vb2icbv4RkEJj9OxKTR+jVKVH096tkXH0PPk6yexkbZUcoKAoaOvrUMrDtwCUNh0dhqV/7MOTbeOh9OOJi7oMiipUzHpkj99wJiEiBDOv7+cyLlIZjk97vIkSXTmeOPo6MjXW7CszzNCategX2R3PtH8Qp8sysLRyDyKUKsjFZv5mh6xeiwhGsxQWswj5u+KgL+ZPTZaUO4loZ32ut/62uQQGBdUyiyMPXKKF+G7DXqw9wh2bd++IXogMphNYQKBuEISLAJZc/BrDbnkPJlYMzHqBM0stnEG5dsa1bod1R87ipUVrYHS7sL+zfDN0BhOMtuqp1EwxRK2H1BaLEJpmgSHKhPI23p6Wq1MCbqLFDbXSCH+t7fSmWBx6VKHd4RFLVE04+BRQ3pEjkJgjU8MacOA2rjpEImgjJTDKRahsKUJhN4mTham6ZW1/bR3ynEWLdbxdvHEt7JQPzrHeOP8g/K9rP9zergsTLcT7Q8dgXMv2+O74fhjMJlaUrp0hBA+f+NllccqSysoswYF9qRgwqK3LtKjwIMREBeEC1Q0icRioxFMzRuGnzzYiL9c1NoIoKqpEkcIf6NfZadedY5KowKHYZfzGnSnYPPZDzH5rMgYPtRY0rA0oW+zw+WxO0SKXSLDwiakIVHp+eVmaXLx07D1ozK7xLmQ721t8BIW6YixL34UwpRqhCm31WUgWBYaFDsS5IxLkqooQF6pAfEQIcksroJRJ2WsShqEBfjgjycMp5HnGuPhZMH1kd3SKjcXRC1lIyy9hruKOTaNx+6BuuPvzP5BX5tScyil+hwsSrb9tP8J5yvdu1RRPjBvM/6GuIYQYl7pDEC6NGDLLp5/OgrpCg9Y9EiGTX9rXSWXXX5s1FrMXbWYBrXSRNXm5oYbJlbizfTdMeudXD9FCqNzM6xSPUtxMCnmYGBKtGVK1BQEXAG24GfoIbzE9ziU/uSfzLYZAsrFX3eCkajOM/oBUzb+YQg9ItIDJ/SGTw71CNWBcnmJ90FnW+UQo6SRBaZfLCC9zxADVjhn6trZdcG8nzziGoU1bsMHOjm1nuHdHBA8hQufm8x/8jYycEse4CpUWb32zFh+9cDNmv/An62Xk0c+Ia+XVvKYb6dw3/sJ/G16oPkbMR75ZuwcHUqqybpx5+daRCA/iVvXfpizyEC3O5GmLsK/4KCL81NXuAxWO6xPWG0+0mw740Fz5jYPrcTa5AEb3+DMRcMvgzmgbGoWbejs1wLSx+Mk7cP2cHz1E2pczbubeL7MZlTyFAklM+epCvtoxWcRsqO11CgjBuY2W/IwiPDrgVczs/jyeGPI6pjZ7GHtWuVY0rQk3jO2JhFbhLI5CG2uGIYL/LvzJqLE4nJzl1cTsGeMhgj5YDE20FBWJcqiayqAolDIBUG0Jz5pCq9MbIC0xQGLLXjEEiaCJEUMVB8hzK9EzKASPTx+GXh0Tqh7opbBmJfly4bV50VwCXHncas4Y/c0o7VxHFx/Ow+hF+Nm4s0N3n1bftn0cbyxGh07U9KqKs2n5uJBV7HIzpPkoludiYSm+/el+jB3XDVHRQb7rLy8zGo1m7NzOLawuhb/2udamsdOlWQwm9XeyCDmhMqpxpiLV63rL9KUIVhR6r1ZrFkFjkkFrluFQiau7zhuDYxM9RYuN1w+sh47K4HIQFRKIA+89htsGdGWdnEd3aY1d78xC7zYJvG5tstY44rtskGAhi4uAQF0jyLdGypzb5yH1eFWJ98qSSrx126fIT6++3gQfcTGh0EaZPTMQnDJQ/M5VIqFcgpMZ/E36eHGrXU7pmX6ZIqt44cORCVMzcdOuaTQ6VypgCnQN0qWMm5Ku/jh+IRP+lUZ89cptePux8ZBTkKe9FrrHfjv9tYsciknxvW8uw6QwQ0/9nGqCcyaQt+m29GyP19Xs3Kyu/RDtT+YpbsiacfhQGtatOQad1oBbb7PGdVDsh/2rHD6yo0dat4bniZxubmqtAc2aR+LJZ2/EsOEdIa6lzsEkXvhQVeowZ/ZfmHzjJ5g87hO8/tKf+OWHbTh7Optzfq297onH/nPvq8FsxJESbrHjzO6iXV7TnukTaMxUpp/5BFmAvK+MjG+Nsc243WX78tPxRwp/6rxUKsGrU0ZhxQv34JP7xiNISV1TwWtxua5bG5ewMhqo4eRtg7gqR16bUDaZuZYH1xae1y6Cq6gRkpmcg7MHz3P4wy3Y8sdu3P7chEtar3+EHKiy7FchAqSVQOCxMkQuT8Ez/3yArFtqJ55AohchJEkEZbkeJpOW3YjNfmIYg2QspVdRCmiiRFC1EPteY0UEPN5/CPb6XcSJw0msTL0DCrYMkKK4VzBmH9uD5v2bYWS/tujTuRn2Hr+A/+1eXf127Fdqm3vIYxc43EZkaWGixdfrjk0oysoBeTk1sQR0Yba0Vrd1SDSAshAIvCiCSQ6om1izwejBXmwQQdRPiWKjxkP7PNCpN17sM8xrj6Xnn16MC2kFjnE3TeiBV2ZPxOZNp5hQGDq8Pa6/wfNm1bF1LGsUSqnc7kJoYI9Ex/tBQ9th2Z/VtyvwhXbt4zjHazR63DZhHvT6qpyM3TvOseG3BTuZ1ee7X2YiKLjKR9i/bTNsPeX6G6PDPrKLa3E2IrniPN4//Q3KjZ5xIs4oxXIkVSTxWq2YaKEv0OkLlot8rwxMFpBPB96MNekfcE7fnJ2Cu9v1wuVgMJnwxE//YueZCyywlww8JGKnDu6Gx8YOgr+i7isZCwgIwqURolF5ZmUQdEHUOHfkrSGyACm3cKEib6l6RP9xjr3ObRUCvZH/JtwkLAj5JZUw2m+V1WQPUZPE4GMVEDulwrLY14gAQCFDcApwMYoEh+9PGyaLGTKJhD/2RESN54Bnfv8PY7u0Q1ZJOcwWk28dt512srpZrfFClhpbWuiYxG41wC8f0JGgpJtGAPWAstWoYdlDgLwUiDwsgshs3ROphgruVe3VyFHt0GtgIl7evR5ak5HVniF3Qs/oJniu9xCv+/DlZ+uR7mbBW/XvEXTt3hxz3r3N67IKuQyvPHwDXp23iqXb09dPbqMZk/ujVbOqVNkuXRMw7a6BWLxwt0sXYzLC2GK7rf2vOGKpPI4Zzzn24TsrXUSLOwX5FXjo3h+xaNmjjno0+eXcdYdGd7VaGuzoTXq8nfQl1CbPlhrOUEr0021n4tOUebzzUGE59zOKKxvIG1KxGEqJlH3X7iioL0ENUOv0rPjeofNZzJry6NhB2JuczkQLYXcD0ne2LzkDz99c+5ldjRkhxqXuEIRLI6Rll2YIiwlBaX65S6VRk9GMfjf2uKR1FmnUWFd4nvvGzW6ScphC/SEpVUMfH+z1jl2h0eG164bhk2/XwaAUQR0v5xcvIhF6BIUh2+BaOp7mlBapYIwJZl2rm68w4sJkKcws8clpPc7xJTYUEgmGNU1EvCQYv+8/zr+jIiC3vBK/7DrkWI3Y31ovhfMYOKUQUx8k2i9O7J2DxRboYsysFxIvNKsZUOZbLSckWJTnKxB0qAjSeKv7RVmgh9FfAolWhPhNQEULEQsglpeJoCyg1g3Ox8PC2gjce/sAbMQFLCpIwsLtSazuzvXN2iDaPwC9YuJxY4t2LDuGD5MtZsRdMFDbiG1bkjBydCef+nEt+/x+bNpzFlqdEYN6tUS7RGt/K2dmzByB0dd3weGDaQgK8kNwiB9LuQ4O9kNIqB8y0osQExuKbj2a479/j+D333Z7rCOhWQSaxIdx7sfBfSnV7mtBfjmzyiz442EUqjVI4nGFbjmZintGWK0WFYZKvHL8w2pFixQSfNbjdbyeNJe95/op6MxUqM7Tqhgq5+jEWI3V5bZW3bDo3GGXwnn0akdOGo4X5aBrBLdlypnCchVuene+o47NkbRsrNifhP7tmrn0JSJoOym5RShRaRAe6CUVUUCglhCESyNEIpXguZ9n4fVJH8FoMLEnTWpMN+mJsejQz/WJ0Fe+O7IfRTq6c3rerGUl1uc+bfdmCNh6BmKVHqYQBa8VhTIOdl5MRxQUKM/TQKrXozJeCrPcuh7nW+GEPh1YQN+XZg3rpByQr4P/+Up2A2fipVgFY1gAxFIR4rabkHWd91OWliFrQq6qAr1axOO5MUPx0ZrtTESYlFYTCQkAu4XC/jHtkMVC7/ng64oRrIeTN4LP6FDUVwKLrJonZovVYqIoFUFkNEO55xwkBdaqoxaTGJZmsRCbLJBXGKu+EpMMZgXF5DgF3jrdpMT5WvyctB8ZUVrHZ1MbDVh7MRm/Xj8FwxKqXDXu5OeV48TxdCYauMrv19TDbrVgkMXEDL2X4nIU80KDnT79PF0yxAMPjWDrpDYBdgsN7evLr93Ma3HRariDUt0pK9Xgyf8twP2vjOH9LCTK7fxw/nfk6Lh7NTlzZ4tJePv0R1AZK13CvOwCxmAWw8hT6bFlAHeArDde7DECSSV5OFjg2ntLZzbi+b3/Yc2N91eb+fPqknUexfdIoBxJzeI8L0jMKGWCxcX1eFGX7tqNSant9TVWBOHSSOl9XVf8mvwZtv65B5oKLfqM6YZ2vbkv9r6wNT3Ns7Q5/UbMgKxSBH0goIgJgr5tLAKO5aKUrC480Fo2H0tBVIWeXZiVJSbEiRSY9cR1GD60I5JzCpBeUIq2TaKwYt9JzP59Ayjm0RIuR2mYHOpIOSL3FlvDSAwmSMmyJJPghUcmYn14Hlad9yx8ZS29QhcKC/bnZmLCioVYPmE6bu/eGT+/9Tcybw6GRW6PrAXkRWJI1Z5PuMx6QT2c3DOEnBQXpUxzWltYSogF0ft0rGeMIcxbkQ6y2piR8OVFSGWBUErFMJ3OpM51jlnE2YUYfOdQbNte1dWZ1qgoNsCkNLFAY5HJArHBzF7T55JorbU608PJCuC5/Rkbl2PpuGlM3LmzaMEOLPh5u0MDUVE3Csh1Pi3IAjN8pA+5uQBrWfDChytYyjOdBz8v34spY3vgqXtrXu3Z5TPMHI7R13fGkUMXEBikxMDBbeHnx2/Wqklcd2pGIZ74jruVAlkZBrZvzl6fKUvBniLvWXwk04OkgfgtfTFkYs+S/nbhRdYWPkk4JKoPaoqfVIZWwREewoV+G2dLC5CvqUSMv2tPMneOpGVxjtc4dQZ3ZnCHFrx1XwQEahtBuDRiIuLCMPmJ2imvG+7nB1GJWzgI3VxNtiusxAJdqAjiLk0RsPo4gjefR8WgZrAoOE4h6mMjc41LKClWo1WLGPbU2j4+mg1UmfSXLYdcby7UQThSAV2kHMpCa2aKXcAkNA3Hs+Hx2H/2PPJlVU+DEiqhL7FemAkKxjWbTHhx+zp8MexGZE4MZqnODsSALsoMHUUW6sFK8Iv1Iki1Ioi1lLrNIVrsf0mb+AFisrg4h/nYXD6RO4ogQwB01cTjiHQmNP0mBX7J9BRegrdWvoAP7vsaZTZrC5Wyf/yrBzBy2hDIP1qNjRtOWmNFyIJhtkCut8CsrbqJSJxiONhnpUrBHFBRwPtXLcPc6CGIiw1lheNIWMQ2CcMvP213mVevM0KhkEGrrTrWE27pheEjPWuBeGzHZMbcr9fAaDJZv1vb97t0zRGMHtAOXdq5pk/XFHcLTW2haiKDhmKdOCwSUwZ0QY/EJjBbzPji3C/VrouES5mxDP6S6pQT93c1KKI3uoRcWhB8jpq/V5BCUv1ln6vwnjeoJ5OA2zGEmA21SW2vr7EiCBcBRmxAEGcMq1RVlb5s9LPatk3RwfBPKoDf6QLk3dMdCFR49hziuFifPJGB5i2qbjbnsgu5G9hR76QQWZVwEYkQGOKHsqxCvDTyC1DPWWWiPypbB8IvXYW8ac1hCnfdB1rryaI8XL9iARNRnjErtp5MSlv2sJ8FxlALxFpApKYQVp5KtPSeRBI9XDLBUzVL2Bk9FAhg2zMqZJCqrKX83a81kSuyELY5D2KDVYiMmDoIfW7ojt/SvsKhDcehVenQc1RnhERarVovvDIBD84aySrLxjUJw4lj6Th/Ph9N4sLwxadrWc8jZ5EoNlLMjBnaKO6aNMUWLd77fjXL2LKmNYscVhF36wqJljfevpU1g+zQMR5NE3zr+JuaXoDiMk9/GlVs3X0k7bKFS02gGjOnT3FbENzRB0s4j1mAUsbShelY5Wjyka/nb+5o12lU6l8u4i/pz+raMBeRZ0BuhDwUT7a995KLuakM3OnoRKCs+nLNVEhOb+uf5QunMp16YgkwBFdR3SEIFwFo9HqsPsfdd8RRq4TK5tsf8A0mWCgVMiYckMs8ow3t3eHciIxyNU9TuXJOxCIYQ2TIHxQBkdmCwEwNhrZpgs8e/pHF8hDKlEo2EPI8LYwhck4rg96emuKOh93e+sca/GuGRGsTL+7ByjbLin0Zuu+I9EDIeT38C0nJiKAPkkIfZmtsR7GKTtakqbHtILYYcNiUB2WgEmPvH4kZc6daP4dChgE3caerhoUHsoHoP7ANG9gxTAjHnNf/QnaWazpYyBkzay9gNZt5HhdmSbOJE/sO8rlUOnVuirCwmvWe8VfKec8nfy9unbrgw8+n485bv0RpCX9gkiFAjMp4GUwKm3pzOmb0KjqYCuWJqs304arswxeXTofeaJZhWrMJWJe7DUX6UjY+wT8Oz7WbCTFPzRhfyFFbe4dxcaooB92ivAvHdvFROJDi6mrigz5aQoS1nYeAwJVAEC7XOPSkPWzOl9A34b7BO4JLRSIoyqzpwqIKDczd26KkaxDArBkcznunSzg91cfGhqB375YusyVEhmJ019bYdCK1KuDPVtBCHUemCuu44ggFVhxNQXApd4pq+Po8qNt7yb6oyUMrCyIBTGIzJHbLi3PJf/q4dgFHr00WhKSYEJBX9XSqiRGhkEIT7MvZDm2bzEC8/8AEKobCglXpRni55dHbtI3FgsWzkJqSh7lv/I2szGLk9xCjtItT8K4zZgsUJRbI+O9rLt8bWStqKlqIhLgwdGodhzPncx1uB3sc0nWD2uNKQu6upSufQtLJTOzafha9+iSiZ5+WKCmuxJMPL0B6YRmK21OwOXd1Xtr7O4ZUVReuNKp8qhUoEZkhIz+k+3y2GajQ3H0tJuOmJiMxMf46XFRlQSaWoqlf7GWfF2Yv/SduWf8rtk2YhYQgfrFx59CePgsX2tKMkTWPxbnaMUPMhtpep0ADr5xrMpnw2muvITExEX5+fmjVqhXmzJnjEtVOr2fPno24uDg2z+jRo3HunLXeiJ3i4mJMnz4dwcHBCA0Nxf3334/KSu/FohojxbmleP/erzE+9F7cEvUAvnnmV96aL3be/WkN8nlECyE2WG/OykIzZBrrxdTYuw10sX4wBnKb1enKLNFUfUe9eifiw3nTIZFWnW7Hj6UzS0HW6jT45eohoqIqJrqhUoSpvRxnlShSd4tF6bj20CV4ChT/sxWI+Ns3V4DPkCFJ5lYu3y5e7O58skLRoZOJYVJWfbbyllV1Vhi2v5VRVceZqsXWVk8XWk/rNrF4/4vpsNwWYRUt1gke3w9ZWmK3WQN4q4MsZM+/NP6S9qm0XI22idEuVXHtPTFXbvaSol6HdOzcFDMfHoWYVhF4bck63L30c5gfPY6mb6Wiw/hkyAKdiuXZrjHkMpl1Q3/c7lQRNlDKLeScTxNCZlO4XF+zyaLEbU1vwri4Eey9RCRGy8AEZm2pjfOiXQh//A99shf3cxRadGJE51aI4OnH5M59I3qz4FwBgStFg7a4vP/++/jmm2+wYMECdOrUCQcPHsR9992HkJAQPP7442yeDz74AJ9//jmbhwQOCZ0bbrgBSUlJUNrKVpNoycnJwYYNG2AwGNg6HnzwQSxevBhXC0aDEc+OmoPs83nMnaKDHv98vR5ZKbmY+8/zvMttTksFEvhs2daKuRT3IXd6QjcrZTBQ8Ck9Sdu7ErsRlGNAeEQgvv1xBsJtLg47y/7Yh2+/3uR4T1MDs6wXeVWMFIYgMacVR9s8GNrEEATuyUDgoeyqtAyyumzKR2X/KOji5LXTfJC8XfTrcE+ioE3a78VkhSqlyGALzNKqbRqDOI6LGDAF120q4wcndyJFyR+UyXbD4PpdOsaLRQgJ9ceHn05nZfDpde8+LVkp+Jqi1urx0GtLkJlX6mH0oWq785fvQ25BBV57ZCyuNMWVakyf9zsC2p9DRPcq95oy2IBO41NwZm1LaEv9HefQtrn/gx+5Q52I84tGh+A2OF3u+oBEONsaxSLPTCIiUBKAeT0+gkJSdy6zV3qNwrZVP/JOP1FUfUzK97MmY/IHC73OE+ynwKwbBlzSPl7tUJNMGmp7nQIN3OKye/du3HzzzRg3bhxatGiBW2+9Fddffz3279/vsLZ8+umnePXVV9l8Xbt2xa+//ors7GysWGFNaTx9+jTWrl2LH3/8Ef369cPgwYPxxRdf4Pfff2fzXS3sW30EmedyHDEgBL3ev+YoLibxm3zN5NPnudHLSik9WMwq1hqdWpdQ9iZvBqfFwuI9RnZtjc++uttDtJSVqfHj91t490eio1Qdnh+nTQxU9msKS3w0JNFRENMQGQFpVCSa/VYAscYqJFz3CZcEBRgbg0wwBlLqMRnfbbE7tp5GiiILC3BlwciUqRQqhTZMYnUluW2TnE494qov/HWplGg1+CvlVLUfVVFZdWypUJ2dxJZR+OCTaWjRIgo3jO2G/gPaXJJoIdbtOI2MXE/R4sya7UmoD/7aexKlKhUiWpdwtc9C6xHWqrA0qm2TSA/RYueZtg9wjrd/5HBpIJ+mR4g8uE5FC9EmJArzBvBby6jh4sWKEu/riI3EQ9dZe1Px8eUDE6G8xK70AgJXpXAZOHAgNm3ahORkax2LY8eOYefOnRg71vqklpaWhtzcXOYeskPWGBIoe/bsYe/pL7mHevfu7ZiH5icT9r593D1SdDodysvLXYaGTk5avjVVlmcaHwO6JPJHZdrVvYWKt9nGiUQwhEigi+ROg/ZLKkDA+mO44+YeiItz9aGT0Dy4+5zXZniKMgqM5RAfzohFMERZ+8qwOBFbBVipUYaYbVqPwErrxrk+nwVKiDAkvjkTFp7bqepJZFZYYJZb67uQYAlNNiMg1wyRrXaL0U8Co0KE3MFiW4dp910W4eFu/eELWqMR50qLUKbzvX1DkVbNnaHlxidTJuCdD6di3pd3478NL2Dx0sew6I9H8O1PDyCxZTRqg31HrTf/6ihXea84Wxek5hZBEWStL8Slj6WKqnPv8RsH8a6HxEeswtq6wPmo0ypDSbSIueNgiAh5BK4EE1t2xrA417gyO3qzCXdtWsIaJnrjkbEDkcATRB8TEojuiZ71gARcs4pqexBo4K6iF198kYmG9u3bQyKRsJiXt99+m7l+CBItREyMaxlxem+fRn+jo10vyFKpFOHh4Y553Hn33Xfx5ptvojHRtmdLVufDHbqxt+pmLZrFxcQB3bDknzOc0yQGkUuKrR19oGfmBYtrKdYgeNsFlqny2sT3Ed8mjvVO6jumO9r1aY0fX1qMzOxSwNZZlgtqhhuarIM6VgJNuJSar3DvG4kbpq1EMFOVV6WcfVb/HDEiDhpR1FVCHep4t8NEi1mC3Xf/DzKJFM9uW431F1PYTUgqokqmTkVa7PpNYYFRaoIxETAFAUEpgKKUatZY41W04YAhlFs8fDZiHLpHV29x+TXpCN4/uA2VBj3rOzO9fXfM7jeSvfZGs6BQhCn8UELVjzloGRyGF/oMw5gWbYHWVeOjY2pWUt4XUtKrmjJeSuZRXdIyJgIbTlu8ts+Slxpx38g+GNqJ+6Zv57Meb+B/h15GiaGMvbfY3EA9wltjf7HVKsxFi0D+32Nt8/PwKbhl3a84XpzjMS1DVYY9eRcxOI6/kjLx1/N3YdQbP6DcqWpwgEKGf164p072WUCgUQuXP//8E7/99huLRaEYl6NHj+LJJ59EkyZNcM89dfejeemll/D000873pN4SkioeentK0mXIe3R54ZuOLj+mPWizDq3WnDLY2MQ1ZT/Ca/c/lTv1osHJhIrIkcAqszpAdLaodgzBoWsD5S+TFAfJRqItBPpDlHF/qenPPdHXvudJK8Ycq0RyhQwMZI7IhpmhbgqZsRsgazMAFmpnhmEjPGUki11+QhhZ8giYoTBD9BGUqqriGXR6AMt0ESJEXhei7hcERYvfxZnCktQolZjSkJnPN9rCKgTwKMbVuJsmWtzQetntAXmigBtlAXGaDH6ZkTh4llrTQ8jxWzyNGn01hfIzpaM83htzwaXYnG/Jh1GuMIPT/bkf/q3r392/5F4ett/zLpD1hfalc4RMfh7/HTIfSg6Vhv8tf4osvOtN3JvtIiPgNSHY1LbTB7QGcuSNvOKFuYuGpeGlV+ZcOPgTl6tUGS1/b7Pe9AZ9cjS5CDePxZ7ivZi/oVfeZeRiWQYEcXfkbu2oX28LqENp3Ah+ISuMwqZDDvffhinM/JYg0XqnN2led25Pa8WLBYxzI6AuNpbp0ADFy7PPfccs7pMnWqtc9GlSxdcvHiRWURIuMTGxrLxeXl5LKvIDr3v3t2avkjz5Oe7ukqMRiPLNLIv745CoWBDY4Ke+F9f9jRWfbcRO//eD5lChtHTB2P0nd47AH+0f5dtBZ43aLr1iU2AX56FWUJc4KrdwoOzJUgU5A8Ln/VApUFgpRo6Oi0VcpbNFLW3CCVdQlg1XWYlydUi9EQZE0mmYOo0KOWoIUMCSgS5CmxwMeYnmVDQ1R9nukrR87vvPAUYq4xrBKyeKI9pjuNEtWYsFuxOKIAkEgg6L2IF5/jSddqEeq/ySm6h2Xs2cm5ywenD1QoXYlLrTkgMDsPvZ4+zG9KQ+BaY0qbLFRMt5Hb48U/PBojuJDYNx8/v3Yn6gJoAfnLbVHyQPof3u5I30wMSI/5eegBPvzCu2nUqpHK0DGqOUn0plqT/yTsfpdY/1+5pRCiujKvITraK39XdMdyz6SUfHRJi2CDgG5S751v+nu/U9voaKw1auKjVapd0SoJcRlQDg6AsIhIfFAdjFypkHaHYlVmzZrH3AwYMQGlpKQ4dOoRevazFvTZv3szWQbEwVxNUwGzS42PZ4Cs5lTwFPcjYQmpFKmZWC2m2pSpjgqfLM7zErjiQ8IgWWj7AD4FdW0J32pYxJCIxYELU3mKYKUXaQkKKyo0aYJGIYQ5Qcq+H4PEFFHaSQZVgO+25anZQJoheDFCsgz3GxS5YuKro0sXEDyjtbIEii7tbdYTSH4kh3J2L7ZaVO1b/jvQKawEydyr0Tmm61dAjugkb6oPySi1KK/if4Oc+eRMG9kiEsh5cRM50imsBSYYEJjIrckCnReBtubhwsvoGinZ0Jh3mJL0LrZk/LumeFnehXXBbXGkMZv4KuH4Sob+QQOOjQQuX8ePHs5iWZs2aMVfRkSNH8Mknn2DGjBkOKwO5jubOnYs2bdo40qHJlTRx4kQ2T4cOHTBmzBjMnDkT3377LUuHfvTRR5kVh+a71mE1cbiqw9r+sgQahQgmuQVSW3l7qrlisddaccIY7g9DhB9kRV7Mz+VqejS3un44hENepc7qQnCbxgQLuT9MZphCA2AJsaWscll6aByJKHt8jG1dJjlQ2cKLaGHV9axPxhKVmAXjsloupMfsWVRcDzw2caOL5w+czVNVIibANcPKzpaMVJwq5r5J0icY3KRx1MgIClAiOFDJBIw71Fxx5IBL67tTF+d8lDISudo83nkCemhR1mMn7tm/E0HSIIyOHokxcddDKeEQy5QEULQPhXoO96KNfuF9MCLau4tob3I6Fm47jKyScvRuGY/7R/VBXNjlxyCFyf0vqTWAwOVBhuba7w5dq6trtDRo4UJpyyREHn74YebuIaHx0EMPsYJzdp5//nmoVCpWl4UsK5TuTOnP9houBMXJkFgZNWoUs+BMnjyZ1X65ltBr9Ti6NQkmowndh3eCX6Dt+Dgq1rpZF+jeL7NAbuuvx1qq2JBVWqAP5UrJEKP0xraIXHjM5f4ulohZnRCjwcRqy1nSsmBq1ZRzP3ktOiRaqINyoAIWchE557A6W1fIKqPSQ1KpY1YZY4Q18ISCeHP72dx/3uq82FdrEUGio46P1vdmqQVmP8o48SJevEDpp3wklxYxgcJlr/KTyfBKP2uRsoaOVCLG/bcOwLxftji+FvreA/0VuHtiw7Fu6s16r6LFnQpjBf7O/gfbCndgUvxE6ExaBMgC0dyvGdLUaZCKpDhdfpp3+QCJP6Y2u93rNtYfS8azC/5zdDi/kF+M9cfOYdmzdyI6hFvw+kq0P3/l4wuVJdW6MQUEGhoNWrgEBQWxOi008EE/9LfeeosNfFAG0dVUbK6mnNp9FrMnfYyKYmu1YBItLy18FP3H9YTaaOStWW4MAuTFrr1tCJkWaBIcggvlbkGYYhFMIUqEj++CDiIFzh1Jg6pMzRoI3v3GFCTtTsbRLScREhWMytBgrN3gWsvD6h0SwRAdBLHGAHGF1qqhRIApLBAWP5n3eBqzGeIyNcT0Of39IDKZIS1SwRQghyZeDkOwD4FtXNYnkS1QWU1WGLN364sbNAu5iRKCQnjN+IfzsjhFC7Fs3DS0Cb2yMRGXw5SxPRES5Ifvft+J3MJya6NGnQHL1h7BzNsGMSFT38jEMiYmVCb+3kVcFOuL8WPazzVaRgwxXuv4MsLlYV4tQPNW7WSvHR3OzRaUqbVYsvMonhg3GJdDpzDuWD4iW1V9ILXApWGug+Dc2l5fY6VBCxeBy0evM+D1yR+j0qnPD7UBmHvHZ1ic9iV70uf1gPtRoTmKK6E7t+skpUjqyF5x51zLQLzz7J1oFet6w01o2wQ33Dvcug8aPS5kluLM6WxIJGLWM8nRm1EqgTlQzCws0hI1zIFKWJROpypXbySjCdIL+VVawmSivHereCnXwtyETABKr9YWlw5LHJYVOg5ijQRmkQXmQCfrC58VxtYNed6wcbxl3D86uAObMlI5p01t2xUdIxpfMGRYsD9yCqoCQvUGExb8vQ8BfnLceXNf1DfUvPDGuLFYmrncMc5bevTlMK7JWMT5cWfgFJarcCQtG4FKOTKLPAUE/bZOZ/keZ8NH/5hmGBDTnKU+u/PWwY0sHbpVcOMRxwICgny7yjm+LQnlRZWuNV4s5DoyYM+qQxjU1HtNCWOAtSCXxM0VnnG+0KVnlDMU+Lx4+xGv6/Xzk+PTL+/C7DdvweChHAGLVI3WT87Ei9m/mjL+5B6qtFpnHGh1CAurSg1SFhp8ujOx7Clny5Pze7tGsYggVokhojo3/HGPjE+GjuWt30JZOL+ePsJZG69bVCzeHnQ9GiPL1h3htKz8ueYwGgqjokcgVlElCutCtETJIzE5/hbOaT9vPoBRb/6ApxeswoPf/QUJxw5IxCK0iOK31PgKieZ3+nEH7FM96OXnT1z2NgS4jq2oTgaBBl45V+DyMXnJ9KFpP4+bxP9ToIqxckBZamsm6ITEBDw1njvVmjTShYISRxXY4/m5yLC5lVj13JwsLD9zEotPH0dxEwtiO0aylgIGf88CtyKFW7qzM3bhZDBZ3UNO8wUE++GdBQ86GjsqC42sfos9Xbpa3MWLm4eKiRedGGI1NSFyW8bG9PbdMKFVB95NkJtIbbQFEbkRpQyotuhcQ6W4VM1cRO6Ueck4utKszPkPeTpXa4Zzg3JfTpHqkIutRRHdOZKWxVxDztZK92Q0Ei0yiQTTBve4/B1hv0n+68CWrJRa2YaAwJVCcBVd5XQb3hH+wX7QVGhcLsZ0Q6cYFwpWPjvzCbT94TPO5cmlyvrxOEEX1eH92uLekb2xbM8JpBe6zkAupE4JMfjn3Gm8tm0jym3pvH3jmqJEo8a5UlvgjDMTZEx4SCosiDlghH+BdWeNlGGk1QN+blYXqtWiM0JcroaoQuMqvkQi9Lu+M04fy3ARbrFby1CW64fCrv6wBHB1trb6fcjqwpIBnLOrSF+wwnvuS5D7SMziXsxiMx7o1QtxgcEY0CQBnapx86y9eM7VPeW0FwOaNENjpXeXZkhKzfG4+XfrwB2QXR/sLNhtzSJzw1guhphaO8hsDRIvQzv2DOMWHWuOJDMXonO5fbuIaRYViqIKNbq3aMJaDtD72qBpAP960iu50/AFLg+hyWLdIQiXqxylvwIvL3oMb90+D3qNwSFanvn+IQSFB+LUnmQoqK4GT5wG14NnfEwonr57BLOejOvVHt+s2wuzzAKj0gKJWQSFQopsPxU+3+Ba9nx/Dn+zR0fKciCQPUIKZZ4ZYqrYW+oPRbEe+nAxs3L45ZmhLAIkaiMkRZXWXXZuhEfBxmYLNi8/CLFCAZGYCuA5tRM4rWHDmCl9MO2lMRjx7c/MKuQpSFwPAhMyfCVoaG4TWaEkeLHvMPakXB1ZleV4ausqzuPbISwKd7TrhsZKdHgQp8UiPoY7QLk+0Jg8rT8sE0ovRu4bzdC0WQS++O5enNAdxU9pv8DAlKvvhMvCMDF+AnudW1rBulK3iomAQib12h/ol0duQ0SQP3K1+bCQI4cEei34sbhcUXZ0zgH6ArWGEJxbdwjC5RqAegUtTvsK+/47DKPRhH5jeyD12EXc0fxhFv9SMDYWuIGjpo2F+hV5jq5U6xAc6IcPV2zDwu2HoYs2Q++4J1mggg7Lzp26tJ215dFqY203/ziKmvRz2O5LOkkhMpgRtUuHCGulfcq5tW2anpRlVvFiMmPnysOwUA1/N6QyCR54cRwCApTY+OB9+GjLDmw5n4Yync4moOxRwo7D4PMvxRfRUqnXYfqaP3gziah0f4Csfou0XQ6b9p7lHL/z4Hm8MBMNAi7XCTvFbOfLXfcNRmCQEgOC+qNbaFcklZ9GliabLWeymJDg3xQtAhKRUnkOF1XpyNbkIEebyzKW+oT3ws1NxkOrN+Hlxaux5aQ1+DpIqcCLtwzH6K6t8efu4x5WzI5NY6CVluG5Yx8jQ2PtXB/vF4sn28xEswCeIkE+QhYeLuse0ZjPNYFrE0G4XCMEhwfiuruGstcleWV449aPYdSbYAyWoeQ6/r4jUo6M0eIyNZ759G9syUqHPtRZtNQSzk+HzvVabFhkYuQPD0JxjyBE7K1EWJLKGlRrLx4ilQImPbQ6o1XIuNG5dwsE2OrYxAYF4qMJ1sDF2xb+jsM51NPFaVv0z8eWOs8OGODTfO8e2IYL5dYYIC7qo4dPbaLWcBc10+hqZrWoS8wcstGqWa23dq3NOkn4S/3RO7wXesNaeduZGGUUBkUO5NzG28s3Ytup8473FVodXl2yDr89MRX3jeiN+VsOurQieHPqaMxN+gilhqqMrGxNHuYkfYqve73DRFFdECCtf+FCgjBbkwWFRIkoW9ftxg4Lpq3tAnRCcC5DEC7XINuX72WihczQ6laBVQ0M3SEdwLOO3acvQtfMAl2U93TgOoMK5AUAxf1DUNotEM2XFkBicGre6O9UpM6NjFTu7sVj2rXB4WxbMzqXCnp8+2D94MEKOZbddjtaR/l2wf0r5RTvcY3080ePqMZb0Tkzt9QlFdrZojCkVys0FKi+irt4sX6d1m+ma4/L6+Cs1hmw5sgZj3IBlG31z4EkvHrrKEzq1xkHUjMQHuCPIR1bIKnirKPTtGOfYEG5sQJHS0+hT7i1rcmlwFxOEHHG9fjXs8XldHkSfkr7AaUGq5hvHdgG/2v5MEK91L4RuLYRhMs1iFalcxgnJCrv/m19OFDa1gKx1lqEzkiZPxQ3IrZAby/94INoIUO1XCpBgFSGIi1HdklNxY9TI0izUoy84aFossEW9FtNNo5EVjWdbiy70i7i75OnsTLpjMfn8ZZcIjKKMFHZEh8/Ym0v4SsGqjHDAQU1fzPy5kabTUQ3x1c++RcVlZ7fb3hIAGZN897wsyFYXERSYOqdA9E0Ifyy1q83GlkROXfoN1dBwebUITs6jA12crxU881S56LPZeySNTnOo1MqAhR6RAaW40TZGXQKbstq3FwJ8rR5SCo/hfOVKdhT7NqYM7UyBV+nfoGXO1RVSG+MkFSsbQuJtWOcgCBcrkH6ju2Bn175nb32T6mAtFgHYzhPN2wxoInmribr9a7uNC91mJ7cviNeGDwUQQoFtlw4j4yKMuhNJqSVleLvU6dgEnP0THLfnjuO6rUiqONsT41006+mmtjoib0cAuKRv1ZiS2qaY/Xsry0dljWZlPFvPyTZgtuf7FGjG/s7B7bCwJOa+nKfYegbm4DGysWsYpy76GnNoq9i/MjOiI4IQkNBIrI1a3VrLB4S5o8ZN1iLJF4OoQF+aB8fheTsQherC70e3L45rxWId3/Fl+c+JFE8Ir41tmalMMlGtpdWMQUID9Cw03tu0qdIDGiGVzs8gUAZf4uAy8VoNuLntB+wv2Qf7zwksM6rziNHk404v8ZrfRSoOxrno53AZZHYOQF3v34rey0RidHkh1R+EeKlKzKv+Heud2IAJBVirD6czC7MCokUY1q1xczuffBIr/74aOQYxCIIEo0XvxQfTGBYVQbbFbulwotoCQv3x+3/s2ZEPfXPaiZa3HbZsXJHbAtHA0qpBnj5tpHo29l3l8KG9BR8f+IA57TrmrXGvZ08YygaE3ojvyWpofWGM1LvKI4CzAaD8ZKyeOh8OpOVjwMpmdDorfExb9w2Gn5yKVuf3Yo2rGMixvZoz7mOeH/+WLOEy7yBUwfyDqHRDotKTHAFwvxdLWMXVZlYkrECdcna3NVeRYszKmNVte/GCMW31MUgILiKrlnufGUSBk3ojb3/HYbIT4aXDKdhIevC5fwuWFYGCRVAJBGzonUiW5aGwWTG1pTzmNS1k8dir143DI//vRoiA5lnXE3alAJt9KdOzxzboyxkPwvEahH8svXeC9XR07VOj55jOkEmk+D673/BhRL++hVmEi1cD7n2pCOxCCMG16zb8crzZzjbJNAqvxg+HrLLfKqub1o1i0R0eCAKSipd0qHJZTK4AcW30FM/s6a5QfusLeNPVeYju7gcj/30D5JzrN2hAxRyvHH7aIzp3g6rX5mBVYfOsPL+vVvFY3D7RN5+TR2D27AsohxNHqtoa3exRisj0TWUv5ChL7y8bw2Wnq/KZAoPVHG6z3YXHsTMltNRV+wo3FajAn4CAlwIFpdrmMQuzXDHixMxduYoKAqpTO5lrtAE+OWKIbFIWFNCu2ipjrHt22Foy+YseJCWEZvFjoGEC6vay/fITnXp9GbEbPfSLI7uSDo9DP5irIooQ4f3P/UuWshtxedEdaqkW6yqaSVYfrtDXZScv9IcOJ4OP6XcIVrsn2nG5P7o0Iq/0d+VptxYzivQzSU1v1k+8+sqpOYVOQXm6vHCwjXIKCxl2UJ3D+uJp8cPwdCOLb02mSRrCLlquoVWifsuoR3wWsenLiv25GB+potoISw8T+51GeNCTSpL9PzZdO4svfgnroY6LrU9CAgWFwEALy5dy0SCX44FxgDrUK31xTnuw3YzD0gXsUaEZmoR5OT5Ednqm4xo3ZJ3dT/dPgmdP/gcOo7AVYlODKOMR1VZLAg5o2ItCLimMTRamKVA+p1NYZF5T8mloGOL1HtcjdgWz7wp5TzaRPnenO7GxPb497wtANipMNjwpi2hlNZNquuV4khSBp55r6ppof3wPztjJCbdUDtl62vL2vLhmXm8328bcc2saOkFpTiZ7hpUa1/16iNn8dB1/Wq0vnBFGF7s8Ci0Ji17r5RY0/YvlaOF2Zi+abHH+KLKAAQqrRWt7ZB1Z0hk3TTBrDRW4u3Tb3EGRfNxRu3aPb6xUReuHcFVZEUIzr3GScrOx7az1jgPsnjIVCJIVRboQ8ysii2veLFG+LFBogGUBWJIqIs0nVTlgDlUBJNNOCikUnx88xjsT8/EqlNnWeXQG9q3wfjO7ZnrxM6J5x5Du/c+9SyBT1YYDWD259gPkQhFvfxYZlH4EQ2k2qqlTUoRypvLoGkSBE2MgtV/8QaZ55losR4Mbig0wmZJUnNkz3BRoFHhz+QTyCgvxYC4ZtiTk+6Y1iwotNE2U7RjNJkxb/4Wj2q59NWu3XG6QQmX+Rd+RbY2m/P7lWSF4Mlxd1W7jpyScqzYn4TCChXiwrgDjumza22xLpfC5QoWO28cXM96YrmTXxGIAIUOUcFVLqMOwW1we7ObUdtQ/M/ii4tQZqhZawG5SHAVCXAjCJdrnNT8KhO3HRIwijIJLNRc0WS1vlDMh4i6MOtFEBusVodJg7pi+d4T1pL3TlC1XXGBBRMGtsfwzq0wOLE5vt61Dz/tPWQTKhZsTE7FngvpeG/8DVXbFYmQ/NJTOJdXgDfWbsTRnDzWv9BESYBMLHC4WiwWmAMkKOrth/K2CiQuKYVEb4E2SobMG0IBqVMBOy/ZRhTz4NXKZKnKkLKjK6++VHpySSEmr/oNlQY9e6I1WsxoHhSK+zv3RmJwGAY1ac6qmjZWqJniq5+sRAplE7kdOzrcGbm+uwbqml8vLMLOwl28058ZeT9CQ0it80MNEmd++xcMRhM7lynoVSYRsxguZyiuZ1gnfgvjlUBrNOBYka0ukQci+Js64aOuY5GhyUKsMoplFdVGewF3lmctxf6SvTVebk6nd9GYqYtuzkIBOiuCcLnG2XqUvzMsayBoEkGi45poQXpuoYdoqVoW2LA3GS/dOBzlOh1+3nuIjXcOTP3reBLu6dsTHWJcC7e1iYnCb/fcwV5nl5Vj+Jc/slgXq/Bw35BthFgEQ4gYabeFgBoUsSaKFK/rbKrluCjbK+P64jomweb8eRMiqy8ZPHffFqgMeva57QGXGZVlKNFqcE/HnmjMVpZ1O5KwcvMJHD9jLU/v7n6heI72LRtGbMuRkmPYlL+Fdzp9r03946u1HMxZtpmJFvZ92s5lEi1SiRgmk5nd+Gn8fSN6sUaJ9QkFe/MVnaPu44tHT0OwXImEAP5spsulVF+Kdblrarxc+8COCFdeXi0dgasXQbhcwzw3fxU2HksBqIQLT0KL8w3dcfljxg8RDqbleo2DoafRY2nZUEvIZsLN0cxsD+HiTJOQYCgL9NDEKlhqdXWxN4YIqW1HLSxwV6IxQ2wU81tZqL+kczCOx0zWP2ISQfYZLBYojRLcPqj6Sqa7cy46XGZ26Ma2PSsNT/YchMYI3cDJyrL9AIfodarxQzfxmbdxl8O/klxQXcCn5z7nnc7qt1xohtC+3jsxl2t0OGfLHHKGLC9DOiRiULvmrKz/4PYt0D6eih/VLzrKnuL55SUGhTPRUtdkaNJ594GPfuH9MbPl/9DYEWJc6g5BuFzDrD92jv0li4rJFlDrClkjRMxdw5IhnL01Pno3KEDxjpH8MQ6xwfxFyQrzyvDn91uhzDFAEyOHREtR9RaY5RyWF5e+Ro7dZ+nSFpUZErPYRbCwdOfq6tHwWFpovZ10ITh+Ngu9OjXzuizdHIq0ao+A3AglV8BO4+DQqQxu0WLHdo68/+zN6Ni67p7mfWXhRQpOtbpynOPJ6SQm0WIslOL0l2JkDChCQrOqYOujF7Lxz/4kqHR6JkZGdWnN6Rai0y46JBC3D2pYHb3lYinkYgn0bjEudAxaBF8Za4aE74mILEIimUfXbfqdNfO/vHYLAlc/jde5LnBZUICs80kgonANj6hYSqEBzHTzd4yr2XZSsgvRrUksusbFsBu2HXrdIiwUQ1q1YO/zMouRmVbAnuZpOHcqCw/c8BFWLtqDkGQNYLD2WqEMI2mFGCJyX1X3IGcTW2bKkqJsIWoPQKKFrDaU8uzt7Len9Brd3E10pzMA6ReK8dh7y3AqlS+GwMo9HTxFG1lg7uIY31g4cSaL9R7ig1xEA3q0wMCe9RvjYed8ZapHHUXra+tvoGRRNLMgXkyrqvpLsVt3ff4H/t5/EuuOJuOVJevwwm+rcXOfji4B5WwtFgsm9fOsT1TfUNG7npHxnKf2jc24i+DVJmWGMvyQ9q3HePodR8qjcGvT21wqBtPfMHk4hkRam8E2doQCdHWHYHG5RjEaTB4BtcyjwlSM28xiEbNQSMw1Fy9SqYS5DL6fegvmrtuCNWeS2b2/hdkP0kUXMfGrV6FtE4DcVjIYAiVQFBkQcUQFZWHVk5hUbUb8+lJkjQtjYsouYMgBZVH4ZoY2Km0uI7vViLdYnfXziYys5j/EHOmMVOqCblYkvhb/dxBvPz6ec1XHC3KwLOWUy7hAmRyv9h2BoU0T0Vihz87Vh4eg73r0wHZ49oHRaChQdBHcvnJHuBRlxQWZKFkMzROtLkuqfPvBCmuhNOfPue1UGj69bzyzuKw8eJodh4ggf7x0ywh0bBqDhgZlE50u8ex/RJ/7VHEuhjWpW2G5NX8zS4PmosRQjCUZvyHBLwEKsRJaswYdgjthTOyN8JfWXcsBgasDQbhcoxRWuLov2BOp9V7NCWusaK650aVnojVAMdzfD5/cciM+MI/BW4/8ioNbzoC0QUWiEvl9/B0ZP9oYObJukKPpf8VQlFZl7fgVGBBySo2yTv5O4gUwSWyl+Z19AFwtCmj/RVarjdcPIAJCUizMolPRmifw2HYc6KaWnsOdNaM26HHXuqUo11dFNtOTeohciSltu6CxcjI5G/OX7eGdrpRL8fg9IxDoz9P7qp5w16n2JDMaFK00SDC0dLiJUnKKoOZIZabsr5PpuZh7xw147uZhKFVpEB8ewgJzGyIlOg3KDJ6R9fQTSSrJr/PtZ2kyOeNbaJzJYn1wytJkIUAaiHe7vA+lhPzVVw9CjEvd0TB/cQJ1TpOIYN4bsgd07ZFY42BMSsAk872t0NTBrgGseenFOLD5jCMgtqRbgGuaMrkgREBpR3+omsiRNSYMabdFIXtUKALTtIg4VAmRxnrRY+JFLWYp2uyhmm+nLDbhIrfALGXVWtymW9+TlSXoggV+hYCcHhTtdzaXgySCrLxqnEIuhZGjR8+mjFSU6rQeDfayVOXYl5uBxsp3v+8Ej7GFodEZsHZ7wysc5v41OiMOMqOwoMLa9wpgVhQuzBYzIoOt1oAQfyWaR4U1WNFCBEjlXgN365oYZfUZZVSQrsJYjoMl3D28GjOCq6juaLi/OoE6hUz67ZpEuoxjFWG5xItzgAA9qUrA4kRsrYmYlYYNbovd2LM9mkeHuYxLO5vD5jUESWCSiZh7yONxWCxidVhyR4VCGyljxeU0cXJk3xAO/yw95jTphc8njrPtjtVtJKuUQFYhgdjerNF5Z5yDcEnASJwm0l3YAkSvK0TsFi0CcqxiRWyywC/PNp+zgDFa4J9btfjJlBy8/vVqj0NW4WRpccfZCtPYOJ3q6Xpwhg5xYQm3e6A+8VaexFQsRWmpGuWVWlYJl4QLNUN0jmWh19SDaFzPuo8NqS0KtPzfQ5AXUVNbKMW+ZS1RbEtNWgEICAiuomuYP5+/C6Nmf4fCcqvbiC7TEq3VqsITzegiXkzOLhrCqUdNl/gYPHzjAI9t/nXwJDJvioJZzgJFINZbYFZ4BiAYg2x19+1BoPTXYoF6dBSmzBzOAkD/vjcEDy1dgfzKKreXRC+CX6YOZiWgjZPCQgXonNfNPqT1SY8CbxUlJgTkiCEOiQD0JsjyVfALUUJbrEbssUqoY2Uo6R0Ks0IMeaEBCo3SQ+1v2peMey/mo03zqhTYwfHWoGN3pCIxBsQloKFwaOtp/PL+Klw4m4PYZhGY/tRYDL+Zv75MXFQwUtM9U4KdT4G8ggpmhaL4poYAX+1Bek9VTrSnAoAOQRg15wfojCYmUB4Y3QfB/kqsPnyGuQQ7NI3G61NGIzSg8bgzslXlnOPpMLQN5S9BUBuQC2h17iqf5qXfYsuAhtOEs7awPtjVbgG6htZlvb4QLC7XMBuPnUNhmdrFQsFic31pJ+IubJzG0apO5eRj+nd/sLoWFOy4+thZvLNyK9aqcmGWOYsRe20UOP21xaFw3GmK5WZ8tHY7e1up1aOgXG3rQm0dxGYRpDoRWiwrgbzYxP2oTaNIF5ktCD8nhaLS+jOglgCGmEA88fiN6BUeAonagKDzajT7MxstFmYi4nAlS0bi4lx6VUaKvYYNV3G+tmGRCFU0jJvfyf2peO3u75ByMpMFa2em5uP9Rxdgx6ojvMsEBVQfu7JlXzK+WOh7F+C6pndob95puiQ/lBkCkBtkYqKFoPTnz/7bheGdWmLvO49i19uz8PtT05h4aSzkqSvwwNZlHuPpjAySK3Frq651tm2VUYUPzrwDnVnn1cpi/310CemGDsEd62x/BK4+BOFyDfPD+n2u93W7xeRyu0TbAleLK9X4eftBXPfhT3j2j9VYtMd2Q3Q2wZtFkGhFrLM0+Z3ICkK9jzhjVuip2QQs2n0UZRotVp0645GWSzpIE69gbqigVJ3VFcQFeX+UImQPtiBnkAWlrSn+xeoSWLvnDAaM8azJIdHwxwU0i3V1iS07d9JhLHLmdHE+ijSugdH1gapcgzkP/OSI63BmwYeeri+C5j1+1lYltxr+3nAMKnXDcIkNjhzC6yry66RG85lZkPm5BuPSefD7zmMs2DjYr+4LtdU2y8+f4IxjoW/7x2G3IlJZd5k7+4r3QG3iO8dF6BrcDX3C+6JbSHfc0/w+PNLqsTrtSl1fCDEudYfgKrqGySgs8wxaJHFgrObMEPkeR/P7vuMo12i9z2cGpG73OKpUS+4e50qsbDylbVvMyCmtsKaqcukSyjoSixB5WI3ydkroqZou3+egmBfKAmoCGP2ByOMWZOWU4qdvd3jMLinXIdgsQqXU2qPHtikkxIYhsWmERxyL9YnSdQfpXaVBhwi/mhWgMxiM0Kj1CAr2q5V+Mt/MXobykqoGe85knefOODEYTI7PXR1Goxkl5WoENIDsovObtNBq/aBoW9UU0/kQykMr0GrwBZzZ0MYlkJqEd2MlX1vJbBr2NhPO1LXFj+JVRFTcjz2NuGNB26B2GBN3Y53ug8DVzdUncwV8pmNCjEcxLVIy9lgXe7AuWTlETq99dbTSxZ8sI15n58rcYZYY6z44LDEmqyWGUrbJivLZD5tQeK7Eo5w+rUuuAjqM74oWiTFotqzEug6P4nqecTv6MKCstQXhPE0PafaPnpmIW6/rDpk9fsMClhJ969M/40J2VcPKofEtmMByXV6EpoHBSAjyXlreGZPRhJ+/3IjJw9/DlJHv476Jn2HfjmRcCnkZRXjrgR8xrsWT2LT8oNd5MznEi1wu9TmLJiRIidhIz8y1+mDNv0dR+EMTlP4VCWO+p4ilh/3ASA0iEqu+P7LkDWrPHafUGOgTleBx/hFhCj80D3S1DtYmlOacp82FmVO0WNlWyN8z6mpCsLjUHYJwuYZ5dNxAJlzs7hb2v63PDyuaawSkemtxOonTa7KGMCzOg1sGDmXm6LxIFts8LDbFYHEdzywp1s7UCr0IUo21LYHI9rSvKLPg+KksnNyXCWWh03ZtFpmADDP2p+XCv300pGIpgpN0bjE0/OJLFQ9UBPO7OPwVMsSHBLJGe86rKa1Q472fNjrmG92sNW5s0dYRkEvHWSYW4/0hYz3FIg9qlQ6vP7UYf8zfAZ3W6srIzSrB608vxqJvN6OsRAWNSoeci4UeBQXtlBVX4tzxDBTlluGZSZ9h38ZTMJuqV55aFfcxmHpTL6/LUdA08cidwxpMcK5arQdMIqh2hkJzNIg7c47K4PfNgn8IWcqAuLBg3D+qDxorNyS0w8AYa+l8srzQQPyvY3/IJXX3vazM/geHS60NVfko1ZfV2fYFrg1EFi4nt4AL5eXlCAkJQVlZGYKDG8ZTZG1xOjMfCzYfxPncYkQH+OPgrjSoI62l/nkDA8wWFkvCgmzts5gBeYUZJqWIFauTqS1QlAGVsSJbHyTXdUkrLZDqLJCXW8WLIcC6HGUZGQNELN6EBItUDehDRdBTuRdp1XqkKgv88y3MMmNU0PJWoSWvsFllbHEKZPWht2UtLdDEWpdlY6jsPx+UHr2hGBEHKzlvzOXtImCIshbCc+fb2VPRvZ21zDpte2vmeezMuogwpR8mt+6EJoG+nT9FBeV44t4fUZDr5SJP4lClBVRaBIcH4IFXJ+K62/o5LDXfvvEXVi/aDbPJDIlUDJPRt+Alpb8cy069BwmP8Fiy8gAWrjjA0oelUjHaJkajY5tYpF4sRGiwPyaO7openb33cLqSfP3Zevyz/CBzc8lbaBD9RBbnfGSg0GclYELMZIzv1QEByrpPGa5L9CYTPjq2FT+dOcDORbvj8qmuQ/B4l8G1vj2qc/PE0UegMVW55LiCctsHd8DTbZ/D1Xo9t69/6MqHIfUhmL0mGFU6bB//9VV5L6oJQozLNQ5lSrx3d5W/+Znyv7Ap/YI1RZkHWaVVXDgsKmRNqDAzF427KSOgwILKOBHM9nuAxQK/IquosS3scO/Y38vcHvblZRboQlxFAsWjqKNFCMwlAeQZI0PYi7/RkiFpIpbmbQhy6nrN1d7ARv51YQg9oYLEzWpENz9m+eGq0EvH78O/sOyT+xEW7M+E08iEVmzwBj07nD2VhbycUihlYgQH+WHtf8eZePEKCbNAP4h0BpQXq/DJ079h36aT6DagDVJPZWHd73sds/oqWohbHxrJYoT4uGN8HzZwQcdn675kzPlyDZQKGcYM64guba3Vk68kFy8U4uC+VPgHKDDx1j44dCAN6RcKYcrwR8W+QAT1465x4hdRiaE9oxq9aCFIV/+ddqrKGGobP+/4Doxu2gYdw2JqXbhUJ1rIAjo5fgquBRpa5dz33nsPL730Ep544gl8+umnbJxWq8UzzzyD33//HTqdDjfccAO+/vprxMRUnRvp6emYNWsWtmzZgsDAQNxzzz149913IZXWn3wQhIuACx+/NAm3P/UjTqPC88gwN47VHeM+3iQXwaKykAnPNWvICARlWGBSWEvzs9gZ93toNa4Tu9hwrccigjEAMEuoWFz1XyJZYcL/z95VwDd1ftHz4kmbutHSluLu7hswGLCxwQZjwsbc3d3d5T8fgzG2wcbGhru7u5VSqLvF5f1/93tJGnlJU2gZjBx+Ic3Ly7O8vO+8e8899xBQ2APgZBJmJMfLncTLe2bhv7JeWsSv9yUPisIamJPCRdejN5ixcN1B3DDGfwmuO6qrDHjxoZ9xcK/DTZeOH1XjkKg1mJQSRZTUCnDVwoCxYeEe9qh3N0wHJFIOMz9ajD2bjuO1GXdBqQ5+ACcC9spnC7Fsg6PaiwbOZXvw+O3DMP4yTwflxsT079dg5rT1TMRM26RWK/DqW9eiuLQaP23djT1ZKnTsdAhytdXzEFMUUVOO5/Y/h06RnXBvi3uhkl54FUVO7C8rQInRV4BNPbaW5xxrcOJC1UT+kKBMRJeorrgkfhgSVBdOWfl/Bdu2bcPXX3+Nzp09y+AfeeQRLFiwAHPmzGFRovvvvx/jx4/Hhg0b2Ps2mw1jxoxBUlISNm7ciPz8fEyZMgVyuRxvvvnmv7Q3IeJyTrA9NxevrlmFA0VFrrue5hGRSI+JQcuYGAxIS0dedRWKdTo2WCVrtRjVshU0cjmOlpaixmxGx4QEKM8Rw/3f85Mw8akfUBzu5YNiB1RlPExRjmlu71GExqbioSy2wBYu93D9IjJD3ioMztu/elTG8AHu/jkZByk42Gx2VypH6DAtMi9tjp12w9Fhjz4SIN1vCROXgMkrTFCeroQpNdJ3W+08VizYhSZGHgPHdIVCJYeu2oDlc7bi5KE8pDRPwGXX9UVRThkW/LQB23acREml210qHZcwFUAaGhLCBnOcPMz7gju2zq/HG079y/4tmfhn+jpcc/cwBIs9h3MZafFuTvjZjDUYObDdOakwOnIoj5EWgjMLbjRZ8N5b/2DI3b2xu7yEFFw4uSUVLYdkeZrRuR22fZX7cM/OexAhi8ANTW9A99juLFpwIUElFc+H0mHx996ZQm/VYWb2DL/vd47sgkmpk3ExgefpWtTABnRnsLyamhrccMMN+Pbbb/H666+7plO66fvvv8esWbNw6aWXsmnTpk1Du3btsHnzZvTt2xdLly7FwYMHsXz5chaF6dq1K1577TU89dRTePnll6FQ/DuRyQvrl3gB4td9e/HsilrRphMnqirZY9XJLHy701fM9vqaNYjTaJBZXsZeRyqVePeykRjRomWjb3NsrBZzP7gDEyZ9BqNCiKbY5FJIbaQzoXa6Ij8ecsHVmRCeWQW7jINdKYPEZGMpGatWwYS2NKpaopSwRio9rUzFbE3dIDMQWfIkETR3TJgat1zZBWUVOrRtnsj65JCra1J8BH76cwuMZl8fC9oOppUJQp/Iqf3/PNRZFTA10QrHwn3bJRxObc7Ee3/vw6+fL8Xz39yGF6d8xYiKRCphqZRfPl3CRLUUEbBSzyiRyi6/x8R7Ov2tkIOXSsA5yJu/z9KkLgNas7SRJlyJ4df0RlJ6LB676mOYTZ7Higb9jYv31Yu47DqYwyIt3p2jTWYrjmQVoXuHxncM3rT+KKRSiYvIOslkUWEVfl67y3XjUFWgRc6uJkjrkR9weVXWKnx58kvIT8rxVLun0CL8wnF4bRsVjwxtDLKqhWuIE6TxGpXapkHXdbTmKCy8b2NKJ47VnFklXAj+dTTuUCqV7CGG++67j0VNhg8f7kFcduzYAYvFwqY70bZtW6SlpWHTpk2MuNBzp06dPFJHlE6i1NGBAwfQrVs3/BsIEZdGBF38X1uz+ow+W2kyskftaxPumf8Plk25BRnRjVfO6ERkpAYvP3cV3njtL5irbLBLbDBHyWF3WO+LDYwyvZCzkVh5SKy1FzFpqbAfEinQITUeB7OKYUjTCiSI4K4XESE0JNBV6gBTGCCTSJh2hSIrj44aiLyKapgUUqgT1RjdrgPr4EtIT47BS5/M9xxEKRIjDb6WbtDQjjjx9xof7xIiILzdDk1mGfRt4oQqKGcQymSj20/2d+6JYrz7wAwU51WwXXHqTPTVwvEQ89hwgZZZYxCiL87wiMFM7Zd9s0AUZYoIA1cukt5zQ2rLJDz31VSER3p6yFA6yJu4kMZFHVa/u6mYSI1fnxd6r7F/awf35+LAvhzY7eJ6Hr3Jc2A1VgcfAbLAgo+OfoSPun4EuaRhoxWNBSLGyZoIEeICbCrMRlo9yvLrQo4+x/92gEO0vPGvWecbyDu7oS3/nctLTfW8CXjppZdYBMQbpF3ZuXMnSxV5o6CggEVMoqI8zwMiKfSecx530uJ83/nev4UQcWlElBsMMFgbrgsrDdhX/fIz/r7+RqR7nWyNgYGD2uC33x/EX3O3Y/qP66Ass7BoiilMARsZb3r1AFLmBRDmSTjM2vAcqst0uGPom5CV1sCmVYHjSeRrg1UrRA2kNWbwKhmrWpLVWGCXS5kV/1BtM4y6eyg2n8hBhFqJlOgIvDB3GSMmJIKdtXk3hrbNwGc3XsnIy6V9W6NjqzuwfONh7Np7CrvWHYG90gSuGw2gwZWDPjdqBFSXjMCPb89npmxtu6UjOjESp47kIy45Cn98tRKSXQXQtYkFr6Gukzx4hRQ13ZOgOVIKZaGO9QCiqh4xsCoPGkyVjtSa6w0OnNHMHryeREHU18nO9kuboEV5jbMevXZ+KGQspcaEwz6tEoBWndPw/h8PQaH0/cmPvK4v/vhmFYtMOEF/j7hWqFAKFsP6t8H/fl4HncHkQ2De+HIJ3n/6akRq1Y1CWj5+dyEW/rObebJ4p8BIt5PRPAGqdglYfeCEi8xWF4bDYpBBrrIGJQnS2XQ4WHUQXaJ8XZXPR9jsdmwuyvaZTru6+PQRTGrZMPtRYS7H/Px5ft+nCM+wxBENsq4QBJw+fdqjqkgs2kLzkBB32bJlUKkuXK2WGELEpRER3gj5P9K7PLN8KWZdMxHnAhERalwyrD0jLsyYzuoQ4Hpf6TkO5kihDFrM2ZU+Mf/nzRg0siMbhDmTHTKKQDjs1OXVbnfDNW7RGrONNT/cve4YLh/fC0+NGcIGxZEf/MD6AQm2L8JAtPpwFn7bshcKmRRalRJD2jbH9Vf0wp5fd0CZVcH0Gxwf3MD5XP8hSArXAuHAw++J5+aTm8XjrRfmCKTFcQwENsJD3yoGyhI95AopIy5EBFh6WqkQejSZreCsNnDVevAyLUClx05NkNEMGM3oM6Ijdq874vJwadmxKdJ6tcCKhXs9UiFOyNQK2FgKStgWJxFp170ZXvrhDlHSQrjx0ctReLoM6xbsFnZDwiGtVRJWzduB6go9Izak1akL4RolPn/pWjz7wd/ILfQs4z6UWYCPf1yFlx5oeMdUqhgi0kIQ8VxDckoMXnx9AmxKDluOnWY9roR5JTDs64L4/pmosFYEta5fTv2CA1UHMCJxBKuS2VO5B1JOiu5R3aGVO1Xk5wfodyjlJMwUzmM6OCgo/HkGKDWVYlv5FljsFoRLw3Gw+iAOVO6Dlfd/gzY4buhF2YuoMauKIiIi6iyHplRQUVERunevbZpKYtu1a9fi888/x5IlS2A2m1FRUeERdSksLGRiXAI9b9261WO59L7zvX8LIeLSiFDIZOiSmIQ9hQ0XUqOhaHNODqqMRkScIxadmhqL9h1ScOhgLstgWMNFRKM8kDG2I0zfbEElVD7khQbRzSsP4fr7hiE5Ix4F2SWw22xBi3VJt7Br03EMHt0Z+ZVVyC33rfahyMvr/9S6ckZr1PjqpnHYuyWzdiZb4PWopFKsnHwbkoPwSLh0fC/sKa/A7JV7PZM+tC9SDpZwBUaN6YHFszaCl0nBR4fX7icRC72RVQNJyqshUSkw7o5LAIsV2nAl+gzviObtU5iw9+ieU4iMCUdGu2Qc3HMaSx2DtDfskeF45J3r0G9IW7Y9R3efQkxiBPtcoDYBlCp69qupKDhVygS5c79ZhdPHC3HqaD62rTiAtf/sxFu/3g+ZvO7BrlWzBNYlO6+w0uOYENlcvvEInr9vlCud11DYsvGYj67FiedfuxqDhrRjEb9vlm1hpMVdmJwgT8H7Xe7BiZoTePNI3VUShaZCrChcgVVFqxghEFyCgJncTNzf8v7zKhpDv4dhKS2x6PQRj+mUoqTp9cXO8h34KvML1z47nwOBSNL1aTfWe10hnD2GDRuGffv2eUybOnUq07GQuJbSTVQdtGLFCkyYMIG9f+TIEVb+3K9fP/aant944w1GgBIShGowiuAQaWrf/t8joyHn3EbGzAnXoFVU/fO7VG3kb6gRbqgblsnXhZdfnYBmGfHC+kUzHzxOZhaiMqeUaL3Pu3QXHx4hEJpnvpyKsEhH5KOOPkbuYW/nHocplaI8xxl5cYLaDdw7cx50bbWwqh2nut3RvtoPjDYbFpzwvNAHQlp6vN80w5hr++LBdybhzpevBhflIC3u5SsaFUvxtGiXjHd+uht3PjEadz57JSY/OJKRFravWjW6DWzDXtOx69A1Dbc9KB52J23HD/9bienfrGZi1J6XtHN9LhjEJERg8S9CSSuLEjk0wvu3nsCmJXuDPib0XYkdExZ1agS7SxUr2RZfcMdOqYy0VOgM+HKp4Gvjvg3rD5/Ejsw8tIpohbub3x3U+uywswiD+8BNrz8//jnmnJ7D0knni6+nP3Kxo7hWk3Ks+ih+yp6OH09+j90Vu1zbXmYuxcL8+Zhz+jfsqdiNH7K+ZftOywyGtBBuSrv5gqvGauiqooZ+BAutVouOHTt6PMLCwhAbG8v+pvLn2267DY8++ijzaKEIDREbIiskzCVcdtlljKDcdNNN2LNnD4vSPP/880zw608MfC4QIi6NjDCFAktumYotd9xV57zvjbgM34+7GgtvvAlLp9yCT0aPEZ2Pqo205/ikiY0Nx9ff3IbEhAioSqy+QgKOQ6WCh659IvjqGp8LNw1aoyb2Zn+37JSKGVtfxVP/uwX3v3Et3plxB9R1OUzywIp5O3H8QC6iNCqM7Ni6Tut8IjKlOgNKOmuROyYRNelq8t8npWVA8rLm1EkEi+F920CjUnhsC/3dsUUTPPLyBEYahlzVE3aR0maKEoyYMgifL3kKHfsEX60y8eaBSGgiUorNA+WlNVj4x3bcf+PXWLvsAOoD6k/kFA57bKdMgkM7gj8mQ/u08jk9qNpoYM8WQfc6qg+GX9ZRREDNoVvPZoiNE9I3h3KLYBWJyNB27c0WKov6xPYJmryIgcjLooJFeO/Ie/gy80tmyPZvY1PhKdHps0/sxYqcY1hWuATvHHkT64rXYGPJBnx+/BPMzJ6Og1UH8Oy+p/Bn7h9sns+OfwyjPbibDCdSVCkYnDC0gfYkhMbARx99hLFjx7KIy+DBg1n6Z+7cua73pVIp5s+fz56J0Nx4443Mx+XVV1/9V7+QEHE5R4gPC6uzGuh/27fiRHkZWkTHsNfOZ28U6/XYmZ+Hcw0awD74+AZElvKQ1YhflKt7J8NWVe1FXnhcfctAbPxnB65p9yRu7f8KFs3cgMFXdMOYKQPRuW9LfDX/EYy+rg+SmsYgOk7c3M1qtWH6x0vZ369ePRzD2rdw3dhrFHImHfELjkNp7yjm9iuhuxarf/JyvLw06DvmyHA1Pn/2WjRLEb4r2gSy/O/VKQ0z/t6CUwXl2Faah1NXKJF5gxp5w5S1PjhUVn2G3iYZLRNdfYG8QSkT2v4v3l3ArP+DBUVcxBxziRTENQleDH7ZoHYYNbidx7QmCZF49FbBK6KhcCq7BK+/OBdPPPQzEptEeWh42rZLxtMvjHO9NpFWSgQk1E2MqtWmEHm5q/ldiJT5EsNg4IxEbCvfhmlZ0/518hKp8J9Ofnbb3/g9Zzb72+74R1hTshrfnvjalQpzTq8vekRfuL2e/qtNFlevXu1yzSWQaPeLL75AWVkZdDodIy3e2pX09HQsXLgQer0excXFeP/99/9V11xCqFfROextsejYUdy3YH6Ab0MY+Ma0ao1PR4/F3IMH8fjSxaKzRqlUWHTjFCSGiw/yjYmfZqzHZ0s3wRQjFdWmxP55BLKCKlYNw8llmPjIaCyftxtV5TqPCpuJ94/A1Geu9Pis2WzF3aM/RP5pzxJOJ8K0Kvy+vbbsr7RGjyqDEQazBdd8MavObbdrAHOYMLjYFeIpDcLIjJb4YuSVrPw6GBBRKC6rwfLNR/DZrDUuAqCPtaO8k52Z37FrDrUMsAIZsw2sT9MnP96Btp2aor44sPsUHr/jB2E//JQgE7774wGkNosLernvPvgT1szb4VomkSN1uArfrX0eUbH1O9eOZBXiwLF8JMZq0adrRoNGW4oKKnHnzd/CYDQLomuHbmXiDX0xcnQXpKXX7nNBRTWuemcGdCbPaiz6THxEOOY/cwvUCrnP91llqWLi22M1x7C+RDC1qy9GJ43Gtan/nsX9D4e34rUdK1yvZRIbSzfYeAliw2rQtWmuqC4l2FSQGOh70MjUeL3j24iUnxkB/C/0KurxxyON0qtox4SPLvpeRaGIyznE5a1a46kBg0QEK7VFOqz65thR3DP/b1Sb/XcpJnHuhxsFW+azBd2hr16wB4/d8BUmD3wDNw19C/97/W+UFYn3yrlucj9ERqj9G6Q5/TLsdvS/vAsim8SgsrTGpyz4z29XQV9TG36m6pmX7/rRL2khJCR73vnHhmuQER+D9imJeP6KS+okGpyeh9zo1dlaBEuyjuPvY4cCLsungkMmwRe/rmWLpIHfBjsq2tjZOlw3SuS5IgMquilw75Ojz4i0EEjr8tb/bkb7LqmscskfFs7djtxTpUEv96F3JmHszYMgd0QvqJqIoi3rF+wWFb8GQpuMRGb136Z5IutdNPSGjzF8yqf44PsV0JEnzVlg3twdMBgE0kJwBsiWL96P1LRYj3nnbNoHvRdpcab0vr1nvA9pcX6fkYpIDI4fjNsybsOdze9EnEIgQ/Q8KmkU1NK6K9QodXRKJ56uORe4pU0v9E1Ig1ZpRK/0kxjS6jiGtDqGDk3yYLOL/1b8kRbqMa2lCjgHqJrKqYPyaAwPYErareclaQnhv4GLUzX1L+KuXr2wqyAfyzKPB7ynWXYiE0syjyMlIgK5Xi6JBBpClmZm4jWb7aza1NOd5XtP/oY1Cz3Fl/NnbcbmFQfxv3kPIZxIihvkcimGDGyDOZv3iXiGcLBrZOAqOBZ12Dx/J2wKBdMc2Kyee2wxWVFWUAlNSyGc/flLf7LKoUC45vYhft+7vl9XjOrUGhuPn8Irfy2HzmwRvZuUVgOSGp51pLZGiX8LNKitOHkC49t0QLDYui/bw/CuvKMdPI2JIoZxaYObYtxV9fNJ8UbXXhno2us2Fn24bfynsJjpbtpzf/76dTPm/boFL75/HfoOrtstlSqM7nr5apw4mIsD207AqDcj+2g+vnhuDrIO5eKBtybVaxspvXffy7ORV1jBjo3ZYmP9i07nl+Pj56/B2aSJxCJNZaU1MBosUGtqrQj2ZeeL/tZoe4KtzOsX2489KH1CAzbhquSrmGPs/Lz57NkfCXjr8Ft4reNriFMGH/mqCzXWGnYuh8nIUMk/6Dx+pddQvHFkBWSOJmH0k03QVoOModM1zXBaf8qVDqIS7zBZOJqqm+JI9WGPNBGdxk+3fR5W3gKz3cwYyquHHFoH1wHmGLnpEdMDFzv4RiiHbugWAhcqQsTlX8Cno8dg+u5dmLVvL7Irxf0jnBUyBTXViFWrUWrwNXcjZ93e33yFR/sPwJQuZ9bE7sDObB/S4kp9FFRi2dwdTJ/iDVNlgDtmsvonMzYWwudwZNNR0e7EyjAlfvrfCuxYf4yJc0sLKmEOl6C8swa6VAXscg6yahuiDxkRccSIO58ag0uvDGwxHROuwdiubZlB3c3fzmFeLx77BR42NWAlLkaGbUYevEr8+GdVlrHPB5suUpORnAOWcB4mP+MULa1dbMM1mktIisTb/7sZn7z5D7IzizzeE9IoPD5542/06v8opOQXUwf2bDzGehW54BiUFv68ERPvG4HEpuLaKzFs2HmCkRSPbbLz2Lo3m7VnaJF2ZoN5s+bx2LrpuA95iYvXQqX2jKCUVOtFl0Hfa3R4/QzxnKSFoJQqWTPGjLAMvHXoLeQZxXVnJGp989CbGJY4DJcmXBpUpMYd1ZZqLC5YjG1l21BpqYSZr/3tJauSGSGi6MaguEFopW3l8/nVxesYafHqTIFITTUqTWoPBUu4LBwPtnwUscpYfHviKxysFgTeWlkEbm42FYmqWhfVVw68ItrMU8JJGKkKIYTGQihV9C+AIiR39OiJlTdPRfcmTQJWx9h4HmNa+79TrjKZ8PKqlVh6PHCkwh92bvDfQ4QiJllHxT1oFBVUWeRVW8rzkBrtkLmZyRGBKc8pQWJqDLPKdy6XII0Mx/qlB6CrNqKkoBLGSAlOToxBRSc1LNEy2MIkMCXJUXBpBNR3tsKIG4SqpGDQLT0ZH04e7dvFmkgLSTWkTk2RBCDdpsgt+cGSYry6fmXQ6+zbpRkiwlXs+zRr/KdV6KJ+W6eGFS5S6ujr3+7FqKu6+4h26SsqK6lBboAUnDuyDuaJinTpGJ08XD9ReH5Rld9y7PwiT5O6YKDTmWDQmzFufA+EhSlZJI/g3N6pdw71WZ/Zj0BZKuUaxFOGBvsX27+IWIVnisod5ZZy/JHzByM4LFoRJPRWPV49+CpLORWbiz1IC4HI0t7KvdhQsgFvHn4Ta4rXeLx/Sp+No9UH/UZ3S61F7BpDGTd6lFuq8cmxT1hk6dE2T+CdTh/gpfav4b3OH6JrVO1Nw1eZX+GkXrzSjMhVIEO6iwXOy2ODPv7tnTpPEIq4/IugC+y0cePxyZZN+P3AAVT50bQkhYfjgT598NW2bbD46cPyzvp1GN6iRZ0lwt7Iy/avf6AS5qYO7xZvNE2MQuQGM6rSFEI6hAYCI4+IE0ZwFsdAQZU+4WHgpFKml2nRsSmqKg2oMdpgMFlRYzChsp0ala2UsGilsCsd6mQ3kzYn9kgr0eXLL9ApIRHJEVrIJVLWQfvyVq38DozDO7TCx9ePxbPf/wM99XWkho/eLXNolRYOvJwX7QQw6+BePNZ7ICKDSCmoFHJ8/OQEPPPJ3yjX+ndivbZ1J7SK8j/InSnoOMQn+hcbfvz637hyUh8MGdEhoLdLSvN4D/t/z/fqFylq1zLRb4WW0o+Trxjycsvx4dvzsWfXKXZa9OnfCq+/Nwnz/9qJvbtPsf2+9ro+6D/Ik+SX1ejZeeYNWkaHpg3n/EnRFyIvT+97GgabeOsLivadNpxmXi83pN9Q5zLJnZbKqkvMJXXO60zp/HhyGn7O/gl22BwiW8GPx5uH+n4ltTOQi/Ajex5BlDwK97W8Dy3DPc3qfjzxI7aUbfG7LTGKGMi40NASQuMhFHH5l0F+LM8PHsp8XhLDwkS/kHc3rkeP5BRsvfNuhMnFrdezKsrx5lrPu61goAmgeg+LUOGyCeK56tGju0KhsyPmoBFRR42IOkzPJkjNAEeRFakUkgit0GfHoWc5diAHReUG6A1mWHk7ssdFoah/GEwJcthVnHB1rYN47SsqxJLjx7Hg6BHcv3A+XlhZWzEhhss6tkLayjKk/ZEPZalZ9IynCzznJ+pCqaLjFcGLW9u3SMLcj29H23ZuAzzn+UzuvI2F4WO7ssiWGDE5uPc03npmDn6dti7gMnoObYdmbZu4ImTOiEb/UZ3RtJ7EpXObFAzo0Vz0vafe/QtZZFgYACQIPn6sEI/eNwP79px2DbpbNx/Hpx8sxhPPXYGZv9+Pj76Y4kNaCM/NWoJynQiR4IH7RgnuoA2FCHkEbkirm5AsL1qOBfkLajeFRTwEsl9kLML+yv3YUbYDbx9+G/ur9tdjC3h2etvIHI9StQ4y434quDceF053/7+3CksFixDpLDrXtCUFS7CmNPB1ZnzK+HNukHk+N1ls6EcIIeJy3kApk2HWhInQyH37G9Gp+tW2reyuf3B6M79RlR927cSfh4KvhCG07ZomOp3M0T6cdQ+iYsRLYM0WK7P/N8TLUJWuYFGT6jQ5bCoJuKRocI4eROwCRv15tGGARgN9vAzZYyJx7LY4mOPdmgvW80Ln5BikEzpaGviOtF33dFDWPWF1GSR6qvLxZSgSsyPaI4Jr5/6Cl9atgEXEEVgMlH44qC/1qBZzX/bcXfth9OpU3FBISo7Gqx/fgPgk38iLM4oy67s10LlVc3mDdDDvzH4Al1/fD5ExYYhNisSk+0bgqc+m1Ht76Pt/87ErkZLo6wNjsdjw01+efVDcQRqWGyZ8hnumfofSkhoPPQtpdzKPFeLQAf+pq5JqHXPG9XZUZpYDPdqhdyvPDrsNgQFxA5gPDGlPAuHPnD9RY6nBovxFeGj3Q7h9++24d+e9eGrfU/jg6Af4PPNznNCdCHq9nIO0eJszi4GOBqWF+CAGQYrkzM2d6xIEU7orEGi/6RiEEEJjIhRxOY9ABnVipmJ0oTlYLIguHx8wMGCDtMeWLMKKE8Ff8IaM7oJmrWrNzJzPdz4zBmkt/N9dV1cZoWsig76JDHYFB17KwRwlRUVLJcwKKXitGrxCxtJF7MFx0CfJcWpcFAzJct/Y9Vlge25g3UVG2ybsDlRq4xGeLT5gS0wAZxYvkab71hn7duGzHYIdfjAw0x20WIaEA6pUFrz4i7g/T0OgR98WmP73w4LexaEB8dg2kxV5dehdIqLDcP+bE/Hrnjcxc9uruPHRUcg6lIfMAzn1trOXy6Qor9KLVvUcPiGuocrPq8BLz8xhVUKBUFZa7fc98vYRg0QiQbiq4RugOtE3ti/e6PQGhiUM8zuPDTb8nvM7ZufMRrVV2Ad/KabAEE7Y+vyaBP5H9vGiHN4HR6qOsO/8tYOvwcIHJtxE2kI4Pyz//8sIJSLPM8j9iAWrzGZWiXRz124Y06Y1/jh40O8yPtuyCcOai4fn3UGlrtM/Wcqqh9jFPEKJFu2aYNxNA9DnEk/nU28kpUTBGC/zvLWjxoEyHqb2CZCUOrQ4ZitqUqk0WC3enLEBEMiEjy64K+bucL02JIkPWKSvURVzsIbzrCJIuH11Ww7l9vfuwqO9fSusxJCs0iLH7H9Q/aPmEB7TDUViWON0FKbvs02HFCyet1PkPQ7xScF7bOzbfBxv3zfd5evTtEUCXvj2NtZBOlikJUfjyIkiD9JDdvsZKYLWh6Ipv/+6Gb//ugWVFXpWHUTEJtDASvvRroPQ00kMTWMi0TQmAjllVT69lAa1y0Bj47rU65BVk4UTevEbiXUlgVN2/qCWqBGtiIZcIkOu4VTQZnF0LC02CapNKihlVujNcsikVkSqA4uFc025uHX7rXUu/9FWjyItTDyCezGCSqG5RuoOfbEjFHE5zxCu8K85eWXNKiw8dgQambjOxYlDxXWL+QhvPjILf8/cyKp6yG+jptrISEyPga3Z+zTI1FQZRG3jy6g8W9SADrCphIiQTQEU9lOhuG9Y8KTF7Rp8b6/euKmz0G1XKvJZmpYWGYl+qanYePoU1mVnw2S1+kQXKtzu2m1MAOztPSMId+kiI6+WQGL1X8G17uhJGP3cybtj/vgp/g3uqOOAGrhq/syAJoNni6EjO7FePR5aFQ7o0a8l9mzLQkV5rXbBH2oq9Xjx5q9RXlxLwvJOluDFm7+plyHd1Al92fnk1D440503jBOqq2bNWI9v/7cS5WU6RmKoSaQ/gbAzKjjl1sGuXkRioHW1TUkQnZ4W1/jmaNRcsF+cfx1N/az0KarCI0PTDK92fBUPtLwfeYbT9Xa43Z+XjH25adhyMgP780gs3wOfdv0KPaLOzneFejx1iup0VssIIYRgEYq4nGe4JCODRVb8XY7uX7gACWGBTacsdhtWZ53A0Az/UZdTmUXYttar3b3NjpysEmxdc5gNdt+8NZ+52JLHyvhbBuL6ey9ld/KElNhI5jjqDMfbJTxM0YA1DNA1laC8nUIgK8GCbgdtAGfloai0IeWkHZPGtUHTZnEYlN4MS44fYxVVeVVV2FmQzwbBgWnpmNSxE4b88D1KDUIqIlKpwudjxmJAmnDnR/1rktNjkUfusRRIsfKC5sFDsegZXWFCXTFwwB0/zYXExiE1OgLPXXkpBrcRv3OP1oRh1qiJuH7xbJ/lO5eVV1ON26fNxnc3XgttWHBGaPUVXn807XZ8/+kybF1/FEqlHGazBds2HGMPcvq994nRGHuN/9LsjYv3ssic93lSeLoUh7ZnBd0csn/35ujTpRm27BFKaOk7GNSzBXPVJY+fObOEzs11gb7PoZe2x7DLOqJ7r8BREzo31x7K8plOvGfulv149IrBaGy01go3AWcDpl9xnD+nDFl4et/jZ7ScR1s9iY/1B7A8R7BOoNOyW2wKNFI5BscNxo6K2shkfUDpIerxFIIngk3F1QfnSdPxfx0h4nKe4e6evVhPo0Kd/7vhYnqPLmQBTuLb5/2Fffc9ALWfKqQCPxoHqh7Zty0L82ZudP1KDDoTfv7fCibYnXyP0CiPSMs9l/fFh/PWwS7loWviOJs4wC7lYA9WQuBYR+LaGlaZ5I7Hr/8Kv216gZV508MJo9XiKPHk0O+7b1gkxIkqkxG3zfsT17bvgAqjEW3i4jDl8cvx9oMzhWobIiUiERfhmWdRF464mB+PMLLrJ4J1urwKd0//CzPvnIjuzcTTFQNSmmHa8AmYutyPoJEHdpfn4/FP/sLXz16HxgA1H3z2rWsZ0bvjms+Re6pWa0KE4bO356Njt3Q086NnIs8UZx8g3/eCjxbNXrjTRVqcWLctE9/9sgFhFg56L3LkDjrvaPsp0vLS6xPQu59nea4/1BhNoh4utC/FVXVHmxoCaZo0DIgdgA2l/ttzkFutv+iLO2k5EziXPbHpZKzLrcIKB2lx4o+svWgfk4ArA9zkBEL/2P5M0xNCCOcSIeJyniEhLJw1T7zq11k4XVkpyk14R5okVqNBkR+CQ5fBETN+xIIbbhL1ICHBKoXMvYWWFJ4/nVXMSIG7fT2tdO709bju7ktc4f5ObZNhPyiDziqSOglWy8JxSFhb7UNaCFUVehzafQrtvCqfVI5UGYmQiZx4bD+lh2w2/LxPcANecOwo0w2Nn9gZe3/fD3W+GZZIqa84mAOMcUBqmBYjmzfHN0d3iqfBFHZITbXi6NunzcUXN41Dv5biuf1L01vgu+FX444Vf/p+l7TOBGCx7RReWbMcLw4e1mhlpKeyinH6pG8KkcjAuuUH/BKXXkPb4StevDVAx97BRVsI/6zYJzp9xu+boSn2T1qoYWJYuBLhWhVGjOqEpHp0qY4ND0NiVDgKKzwFvhTt6ZYRuOqnIXFrxq3MTdZb00KkIj0sndnrl5pLmQMv9UEqMZUwo7kEZQJWF69AgTE/6HUpJErc0uxWRMqisLdyNzufekX3RnpYMwzb9rXPOUivZ2fuwZQ23REhi0CVVbw/mRhi5DGsj1MI4mgMMW1InCsgRFzOQ0Sp1Pjuyqswac5vKPcamJ0gt8uWMTFM01HpFnFwR151Na6d/Sse6N0HHRISkR4V5XIKJXHmuJv6468ZG1wEhsbM7gNawW61i+oXaipJ72KHTC5FXmUlW/bZRi4jDxkQdch/aW5RXrkPcXFPiQUDSjHNjixEcrIMkQd0qKLeSKyHkO9F5bSuCntLi5CuiUS2zuHs6lbSbI0UjPakFmGi0WLFXT/+iadGD8FlnVohXhuGk8cLsXntEdagcPDwDhiR3goPdxuAj3ZtqE0buaePpMAPmTvRMTkJE1p1RGPAn16kru7SyRnxmPrMFZj21j+COy3zBwGGjuter+oig7/ybz/XdSJUCYmRuPuB4Yy0nAloGYmRvsSFEKWpn+3+2YBIy83NbobOqsPOip2uKIhWrmXNG5NU/kXOywoXBb0e8iO6p8V96BTZmb1uE+Hpa2MQu8Fg7rwW1spgUuokfJv1bVDrUklUeLbds2zfQgjhXCNEXM5TtIyJxapbbsW8w4fx4aaNLAXiPUxszDnttwrJieNlZXhosXDxi1Nr8ObwEa60y51Pj0Hzdk2wYt4uWMxWDBzREWOu74s/vl+L3ZuP+6QHmrdtwkjL6qwslo6pN2khcmTn0DWlCar2l8C6oRjKAkvAUs523dL9vtc/NY3533gLckVXrZAg98rYWvetANialweVnKIyYgsCbBo7pJVSD5O6N+avwlsLVmNYTAoOz9rPBk1a1fefLMXz707CQ4P7w1Bpxnd7twnuvSLZqpmHdzcacUlvkYDk1BgU5Jb7+KEMHNY+4Gcn3jscHXo1x+t3fM+EzqSNWfLbZmxffQgf/vUwElLq7l00pHcr/L54lydJcrSI8EZGi3j0H9gaV1/b+4xJC8FotmLfKfFy67f+XIVB7TNEO0M3BogY3N/yfhypPoLjNceZu2yP6B7McTcQ2mjbYWPp+qDWcW+L+12kRQxDmrTAr5m7faZfmiJcD/rH9ce64nU4XHPY7zKorcHIxJGs1NupdwtBHKGIS+MhdOadx4hQqnBTl6749PIxfk3nWAuAIKORJQY97p7/Nw6XFLPXFGkZcVUPvD3tdnzw892smaJCIUPnPs1rW9VzYKZxFa2VON0CeGnVStz591/BkRavPkacCeibGY4/rpuM1K1GqOogLQSlyv/AEqFU4oORo+okby64txOoAwaLHzLEUWUS6Xh8jwClIJaV5iBvYDjye2pQ3kIJoxx478U/WXXT00OGYhLfVqha8rZgJ5JZXIIn5s3Hc+uX4OE18/Hd/m1Bm97VBfquSevi3umbDsXwMV2Q2sy30eHJE8XYsuk4ysuEaMXWFQdQ5ahCYg0zqa9NcTV+fGd+UOu/9Zq+iI8K8zgvmBC72vc4P/b0WNxyx1BERnn3Z6gfWGzIz4lKjRe/Xe7f/K4xwKqcItpibPJYRhLqIi2EThF1V+qQvf6k1MnoFh24Mshkt9bZOPLx1o+zlJEY2mnb4a1Ob2FE0ogQaQnhX0Uo4nIBYFB6Ou7u2RtfbPPfHyRY0OA6cfZv+PWaiWifIK5r2LTiIIsY1CTKkDdMC1uYcGErhBX79/jesfmAghpmMnuzwhYuAWfhoSqxIzzPjgKbCcXF1ejQoxkK8ypYhYoYKC3RtksqIqMDV1CNbtUavZJT8NOe3fh8ax3Hhz+DQU+s4lsBGJOomSQHeRVrGOD2Jg9bmAw2DQ9zlAzVzZSw7qjB4f056NIzA6/ePxYn5tZgc1UOI4Uu2IEqzozZJQcBhwv+n5kH8f6OdVh41S1oHhl8R2Z/aNUuGT/+9RCeuX8GjuzPZbu3fMEe7NuVjfe/mYqEJlHMUfeV5/7Arh2CkJbOg8lTBmDL8gM+KSX67rat9O8n5I6cggqUlNd4kllanttLWldSchRatSGl99mDoikD2jZj7rlimL/jEB4cfX67vG4u2+zoOeR57JUSJZ5s8yz0Nh3SNenQyAL/Tghr8jL9Tn++h2CWJ5VK8Um3T7C+ZD3WFK0RyJa2Les63SGiQyg1VA+EfFwaD6GIywWCphH+m+cx1EMDVmM2Y/Lvs3GstBRrT57EqcoKGCwWrMw6wV7n6KpQ3F2D02MiYdPU/xThrIAmj0PcASsSt1qQsMuKiNN2SBzBg2V/7WCRHblc6urq6x0IiYoJwyOvTwhqffFhYXi0/wC8NPQSUb+XM4EHGRGfAdYI6jbtxYbcWxjQQwKUt9ewMl6CTCrBR6OvQFKYlq2BWhGwMclpeOe1WoPNivH//ISGwppl+xlpYXBsenFhJb58X0gnfv35CuzeWTvQE1n5+cf1sCnFI18abXBakfe/WyE4trr50VP6zqqpvdtPahKJV9+eKOoefaZ44ZphzOhODKUibr7nG4iYiHm1UPdlEva2i2gfFGkhGG3iERexaO7AuIF4rv1zTMcyvul4dIrsFCIt9USDd4ZuhPLqCxWhiMsFAuqE/OqaVTAE0nNwQLhcjpogDNKqzWaM/Gm66zUN+CT4ZaDCje6OAak+RMAMKCoARTWgKvA1qGPjOA/M+HAJZDIJSzlERGtYawHSz3Tr1xIFOeWIig1Hv2HtA6aJxECuwhSB2XT6ND7etBEnK906NNfzB8/ucmmkDdQPkQfMMTy4UtJq+DlOHLnxSpGYURsxaRKmxfIJt+KvzIP49O91qOCNMJGBrB+OWG42Yfz8mZg79kacLTauOuRT3kw6FxITkwnh0kV7RC+Op0tqfK1oOGDMTXVHLHQGMw6fKBR9z66SoEVyLB56YjTatEtuUNJCSI6JQMukWBzJ862oouqzka99hyUv3I7zFaRZOV5zzIO8kLi3Q0T9tFBkIWD0c+2IVp5dSi6EEM41QsTlAgGVNFOlEXVE9ldpREjWaqFVqLAjP3D/Hm+4SIsT9SEsJLI0cFDnCykezmqD5lgFOIkSfITGJYhlq9BbanUSjkql9t3SMfXRUWgIUPTlyrZtMTA9HY8sWoh1p7LPeFmclYNcLoHZX/WSozrIFGOHvASQmSl+4nvcZBIJwpSeeoZwuRI3tu2GFTMPYCvyYYoNzKx2FOXhYGkR2sfWrzuzz7bIZaJl8JxMijde+hM26r4nApuE87lYDBjdBRPuEnx9AkFXbWB39d7NDgkR4Sq89u4kxCd4RhStlIbKPI1qg4mVNH+zbCtOFpcjJSYCSVHh2H+6kFUL0TKp71CkRoU4bRgrcw5TKpiGpUViLCw2K8r1/n8veeXV+GzhBjxwnqaMmqiSWQWPwW5wpYw0Mg0mptbP94eiLXY/7D1BFVzEJoT6QYiQNHQ5dOhbIISIywWEfqlp2Hz7Xfh+1w68u0G80qBpRCS+G3c1DhUX41BxEY6XleKr7dsbZXtoMIpZWwDNxiKYWsdD3zlJKJeVSVA+JBnaPaVQl1XDHh0u3OXbKbUig12qhqyCLsRCKmLzqkMNRlyciFGrMX38BORXV+NISQkz7UvSavHDju1Ykx0cmaGBQmNX4NORI/DulnU4UVEuNhN7WOKpD4wdyjIJpNRp2u3tCT07QikX/6ldNawz9s4qQE1G3Vekb/ZtwcdDr8DZYNiYLti0xqtqRC6FRSrBxnVH/X/QSwBNpnBxSVHsORBKS6rxwB0/AryVhBk+va1ef2G8D2khgnLX13ORV+7rKXKqxC2K5kCN0YyCihocQQk2HBG+WwrceEhyAhg2kovu+Uhc1hSvxk/ZP7IIC4FIS5Q8Cs+1e4n1KqoPjlQUs7SkGHkZnHxm5nMhhPBvIURcLjDIpVIMbZbhl7hQDyHSrLSLj2cPQpI2Ai+vWnnmKxUpIY5SKvHOiJH48NlXYJVyKO+YWFu145i1unMMZPv1kFKjZKe+gRanlMGulEFqsrK7/7Dwhre7d6KJVsseWUfysfK3nWhnsGNjpAQWPrg+MU3CtRjVojU6JiTiyjkzUWYM0MFXQtEXHuoC6isjYcSuT/NUVOgNePSXBbisYyuM7NjKw2TuyqGdkF9cha93bEFZK1tA1Vms+uzvjAde2g6TbxuM36atY6SRfS1Eqng+oJ8LI6QcNY1zzBPkjeQfv21FebkO9nhPK2W6EbWEAZ8t3YhOJ5JRUFGNvdn5SIrSIr+8CoWV/htUBgPRXfFDXsTcdf9tmG1mzD79C/vb3VW3wlKBA1X7MTBuUNDLMtmsuHvtXFHS0ichDeMyOjTQVofgjlA5dOMhRFwuQJyqdBijiWB3YQEu+fEHvDFsOK7rKHg6TOnSlYXeX1+7Ojhy4l5N46j8iDish7LCBnm1HXfdNxKTRveBQirFupFdsO7QScqHiC7WHC2HutTmOwgqpIDJylIWl0/sjcbE8j+344MnfxPM94hXjY4AUoMTld7eQygxbaqNxMKJUzBw5rfMt8UHLmEtD0OOFelFgClVgU38KZf4cfG+o5jcpwteGFebXiESc/fEgbhhTE9MXfYHtpU5hLPucIw3D3Xpf0b777GZHIdb7h2GK67tjcwj+dAbzHjjlXnBfBC2xChIC8rZblKqb9DYbnV+bP/e07DRB6S1TMcuAfSJHHgph22ncrH1VO0+55ZVipOOhoCf5VLfrfMJdt6OLzI/hcnuaywpgRRZuhP1Ii6bC0+hwixOuK9s1h5ySSAhVwghnH8IVRVdgJDVIWCk6/MLK1cIPY0cmNqtG+7r3ce36sbLEMw7iSo12JG6oBJN1usQs98IbbYZLTVRjLQQ7nl/CrThfkgA3aH70Uw4p195Y38Mv6o7GgvUIPCLl/4UjONsdkEQfNq/xbw7ru/cGePb15qzJYVr8e3lVwUONtAvqqfws6py2KOQDsOp7/hlyx6cKPLtE0VNFmO1GqHKSAThh4Fd+0+joRAbr0WzVknIyhI8feoEnTdKOWxNY2GLDsekB0eifc/ATQ4JEZFqSBznlU0OGGI56JKItDi6cnvN32ikJQCo23dD+eU0BLaUbWJRFTHwsLO2APVBldm/xqexWkyEUNscvqEfIYSIywWJaJUmKLHt2uyTHheox/oPwMbb78T0q8dj2ZRbcGVlAhK26ZG8uBLNfy5jjQ6T1lTjf22H4rex16D5vEq0+LkMmvzaKiWVWoGufWt71DRpnoBZK15BpFzuOeSS4ZyNh6JKPCUjMQrL7NavRaNePI/tz/Hpbhy7S1+nyk2rUOC1S317B12S3hwd4xIDX0EkEli0tWW/3th1Slw4fWXzdr7hfEf0yxbNIfO0w+ClAbB21SFMmfgFZs2obaZZu04/O0fTibBGaLBhXw4slsCD/fo1h7F103HmUcPb7CzKYlU7oi//xoDpZ5VZReV4btYSFv2jyOS/jT0Ve/yW4yslKgyoR7TlVHU5Xt62VPQ9GSfB8JTgGlaGEML5hFCq6AJEWmSkZ/myH4j1MKKqG3oQ3nj0Grz+4EzszhaMqWKOmTHpzqEYOaobG7CfeXgcPnj2d1cFCnVXfuSNCVCHCRUy1CZg9vv/YOmMNYhTSmDqlwIjCTBpXpMd2hwrJCLjgERnAue4tU5Irp/IsL4wGsT7OKX9WoTcyUmwiTCQOLUav06c5JdQ9U9Jw75i8fJeJyRm/9/NP7sOITZcgyFtMjzWMbpZG/SNb4rNxTm1MzveNiTyWLjjIOQyCSaM6AqNKtj22+Idn99785/aflSuFKFjm2k6iW59umg7NEoOZ90vPl6KkaM7Y8G8ndi/LwelxdVQKuUYPqoTbrhlAD5+dyFbpFXJQZ/sSEcESVgCNT8PdO4rZVKmWXFKqjxmC/BzWbTrCFbtz2S9p1RyGSI0dI5zUMgk0CgV0BvN0Jks0ND+dW6JBy8fCAW1hWgEKCRyUdM5wuNtnkKEvA5PJzd8sGctKi2+EReK7L3fbyzi1eFnvb0hiCOkcWk8hIjLBQjqCn1D5y6YUYeL7Vvr1iA9MgrDmotXDYRpVXhr2u04ebQAxQWVaNk+GdFxWtf7uzcd92jOx9vt+HPGBgwc2ZFZfr9/+1dYM2ezi9hEFxphjVUzEaes0gxrRoKH4ZhzFJE6SqI7927O/FsaC+Ul1Xj/8V99ptPmxJjk+GfqXZBqZCg3GpBfVc2mJ2q1rDIrEJqrI4X2285Eq3Msdh4qqxWKKh4ynR1WNZnXeA7W27JysDUrB/dc0gcPjOjv0ezuQEWxuGMvBxziS5H72zos23QY37w8Gaoz7LNDuhOjwY/Xj8UGic0OOzVFpME7ANEgwkIPdxiNFvw5ZysO7c9BJTXlVHAo7ahypIa4oAnLU1cNRXxEGCuH7tMqjR3C/PJqtE9NgFwqY9NJO2S0mBmxkEmlMJgtrHliWY2eVSRlJMSgpFqHFfsy8cmCuvv9EGlxPhsrxT1PynUGTF+9E4t3HcXi529l621o9IsdgI2lGzymUWVRr5g+aBbWrF7LWleQJUryUsMiQ6LcxkZj5HZCuSKGEHG5QPHC4KHYlpuDQyW+xlpO0AXrrvnzEK5QYGSLlni8/0BXtMUdzVonsYc78k+XYfm8XR7T6Pp3ePcp7Np0HNmnS7B8fz7QqTm4ihpI8kpYxQmns8DQJgqmbrGsJ4+yElDoa39tnNnGBrCYuHC8+PlNaEws+nUz84nxBYfXvr8NWkcvHI1CgZQ6yIo7pm3YBs4pB/Iei+08WswT9jfmkBmVGXKYYjyjF86j8dWqLRjevgXapSSy1z8d3oVqi8l/x2STsM6j2cX4ddFO3DKuD84Ezv5DYhD0xTwkZdXgLTbwVPElFn0JAKpOOnAoF4YEGXSJMv+kxSkI54H0+ChU6o1IjNLilqE9MLZHO5/Zk2Nqv6Noh64qErUVac6GiXERYexB0KqVuH1YDNOFffDPOjQUCitrMG3lDtwxouGF5eSGO7HpZMzN/R1WXiCYbbRtcUNa/Q0IoxRqlJs8fwP0TSRoQpGWEC5chIjLBQqqkOnWJDkgcSGQKLTKZMLcQwexPS8Pi26c4hLWBsKp4+KpEDKY++vPHdi4PQvQagRjObUSthgtbNn5KB+WAZtG5jLSMCVwCM82Q1VuFeZVSGGJ0eD6+4axiE9j4vQJceEpRYiapJFV7Zkhx1IDKAQVAos2OZmICWgxv/ZOXWoBYo5awLXUIC/eN2dGH7v5u9/x10M3ITkqAhvyAvjL2AFNQe3g//Wc9WibkYi+net3B56VWYSP3xPs/T03xrETVBpsskBCkbZKHXuQGJcZCQYBKnOm1FBFSwVszM4/cDduZakdcgPwwQOj0SZDIHCNgfZNG37Z87YdaBTiQrgsaSSz3T+lP4UoRRSSVGcWmdTKfRs50jc9Oq1tA2xlCAHBk9FjA2u5Gnp5FyhCVUUXMLokekZJAoGiL1kV5bh13lz0/fZrjJjxI37cvVPUzZSQ2lzwgBG7m96+95RvXx7SAQxsyRoMulIj9Mzz0CXLWfrINa9UAn0j//5sVhtqKvSi3iQUaYmMOTNPlHKDARyVfjs7HDv/2QF1pe+6yML+jimD/S5PbzbjuzXb2N+xKo14ryUeiNwHcG4XLVr9O98vC+y9IoJZMzbAJlbOTftisoAzmAGDCfYIDTMOtIercNOtg5DUhPpA+AdtRVW6HAX91CjupYYlShI40sLzUBXzUOjBiHRyQuOWJLdLOTvHYTGQ90xjgnoQtY1od8akpdJkwL6yfJ/p9I2UGM9NnyaeN8NcMxO6/BbQ5ae7HsaqH8/J+kP4byJEXC5gXNGmDVrG1K9rMPXxKdLrkFlehlfXrMbb69eKzpecHoe4JN/BRKaSwUzpHrGePKTnEJnOyznwbrE9slPJ8hMNaSj875W/sH3tEdH3pjw8ElJZ/bUJFF25df6f0FEOzH1AZikPIPqw73EJD1fi6n6dWURFDMQ7tmcJPibXt+niV3Ra3Yputjzfyy+pQlFZ/QbPY0cLWG8isQ2RFFaAI51HVDgrfQYZ02lUWLR4P+5/+LKAy9WlyFCTSmkh53ERvnOfG0SHalZVzkPh0E1fN7YHKwdvTGg1SgxuX3f5dn1wPhrXuaPKYhKVRNC0HJ2vA3FDg+ctMJZNgaX6OQrlebxn070Ek+Hsu92fzwg1WWw8hIjLBQyVTI7Z107Cbd26I0qlCurL9L6Q/bh7FyqNRjYok9h38Pffos1HH6H7U+8h1+SrhbCarKzDsRik/ippbFQaXfuSbvhTzyJVUxdKCyux6Ffxi+JVtwzC2BvPzMhtb1Ehdhfm+w4GHIfoAzaoi3mfaEubtslQyKSYfsc10Mh9xbQUYUmJFkhN76RUPNRVZNso66YBSruQh6rdY/nhrPoleKQ3i/NtZEhXWEdpM+8kEG7ErLy0BscO5OCxZ8ZA5db4kpbVbyA5AQM1KTIvO3/hZGNRFze0SY7D0KZpiLQrXMfxz6W78c/KfWhsfH7bOEzq35lVDRFI3EutGOTUvkCrqU+D9QsCTTQRfsuqdZa6G7GeLWzGhbCbN/l931pxc6NvQwj/TYQ0Lhc4olRqPDd4KHsQiIAU1NTgy21bMXMf+UHUkhWxElNygc2pqsKa7JN4f+N6YRCTcKhIkqDqqig0m10Oua52sJRKOLRt0wS7D+b6tAJQldpgiKNUkVN0KTxriq1MzOqERqPA5aMFV9/GQF52qU8TQbbtMgnCI878zr6gxk90g8SsOupr4DngUxpn9Ogu7O+U6Eg8d+UleO4PT08NStVNGVBrwNcm2r+5mCUWKO/II2Y/zzROl/VrW2/icvW1vbF5wzFXo0Xns4T0LLTpIpEo2o+Nqw/joeeuxN/LnkBVpR5yhQwax7r1ehMGvPk167bsAbcTjg7LzUN64LErBuPrX9dj5+Zaj6EavRlvfbUUTRIi0bNjGhoLtK/PXzOMPcSgN1lQWFHNKpYqDUYcyS3GJws9q3vc0dCdrL3dc1kK8iz8bvRWs2hJNeFc2OjYzJvrmCNA+4z/AELl0I2HEHH5j4EudNSb5+VLLkXHxET8fnA/DBYrmkZEYEnmcZ/5SV+QFB6Or7ZvdS5AeJZwsMuBynYqxG3Xs8ufXS2HWaPA3sN5UEg4IWXkjL5wHKQWHlHHTdA1kcMSLoHEykNdbIWqxDNM/MprExAV1XgdaZs2j2eDirf+g1xz072qp+qrKRL1F6HUR3VtjyYXeB5vvPAH3jZaIZFy6Na3OZ4ePxjfr9+B4modUmMi8ejIgejXsnaw7hqfHNDDxJwIFEbb0aRIgXsmDqzX9pMZ3Bsv/+lxXNLSY1F64DSMRhrkHOEwr4aKhMwjBXhwyjfo2a8lXnz/OijdIi9EYHq3aIqNx055aqbcykHH9WqPB0cPYCRp7pLdPh539H3NW7a3UYlLXSCPlozE2tTroHYZaBobiSd+Wig6v/u8DYUc/Wn8enoWDlcfYl2hh8RfgqtSxkMuqX/pO3UgT1SHo9DgGTml86t9dOMJoV3rkdTP4TeEEIJFKFX0HwWFwSd26IjZ116Hf66/ER+NuhwZUdEu8adzjL2zR0822NSYxW3w9U3kMMbJYFPLYaNohUzCBj6z06TM4X3hhMzIIzLLjNj9RkQfMkFdYvUYz/v1b4XuPRpWa+AN8qK54qYBPgNjRtsm6DvszBvKqWVyyEUGdYmRZ2XforofIkw2OyxmG7auPYZlb6/Bqqdux65XHsDix6ZiZKfWHh9JCY/AXZ0CV6rwCiCvqRG3/TIn6G2vqjLglef/YOZzru2WcKwB4vgbB9S2W9I5hCd+tDY7Nh/HtC+WO2bhUZRfwSIwj10+GDI6Nl7e5M4U4eVd27IGoYQava8pIJ1TFdXnRjBaH4zq1gad08TJ7vd3T2jQdVVbqvDOkbdwtFrQZhntRiwtXIxZp2ae8TXgia5CJNbZSoKeidBMbtEVjQ1OWpcrb/BGehckSODVGI8QQhGXi0kPM2fidfhi6xaszDqBSJUSkzt2ZuSGiEucRoMSvdfAwQGGFAWyr1FAUWZH0mYzpM4xx5EKEhw+a2FVcahJkcMaLmWCT2WZDdp8C6IiNLhiXDfcfIv/ChtvHDiQg5nT1yMzs4jpKa6d2Ad7dp/C8mX72TZfOqw9br5lkCtl4cTqf3Zh7+bjUKjkTI8TFqHCkLFdMemeYZCdhdvp59s3wyxSkWNXcTBrAYV3JomOj1fUp6igElvXH0PfwW1QWa7DrO/XYvOaw9CEqzB6fA+MmdATT/ccguWnMnG8MrDF/z5NKdpO/xB3dOqFB7v2D9gsj9JDZpPVhyxUVRrQun8rtFt7GId2nmQVRcyzlY4pa0rpeaEkPvPnrM3MmHDbxmPIPVXGonz9L2mLp68cjNf+XsWurSw1aK9tGN48QYhO0LzdO6Ri18Ecn4hYQXEVyip0iGnEaNyZ4OeHJ+PDf9Zi1vrdrCVA09go/HjfBMRoG2Y7q017kFX2DipMOzAmQor9hqY4bKRKIsE9d0PJOkxoei3CZfX3XpnQvBMiFSo8v3Uxi7xQSwnyCrpp1a+YOWwyEhrROddm/DugB7JEXtsH7L8IkdZvDbLMEELE5aJCjFqNF4YMZQ932C02PNC1N17auFooc3Hm7t0GLXMUh+JuciRtdhP1OczDhM8AdhmHyhbKWkGmhIMpVoY+A1ris3uvrte2HjqYi0cenMnu6mmAKyurwc4dJ12aDMIfc7Zi+7YsTL11MDp3SUNEhBpLf9+Gj56eDRttj1IOqcUKW7keoyb1QXhEcB2hxXC4pBg/7PF0iXUHOcR6XKCdbRLMvg6sy/7ZhWMHczH/9+0sWuEcwD9/ewEK8ytw2wMj8NmgMRgz/yff3kXexNJmxae7N6HEoMdbA0aKzlaQX4HtW4S2DmIgEqKNFgZh9o0bzKws2h6jFdW8EP5yEz/T97F+wxHsKi9GbJIK5Qajy/yXnif06YSk6FpH5oduvgR3v/gr60ztjvyiSrzw8Xx88fIknG949IrB7NHQMFhOYm/B9bDzFnCwQyOxoU/4CUg5Ow4YmrJ5SJBdZak8I+LC1mG1+KSLTlSV4qVtS/Hl4PFoLNhtZJvg//yVqK5stHWH8N9GSONyEcNqsWHaW39jwfR1MBkt6DqgCcyXJOFIVRlsSq9GeBIOhiQJskcrWZmrqsiO2H0WKGtskFUZYQtTwJAiYu3OAeuOnERxZQ3iI4O/8M76eaOLtLjfabiLbunPk1nFeOmFPyCTSXH/gyPw26dLYU6KcLm9Em2ottkw57u1ePj1Mw/tT9vrx/OGNZMElBXeXbYBicEi2h17/cpD2LDqkOjd0x8/bcTqxftQXFiFlk0VONlfAnOsI/IRIEr865E9eLLHYESrPMnZ33O34/OPqIGg72dokSqVAl26p2N/y0RsX30IdrcmgxzpXsg5t456G2OsDGUdwgDOAjjaOZC+KTFSiykjemLyQM+0RMv0eFw7qhtm/LnFY1ijr5oiMXlFlY3u63K+IK96Juw8naXCcXf+dDqpc3DQkAKKaaqlasQrxX2VgsHCU4dZisidBFPZ/dKco7DYbQEjdWcDibwHbNajft+XKTriP42Q5X+jIaRxucigqzIg+2g+jAYzpr05D39+s4qRFoJxYwFsb+xCWBZ5y4t8mONgV3LMq8OQKEHeECV4m4WlQ2TlOsBgEP0cTSqp0gXcLiIklBr6eeYGzP9nF44fL6yXuZrVasPHHy5GPqVyKErgTp6kUizaeAR7dmfXNhasJzaedpjueYPjELvTAonNnV0BEr2Z9fypb8iX9plIC0GSY0bz2Ua0mG5gOppAoDVlVpT4RFr8kRaCXC7Dsy9fBbVagStuGcQ6f1MjTRf0JsS79a4SXa8EKGsX5ki/c4LRIJ0nMg62FXmIKrKxCiifz1Elk5+y+mqdb1PA+kBnMeNYeYlvldN5CJOFGmr6bqdSYoXMIRC6tukkyCVn3lTTHxpbLSGRptYxQx3vhxCCH4QiLhcJaMD+4Y15+PuHNSzSolQrYLVYvSIYwt/hJwyoaueVVvEqfWZVRwoeFV20iNtQCk5vgqKEg65NlGi1RrMAFRg0WL//7gIsWbzXVQ0klXKilUF1wk9qw2oHHn34ZyQnR+Htd69DStPgK0Le37QeOdVV4qsDh25GLXJtVbAqpEwDwY5NmAK82QaJyVOcfCaQ63lkzNLj5GQNbGTy52eBTy1cguVTb2PpNBLdPnb/T35Jy4RJvXH9lAGIiBSs/BObxuDDeY/gm1fmYte6o0KJNAcUH8yBKjUOJjOdK57LoJeVrdS1BoPOXpqkbbEAplg5PntrPox6M66Z4imW7t05HT/95ahkc4A+HhmhRovUM6tGMdusuHHJbGwtzHGJU6e07YaX+w7H+YpwZSeUGla6Ii4EOs41diUsvJSlhwbHe6Z264vLmrbC4tO+Zoz9EtMbLdri9HEJBKv+W0gjnsJ/FaFy6MZDKOJykWDu1ysx95uVjLQQTAYzKw8WQ3imEZEHHB4LztHKjxW9RSuFJSECNqkEyjw9FHmCQpVzeL4QHrtqMCu7rqzUi0Y8Nm8+zkgLwUlU6JkeTq8Ml2fGWbKAgoJKRmB++3UTdu086SNY9cbRshJ8scO/w2dsWBi+mX0/OvTJ8EwlUfRBSU6yDfMTkxuBOBrnAwQRjvNleH3uclRU6PDxuwtRXCROtgj9BrR2kRYnqFScSAb1oyIwSx86V/LLPATQ9H6zlgkwJMqhbyKkDj1A0Req3nV81d9+shSnszydkkmgO/ZSIVVARIsFaiQcnrn7Mpb2qy+yKstw1T8zXaSFQN/Hj4d24s5vf8SJQ7XTzyc00U6GUpro6mnj5OnbdVR5x8FoO7voE6HCLL6MQn0NthSegskW+DdwpuB5sVI7N9gb1z07hP8uQhGXiwTzf1wbdEt0zmZD0tpqRB0yQp8sh9RoR+GgcPByr0FYwqEmXQrtaTmU8kSgxoAmm/Nx3Yyx2JqZwzrzXtWnAwoOl2DihE9RUaFnAtoptwzE1eN7uRazeeMxSKUSD1Lj5ABdu6Xj1KlSZGTEY9Lkvjh2tBDLl+3DqexSlh6qr8qeyFBJSTW++WoVe61Wy/H4k2Mw9BLxCodvd24PuLwxLVujpsaIHdtrDdXcEZGgRU1+HRfwIEDjmsQmQ9w2O0r6Osmk73wzD+/Cim93shCTTOhE4IO4eC06dvYN01dX6HGQmmd6gSOCW1KJu5+5EuHRYejWuzmiY8Mx7o1pKHdGotxX5CglkpMpnwM/fbMaz751be0sHIeBPZpj4eoD7Dsh4sL6YO07hUE96yqjrUWlyYh7V/2FDfl+UnkAlsqKsHz1TxjwSzh+fOk+dq6dL5BLY9A1+U+syHkSevMu6O0KHDIko8gaySr2qCv02WJ9vu93SjhWVYLrlv+MKIUKHw8YhyHJzdGQkCovgUU/w++9hlR1Bf7zCFUBNQrOn1+wH+Tm5uLGG29EbGws1Go1OnXqhO3bawcTCmm/+OKLaNKkCXt/+PDhOHbsmMcyysrKcMMNNyAiIgJRUVG47bbbUFPja2f/X0Z1pX+PDHKUdd71JqTECB2C7Xaoii2I2aNH5FET4rfoRWv8SIxb0FcBi0qwi7f3a40orQaPXzUYr90wEoZ8HT58fyEjLU4/kc8/XYZlS2st3pXUF8cPXnjpavw25wGW3unWrRkmTuqDb767HZ9+cTO02jOvEnLCYLDgjdfm4VS2eJftcpN/d89IpRL39uwTcPmJTaPRrIXQ4I8GzPo4lnq4phIJ4SltJIHmpP90kTWMQ3VTKesdVNFawaz4TWrAopEKD5UMU+4cwgzx/J0HYjDUGDH7w4UYMqIj4hIi2L5YyLYlwP7Y3W6L9DWe3i0Wqw1vfrnUR3w9Z9EuHDjm2xjQH57duASbApAW17aopFiXYcALX/6K8w0KaRxK+CFYVNkFa6rbMdJCoFLoTpGC8/LZWiEEQqXZiNtWz8bDG+Zh1rFdrAqpIWClaBHPs2u0mJO1WS/SpTyEEC504lJeXo4BAwZALpdj0aJFOHjwID744ANER0e75nn33Xfx6aef4quvvsKWLVsQFhaGkSNHwmisDY8SaTlw4ACWLVuG+fPnY+3atbjzzjtxMaHn0HY+YkhKv4yc3A+jbxqIAaO74K5Xr8HXq5/F54ufRP9L2zoqWYSRKXq/ARGHHMfUW+ui5pBzuQo5l6mQ3ZTHMz8twtjXpuHtP1ZhzpwtPtbo9PE5s2vTLyMu6+iTQqLP9OnbgkVoxNC6dRJm/XYfnnthHHr1Prs7RRo8Fy8SUlXu2JxzGiuyTvj93F/XXI9YtQZhYf5t92m/Ppl+Bx567gqMGNsVN911Ce5/ejQjCIEs49Obx+Pq6/vi0+l34IX3JuHD727FlZd2YroN7QkOoEpisUohI2CMk0CfLIMhXoqqDDnKuqqFBpi0PhnwzieLcdcD011k0gnykukzoqMrVeQBHqgoqcGO1Ydckwa0TRcuIH52w6asPd8uG9fN470jJwpRVeObwqD04qZd4hECb9RYTFiUfdRNHVIHeB6/Vx7HpgX+y9r/DdCgvqXMt6cPRVzIQfds0TYqcEUS76gy+vvkITy3dTGuXjKdeb2cDfKrf4HV8JujC4Z46wLeFLyB4oWscWnoRwjnearonXfeQWpqKqZNm+aalpGR4fGD//jjj/H8889j3LhxbNqMGTOQmJiIv/76C9dddx0OHTqExYsXY9u2bejZsyeb57PPPsPo0aPx/vvvIzk5Gf81HNl1En9PW4ui3DJ06NUCV90+FFOfHYd9mzNRWVrDCIzNakNK8wTc9tw4l4eHEy06NsXNT4zFxjUfeUxXllMu3P8gTXf7NhkQnidcDH9ZuxupVTIfgS3dfJWW1Ea8WrdpgkcfH40vPl/mqnBq3yEFTzw1NuB+UjXMpcM64Oj2E1gbxYNXSsGZbKhpJgdHTY6PWSEL8vq7f3+tBsJis2FVdhYeWepfXDhK0wxLftuNLl3S0K17uk+qy4mEROHu2WK2spSSrEQqGLixu1DPeZ1i5D6DWuPF965zmeW1cbzfol0y6wi9dV82ZEbAKnYjLfFs20DgpTyLwESeqNUyHD1eiM++Wo4Xnvb00njonUl49Kp85PuJQBXllbv+vm5AV8zbcRBGP8IbZ3+q9p1TMWiYZyouzE+PJTpVgum/VGLQYeahXeIl6v7AcTAnKvHuHd/gl2OfQBWAcJ5rmO2+ztUUcTFaz95NuEe84AdTF5x9jY5VlOCFrUuglEpZ9KVDTBLGpLVF03Bf4b0YzNZqoPIZRmiJaPtH42hrzhuEyqEvTuLy999/s+jJtddeizVr1iAlJQX33nsv7rjjDvZ+VlYWCgoKWHrIicjISPTp0webNm1ixIWeKT3kJC0Eml8ikbAIzdVX+xqjmUwm9nCiqsq/yPF8w9bl+/Hy1G/YHQ55chzcegIr/9iGz5Y8iW/WPI8Vv29FXlYRWnRMxZCrerASWDGktUhAm86pOHYg1+Xtoc02o7hfALdQEmWqAEM8D1UxdT6WwJ6ohOR0DexufiY0QJN2xR1jxnbFJZe2w7GjBYiM0qBZs+B8K/YUFOBD/gisl6h9qp+qW0oRu8eKiKy6y2LJ4I5QrNdh8p+zkVle5ndeKk0+NvcYMiUcZv+2BVFRGr9l1pde0g6P3f4DMo9Q+kNIx4lVStExadU+GbfcOwxde2Ww89MbapUcl/ZuzYiLlXbXe0zgqBEjD5nBDqlR4jlgi1Q1r153BM8+YffQfETFafHeHw9iSp+XPL4zJ37+aBF6X9oeh6sr8fhPC2CitKKTQLlXoPNA99RkXHFvdwwb08XnjrtZSgxSm0ThdH6FT8Rl+AAnVRPHgdJCTFr0C/Rn0uFYQmkvE/auP4zeI88+DdMQoGPTVtseB6v3+7xXbC5BlaUKEfIzt8fvk5CGpmGRyNNVBhWdIr+XeScPuF7/k30Ib+9ahalteuKFHsMDNn602vXYkXc5OsioSaRwc+lv/pD8I4T/ZKroxIkT+PLLL9GqVSssWbIE99xzDx588EFMnz6dvU+khUARFnfQa+d79JyQIGgMnJDJZIiJiXHN44233nqLESDng6I+5zMqSquxbv4u7FxzCN+++ie7IjjJBg2SpQUVmD99HbRRGhZ9ufeNiSxF5I+0OPHCZzeiQ/dagpESpsU9Lbq5+h35g1VL1UbCHVxycjQitGo2MNPH6JkqVG651deFlKZ36ZoeNGmpMhox5c/fWZsBF7y2rbSLDNYgilS0zGgNeHblMpwIQFqY1sQuXJCdZMU75eLE+PE9cWhnNo4fzndIg2oN9cTQd1AbdO/TQpS0OBEfLZj4BfoGjE1sPl2BnT2D3GEXaV9AiE2MxJ0viTuq6qqM+OGDBXjq54VMp8J0uF43zkqZFFclZKBT+6ZISokWHbjINbe41Fdnxs6POs7LlzYvh95q8XQVDibyQvNYhfnWz9uOF679CJ89MgNZB07j3waRfAE8EmRV6BV2AqMi9qCvegXWnL4ZJuuZbyP56Ey/dBLax2qRGlWOlMgKyKX1j3ZMO7Id/2QfDDjPqerZsNvFo3XuENO8/PfANdIjhPM64kIXVoqUvPnmm+x1t27dsH//fqZnufnmmxttvc888wweffRRj4jL+UpeqFroq5f+8FvaTKDBktJH9UVsQgTenXEnivIqmGFd04w4NqhOqemNDxevxJxc327TDDxgChd694zt0x6Db7qcmcplnShm3YivuLI74uowNqsLh4qLMXHOr9DRXbc/IuWYnn+pAimrzJAEuFaPGNkJH23ZgOUn/VvjC+ARfjo4Y7N5MzcKFTl1gAZ2qUyK4WPrbnzXp3MzNE2MQpGllKXlxKIuVJ5sV/GQGp3GKjzUJb7brFYp/FbYjJs6GL9/uQIlXhERIsQbD52EoXOEZ0qIgh8cMLBpCk78chDb+DJsB4c5Mzbg2ikDcPtDl3ksZ/PukzCKtEMwW2zYsvskLunr2XzSCaPViu1FueIHh461LMC9GMchYk8VS5Uu/Xk9O09JkLx4+lq8PvdRdBva/l9LE+2vIrE6j0u0h9BOXeAKHAomzKU4mD8CbRPnQa0IHI3yh5PGnUiO244mDrLXmZOhtWo0theYsaEguGsDnU3zTh7Elc38Nyot1K1CNS91dQ7xlypiZFbS+Yz2JYQQzmviQpVC7dt7XkzatWuHP/74g/2dlCR0bS0sLGTzOkGvu3bt6pqnqKjIYxlWq5VVGjk/7w2lUske5xO2rtiPT5/8FeVFVUw8SfqUcbcOxhfP1S1wo8EpKTX2jNedkCzkto8fyMX8XzajuKASnbqlYU8hh6OJfu6clMDYnu1wRe927I5vys2Dznj9uwvyseDoUWSWlbI77VKdHqerq4J2RiXtTWEfOZI2Wly6CyeMkYDpEi1eLt2M6nzxDtnuUFTxiDkQpBw0gHMuRRacOpeUtBg89NyVSEiq2+aemkZ+8dy1GPbdt6hW+99/m9KRLuIpbWeHpsB3W9q2ET//nYiI1vgQFwIXr/GdRv/xwKG1JyBVy2Cz0PqFiAyRl0tHd0bzVrXrE+sQHczdeIHeu5Olz4f9Ell5jgEt/iyDgSJNjlUQ4aff0zfP/oIvN76GfwN23gYprOgffpSRFoJzF5ydHnjeiLzKd9Ei/ns2vcxcitVFK5ClOwGr3QKVVIMmqmT0i+uPVI0QJdVZa9g8W0o3ocDkWall5a04alyIiW2vQPPI1vjtWCbMdhvCZHLo/FQV0SGz+onSOWGw5kLF2Rlp8ZcqYtFKnsNmYyHEu2v9RxDSuFycxIUqio4c8XR8PHr0KNLT011CXSIfK1ascBEVio6QdoXSSoR+/fqhoqICO3bsQI8ePdi0lStXsmgOaWEuBMz7fjW+elEgawx2HqeOFuCzp2d7NB0UA12U6THmLIgDYdvaI3j5nulsfZQi2bnhGHiKdtzfxHegcLyMiwwTtXuvDz7ctAGfb/VvABcUOA7GeAkK+jnIi2NyjxvaY46JIixmoUonAPqmNMWUTt2w87dDWIWDdefnLTYfkuS2ORh3XR9WYUSRrJg4bUDdgDcSYyNwf+9+eE73rw8AAQAASURBVCtrvfgMPGCO4xF11AJ1IS+0IxDBTZP7+13HX18vR+bOE+BUQgrNCWOCCqVNxC8b9E1bpDJY44T3JSYb1AV61idnx6ZMF3GpqNJj2h+bRZehVMjQu0szv9u1Ls9PdICOn8z/MaR3bu7WC4Y+h7BjxX6fJpNZ+3NgNlmgCFCa31iwWHbhlrj1UPj7ohjsqDIKv4N8Qx7ePvwqM6dzTwkeqNqL5UWL0S92IK5pOglvHXoVJWb/Jm9EXhbk/8WW8dnQG9BO2xs2ux2X/vO13/N7dFpgXxmzrQxNpILLMiMvIuc1eUlvZKKrsxceh3Bx4rwmLo888gj69+/PUkUTJ07E1q1b8c0337AHgX4UDz/8MF5//XWmgyEi88ILL7BKoauuusoVoRk1ahQT9FKKyWKx4P7772fC3Quhoshms+GbV/70+74/0hIZG46qMh3adE3HbS9chfTWtRGp+oLW8c3b8300GpxMFvBO48cV2zG0Y3O0ahqPv48cRmZZGdIiI6Ezm3GopBhJ4eFootXiRFkZivR6xGk06JWcwhaRW12FKKXq7EmLa2M5GBOlyBnBISzHxjQfc4yZQaWM1RIZhqe3QHKYFm8lFyJvjAKKEhviN9tEf0DOrsg2lQwSs431cnJCqZRh7LW9MfX+YaxXUJhDW1Nf3H1Jf/y8fgdOpYj4zDj2qawLj6YiVhnRURo8+uBIdOuSjn0bj+Dpqz5gERKfZUhlPnfMle2jhHPOa0CyKXnYpFaUdnf4t9glkFfIIE/XIm5rtUfpN3m1lJT76ltoka88NCZgVZE8UDlogFQRfQPmWDkSUmNFK8DCo8JYFdfhbZlY99c2Nm3w1b3RpmfDmrJ5w2434FjRbZCLiZAowgcrWONxhjIcPZ1MFkvoqU7HhpoW4OEr4NpUup6Rm0CkxQkn8fk992eEc2txtJS+PNIY+R7nsentcE3zToEXyEkgc6M93ucPnToG/ryWVjYcQhGXi5O49OrVC3/++SfTnLz66quMmFD5M/myOPHkk09Cp9MxXxaKrAwcOJCVP6vc7hR//vlnRlaGDRvGNBoTJkxg3i/nO+hH//a9P3p07K0LNEAkZ8SzCiJCfe7k/YFs4HOy/Aju9HYgzOviSau0CKLA+bsPY8nqhcivrmb5bvKLCIRf9wvGdNIg5q03eB7WcAkq23D1qmgwWKx4Y92a2mu5jIexiRSnx0mQ+o8FMq+vhw3sMolAXuRSSPQWdjG/7IpuuP/pMYywnC32H8gBt0EPyVjy0RHXuli1HIr68rjC2gxmsw3N0uMweWIfJMYLKamSvDI8MeY98RXQxkt9B0VLrMKHtJjibDAleh4E6kVsiQXUp2QouCQSX326hKXCBg3vgL1HckVFynTYBvZo4XefqU3F2of/AXe1nPVHcpZ7w8ZDVmVFxK5KlF0S55eMzji8Cy+M7wf8tM4nUnnNg6Mw5+NFmPby70z3QvjjsyW49ZVrMPGRMWgsVBrWUlJHNLulgZU1OffuukFBzN5h2Wivyse3JQNhFyEvJ/X+/Yf8odp+Gk2iAYUiDLtyqYTac6Oe7Do0YAS1QLcKSuiQIhXCl3bH79idvNBTjkUQX2uknpWFIYQQLDj+4pB3nxUo/UTVRZWVlcx991xhzbwdjLjUBxqtCu/+/hDzYmko0N3ppH6vQVftaRhGp87R2+IAhdfFzHmhtQHxGg1KLYaGJyHe4AG1XYJJaW1xQqrD2lPZdczuaMRTF6+jzaamgc7X3vPzPJKWWaD21/ya9tvOIzVKg0+m34lIL8+cE1nF2LI1k1V4DR3cBtFRnu9TW4ORV7zPHC+MMRJYwiWQcBKYVKQspUgHoGtuDVgfOPB0PH5+aarP9Fu6Po0CP34tDColIy/OQccYr0TJ0CTYVIA5yga7CrBLefBuHoEeAzBjboDELFRiRRy3o5e8CawSCY5kF/kUAsVEajD/WyHFK4a/v16Ot3/9B0Vj4mGNkbtWJis1I+qoAZIecahQ2ZlWwx8S1GH4KmEovn7mF2QfykV4lAYTHhiFSyf1xS2dnvKJYFKadcaB9xFPjtKNgJzyN1FU/ZXIO1aEu+lc3OHWhBw1VgX2GZOx15CKGvpCGgiF1WHYm1dLXpQSKXZe+zA0MvGKL5vdhOWnhqCZtBhJEotLm+PcdDqHzDxw0qpEvk2I6IxM2w2pCDm+0K/nzuWnfvEKJOqG+04IdoMRp+976ZyPRecbzuuIy8WMbSsP4N37hbLvYEEXiwl3D2tQ0kKg0PqEqYMw49NlrmmuCzzd+fpsiGMeGVBkbtw8Nl32YldXICrLDJmBxyZbLq6aOgimNk2xJbeOxnqBSAuz/HSUP9cxb8EIOTL+svj/UqQcbrrnEh/S8u0PazDrt80uoe5X367EGy9PQM8etSaLI8a8T1kXlDeXgXeVfdemaujmVpMthb6ZTXwbeeCATTxlUOxmJucDlZKlAu2cYNduV8tQMigB5hg7jE3svnmxWpNlz/eowskxNpV3kWB1SSFit5PqxXdjr7+i1mtJDH8c2Ye8KSmCSx0zxGElN7CFy1DSj6JIFvcmy+L7bNCh+6Ud8PWW11kER66UsSjs8lkbRNOupH/Zu+4whl3nXw90NrDYxNsbkNImULGcs/NGmNSMvmEn0V1zGr+U9UapTSiXrwsBNMwMCeE6dGqSh335KeybuqVtL7+khVBu3A0bXwMtZxMlLXRsdXYp8m1ySKDBqAzPzuD/RXh1R2mwZYYQIi7nHDPem495361mDrFJabF44fs7fPQnFOGgCqJAnh/+Tur0NmeuZQmESXcNZWWkv3+/BjVVRqpbBV9WDvDkuVLHVfAsQEulztImtwoiJr+QSNAtPgnFn++FskAgDc45/pq2Dh/PfxiPmlYyLU2d5MTfimkQFMZGv7M49/vUEAU0pYC8xg5NoQ1yg6fHSOt2gnaHbafNjnc+WIBlKw7CEsbBGCWBTcWBs/J48ou/MefD2/DHH9sxc+VOlHeQ16ZE/EBmkEBRYIe5ifiWViUCuzccxZwvliMnqxhtuqZh8oMjER6pQWVJNUCpK4mEDS7VnbWoaa1mERxzjAyGVIUQNbFSibUj9OR93GqrrsVPA7dp5nig4FI7NDlAeJYEUovw5vjLumByAOJC27armcXRstrNGZgqs2pFIHVC49a3R+nmF+PtHu2OiJjgyMCZQCUXL2+2BjieYg3b5bBhYPgxzKsUWitEyvSIk1dDLVGg0CxFqSUCEk6onzdYSR7LQSb1z/Jo2YnaauRXKHFL6764u33fgPuhs2SBErBKzs62z9kZvnZ5HKKldkRabZAqhK7gIYRwpghFXM4hXr39W2xy64mTe6IYd1/yJr5b9wIrb3aCwvdiZaiBQHfttIw+wxvnokB3pdfcNhiLP/kHNaeKwDt0N9IqC2xRgQ3DzgZ0jX5j2HB0TEhk459aLmf9geh5/eK9eKNgh+jnMnedwrdXXoWxs35CpZGqL9wXKuTcXXfYfiIVLP1i95ci8hy/bWGAvUYCk4KDKUaKiGMWqKqZUx3iY8KR6maq99OsjViy+iD0SVIY46VuI5EExbwNo1//AdLjBlS3CL7CRaaTwCxmvc+RSJjHQ499g/ACK3PDpXNr6/IDuOPF8awyjUYp2oLciTGo7qhhmhFX6on5bTgEt65baPFtCJa78iy9BRiS7YjfKIHUzCE5ITKgHuunN/5CdQIRJ6+cWD0J89T2QmWhN7oP64jY5GiUF1a6NGVE1GObRKGbo3M4VSLSe7IG0Cg5kaC9A/mVH/rY37OYlJ+yNGfExWN+DkhVCBG0JopypKrKwTN6okeGmsfg2Na4LOVt/HRkB17aTpFTHlqlCa0TChGtMYgeRpo2fdhlaB9Z9zXFatehvUzPBhR/Xwlts0Zih016dh5OFwxC4txGQ4i4nCNQqaU7aXHHnUNex6UTemPyQyOZsPbEQT8GW+Re2yIBD7w9CfN/XIc9G4/BpDdBppBh0NhuuOXpK1z9bRoDu1cdQF5mARChBRcexq5QUXurUTooJuAAInFESCx2O2QSCdQyGarNZsglElZ+6X7fJ3fMB4ew744ePXF12/aigxrZ0/sDVVUla7X4e/IN+HLbNizNPM4IjJW3Q2rnYJO4CQXEDlkdg7Qz8sCWQl2bnfYiju2saiVHFY3/Vh6lJjN6PPkJzHY7c5W16G2wt3cje+77xtFQYwOay+s1MEssgSNIORNj0PKzQvZdmNVAYS81ns7fCP3jTWBTSMAr3cSuIp2jg6m+qiv94L08kmTo0nlEHPPf7ZpQkleOWe//A+mzGbDG+YqDg8WUtl3xWHdxWwC5Qoa3/34Cb9/2FTL3CN2mW3RKw5Pf38n26/sXZ2P+tyth0JnQvm9L3PPuDWjV1X/ZdrCQSpRolfAHjhVRFWQtG7EFEXHxnqazKyGFDSlKgcC4S9BP6zci37ATczKdXdk5VJtU2J2bin7NTkAlt4quK0Hl6UouBp63w2BcgTSpLfBPhgP0PIcq/eo6lxlCCIEQIi7nCIGcaykltHzOFqybvxP3vHYtPnniF9H5qNrhtZ/uQZP0OHTpL+4s2pgoL6wAFxcDEGlxhH8jM+2o6G6DLUzmm0Zw/P1An36Y2q0bcquq0TQiAmEKBSqMRmgVCuaEerKigk2jCAiVSxfqanCqshKtY+NYibQ/tO+ejvRWiTh9otjjLjk6ToteQ9qx100jIlnEhh5EkijlpOAkuObGz1BmNEJaZUdBPxmMSRLxUcK5T/7g+IhSLxIJoMGZ0hhyag9AGhRO6O0TTICqnmOzhJdAVm2HNUKsZTQHa5QMWVPikLioAqdvjReqchgcrO1sU31E3ioEzY2J7FqcmxFosdTkOkqY8cc5m3H54A6IjvT9vo/sOIHikbGwxivrneSnSjZqxPhk98G4t0vgdEdq6yb4Yt0rKDwlCJYT0+LY82ePTMfCaWuY3oVweOsJPDn6HXy38y3EJgXXeDAQtKpuaBL5GPIr33ebKoWNt4pa07jkPW7Ehp5jwu/EU3GDsTz/Cd/PQIIiwwEU6D37rtl4CQ4UJKFHao4PUVJJVIhT1t1+I6tqBszmbUzT5s8tl5ZdxUtQyUJ3wRlHXvCg0v2G7uYc6g7NcJEU1P/7SAiiKsFksODjx2eJigTpWtCmWzoKT5fWuZz9W47j+Rv+hym9XsQrU7/Bkd2BK2yCRUlRNThtuEeberkJaLJcB3kVGY4BEj0gqxb+lhqB+7v0xoN9+iJCqUK7+HholUp2YYtRqyGXStnrTomJaB4djRYxMWwakY3+qWkBSYszffXaD7eja7+Wrmltu6bh7Zl3QaH05eQU9dHI5ZDJpPjknRvROiYWEjuQtMmK6KoAHD5Q1MUBXVwAVSgjMfW8gNX1Gaf+yfFklzn68Dh0OWIwpStx6u5E8FQF5lz+mWybSDhcXsFBlS+FKptD+FEOEh3A0cMQ+LPWMMEDpsZgxvh7vsHLnyzA8WxBl0TOyN/v34Z7clehdKRAIoLZ1iSNFkNTmqNddDz6JKbisyFX4J7OwZtNEmFxkpaaCj0WT1/nIi3OlBFFOpfN9GMAeAZIingAMRrP/lAGSOFtr+MEE796HQs1vxta6m4pAh52hMkT0DLKcRzdEKUxih5ao92ICnMAAbcDWRU/MW1Lrcuvbzd4KpDeS6G+UK+dEBoAoYjLOUwVnQ3ox394ZzaemfQ5Lr9xAJq1bQKFSo6UjAS075UBXaURqjAF6wb9zOTPhTy4HSgtrMS2FQdw7f0j0OvSDkhuFsfSKPX1d1k6Yw2mvTYXkkTfOzBalqpUfHnNVeJN9hoK8U2i8NoPt2HflhMsotKlb0u//XfckZ4eh2+/vx25ueWoKNfBYLPg/p1LUaQXqWuu6ybf0RX7XEFZbIOqwo7KFhTl4mCX8NBlWNkdb4OOC64ByDki1b6UVgGqAik4ahXl+Efz2zVSyPIsaBYejcJqHRswTcl22MKd5VluoMiBEijuY0fSWgnrU7Rs/WGs3HQUHz0/AZ/nb8Wq0ydY+4hgd+yODr3wXO9LGuwQVBRXwUZRMu9Nl0hQnBugGWc9Qb+RtJi3oTPvgsma5ZwK3uWD4j0/EfFWsNqoX5jAbgymdbBYDyNVPQQ5hp3s2AtLkUAtjUZG+FB8NtCGXn986mkjIPNvG6236RCF6IDbHoFcpMoswuki4pYraHLI2Uf4XcaoAleP/VdAEiV/7tlns8wQQsTlnEF9hg6p7nCmQxbN3OCTn7eYrUzfwuZxK8NzfubXT5awByG1VSIeeu96dOgVnCsoVcH88Pxv5E0u+r680n/3wg5pdefIzwaZB3Px+n0zUHC6zEVknvn0RrTrVre5FQlV5/y2BQvm72aDgzpKAgw/Q8t3T4ubxgPPQ1lhQwVpYCQUdLdB34IcYxuetEj0PCQmQftCz3alINqVVUkgr3SQFRHVqC1GjprD1UBTkphKoMznYImywRJDxnxe6yHhb5hQaaQ9ziEsm4PVZsOji+YjO64m6H2KVapxT+e+uLVDww6KielxrOKoutyT0BKZadvArroSiQqtE/9AZvGt0Jt3s2l2Sg2IjFas0bXtqNdUG6y2AvSK7guNvAmOVS+GnbciRdMT/RIegUyiwqEKJymqhVwqREvEUFeqqFi/EU2lxtqmkI6NcycvFKyqcNTERyg6onfid0EcjRBC8I9QqugcwWw4u4hLIBBpIVgttqBKqE8fL8Sz132OrEP+RcDuqC6tRnlRJWCxgtfpfULBHVo0wbjeQuWFM1xMoCaLrZJ9Q9MNud8v3PY9inJrw9kUYXrxtu+Z229dmP3bZiyYv8u1P9IKOyRGr+MXzB0OD4QXnzlr6NYsGQ+M6l/7g/S3Tir91fOobCUXpCkk5G1td5h+nPHqPZbvfJZW8wg7pYAmTwFNjhSqEik0uTJoTsugqBT3YXHB3cSD/clBUSGDsti/cJwiL5XteZR1s6Osq10gLYH0LI736Hh9P2w8dlz/AG7v2MtvN+IzBd0U3PXWZGFdjkgeDcotOqehQ79WLG3UoOuTxqFl/AzIJYKtgbOzlvuhoL8tfrUOFMYqxaCkJ3FLy2W4tdVKjGr6ASIVgrdTtdm3uaUsQNt0i93/e0ZLAXYW3uFKEznW7gPSvcRpH8TwtE0YmPIrJBLZxVVV1NCPEEKponOFuOQo5mqr93Kf/VdAOWejBfcOfxud+rbEYx/fiMQA3aOL8ysgi9LCRsOE0UxJfvAqlaC7aZ+MN76/jaWpurVIwaIdQlPMUd1bY1yfDo26G7s3HUd5sWe3YCJuNVUGbF11CIPHdAn4+X/+3ukxIFjVNIA6bhvdq4r8EgnhP9UBYi5nXs11qqQCPSPj0SpXilzOyFI+0gglahRU/uu8lXV0lQkjfYrwOYvG1jC/YMcFkbNykJg5KCskkFZJwLG7fZqhnmTAzjN9E2fjwdrSOEY1icHr2HqDA4zuNkQB6mqlRh6Tu3bD1A490CLyzDufB4Ph1w9AUrN4LJy2mqWOdFUGHNt1Erd2fZr1Prrvg5vQZ1Tgc60+kEmj0DLhFxwqGMoOip6XQskJfbGYETPNw/F+Tk3SC61BtPYOSDjP6CF1dl6f79sKQCoRupSLHW6lxL+S/HD5+8yButouRZREMJ4j+KaGpVDxp6G4WMqgnQiJcxsNoYjLOQJ1nZ36zJU433BgWyaenviZT9M5ikIc3HYCHz/2Mx4m91bOYf1O3aZtdnDlFZBXVWLslIGoLKthwtcrerbD1/eOxzf3TcD4fp3OujN0XQgUVTHofe8svVFeXuvqS+60NSmO7RXRYnDkV+4WkXD8gbATNiQf9X9XGgz0RjOee/xX1JyuQkS2GZGZZkTsqcEEZVOkZHGIPGYR3S4r6Ubqg9rN9gDpVMKPyaA9JkdYtgyySqlAWgIuyysE4BCAGhOsMCbboEuxQVVk97AQlVg5KAtw1pDo7eg1swKv97+s0UmLEx37t8aT397JUkdHd2a5UrDFOaV4dfKnyD4cXPQyWMiktYZ4djKN42WotktYPQ6dpULnZXEOaDCvQ5lIG4FP9q7DytNrkaQqR6yCmlw6NDBEgvx83fYAt/g1ZtLXAKdtCpftkbiejejN2f1GQriwcfz4cSxZsgQGg6DWP9tOQxdJzO78wNibB6G0oAK/froU5wtI51FwqhRPjP8Yr0y/G9ooDQt/f/DQT1j5u68tt+vCFBkBi0KOD56fC1OsAvZ2MajhbUiIDsedV/TDVYPr6CLbAOjStwXT9VCKzGMbJRx6DBJ3JHWCfjhOsmaI41DYTy6ULovODEhNPBIXWpi9v03NUQwdiVssCHOkiKgvE08VHfVNVVAkJc8AK3U29oocbVh7BHaNDNZYKRNpeo9S1AMouHW4/U3jh+NWXWIAlJVSyKq4uomK2/a6lkOVTM7FKqwwtKoV4FpIGmG2I2END1uYhN18ynU8pGYJCrV2Zth3RuktG4/0j7MwZPwQnGsYdUIlkXuFkVOQunj6WldKqSEgkyRALe8Ag+WAaxrF9LzLo52nhXeGuKDySywqWgS5RI02kVegubo5BkTcjFF9BRJMn7HaOawsa4MDVvEWIXJOAYWfiEuRbiV0FoG4OJfnX4Rvh0w1ChcdQgZ0KC0txaRJk7By5Up2fhw7dgzNmzfHbbfdhujoaHzwwQdndGhDxOUc48bHRmPbyoPI3F9HHx03OEVvwyb0Zo0XvQdqYSZnKaLgouscQMnzJfdEUZ3rOLzjJF6/4zvEJUViz+ZjyNcZYE2PgE0tg9Rkg7TaDGukEpzFDgnPwRqjZsZldrkElmglu6PiZRwKqmrw2oxlUMilGN1P0L00FiKiw/Dg6xPw0dNzXHyBPDvufn4c2w93mC0W3DDvdxwsKmSl2APTmqGgAwdLuAzGBImbU6zYmnjI9DyUNiB9sePCT/NZ7OAdhn/hpyyozpDX04UN4Iw8tKcCMBCjFTwnnoaSGf245br1WXK+1pySMnfdM4bbHZKqhIfcWebs2NX8YSJ3UAqgohuPuK3CBrFZeSBmF4fifiJCXbF1Oo+l4+/Y5aVIV0fiusfH4lxDX2MU/e3RprHWCQ0Iusinx76PwwW0n8I66dsL9vSS8hVoK9uPGrsSJ8qOQaIqRbjDask1D8djROxhWCrlOGZyiuh5KDgz5OS765baMVmLobNkw2DNgcGSixOV3zpiQTzayoyQOfptiZEXiWIQpMqRZ39QQrjg8Mgjj0Amk+HUqVNo107w1iIQmXn00UdDxOVCgVQmxTtzHsR9l71TpydLp34t0WNwW0jlUvQb2ZlZ+t/50njsWndYSM/IpIhNjERRThkObM1EVHwEUlsmIiezCOGRalw6oRcjLkRK9m46hqO7s7Fxsbh7L1109pITb5wK1V0TwMtjfBujsOZ2np7jFAmgDsW8TFJ7VbXzeOXHJUiOi0TXVrU9ehoDIyb0QoeeGVi/eB+7E+5/WUektqhtn0BYnnkcdyyc53qtr6nBrwf3Ay29ruR+wcEc4Tkj68dissJG+yuTQF1uh9RsRnVTOWxkP+M8TnVAm2OGVES3zRorK6Wwq6QwxNTqWtwhMXJC5IMJdT02l411lAKSVQDdtcno0ysN5ToDjuWXIFylxNbjp4PZ8dqdJQ2wHlDU8IJLL+eZCODFBMKkpYpxHAdmSCIQGHkFD80pQJ9Rl0Ed9Suwg7PwUFXa0CFXgSnDRmL4t/2h0bq1pD5HiE6IQHKLRORnFXn6utjs6DyobYOvT6PogOSop5BX8aawnjpOKY9TjgMiJVZEwooU6ISvkH6abgfc+TPuG56JYms4hmiPIIVcBJ2Hnpcjv+pHZFX/g2rzIdF10i2LyqWREds4KVRRHzWqJcJ5i1DEBUuXLmUpoqZNPaN6rVq1Qnb2mfuLhSIu/wLCItR4/rvb8PhVH7PKGGe+nCCRcix9031wW7wy424fC/+ImDAMGefbb+XKW/2Hztv1zGAPwufP/IYFM9b73LrxUg6mBDWqOyd4DYJuL9wbpzmmkxEm79xEt9ICk4zHgx/Pxfx370BEmAolFTWoqDEgPSkGcpmUEaXsgnLmvdI8OdZ1YVu96xh+XLiNGZL179gM918zEAqZzK83zublB1FeUo0eg1qjRXtxkuROWjxQL3t6wUDdOThMnToYMz5dDs4udE+miQodj9gjZnZMylorYKeUUiDwPKxi3bXpLRkHXimFromErVt8szio86QwNHWLAnCAopiDsoh0KkDHtCRMu3siVF79deZu2Y+X5yyr04iWrdkGhBXwzKyPbZv3tgYqdeBIO2RDWI5ZIDF2wBJBpEVeN7HjecQtKEbcijK88edj6PF08H24rDY7TuWUIixMiZjIMGzbcxI1OhO6dUxFfKwWBqMZR7OKEKVVI71pcDoZOkfv//AmvHjNR6xrNoF+u1RddOmkfmgMJGpvg860DZWGZbCBYx6DjoIyF9jpV+e2OzySyWvHi7xESPSYHL3JzYtQiMxJOQsKy1+AiieRrtNITgIrMwwigzwZ64ckLEd8CxTaZ8FJ63bfDaFx8OWXX7LHyZOCc3uHDh3w4osv4vLLL2evjUYjHnvsMfz6668wmUwYOXIk/ve//yExsdbGgqIl99xzD1atWoXw8HDcfPPNeOutt1gkpS7odDpoRIxEy8rKoFQyg6YzQoi4/Eto2TEVX654hpGIvJPFaNoiASqNEoYaIzr0boFewzoEZaRWH/zy0SIsmL7W0UCwdtnG5DBUd4hjkYP6wnEN8wSZZkl56PQWLNx8CNsPn8KaXZlstVHhakwd3Rvz1u/HiTwh4pSaEIW37hqDxVsOY+bS2qaJJwvKsGjLIcx/53YoFZ4VEtTl+KkbvkQZufk6TLpGT+6L+18d73ERFRWBOd92fytQ9ZBjn6zttRjbuTVuvrovEhMjsXdTJnbuPAle4UkuJRYeTY5a0XV0G+zKL0AFzNDbxdJ7HPSpCqgr7ZDr3YSsFMWSS1CdKIGZvGWcuUKRsYHSP2HHAGukUMEjq5FAauIgM/CIkMjx430ToRRpCji+T0f0bNEUS3YfwYmiMlisNhRX6ViqLSMhhg38xdU6dGiagN9mbHWRltoDW7s9EhroeMf+eUd+qG9TJ6Cqs6JWiBFkNIoQsbeadXFu17sFgsWmHSfw1hdLUFYheK8QUab9Y9vKcbikfxts3JEJg1EIdXVum4I3nrwS0VH+O0Q70f2SDvhm6xtY/NNalBdWodPANrjk2r6sbLoxwHFyNI/7DnrzLlQalkNn3AlY13rNE/zyWLqJ/av9ENPNOIJ6dPrZmCTXWfrt1rqKs0NNtIcThLY0b7REJkpa6HcnUfSCPPx2XLQ4DyIuTZs2xdtvv80iHPSdTJ8+HePGjcOuXbsYiaFUzoIFCzBnzhxERkbi/vvvx/jx47Fhg+AVRq1KxowZg6SkJGzcuBH5+fmYMmUK5HI53nxTiAQGwqBBgzBjxgy89tpr7DWdK6ShfPfdd3HJJWduFMnxZyvvvQhQVVXFvtTKykpERETgQu2V9PDo92onOG6vrBoZygc7wnhnEM61UprI+xaQwPMstdAkVovC8hoffxn3Drc0mIRrlKjSiZeKXz+iOx6dRKWhtXh80hc4tDubRafc8cKXN6P/iNo78+zycgyd+YN/4hLMLjtWEbuHWh0Afduno3VqAoZ3aYnHbv4eJqeFvtu+yzgOS1Y9w16uOpCJB6f9HTANoyyzQllpA280gZPLYA1XQJ8sOOOy1YtsJ+MS1CzSSbpswrGUGu1QV3D4/Jlr0LN9Gs4WcxbsxMc/rvI9JM71ckBhPxtsJCsK+hSqo5kRzyNpbhGi15XjsS9vYyXJwSC/qBKT7/ueRfKCvbLRxbRzuxR88fp1Qc1PvYyW/bweFcXV6DK4LfqP7c7StucCBtMW5BRffcafd9dWO4+9h5TIMR9FdmqFX0RzeFcvUpc+HxyivPZbGE7od6KGOn4xJLKzb0R5oV3PnctPff81SNQNa6ltNxhx+vEXzmrbY2Ji8N577+Gaa65BfHw8Zs2axf4mHD58mGlRNm3ahL59+2LRokUYO3Ys8vLyXFGYr776Ck899RSKi4uhUARuvLZ//34MGzYM3bt3ZwLdK6+8EgcOHGARFyJHLVoEf0PijlA59EWC9Qt2syaNngMm2bGHOwafepS/uoF5V4mQFqenVX5ptagpnvvi6C7fH2khbNzn6fZZXanHgR0nfUgLGYRtXLrfY9qTKwS3YBdEIgJ1wjFfTbKQy990IBs/Ld2OOz/+HdGtRNIMRAh5HquXCdvSt1UatCo/YVHHLa0pToaqlipUd4hAVWuNQFoC3GAx0kKz0O0w53iWk606YFNJoGoVhqbJga3ag8W1Y7pj+cwHMXJQW3Rtl4KHbhmKAd2be4h/w3O5eprGOI+r+G2posSCy9Sp+Hrr60GTFsKSNQfZ+VSf2zEabPcczMEn36+ss0xzz9pDuL3HM5j17j9Y9OMavDHlf3hx4seibQEaAxLOU3ReXzjTQYLRMu/bnJz+c+mmBcJCCSGKyjg/q+Y4NJVKfUiLsCyB3CtjZpyXpOVf8XFp6AcEcuT+oDRPXaDoCaWEKH3Tr18/7NixAxaLBcOHD3fN07ZtW6SlpTHiQqDnTp06eaSOKJ1E6yQCUhc6duyIo0ePYuDAgSzSQ+umiA5FfM6UtBBCxOUiAaWdfK7JlJJQBRCoenh1iE+nMmCJu8eJa1pDbTmg1ah8miuKbTNNkntpgqLUbiLOs9QHmuIpqOHQNth5GEwWZMtN4uSC4/DOC3ORk10CtUKOT6ZeCWlAZaXLvcvzb39w3033+RzTy2r0+Hr5FjQU1Eo5XnxwDL549TpMHNMD7z1zNeKjw13va05xkJE1SEAEIgWevjCc0Y6tS/Ywo8SAhONQDosIbdyeycrbScdypkJQWs7O/acDru+Th6YLDtU2u4us7Fi+H2vn+loHNAZs9oarXqJTReIgJxLHg5EVTvhbwdkhd1QO0WspCXHBI17CkoMBwXG150YIDY/U1FQW1XE+SHPiD/v27WPaFNKU3H333fjzzz/Rvn17FBQUsIhJVJRnh3MiKfQegZ7dSYvzfed7wYC277nnnsPs2bOxcOFCvP7662jSxN1psv4IaVwuEgy+sjt++9Qz+mCOVsGUEi4aMaGyZ/XxcsiqTJDpLJBY7LBEKtkzJ1PCHk4Fk46bZ5sdle0jYdPIzrixGBMJhqlQWeMbeRnTr7aMjhCmVaHPJe2xbc1hD2EzDVyXXNndY95PLhuNdl+5NZU7Uzj9SSIBaWXtZCPssCbKoSmy1vIiZrgmDHRL/9mNW+8fjl4tmuKNay7D03OWBLk+/yki13QRozwnKMi19rBvX5qGxLgRnfDd7E2OUnwO0VuB4kvrqhTy89rrnIncUsEihCt/24SWXXz7TpktVjz7zjxs3pnlSjtmpMZi6sT+PmaKwYJsBFZvOooencTTa6X5FcjLLPSZTtu5a/VBXDKxcQS67pBJg4uied+kiDVpdGUa3fX3ThmSQ4wrNE0Upmk4DpGO0nx/5FAQqqshkXv+Zi9GNGaTxdOnT3ukigIJXdu0aYPdu3ez9NLvv//OxLVr1qzBuQIJgPfu3YuioiKfFhmUOjoThCIuFwmad2iK0VMGekzTtYkRKWEVBt3I7QUIy6qEstQIqclOujwoyoyQVZshtfGQV1uhoEeNFRIrvTYzoS6rMvITDZE5xMYtU4T+RVIJxx6E+8cPQs82qaLbvv2Ir+fNg29MQPO2TTwGj6lPjEbnvp7hR5VcjiFNHcvl63CTDeIiQ9Ekb1i1Utio8sfhEEuQGK3sIlNZUevOO6ZPe4yi8GgQeQx/pKXuD9XCYG68/liEG8b1RkR47QWTvvuz7plk5xG5sQLR64X+U2aDeOhu7qLd2LJLIGbOw3kqtwxbdmdh5JD2rihjfXoX0WAcaH5qlOrsV+QNbcy5iTBIpZ6l/oFA5NV1eoueckJ0hSiyQJN9dWj0UJCWhZMy0iKkggIzU2Xkhxdn+bM3+EZ6AIy0uD8CEReKqrRs2RI9evRgkZkuXbrgk08+YYJbs9mMigqhBN6JwsJC9h6Bnum19/vO9+rC4sWLWeqJ9DJEUq666irX4+qrz1yrFYq4XES46cmxWEil0A5YoxSit2KSKhPk5cbaK5dLRUutfKme1UK/BiHVpJSguE807Mra6he7nIeMPm4XxKLDe7ZiYtayaj16tEnFwM4ZOJlfhuXbjzI9wqXdW6FNWgLGPkmmVr7YccQ3fB8TH4FP/3oIR/eeZv2K2nZLR1Ss+ODx49UT8ffhg3ho2SJPQa63BX4Q11o7Za28UyJUYioVolRM30NRKVZ2CrRyI1eEh0f3x/rHD6ImXeRC41BJOg30/WmPnNUfotELtxuaKoMJy/cdw/BOrdAYUCpk6Nk5DSs3HmPrrgzGLNlfdVSeAfFLy6E5qYe8XBBI2ax29B3dTXQxFBnxHoxtdp5NX/zTA4y8bN19EuFhSgzt2xqvfDwfx7KKA24aRWqGDWwb0MZg6DV9sPr3LbWRPsfP47IbPW8KGgtSSQQlcQDeHKiVk+drLycD51Rm0e91+gtl3rUzh3MSREgE+4KAURYHUeLkvSHXjDnzHQyh0WEnbaPJxIgMVQetWLECEyZMYO8dOXKElT+TBoZAz2+88QaLliQkCKR52bJljCxRuqkuPPDAA7j22mtZCbZ3yulsECIuFxHIaZaM6WoqDbBTCa+fC5HEzMpTai9gHuo9DrzJDE4u+HDUNNPA7l5Vw56onJeHyirBlQM64NHrhkLlVc7cIiWOPdxBJbii2+O2/r2bM7Hw182oLNMx75Yx1/dDmy51V85c2bY9DpYW4+td2wNHX7yv5D7HRuRzdBfqut5zrCzZGZkpLqrymNVmsiIsl3r+cqhOljNBrfv6PaJVAe5aWYsBtkHOzzo+7BURenLWIqx6IRWRXjqhhsJp6sxNvj0xPKwOz8IzQdhxPSJ3O/QbDrI8+tah6DHc07tl3+Fc/PbPDmRmi5MQirLQANu7azP2IPyxcGedpIVw942DWHWRGKhVx6Jpq5nmJq1tMrIP5rIBOyYxEvd/OAXpbRvXaNEdVqRBiuNBebc44e0dycy1nfO5Exw37kuDg5ZyRgFSQ67lOxbEcXWLREM4d3jmmWeYZwtFPaqrq1kF0erVq5kpHGlPyHqfHGyp0ojICBENIisUISFcdtlljKDcdNNNrISZdC3PP/887rvvvqB8WCg6Q8tvSNJyRsSF8mO0s4MHD27QDQmh8UGiVoq6fPncHKZXER0YqZRX52WN6g4iIM4KGZ6HKUYudjsHlUaO1a/fDZXSk7AEAoldxUBRGcKSOVvx8TNzWLie7nj3bDqO1fN348PZ97EmlnXh6QFD8FT/wViceRRf7diGMoMBzZWRWJt7mtnT1+XlIuMk6JeUjF1VuT6z6eMVkBpNkBChIFJosjICmHk43zUPiTrfvPdHSHRGhOUCmjwLKyV33s1mxIQhu5kS+XK6+AceKNggZAOUORZAJYEhitIivvOZrTZsOHISo7s1vLMroZS8UnjA0MQZIarjAz6pSWGakQiwnGPRKvp+n/zmTgy9Rrh4uvuzPPXmnw5DXV5Uo3L50A4+n/n4+5V17sd1V/bEjeP7iL6Xc6wAjwx/HboqvSsQFhkfjmd/vA8d+rY8Z6XQTkRrxyO/8gOEMUs6cf2KKyDkyYs9zOq8vy439yNIwSHOj0eLT6TFfRkST6FnCP8uioqKmO8K+a8QUencuTMjLSNGjGDvf/TRR2xcoIiLuwGdE1KpFPPnz2cGdERowsLCGAd49dVXg1o/lVkTUTqbCqIGIS4k8KHyqfT0dEydOpXtRErKubvbCOHscMXUIczobvr3K+AZC3CA4yAvD3DXpFJ6XMzIM8Qa5riFcy4CQEJkeL1IC8FfKSpNJofh799ZwF47w/Q0f+aBXKyZv5tZ/wcDRhDkUWhXHoXjuVbIw3lEZwG6JoA5UhC/KcoAaxhgc8s8UUXQ7AnXoYU2Glc+/R1z9vUAcZUoGdRlQsiDIlqcxQajW1XMhkV7kH20gB0qm0wKTikHZ2M+7OAqqhE9rBX2n8gFEoLXByh05JRrg01O3aLFB9ADOYU+xIWO3eyt+zBz4y6U6Qzo1zIND47oj7TY+g08JrO1HroW97YRtZPYctJUKBmbguj1lZCXVmPhtDUu4lJSVoM/Fu7C7wt3CiTWD7ns1SUdQy9ti5fmLMOB3EJW+XX6eAmkSurrJP4Z6ql1w9W9ccu1/oW1M974E7oqg0f5fVWpDmv/2ILOAwM382wMJGrvRrVhC/Tm9VBzAnlxh91h7++PTgUKnlB8JZyTQsVJgvpavWOkElnnID51cYCd5g0tzq3n/N9//33A91UqFb744gv28Aca66ka6Ezw+eefs1TRunXrWFk1pabc8eCDD54b4vLXX38x45mffvqJufC99NJLjMhQFIbqtL03LITzCzRwD7q6J2YePwGcLPR0n7LzkJhsUBbVCkrdwTvC8O4Iy9bDFK/0WA79Vqdc6tuWoC44Iyu+2wwU5paj2k3o6i7KPbznVNDEZf+JfNz+zm9Cd2g7z8TBEjuHyBzA7pDS0LS0xGi8cutoLM/ORPOoGIxp2drh+sj7khbHRpLex5WrYe7BEg/340M7T7K7c4tGAagUtWJesmCJ1CCrsoY5f0mN1KcoOENAitjQbJFZNpS2dzSL9Prc9LU7ERWmxh2X9nZN+3r1Vny6bKMryLRk31FsPJ6N+Q/fjJhwX4tuMSxddwg6g0DM1AUc9Gl1XKUDaok46NqGQVMVAUu1Ebs3H4XRaEZFtRG3P/ETqmqMon5AhGapsXj10bGo4i24+as5sNhtgs6DHkSqw6VQldqhKvf8fL8eGXj76avrdKjeTd4wXmlMer1z9UH8G5BIVGiVOIu1AijTLUGNYSnk0EElb4cwzVgUVDzu8McVIKa/FzlNIKfKMEntkODPEZcgltQlia8ibPzZ72AI/xn88ssvrF8RESSKvLifU/T3OSMuBHLbo7wVPXbu3Ilp06axHBjVit9444249957mcVwCOcn/lizF4eyHUpx9+67VjuituSz/juiFyyR6aoyC6L2VqKqZRjsGhmkFjseumYIJvQTV2quX7IPP3y4mAlqE5KjcfdzY9Gtn3CuJMZoWf8ibxCJsFqsLmt/j+2y80hoErzR2rf/bGIEyTkIEnmhFINWo3SVYvdsm4oXbxnJtqe9Q5DmBM0bHxWO4ooaEdM9r6oMcn9Nqd22+ORo5gNjj9B4HHuLWgJdlAplRYK6X1nBwxjNwR5EKw/nOunOLiLLgirqASRyq/3l0s2Y1K8zItQqmCxWfLtmm7DZjvdtPI8KvRHXfjELS5+4FVK3lhD+8Nn01a6/FaWApByw1/FVRO/iUN7NMXKKCZ/pOVwJ/eC2GHXTZ1Aq5dDpzWw7zVoOJi0HntJ6tAgzILXyyA43YNK3v/lWUTk0RwRjDMeOKXkOUUqKk3AojrGhtEbPooOBEJMYhaqyGo9ID50HsU3+vbQI/RbCVb3ZA3gBvL0K5orHYK95Cc2k5L4CmHg7Ku02mB0+LEkSBXN0JljsdtiojwNfmwZ1NUgPRs8iRoa0L0Mqa9iUwAUNN8O4Bl3mBQTyb3nllVfw9NNPC/5bDYSzWhLlzUhhTA/KhY0ePZqZ3ZCYh3JnIZyf2HIwW9SMDgopK+P1hpMs8JVV4G10N+tpFqbJMyJhwUkk/J2F+L9OYFSrDNGL35Lft+GNh2ch/1QZjAYLTmUW4dlbf8D2tUfY+5OHeXqwODGmRxs8dcPXPqSFBh+VRoER1/QMet8PZ5OXgOdy6DWZxK34+B6s+vRefPHoNYy0+MONl3ltp/Pi795vyGYHb+Mx8sraqphhE3pBQV2N3Y4NkRZjohJ2BZEyYRqNJ5pS6mhXtx+JlHICBPr69IC6VKhs8obZZsPxAqE3VEmN3m+pdH5FNa75/GcEg7LK2ggYx3OIFL5GcfA8wk4AYTluqlB3uF/jne0obNTvSohuGeI4GBIlsKuFKBMv51gXbnOkBOUWU92l37RMCZFBehbWtT0rF6Pf+QHFlUJPI3+4+r4RPukpOmeuukfQCfzb4HkbjEWjYDctpzOK/fYotanmJEiSyqFkTrdKyN0GDoVUCiWkUHAS9hAiMP5LnV3XAD/bYOIl0EZMbZT9C+HChdlsxqRJkxqUtJxRxIUsgv/++28WZaEQEIl9Hn74YVx//fUuQxxy5rv11ltZA6cQzj9Qo0NKh3gLHDlr7R2Y53Qr7HoDYLWCLywGFx9HnevYe7zdjppUJWpaZzBRqqzGgl35RRiVGguT0YKv3vgbW1YfZl2uK8rEB4j33vkbsdszsD9TELI6Kx/C1ArcdWV/lO/KQw0JI72gUMrw3i/3stLoYAmbXkQATHfPGU1iEBnu5rIbAAaTYDbnOlSOF+YoKRQ1jlQRCYjDFfjppw145Y1roFDIWLn2Ux9ej5de/NO1LHOU3KdTtwsWZqLhH05re7eKLqnFz9DC83j0kVk0wgjdptv6cUzmgCMFJbDabJBJ6xCdOgkSIxqAstLxxYksV83LkbK8GIZoLSQmqSu6UrssQWxc0VxwRaZoiqbQDpkZsEuJoIhXuNUbXp8xWm245I1vWOValEaFmwZ1Zyk1Gqj//GIp5n6xFBVFlUhukYjywkrWBDUiNhw3vzAeA66ofzq0oUHbaa58HuBrReBOOCOUiRK5i5B4h+qDWb5zPtZKQWQeuowcM8cjeIeZiwRBekPVe5kXEEgD+9tvv+HZZ5/9d4kLWfVSHfjkyZOxdetWdO3a1Wce6vrobSMcwvmD8YM7YdHmQx7T6Np045jeuPXje5F9JA8SqRTqMCV4qwX393sBHDWtoxlNZvA5ebj8npFYMW8XytM1qO5YWwdrDZfj6VmLkRCrxQe3/oQyr3JgbxjjlShOkiDz4Cmf8fCVqSMxtHsrPD3ja5++RGxTDBakt67bBIlw8GQBHvh4Lksteew3WyFwy+ha/Udd2HUsx/f6wdonCB4sruGA47B1exY+/WQpHn9iNJvUf1gHqN+cDwPpZEgzQ+XQIgNIk/gIPHHXMNz5wzz/G8I+7+iY5yA/ykoeugTq2u3eOY+HopJnpIVg8B9McqGwqgYp0UH0xXHbdoldAs1pG/RpXqXldiBmLY/PfnkYaYlRGPzyRyhu5xV5ob/NpNFxDJJKoCZVAu1Ju5Aya2RDMxqUSaT8yeINOJRbhF4FPKa/Ntf1fsHJYsiVMny6+kW06Jx2ziuJ/MFmmAu74Ve/7ztJh5gPC5Xks/f8jIbOKIvVTh2h/R9/agoAzV1ntP3/aYSIC6g/EpVRUyUTBTm8NbAffvjhGR3aesdvKAVEnSJJhSxGWghEWrKyGtduPIQzR7fWTfHy1JGIDBNue0nPMH5wZ9x79QBoozTo2Kcl2vfMQEa7ZDTvlI435z+F5g4bdLp4xzeNJc91PPbB9TC0F2kyyAMfzFheJ2mhcH1Nhri+gC6TM5ftZH+nZMSJCijjkiLrFFY68cvyXaLVzjKZFJ89Mp4Z4wWLuMgwl+OvB6hZZIYSxhhqS1eLpUv2osahnykprmKkxaaSshJq5+fcQcvu2qYperV0WN37c9ql0nVntYzzjtoORJ2wQlElCH85G8/SR9pcN4MXJ2cQu7A6psWGhwV3MLy2LeqAFNqDHCQGgDML2peENaQt4fDjH5uh1igRHUvL9nVJs0V4TeM4GGOpRDq4TfHZjzPE0n3HMOvLJT5iXIvJivV/bz9vSAvBqvsuqPkCEQ8ngRGDPYjIzHrz1RiQdHtQ2xHCxYV9+/ahW7duLFVEnaKpuaLzQW0IzlnEhUS4IVz4GDugA0b2aYv80irEaDUI1/hXgnYd2gGPfn0nHhn6MmssV5xTiiXTV2P5bxthucHTIMw5ZmTllKCu+3WbWgpeLk48aBk5DrHquCkDseyP7ewO0F2fMvm+YXXuZ2mljukfcorKRb0/yC21T3vfXjiBcM3QLljoFbFypXuoLDpaykzo1KUCWbDZeFRW6hEerkJ+TjmsaikMiQ7S4syLOT5PQ4RcJsWUK3qzhpH9W6dj49Fsz3SS42+Znhd6y3gTHwuHiNPi3YqpbFqfKPVanqeHTWpMBFSOVKA/eOqEHOZ3jsVpsyXQZnutFzyOZBWxvw1xYuYjgF3tTWZ42JQcS3/JanhWol5X5IXejdaooD+uY8TJHC9hWpjaGTw/76/ypiJKjrAS783hWeTlfAJvzT2rz9MZR/tF/9zF7yTWDiaVtEWXBEU4NagK4Vz2KrpQsGrVqkZZbqhX0UUGMnn7Yu56jHvme1z30gws3XaEeVnUhZ9e/4MZqJENO8EeEQlrXDzk5SRC8B1wuEKD32VJpMIFUelw5RQDXTM7t0hmf6e1TMS7P9+DTr2bQ6mWo2lGPB55eyJGT/bvvVFWpceDH8/FyMe+xlXP/ICT+eU+Yx7pGtql1z8z36lFMt6+eywSo91yLl7aC3OkFFVN5TBGScFJOezfLwww1AKA/F48PuN8tpH5nw3/e3YiMiiqBeCbO8ajY1hUrXuYY2CRV9hYZEVUHxOgF5IxtrZk2uNTjo80j4/GPw/fUucxOJlTAplM4qFxCQTSETVLEVKKthNVbF89t1moJOe9rsxSvZ0Z+WmzzWhqUUGrUrDvjWlSwtRMl8KWz3FIjAiDRqVAqcEIQ4oU+mYSWDVg0R/Xg7S+DisYL+rl8TpOKi4uauVw4z1vcJYjmXuaSCAwdUdZ6PSqsUuwVh+PuVWtUWD01deEEEJjImT5fxGBLkwPffIndh/LdXmmfD1vEw5nF+L9+8YF/OzhLcdrvSwitUCE0FU68mgNSnpG1xqL0WBjsDN/Fw/xpgPaSDV+2/QCc3Rdv/cEpi/ahkMnC30i+wqZDHdcUeuc2rZrGh5/fzLyTpagafN4xCQEFuTSfh45VdscrMZoco3x9MxSPRyHB645MwfoYT1a45JurfDytCVYvPmgb6U43b0qOJiiOVjVErzz9nyolDIMGdoOUIkQRRqMrXaois0I98oDT3/mRlxx2TuwSqWw03JZM0OHnsZbrCpCZCgYYtE4S6+9dQ616NOiKX64/do6971aZ8S9L/5Wry7MtFk3O5xpwxYXAvcme24rPUkBQ5oV6myhyzgh+mAN5EZHRUueAffeNRQ33X2J23J5VOqNCFMqcN0Xv6Agzy0i4iBUNg35E5FTsR2gwKIdqEmS+LRbcC4vXK7Ag09ejXdu+9rl0kzPccnRGHXzEJ99M5ksKCiuQnysFhp1IDV1I4A3B37bETnx12uIRVyoRD+YVTmOUaFNhkOWcBw3RSFOWoUKc9mZbv1/GxepxmX8+PH48ccfWbEO/R0Ic+fW6sjqgxBxuYhAhGXnUc9Oy3RBW70rE8dzS1xdm8VAVRWVpdVM3Mppa3UpikorEjaVQddUBZtaBnmVBWGnDZCQYNS9QSN1E20ajben34GtB7Px8GfzYLHWpjOcmQq1Uo6+7dNx34SBaJbkuEO32vD5S3OxZPY24QIs4XDFDf1x1wtXorzagG//2Yy1ezKhVStZb6R1e0/U+tS49lPYHNKy0ICbmhCF64Z3R+vU+DM+nhRF6NGmKRZuEjEic+UgONjUwuOXWZsYcVFYeRil3n7sQnNGwpefLsVbH17veou8TN5951o8dscPMLeMgZkiNkS8eB7yGh7KarLeFam6Ib1rGIfqVCl4mUOIGeAOfUtmDo4WlKB1kv/zgLB8/WHU6Iy1X62/qig3xFrseHXEW2iSkYA0PgzVvxeiYFKSb7oojGcpI6mOQ+zuWtLifH/uzE24/vbBLp0J54i8EA67kxaP5XKsiqmmudR/VMq5+dSm66gRX5bvg3lUJ8hsPOJqjBjWpxUmPDAK2mhP7c+v87bhh183wmC0sBTftVd0x103DmbnxjmBJAa8vUA04OUqYXZWA4mQF2eaqC4ww0ZyDLZzOGZVotymRrTcxB48vwCF+iuQqPFNG4dw8SEyMtJ1ntHfjYEQcbmIkJkn+HiIISuvNCBxGXP3CBzclc1Ko6lLtPPEJLdYc6QcynILlMd0npFr5mdig8xiwYztryE6TguT2YKHXpnu01CRPva/Ryegt4jeZO4Pa7Fk9lbXWEPk6e+fNiAhLQYzjhxlOh2KeBSX1+CjOWv97gOlE7q0TMY9Vw1AQ2Fk7zb4bcUuHDtd7BgoRNImdNGXS5CXV85IkzyzHMY2MbUDvmPHFFWCh872LSewcuk+XHpZrYlfYkIUzGo7zNQbym3QtWipYzcPpc538LFLgKo0qWdCuI7x9FgQxKW4rIaJ7WhfGOF0aWT8EBg7j8qiSqirDMjcd0ogv1H+S5vsSh7Re4xQlfvqdPQ6E2ujEOanvUHQ8NtambxxgLzCSvaSdMGnwpTQ9m4BXiFDYUkVq5ijfV+8+gA+/3GNi3RTFHHWn9tgMFhw102DmAdNXEx4o5IYWfh9sFS9IF415Ii0kL7IJtT+QE4mOK4ZhCd63x+cyyUzuxrWmwJIk9ag2OrpNLgw515Mbe3/t3dR4iKNuEybNo31Mnr88cfZ342BEHG5iNAiWaQCyIEMP+/RBfqbt+dj/qzNkCQnOQxLrMynpLpZGKpbhbkGAYnRhtgdFZDram3vibhYTRbc0usFjLy+P5bxNX67QC/ZekSUuBBpMUUqoMvQwhoug9Rgg/p0DT5btR01iuB/0yTO7d2u7k7S9QF1vf72qUmYvXI3fluwDSVGk++GUBrIbIfOaMOo4e9AIldCfbIapuQw2GWA1GyHotwKqbn2g7NnbfYgLkkZCTC0ifdKrzjSPxESyA02ZlznDnKahUNP5JE3CqBsW7j3MEZ3aRNQ49CpTbJHmogN3K5cmW96kPnLODx8GGnhOERHRcGfMkKTbUH4KSoXd99u4SklPRaaMGXQfa7qDS8+5Fzq/6avwac/CELD6EgNDEYzjCahT1MtcRPmn7t4N+YuESommiRE4om7R7g6VTc05GE3wmY+CbtBvLqImdHR/YOTXMEGueMEYGbYdfxqGGmx2wTS4oBGYoUMVpgdJkOMe8OOYsNhxKsbp5lnCBcWXvk/e1cB5sTZdU882WTdhcXd3d2KtVBKWyh1t6/u7Vf9KtQN6i0UaIEWCgWKu7v7wrr7xm3+574TzyS7C2z/FnL6pEsmycw7k8m8d+4995zXX8cDDzyAsLC62YfUFyFy7lUCq9XG2p7bpCd4y2eIRBjStXnAbMuyuTuwbN5Ojy4SEkWTwRIpR00rnufihF0uRkWnCPelkK6MBt6w0Wy0YO7h08hxdAoJQWswMSl9s8Wt3kvy9CViK6o6x8AaQXL2YtjUUmjbRkMrq99kNb5fO3RrlYbLDbVSjjvH9sLN7dtAUWXxLkNQCchkBycWwRQpgVEthkktg9gqgjrPiPBsI8IKzZCavKOO8pIaFOWUMVPGNQt3Ycn3mwEiUQcIKEyRjp+yk8AbsIU6eIS36eQFrDwcTAIX6N2lKfp0bepel5PeJLRehymitKjaK8jQlxhoFvVnyJJqcK7DOFCAQfvAU9cIBlWBfK7qhQDieQTPYLuiSs8HLc4xOiHw2cKSKjz7v8XILeCtLM5nlWDZ2iPMtTpQAF9fKKNfhk4UARtnDxzAcRwLYNi+cHbeekLgC2OFIyZs6OwusqPGhwFDh18t0KNutPFZqhC8u4ou9+PfgMt2IxEAoYzLVYB9p7Lx4jcrWacNISJMyYiiJHM/pm9b3DY6sGT+Xwv3CGh9cDAkyHlCrmcaXCyCNVzG2pylBitQrfW60TcnBI++d5/Ixpinv2HjmjayG+PALNhwCKZ0lWCmoT6iZMR9eeWOUXVq8bxYDB7VAfN/2gpxvAKmGBnbZ5neDotSDEOSh0KunewBZFCVmCB1iML5ojK7FHf0f9P1nL1rRACtGSZ+x086bO/YPMNBTtwXH4I0+SdxNOcQ/1eQrAks2H0E47oEvnOm0sd7z03E4Js8bD2cVS+/NmcHQTY6DOISx/kgAqIjVMhkY/DZOBGJYzkg3+M1x7w5dExH9BrYSnBMFJR3Tk/G4exL6HChTiufALL2zwR/zseQHJavO8qMIilocSItORqfvX4jEuLqoAhYC+KSDqOmeCDENm8OmxMKscx1wefJuBwLSjx/D56y/vQeo90OgwBtl95WLWCklaquu/XGVYGr3KtI1IDX2lDgcoWjWmfE45/9AZPF5tVhQ3L6C9+8vVYzPV2NU+HMA3U4IUnYzU7eMI62V45aZ2up9VPGhUC6K9+v2F3vbToRpVGiUmt01fh7tUvHc9OHN+gPidC0RSIef2ECZs5YCUsRvy81jcNYdxGDRwcNqewakpQIyzVC4tsaTNwRDx+gOoHP1zMBOgbKcpg5hGdbUZMu9crARGZZmcePIV4sqGtSbRD4zgW+X19Bv1qKDl5vLC0sBUQCZTs76fv4rzAxJQpPvz4p6BYumUpCHUXZrBnYm390yeeNCCfOFuDAMYf9uAMFRZV458tV6Nm5MSP39u7aFB1ap1zcFkQihMevgqlsKjjrMd8X/d7L9H9EYu+sC8XUlA2DDULOEc5DUWoLg81n6mgTeT3Eon+OMF8I//9o1apVrdfc8vKL60gLBS5XODYePAcjcVI8QGUfIrQezShAl5apAT9Lkz75AQlBWWiCtqmPuqqdhMKsjIPSvmcTHPa4uxRRx4yzZboBA4jbrunByLe7jmchu6gCrdMTWOdPQwctToyd1B0Dh7fD/p3n8MFrf8Ci9g8O2LzI2rE5WCKkEFdY3NM6kSELK/xquIxYWaSHJTEs4PEjTx+xMwhyzDKqCjvkWjNMEWK2DnmVHRIr+QrZYQmT+Ym6EYF5UJumte4nnUOuuc0zgvFtgXcYTko9fKqatE3FuZwC/4wdGwCgKPWYNS1WaMR2zF7+eNDv8FhuEQ5mCWdbFBRkkR2CRIJmibGY0LUNotRK/LTlAOtE4jg7IyRXzT4Ci5WDSG+CLUoNW7QaIrMV4oSIupd1BBTtbJS5MFrYsfUsaRHnau/hLOw7nMWyWD8u3Ikbx3fHf+5yt3vXByKxBvLYhTAVkaK5u01a6Kg5gxerR0aFCTzyckLeAamzxAQRCiwROG/x5sNV2pqgX+KTFzXmKxpXKTnXk+cS6ioK4aKg1fN3/kLQm4JrQKxZvB+FuXxt3hfyGisiTteg2oPnQgTU6KPVaNEuBc9+MBWv316FM4ezmFaERCKCSG8Bp7l0nQvSYKE5jy60NBnwdXlgZI9WeHTyQHZRHti5Gf6/EB6hwpDRHZn2x9M//cWn4L1anz3+KRHBopYwgi4zSHQ59PpfoRQVRliSAkvx22QiSKkMRIHCqRx07d4EM5Y963r9mnEfwOwQEKQtRJ23oLyNHHaZQ+uDgor4aNw1qGet++jHKQkWF3rse2J6LCpLqmFVKyCtkMAa6zD2dOyyRA+oL3h0E5VXQafVBQ1aKEP3wA9u40rfYY3o0BIzpo7xe210p9Zez/e1P4o3pn3O+FhyR1nrwRnTIGqWgPdmrWHnMCO0+gkuBg9g0pKjkBQfgdPniwTfy7T3HOtcuHw/hg9og/atknEx4A+TuY7v5bN0nh1Jeo76j9xiyM61HTGmQscx0yh+zI5TutAcAam05UWNNYQrGzfffDMSEhrGejOUcbmCUVhWjXlr9gu+RnopXVoEzrYQFn27OejrmiwDVIUmmKJlSE2ORt82TdHv1nbo2q8Fa5edsfhxrF2wC4e3n0FNpR7VecXQt4q+pIxLbEQYurdphOmjuiO/tJqZRZKT8dBuLTG+X/u/LbNSFwwa0R63V5Tjx1V7/V6jDiC7lLx4iHDL/wxlNVao86grSfi2ykhBSxClXLIAYJCIYW3fGHv1djz7wPeY8dXdbPGqFU/j9Tf/wJatp3gRPjOQeMqKbuNbIaZRFFonx2NMp9a1yv2zbZFHlG8sJpRNYzYIIlgTwiErqMJH617GzT2eRemUlpBoAdZV64zTKAllEsEaJna7bBt4Beas07lo3FqYWL3+eAYqdMJKzbTacV28A5RA6DGiI+ae/Ajbl+9nvkS9RndGUmOetN66eSJWbz4Bk9mKNi2SkJ1XjsLialRW63HwWE5gsWIOyM2vRH5BZZ1E3ggbd5y6hMBFBZGsIzjLcTc5KAiMdhGksDMjRSPxnxxfH33SbgNOWcNRbot1NFO7g5YqqwK55ljo7QrcmTziosZ6peNqlvwXNfB1OBS4XMGYMX8DyqrdKXon6Jx69c7RTB49GEoKhTuAyNHYFCVjgmmyCgsmdG6Dpz/x97BSqOQYf8cgDJ3cE7d0egEqixWmJDVskYqg3AFarJBJ2V0oOZGzu1yOQ5RUhhdH98PAkR1YYNSuSRJG9BAma/5TcP+kfiiq0mLlToe3ETM+pLZgUtalBe5jYNGQ8aIM4bnCVydOHrirSBBiEfaeL8Vbb/6ByVN6oU3rZLz6ysRL3SX36inz5cw+BBsWTYgOM8zIWA3KB6XCLhfBnMy3E3t+1hrDwZQggpwSHiXlEDlKNDVlgTk/5Vq9r9ahCxS01KX05URErAZjBNRxWzVLZA9PnDpXiHufmcv+Xdu3QoeJMjZCflm+2HngAh654+LKRQR5xOswlZGAIWVbg28v16ZGns2faGuwSWFytDvTN+CgfbNjXGFV4ZyRFw9sG94BvWMvny5SCFcGuFBXUQgX2/5MCrJC50/PNul1mvBbd2qEY/syvU5CXZoKVW00Lm5CuEiCm1+eEHQ9p/ZnwkQ1ftLA2JELU7IGuhbRsPuWjTiOtRZPG9UdEwd2ZLyCz35aj21bTkKutUBeZMS7637G7uu64pkPpv6jsivBSKxv3DMG91/XD9/9shVrNp6AiBMx6X0q7fh5HEXLYIsNR4TVhle/vRuaKBVemvYlykt0kJcaYAiTCmc16DvXiCDR+n/h67eeZo+hQ9ripefG19lRuzawoMWjpBAsqJKWavmOIbqzTw8HJ+McgZvvSgFDmhjh573X16Ff4PO1V/NGguc5BVYvXju0wc6TFeuPsmNZF+sDGgER1a+/pgs6t09DXKwGD7/0q+B78wPcMNQVYnlXKBLWwaZfBKuW9F10gd/r9vdkcB5H+rVGipqhefQ1iFW2x66SWag0l6HclgarKArdo+IxOGEYWoW3u6SxXtG4ijkudvvlafUPhFDG5QoFyeIT/4NcXj1By8KDOEF74s4nRuO5O76Fxcyn7S3hUlS1827d1MGO52avxLyn3BL1vtBEOttE+K4XZZ4WigIdygemeQUvIrMNjU+X4b4v+rLJxmyy4sKCw4io5O+2nXuycelBjJzcE137tfxXdHVt3HMWOoMZfVulYeucveDClbAqmeGQ/weosyMyDDHNY/DbsbOo0ZtgSlLBXqJF2IVqGBrR8RfOVtV2k7Nx00k0bRyLW2+5THfIzqAlUFzgmBEVp4sgJrXbyDDGT+LPywAXNpGD9Ev7FxcNTm9A/2s6Bx2G2SbshK2SSaFR1n6uH9txBluW7GWbHDy5F9r1rtt5pdWR3H39ZpIlqw5hxMA2aNM8yc3t8YHFwUO6FIglqRCHPw6JajJMJSMC8l7MAlJeJk6KzjH3oFPsfa5l16u/ueQxhRDC5UIocLlC8dUfOwTT0lRyGdOnbZ3W0bZrY7z/8/147aE5qCzTwpCk8OsEofUdyy5CXlkVUmOFfSladWmM9FZJyM0odhk1ijkOsZtzYI5RwhwfBmmlEcoiPchtJvNUPpq2TUXW2ULGjfEF3eUe2n72Hx+4HDqViyfeXwKjycICMTpWqjBAnlsGuTgC1sZqf5EwAweLRoz9nA6SXSf57p1EFaTiWEQeLoO82ABzkrAeDknV14YfZm9DuEaFidd1uzw7yQXpQ6ZIwGKDIou3mhh31xBmntmvZTo2Z18IuEqxh4Lw6AdG48m3gxs/bj55XrBUpDNZcLqgBO3TvEs8npj7zh+Y+85SSBxO10u/Woc7Xp2Mm58aj9rQs0sTrNt6CvUBBW1rt57ER9+uD/wmjheqa9b44n20XNuTNoJYdQfsBuHAo8ouh56TQuoIJK0skBEjVT3wkrd91aMhBOP+JRmXhkZIOfcKNVP8ceUewddI4XVwl+Z1XtfeLadRXeGQaw+Scne+Rwg0ab8x9yG06OgWUFNHqFhWSF5uhOZ0OQtanPh91nq8++AP2LXa3U7tm4b0zOL8E0EtsP+duRJGs4UXhHXMqob0SNhlYoSdK4e00nEX7FC6Je6LstwKQyzprvCdJs7sgzVBwwT8pDpL4G3W8Tbki6/WX5ZUrsLZfiIExz6R4zWhy+C2mP4870B+obg8KCmEjgP7KxahZRd/CwhfsOMUYBgVWmHSLqEwqxRz313Kr8NqZw/C7DcXoySvdn2JUYPaMg2W+uLchRJkZDoMIf3EHfk/M2auweUCZzsT8DULxwcqvIg/nUBitI++E7HKut3chBDswDfQI4RQxuVKQ05RBR77VLg11GkKWJ+a//a1x10ETGWxCbomPnf7dg6SKiPKj+cBLQKLZyU2isWnfz2LgqxS1rFhs9nw0LC3vd5DExV52Wz8fY/LzVYZHcHM65xCdo7FWDFvJwaN64LEVG+zt38KMnJKUVzuVg52wc7BEquCVGtG1L4i6NskMAsD0l+Rae2s08jPX4h9zg5LlAISbeBWV1LoldfYar0bIU7GseN56OQRSF4MBnZqirXHLvhrtzj/TYGLI2PWY2RHyJUyxlvKq6jhjQcpTvATrBGhrLccYdl2qEvs6DOo9o6g+PDAisyvLVmHxY9PR4RK6ffakW2nhNuT7RyObT+NoTf2rZW/9P4rk/Hg8/Nx8lwh6gIKYKls6IKAHxPh+JkC1GiNCNf4j7s+sFuOgjMHNj8cnPoD8oynUGPORpg0ASnqfohW/LMzmSGEECoVXWF49YdVQfVZ5HVodfWEUiVzpeEVlRZoMnTQNne35YpMVkStP4+wO+qWAUl2tJcSHn7nJnz18iIXuZEmM+LkeOpkGCtqEN8sCSWF3j4o9PyTFxbinTn3458ImVRYRZSCM1Zuc8xZyhIjbCYFc9x2Zl0EO65IMMxAJacgYYlSDJvKDrGh9tuyyIiLy1hlZJVg35EsFJZUY8uZbG93aAGQ1D+9/MuMZcg4nIVcmuD7hIPd6AeKnyVAzo1KqPKtePW93zB5RA8MHNEOBr0ZW9YeR021Ad37tkDr9nw7f5P4mIDjLazSYua6XXh+whD/YxCjCfi5iNi6yfAfPZkXMGhJT41hbdOeZaIHbhuE/UezkZVTxvPPBATrnP8ce+sXUMqpWZmD1WJnQY9UKsbgvq3wymNjayVZc5wZ5vJHgrZFh8maIKNIjrU5SsjEElzXVIoBF9eJHYLfF3D1knMbGqHA5QpCWZUORzKE1UPpYtimcSLSE+uXoRh5fQ+cOuyWKo/I0CEs3wCjyg5RZQ1UOdWIT4hCp0H1Ty1Tq3T/cV1waOtpSOUSvH3v9wLvoou73bv1lnVo2HFoxznUVOkRHtkwDqSXgiYpMWiZHo/zuaVeXCPKdn342R0oOlXI2mMLSnWY/9M23hKBki02DvIKvrvIJewnEiFMJcfgjk2x4XRe4I1yHEwa3ik6GKKiwtDYI4CsC4iE+sXsTfj1z/1+/kLCcnmOz5HyskQEXZUBGxfu4jNKvTuCk9sDBy60XAIYGkmxMq0Ee/5YinYzN6CyXMsI2xT8zf5yA669uRceenYsejdvhJSoCORXVguOe/WRs4KBS7fhHRCXGo3ywio390oiRkJaDCtt1YayCh1eeo8vNQlh+vW90LlDGg4fz2WBbJf2jRAXo0FqUhR2H7jg2n0+u+jedU/4ql5brXas33oK5RU6fPbmTQG3TfttLn8AnD074HvEisF4fvdW/Hb+KCSOc43+/WyXIXiwQ/BsUwgh/H8ixHG5ghCsBKQJU+DdB2onHPrimht64Lpb+/GZAgekehvUuQaocnSIjAzD678/BUmADENtiI6PwNDre6LfmC5Qqv07QGirlSU1Da4L0BDfxTuPTUCaR6BIon+vPTgG3bs3w9hb+mH0zX1x+8PDcd1NvRgXhHRxRHYO6lwjFBVWV2aGs9nRtlECJj81hpWVgmwUnIJXwA0EjUaBTz8M3AEWCAv+3M8e/IDq+WGPMp+I/m23Q2Spe7mytJ8cO0cakd8esFPCyrG+Zb/uwTXdXsMNg97BY927QSEVPjaMZyRw/sjkUryz7Bm07NLEtax1j2Z4e+kzdTqf5y3ejRpdYF8nyrikJERhzNAOGDGwLQtaCIP6tGSZFw/rKl85m1pBonfllf68Mo4zwapfCFPJcNjNGwOvQBSOc/YnWaBCoOyPswPxo8NbUGasp1dWCP6H+Cp2h25ohDIuVxBiIsLQOCkaWYX+Mv1P3DgEqfHCXT/BQEJvD7w4AR17NcNbT8wHZ3PIg4epIApToTq/EAs+WIYXf370ksZOae/r7hqMhV+s9Zpk6J8WvRFQetf66c64Y8+m/8hsixNpiVH4dcbtOJ5RyHgNnVqmQKXkXXqdoGP50NNjcOZ4Hk4dc2RTZBLmJWRW81on1HK893QO9r67AEj0ccr2BbWRR4ihqPYvDzz/zDiMGlF/dWFyNKZsi3sbdfygo8Yo8nGnluisgFQOSbUItnCHf1WwdRB/JxIo7S+DKU6MlNXepVAqIX3+3B+46bmBmHOQn4g9UW004eYvfsGvj/hr/zRqmYxPN76C0vwKtqnY5LpnJHcfJI0j4dcou9IuiPrtLZN6ITk+Aq9+uBwXi8ycMsREuTvTOM7AmyxaDtf6WXn0t9h13ghysPIyWqSsDmfH4dJ8DEtrcdFjCyGEhkQo43KFgVLJQli48SAs1uAlhEBYd/gsnvljHfKHxaFoYAx0KUr3BJAQh82/7ULmiVxcKm59djwmPzQCCp/Jnbx3YLZ49buS+ePAcZ3/sZmYKq0B81buw9vfrcWxcwVo1yzRFbRQ98rvv+7Gfbd9g7umzsLsbzfjxXenQKmS8x1IcgnMGjHvKi3yeBDq4FZMgYvFR9xNoZBi8MD6EbMJJpMFn//E37kHUbV3j83rBR+3PoJIBGWulr2mKJRCViYGGK+nloE4jkFNGymyJylgjPPfj/3f7mdlo0AmjCsOnvYYGoc187bhkYGvYXrbp/Dz/5a4ykV1RUxUGCvj+YIIte+9NKnWYz1sQBu888JEpKdG4WLQNN3b7NCmX1CnoEUa/jwkit6IlCv9ghYnElSB+T8hhPD/jVDgcoWBXJ+FcCqrGG/Orn+L5e4z2Xj6h+XQifmgx64Qo6p9OPRJCv7CLJVCFBeLC0cD19LrCkrP3/3yRCw89T6ThveCxcKcgglUtiIl3i9eWYyZr/+BfxoKS6sx7bnZ+OKXLVi59Tg+nbcJt7wwB8XlNez1j95bga+/WIsLGcXIyS7DLz9vx9uv/oGHnx3j8vshvx5B1CXwEIlgTJDCqnC/d/rUvlD6BoR1QFZeOXM2dq878Da9jST5CVFc6d+OrDlayspgRESWl0mhPiuDRMsb/tUFhnQJsm5Robyrd8K4utKAJnGBg4BXfl+D3HKe5P3bp3/howe/R8aRLJTmlWPt/O14bNibqBHqBAuAyeO6+ZtNArh3Wn/GSaoLBvRqgR8/ugNJCRH+LwoF5Y5lLRvFIjrSWwfIqq/9tyCWD4JMcz+qzUbMPLbT/3WRCF3iUtA+JrD2TQgh/H8jFLhcYWiW4n0X5gnyy1m12+GZU0fM2bCf57e4CvJ8+l/raItmwYtGDU2swIX3IiFXyJDWIpFvmXWCtuPoiKJ2VXoQls/dgawzdWtF/bvw7e87UFljYHOMU2OkrFKHH5fuRkFeBdasPOw1JxHp+MSxXMQkRGDqHQPY8bULtUQT6pFhMsRLgEZKjJnSDdNu7lPr+6m7a83crXhs6Ou4Luk+jI26Ew+P/p/7dTmgSxCjOl2MmhQxjJEimCLELMNjJfspz5XR92UwQ7PXX2hOXm5C/LILkBfr+ZZpow2KAinEgaWABFEyQAaL2n2c6F/pcYFLPdRW/+jsZdBqjZg/40+vw0nZloriaqyeu7VO2yZRweOn86FUyLyyWndP7Y+J13Sp0zoo+P5sxgpMHPYuqg4XAkarS//GNTDP79uRwZJoLag+XcZsPTzBWTODbk8k7w959Ez277lnDiCrxr+kHC5T4LshU/4Vdhr/eIR0XBoMocDlCsNDk4LLub/y7V/YQdobdUReebVXNw8DSbYr3acOXeTCL4I/Eww3/2c0u5t1kYKpXTjAxfT4/rrvT32hqzHA7JlxqAN2Hc3yUy2m57uOZCIrs1TwM3QMMy+U4I6HhqNxMJ4FHQPnuoMFMc7SCmfDwl1H8c2ynbBZbdCzgIrzClZIU4fw0YPf4cMHvsOpvedh1Jp4UTbHMSdxO22KGNYwgJOIYJcDphgxrEp6DtiUlCXyzrgocvwnRieUBXok/p6BtJlH0Xl1AWJVYVDlyqHKkEFcXcd2UrEI2iZixgGiBwsSc3SQ0bkSAGcKS/H0vBUwaP1JtRQoZ5/KR13w+ofLsXDZfhbAEOgwxcdqWCdRXSf9T99bgZV/HHCVd1UVZqgKyXHdAFUB/1AWGCAvM0FeaoQyn18mr7KgukKPkiLf7GrgbJFI2gaKmO8hEvNZmt1F2YJloiqzERHyulmChBAcIXJuwyFEzr3CMKhLczw4sR9m/bFD8HW6VL32w2rGdyExsGHdWuI/NwxErE/a2YluzVORXVLhPRHbOXbx9OSbpLdIuKz70WNYe7w2+wHMfX8FLpzI8/Nc8kRM/OXL9jhB2/zsmfk4dSCTEYFTmyegOKcMZqMVMrkEnfq3wl0vTUTTdryWiCeiw1Usw+LneC2WYOG8AN8LxyG9cRyb9L766R4MuvdTf/UNxx23tMIAu0ZB+uywU0kp2ETpeOm7pbuw9IGfYPcQsKOuGotPu60vxDX8BG+KdPQ9e2XewIIVooZIzHzwIDFxYFVF6nDyCSB0LaNQ3TUe1gi+jCKy2qE+W4mw09X4+b4bMe2rX1FlMEFZIIOthoM5ygqOONlBNF9K+ytQ1UoCSY2IbfeDI47OpyDYej4biimtoDpVBs3xctbJRaBupfQ2gUUUnSBtlm17M/y+mtz8SuzYd551DQXDlg0nsHDuDpw5ESRIcvSYs85woz83jfRcIvyI6YF+I2IoYhdCJFJ4cVioLORb6oqQKSANphUUQgj/AITO0CsQd4zthQ5Nedt5IZRX65l5n8FkYaWjBz5YxIIYIdw1oiczqiNzPM/JM/ysznXnHhsmgSqsbjX9+qD3yI74fM3zaN2tCWuhZTOkT+o8Jj4c3eugrhoMRr2Z+SNpq/gWUPJHevb6j3HmUJarjJBzphAmA99WS1oi+zacwOPj3kfOWf8y1ZRRXf2W0bALjxbiqIcmjhMUA7RsnYTuvZq5SmUimUTYBdoOqKsk0OSZEVZmg7zGXrcSklgEo1rOggtLbBgs8WpWOiHYVDKYk8Jh83XrpkmzxghJQSVsVBHxGw//IDE5qwqwkZUV71bAD4k0W+j4ycSo7hiL8uGNYI1WAKRZIxWDU0qhbR+LzIGJkFSZMLVfFz6xBhGkWjHCKAOTKQusn0ad1UrAlG6DJcHu2l5dYIpTorJ/CkrHNOHtliRiRCdGYPT02j168gK4N1MgEOg1J1b8sR9vvfgbzp4U1lvygivZKPIqm9LXMO767lBT8OqFQAfKDpHYW1CvS1yqID9nQpN2oTLR5URI7r9BEMq4XIGQiMX48qkbcNfbvyAjnze4CwTKpFwoKMeOoxdYtsYXabGRWPTcdMzbfBCHTufg7JpjCLughYxqB3Y77DVa5J034sTOM2jf79ICiEBo0iYFpw9kwmYyAnI59U7zV2+bHeVZxXhk5Du49q7BWPnzduRmFLH33/bseHQf2q7WdS/+aj1+fn85C16kMgkTxUtuGgddNc9RCQYqIb3/6Gy8v+QJKDzImNcO6YCzGUVYvOkon463c0x1WKoT7uqizMd7n9zipYSaHBWO7IoqP8Kr1EyTExldUiMr2QSQH5ANJo0InFBw4QmxCJXj2sKudozVZIWsRAtLaqRb7E5rAicRQ2y2QnGuDMpzZVAczYG0qQo2cogUWr1jGQUuFpUYpgiO/ZtrFA8MiuctDJzyy77jE4tgTlRjf1Y+2qYkuKpgrpetIiizpDA2tfpv2+O5Jc4OaYWEz/bUFURiTg9H7v0dcZ1BjSeevwHhQdR0nWjeOF7Q1JECgVbNApNaqSw3+2u+rbxO3XDEZ5GK8f7M2/D95+tx/EgOU7KOjFLjz9/3YfPaE7j2xp6YevsAh0mkOGDwwtlKIZK4RQeXZ50QFA6sCOm3hPAvQCjjcoVCrZTjrXvHMsVO591asIaQzMJy7D2ZjSMZ+X6clsSocDx53SDc3aw5IrZlQ5pXDq6wGFxxKWDgSwkXjvtnEi4XJt0/DFK5lGnKgOwMaJv0MJnY7JFzrghfPL8A54/nsmDi7JFsvHLLTBzYfBI7/jqMtQt2ojjX3zRv+4pD+Pb1xSxoIVgtNiz9biO2rzjM7sDrgrOHs/Hf6TO9TAupW2j9z3sQlqmDOscATTbxEqwBjz9lcCh48cT4IR0d6QxvPotUR9txdOBQql9CRF5AWWlnztL0PsqA0DLXt2jnIM2rgrZHGuwqj84iucQraGFvpayMSgZbhBL6bqnQd0pmtXpZIWWjPNqbhRpeKJujAqwURNHu0GTqDFoQPKj64t3f0TE6Bh0bJfHHyYPfIrGI+bbpANvl1w3YVRfZGi8WYalaj/i0wMR2TyTEheOGcby7tueude+Ujm5B/J90WhMqg5iR+kEE3P/YKHTonI6Pv7sT8/58nP2WS4pI6Zdj6/r5m0347ot1td6HmsqngePcZcHj5UWCh3J3ScP9jq86hMi5DYZQxuUKRstG8fjh+Zvx7Z87cSKrCMmxETgqYAlAc+K3f+5ipSNCWnwkPn50Ipr6dCilkaCWWARRdBSgJk4MB2h14Cqq0KhV7dyAi0Va80R8vOJpzHnvT+zZdo4S3+6Bkyqq1ZunQR1HdIF/9dZZLBghEHfkjheuxY2PjnK9b8WcrX5WArTKzJN5LqfguuDIjrPYv/EkMotrmD5LeRkp/ToqKdbaJ9OU1GjWkeKJvaeyHTQS724uapNWaPmxVadKYKTOIcdrinI7I8vanJ02dg6yKjs0Z8ogK6hBzWC+FOWCUNrAJ8gwtoqDPLcSlsbRkGlFrnKQ6ytg73V/nHFSBNZTG7icaqz6fhO+f3Yy5mw7gB+37oPOcT4SZGUSprZribGBC8AdFdWPQ+2Hz1dvx6Ojg5PbnXjkzqFo0TQBqzYeh8lsxeA+LVl7dDBiLpV2IqPCUOUwnvREdIyalWtrqvj2cSq93vPwCEyY3MP1nnUrD8NosPidr8sW7cVt9w0BJKmATZiozlnPwm7aBIlyBHuukEhRYzH5vY8UcxecO4ybWnSu03EIIYT/D4QClyscbZsk4qNHJ7qev//LBixYf8hrzmKdqx6TBGnBPPXFUvz+vzu9LsRNOzRCeJum0Bqs7uWREdBcpFdRfdC0bSoUkRpwDlKoa+AKOc9/8ch4EOjibre76waUmv/x7aXoPLA1WndpzJbVVOr8O6ZYCciK3qM6Yveaoyyw4btTgwQgUjHmz92BY2eK+G3BnbWvy7R9z0PD/Sa8c3ll/nfEIhFzgCa+iTHGI2hxvEZdPt7vByxRYsiouyeAHH5toLJRNQU8VD6yA2IDuVDzrdHObXj9rfOKKTPEse4kZa4BVjGQcTwbaoUcDwzrjZ1nsrA/201eJd6LrFoCaY0Y+uYWb8Ku485WbHZ0XHmSiOuBHWez6xy40HkxdlgH9qgrqBR4271D8Pn7K937JSYbBiVmzr4PsfHBjR0L8ysd54n3mWGx2FBRrkVC7MuwVN4d8PNWwwZX4BKjUKHUKJz9eX7XSjQJj0bvxPQ671sI/mgIif6Q5D+PUOByleGpm4aiTXoiVuw8wXQgosPDsOnQOT/eS3ZxJTNs3HIoA8u2H4PZYkOntARU2+wuQzYGkQg6M4fMM4Vo2rrhbGWpnLP1ryP+vBNaQJOyObAjthPEA9i2/KArcOk5rD3OH8v1Cl6oRNRjWFs8P+subFy8D3s3HIcyTI6KkmrsXXfce9NSCWwJUYBS7gparEoxTLFy2OVUr+Egq7FCUW7xm9fpjrpt+1TccscAdHKMxxMtUmOx75TeNUVR6cesATiZGMZEihwCXBF9vhsag6lDHLrqZNhHujKsVaU+kzoHe5iMJ986q0yMzerufKlv0EKO4qZkOyzxFG2IYGwig65tE6woBVps3Y9fdx1BVmmloIEPc5X27TJyvE+uNUJRwns1WRR2mBOUbP113d/bBvDln4ZEt55NkZgchaICnsSrUinw9MvX1Rq0EFq2TcFfSw/6LQ+PUCEhKRJS6TDYba/DVvOq4Oftxl9gKi+ELOJ19EtqgnNVpQHpvA9s/h0brrsf0Yp/rqVGCFcvQoHLVQa6U5zQvz17EH76aw82H8oAJ1DxnrlkGw6eyWOkQ+IvbM/MhahrFGIOVEJidRUxGHIzSxs0cLFYrILZEQJpvYgcnBTqAKLgI5B8u+ccdv0DwxkHJut0AVPtpc9ERKtx50sT2fN2/VpCFBmGuIQItG6djJenfo6j5CdE5GCjGXYyUKTuHwfI+diQqHBPqmIRLBFSduxUZXxGa/Cwdnj25WtZC3kwDOzSDHtP8XwD2msTdXx7JlTY5C3QdeQDOhaDbx2AZ8cOwtinv2VaLk7QeqUKCSxk8OhzuGhNlAUhvR4qDzmDBU7EMd0W+kvLxCbKhQgHBnROEdeFFHLtCg42tR2SGhMSGqmRrTa5xysGLPE21FiBt7ZtZOuXqEQQG0Qsw0DZLruSg13GwSazCQdKdI5KbIg6YwW0eqColL1N2zYGFYM9WtY9ScIeKUfqmhvTpX7kcioR7dx/HtU1BnTtkI5GKcF9joic+8Lj81BSzKv3EowGMz56+0/M7dXM3+rCByPGdsLSBXuQk1XKfgvOMuc9j45AXnY5iouq0KLVRCghHLgQ7KYtMJXdhLvaLMFv549AaxEO+CvNRry+dy1m9B0POZ3vIdQftekQXQz+mQ4nfztCgctVjkGdm+OL37d5LaNrulolx/7Tuex3QmUBTuaYLRRSFA+KhazGBk2WHqpivk6+fdFO9B/ZnifQNgDITLF150Y4e9Q7Q0KDTW6WgEffmIQ183ci63Q+mndohJP7LyD/QolXAEO8lUHXdnc910SG4dO/nsWWZftx7mgOUprEY9gNvaGJVGHmp2uwZOEe13sbpcfCKJbBnhQT0C/IEk6ztH/WwxouRYv4OFw7sRtGje3s1T0UCGSUSckC2lUqpzCSqyeEsgietT8HKOg8uysXf0Ych9UhNOfK4IQDRimfMolTh+HWnl1QXq7D9qMXUMWZUcIR8ZrfVwpCLDF2WOJsgOc8RqukQyyhMpII8hIJJAYxrOF2mBOtfKeTMytDhpkJMmRzZv/xE10pyT0+Mo+WVIogL5bA1NjGApegIHPJODF/DErKXbGN5mQ55EV6aNtGw5ykBtQyWOgcJTsEx7kaF67G+ufvQn1wIbsUj7+6EOUefJXbbuiDe28ZEPAzRw5msXKPJ+hcJs7L7u1nMWh48C44smwgku4fC3Zj/+7ziIpWY+S4zlj22158/D9eCZjOrVnftEFiHPkyCR0ziiILkCzdg2Vj7sSU1XNQZvK3ZSAszTyB5VknMblZR7zSYwQ0spAwXX0QKhU1HEKBy1UOsgh4ZPIAFryIHXe31Il0+zU98eXi7eyOmXWIeIJ0O9QSaFuEMxExRakJG+duRs9h7TB8WuAL96Xisben4OmbZ0LvEEVzoiCnHAu/2Yy3Z9/nWkb6Ki/d/AVK8itcmYd7/jsJLXy6PqiNeeRNfdnDia0bT3oFLWx92R5t5QFKDwFl+kUivPreFCTF1U8oj/EZHNmuoOaKjtfEZgdxVuzo/hGLIK+yo/R8GTaFnWbfLwn5sQwOCR17rK5Cb8D8A0ew+vm7MGloR0z85GfH9vg3WSPtsCQK9BpL3NkYexgHY2MrxFrA7tlV7MuDCdRS7VN2skVxMMmtsNdlvmTulCLGgfI9TPJyI2K286T0xPRYzD72AS4Vb36yEpXV3hP+nN92oUfnxujaQbizSOdz3nqipkY4ePCFJlyJ6fcMZg8CBSyHPGwVKKvz1utt8PEnuZBKiMMiHPDZLSehkQ6BSkoSyIG3TefLwowjqDAZ8M2QG+o0xhBCaGiEApcQcMeYXhjStQW2HbkAlUKGYd1asAsgqe9a2R25DyjAoeUmDoaUMCjLLYBSgY0LdjRo4EKlqGtu7I0lP2zxIstSF9HB7WdRVlSF2ETeeqBRyyT8sOt1HN52GjVVenTq1xIxCXWzJdi04YRft5EgfIIJqdEGq8Y/rZ4Qo0F8HfRBPDGyZyv8vukI+7eYqkwuEq5z2/z2Nbk22GUiSI2kZmxnZRZTtJiVrWRaO+TVfEkv70wJbBEOhVjK4Hj6QDkmqKJqLaa+PQ9nC0sBjUfWRsrBLBS0QCAgoQyRc1fry4/1fT+tS1XH9VDgJJajcIAcMYYwKPP95e8peO0+gtrMLw1FpdU4e6HYbzllOzbvOhMwcOnYtTF7D/22fMfetUfTeo+Dzs91K4/4nae5uTGY9c2TePypCtj0nwt+trDmLAZv/KLO21qbexZ5uiqkqi+vtccVjVCpqMEQ0nEJgaFJUgymj+qOyYM7McJuXJQG00Z0C15T9fQsIjG6ALySywny1REHyGwYHHosTpCgHInQDZnYo85By8njecg6X1I3gTAnHKZ4Uq0NEp3DKI8JAYpYluOp24YxUcD6oGVCDAalO1rMnWRUn92WmMjfhoO62A6FI0ChICes2A5Nvs21jCC1ApOHdOKHGyQQOFfAc0M8YUq11v1K4RxnXYOWILowrvUF+6zjc2KdCFK9BDa1GCUTmsAaJvEKWCh7FZ0YiWnPXotLRbDvMthrEZEqXDelp58a7m33DEZKWky9x0HnqF8Q5FheVaVAcfmYgJ/dUxzckFEI56uDi1mGEMLfhVDGJYSAeGzKIFSaTFiyz7ubhiZmEUmnUNmBulwiRJCbLRg0uXYH4ktFz0FtsPQnb04OISElCimN6yYgJgS62M8iXsuivYLyJoIQiSCrqoGVIgHiZOhMCM+0wJwcDlFSOK65oTeuG9oRrRrXz8fp+N7zePnWr5jFQFSsEsX941yCc+5tE3GWsgyA2NlhFKT9esTQdnh8+nBm97Dh0DlYhEpP5NTMJHF4awH2R05dRZeBESjUfcSMGE0IyzBD11wBcyqpInto9IhEkOcZYU5W+GWInMdAZKBSkARSrSNQoX2SilB0WzvcbI1GalQEygsr0bhdGkbdMgDh0cKeXPVBXIwGHVqn4OTZAi8PLwoihg9oEzCofvnJ+Th6KJs9pyxJYlIknv7vdehMlhYXAcre9OrfEnt2nGWCdE7QocvOLMU9UxdgzhwZNBqLrwAzjlbX/7eyJScDA5N9tIBCCIxQxqXBEApcQggIukv97y0j2USwZNcx9wsOUz3nDK9tFYmJbfpi5G2DGvRolhRUorzE3ZHhieTGcZdEDD52OIcFLQShoCUlLRoKuQwXzhe7OpnGjeuMXUv3oJCzMcdkmcXMSjaKvGpEGu145o7hFxVAffjkPJiMvC+SPlXNe/AI8VtoGe0yVXEc8iVCaNMqCffeNZh9n6SoLCUvID0Hq9qb0CvVOXUiOMi1Ir792rfdyDVQ5xh8lvk+D4IB4WnQ/bAThnI9K7Hl3ZMKQzO+/VZk5tBqkxaGk5XIeSCNF7bzIPnSX1mpGPIyaUC+0dZ4DquemYyGwCtPjMVTr/+O3IIKV3btgdsGox2JNApg/o9bmGS/J4qLqnH0YNZFBy6Eh566BhlnCplTtLO8GR6hRElRJThOBJXKInjahEmCm2sKITGsfuXOEEJoKIQClxCCgi6Gr00dCcmJciw/fR6WSDlEnEcDLPFd5FKMf/76OnXLXAyohffz/y7GmkV7A5ZwjuzOYOaI4VEXpzuxZ+c5Yf4BZZ6eGYMxE7qyY0GlpNKSGuxdvh/L5m+BrkOiazI1No2BIrMCmswKDJ7o7l6qD/IzS1GQ5U7JW2KUgUs7zsyXZ6bFUbaCwYTBwztg0g290aljmkvgrk+HJli+4wRkBgo+eU8hgphcnWnXHZkN8vyRVZH/UCDCMZ/tSBdFoX3rRBwsykeBscbvbRItZaVEUJSIHSRvDkq5BL+/eCcahUfBNO5GHNx0AhZSQLZzWL5+L3QiG8b174aqRzV4a9lGhGVysGqoHZr/buj8k+jFEFPrURDklFfBZLFAIQveZnwxSEmMwrwv7sLhEzmMpNu5XRpiogJnczauOe7HRaFzmZZPv5sn2l4MklKi8ONvj2D75lMseIlPjMA7Ly9mr91//05B3UE6PUYmnMdXmfU7R+9q1/uix3k1ItRV1HAIBS4hBMWBjDz8uuUQDmnLeLl/miQF5ovwsIZrlVzy01asWbQnaPmGJj1tteGiAhfyFsqk1ukAZNzuPZu5grJ2HdKw9c8DWPvrLugHNHa3PzuOialJNFpGhePWZ8bXexznjuVi24pD/P5IxLBGKPlMilO5V0C3hZZ7LbXZIT2eBanOgHIxh85veHeCjOjRCqt2nWREbAkp4Tq6edme+3CHbGGkvxKAlEu6f1oR3p80Fr1aNGLj+OzwDsw8uhMmmw0SUrrNA8KyKb/jXafQKOQsaHF2dfUZ08X18qBJvdjfYzmFmDrzV+eOsm25iDb1IP3Wh6pUX1AgS/otdQFl6AKt41JBmkBDR3XAvuJczD60BzmTJegcV4ixY08Lj4UyLnxNsO7bEJPnWYgSGcI/A6HAJYSAWHPwDJ79cQW7uLJafjwJugBSA+eWqLdzkJTrMOc/s/HS/P/4mQVeDvCZlsCv01DikqOQmBZcAMwXNNl++v5fWLH0gODrEokIrdumIjnVe72kvmuPVILzEJ/zHEv/ewYxjZj6jOO7t5Zi8beb+GOtUcDcKIZXg9VxTG+FdQL5bsvKQdFEDckFHUyVWojzyyAp10JEdgcATu87D4PWCJXGaSAESCViZgGx7ch5vDt3PYorHN03Ai3XlCGxB0oiiIBBHZuxoIXfbxEe69Ifd7XrgRxtFZIUYRj90Ff8uH3m5mv6CPNAnDhTWIpbv17INGguBTFqFZTyy59tuRiMGNMR83/axgJsJ+iYDR9z6V1OhK+O78R7B3nn6fTmNfis1+qg78821K876PFOAy9pfFclQhyXBkMocAlBEJR9+GDJZl6AznmxdfikkGqq8y5aZLTBrpBipd0I3evz8c4b09nkeLEozCnH0tnbmIVAk1ZJuO72AYzvEQh8xwjw6JuT631HuG3z6YBBC6F5yyS8/Ob1gq+Rfk0gqOuZfTq+5zwLWpxtyWYKwByZHOKiiM3Cuvokf19uMaNdsgplO074GUPKFFLmqu0LCo4GdWmOxZuPssDF1yjRE/Yg5igpkf66NBqZHLmrzuLbOVshSZT6S8qLRGiUHLyD5rPV273E8i4G1M310bT6Z73qC4PRjKWrD2PfkWxER6gwYVRndGrrodTrwM23DcDZU4WMSOtEv8GtMXmqWz/oYnCqohgzj+3En1knXMve67AOGqnbZkLIJWN7eVqdtzE0pTnuC5WJ6o9Q4NJgCAUuIQiiUmdAUaW/FgZBorUg6qwe1S00sGlILVbKfqMbC0vw0Ie/4Ztnb7yoo5p9rgiPT/6cBSrUWk28ldWL9qDfqA7YuPSAVymHgpUmrZPRa2hbjJzcA6lN4uu9vW2bTgbUa/niu7vQuq2w4/XACd2wedkBJl9vU8u9Ol5IvG9E7/pJx+9ed5z5KFHgYQ+jzhp3AOYIFYUjCzKAFNtxRm9ClFoFVLlN82i/Rt06KGgG7JrerbH16HkPHRYPOXz6ni1c4IwLBXaR/gHIj28uwcJP/gKnkMIyoZXg546eL8DU4V0DrvdAJtlMCLzgkup3jtf9Uphcim6NU6EzW9AuJR4PDO/LMi4NCZL8f+SlBTh7oYgNjQi6qzadwMuPjcXoId4quCTn/9ZHUxmRljp+mjSLR9MWiZe0/c+PbsdHh7d4LUtUaNElsozdWDhtPHykf1BjlWNZofB34wuFWIJPBlxb73b+EEJoSIQClxAEkZFXGsBAj/x35LBL9bCF+6ThRSIcOJOLIxn56NRceNIPhnmfr3UFLQT6S8/1OiMat0rChVMFLh+iZm1T8O7cB6CJuPjJifFWBJt1RGjcND5gWUdbrUd0XDjsRwqh65gIG3FRAESHq/DGw+MQU8cyUWVpDf74fjPW/3kAxkgV47WIrMwG0XtYssAS/zQRkZaOdnAzhO3Jgriwmr3UfVQn3PfetKDbb5oS699m7LGdxGbhqJKVB/x8isa73JCXV4Y5K3bD0iWJnyYDqP3KBUpsngGztK6TpONAkZfOb4/eisZxPG/m78K6LSdx5jxvrgmPzOQXP27E8AGtIZX672fzVknscanYVZjlF7QQJia6eS2+HlIUyByrjsN/Tw1GJVl81wKVRIpZg69HhLz294bgjxA5t+EQClxCEMQfW4+5PGhccLTKUleHLj3wrfjKnScuKnA5vu+Cn4gdPT97JBc/bXoBuzeeRPbZIjRumcgyLWSEeCkYOrID1q466rWMxO369GvJfGGEMO/DlZj74UpWipBwHCL25SMiPRov/ngf2rdKrXOZrLpCh/9M+AjFVToYiM8idgRgNNHb7A7pen7iIRVcBCLnyihAEMGklsA0pBki1p2FolyPw5tOIPdMAVp0Cdxqu/lwBssSeGqRODHj/nFYXHMC5zLLBR2EI+VKDEpxq70Wltfg9vcXoqZTojvgDWBRkBIrzK+o0htx0+fzUUby93QYPc0QRSKockwwpCq81ktx191DevztQQvhxNkCwU406jIqLq1BSlLDjCmrpgJ3blzot7xfdA4eb3FA0PSSgpYjlfG4ef8kxwKP88knUlaJpXi7zxiMTm8NlfSfwREKIQRPhAKXEATRt31jLD9y2vuixuoWpLTGweqbbfFATETdRb4og3Fo5zls++sImwCcbsCe3RgJKdEsSOk3sgN7XC706N0M14zvglXL+U4eQqP0ODz+7FjBcc5Zuhtf7z4O+7BmkFSboDpXBlmlEdVZ5Sg+kovObYWl3oWwYu52lBZUwtgsjp99PSd5iRhSOy/PQiDuji0AB8UqE8EaRnwXvuPLOr4FVKcroTlVjLn/W4LXFj3B3lepNWDJ5qPYuPc0ikprECmTwaqUCAYtdgmHnYYcbM3PFAxa6JyIKJCj/+uz0KVxCp68ZgAWrT2EKoPD8bmWRpkWaXGCyxfuOoK88mrv0pXHX1OcHPIKKyzRUvdrNkBrNLGHRvn3mgDGx4YLtudT8BrpkQmkEuBfyw5g09rj7PymDqDRE7pctHzAJ0e2wmTz7wr6uMOGgJ+hYGZPSYpbaNAE2Jk2DgelRQIzCQ2CQ7/Exvhfn2vQJLz+Sr4h+CDEcWkwhAKXEAQRqVEFmIA4RgplYrECbsSEm4Z1rvNRnf3RKiyYtYFdxGkS8J0IqAvjhnsvXuciGPbtPo/VKw8zk2C7o827usrt9uuJeSv2YdZvO5g7NsEWoYC2awoi9uRAbrYj82R+vbZ99nA2bMRREcjsED9l9KgOGDuqE0wmK+YdP4rVx9ykTk9wHpUy+l4sEWLYOsbAkhaJAzvPs+UlFVrc/tZ8FFdqmVAeTValJiOgE7gzVwLaTjZ8d26f8MCpq6xCjPIS3jBwT0YObvt6IcJqxHXqAoqPUmNAB+Es0NGcwsBEYY6DXSWGhXRlrDQIR8ZJDMzbfghHc4ow9+Gb3N1ufwPGDe+A+Uv2MK6LkydFm58wqpMXQfv9N//AhtXHXD+TwwcyceJYDp5++bqL2u72gkw/wu11SWcQKfe2vPAERwds521oseI4OCuvkEwBr8gGvPzyteg7vDUjhqtlAu1rIYTwD0OIcRWCIFo3ig+gfOogR7I7a2FF17O5dfM0Kcguw4Kv+LtEyrb4kmQT02Lw7EfT0PcyZlk88c2X6/gJ0ZFWoHm3qlKPP37jFXSdoHH9vNx7mSsLkBYJm8WGtBb14y0kpMVAEsBbgBar1Qp0aJeK7l0bB/RmcqX7fR52FXlISZA3pCm63/sRxjz3LYqqtGySd21AJFxO0LeywULpngCQVIsgL3GX6ChYMVqsqOJMsMnA1HZNEYBJDZjC+H8bI/m/nFqMjx6+DnKZ8P0STZwuZdxg551M7N22TcFAdgFGjv4fJvR6A7de8wH+mL+rfn5TF5lx+fytm1xquWEqOaZN7IVH7xzqek/G2UIWtLBxOmg/hDXLDyP7QslFbZcdJw/IRDa80HKnoGSAc5EsdjnuengsOrdLd9g6gIkQTpncB0NGtYdSKgsFLQ3EcbncjxBCGZcQAiAhOhxJ4RoUarXeUutMVTXg7MKQWViOHm1qL5sc3XM+4Gqefv9mDJ90ceqzdQGl7zPP+08cFKScOuGdPTFbrajS8hkGLxA/RCmFXCHDkHqOdfTUvlgxbwckNUbYwpVeEzGNYfRwd7CmUQQogQTJLnCUyCFlWcpisfcGfz9B18wGkya4USZ5AhHHyXtjgE0mgl3hmJjpZWds4zhVaLFZascbf67Hzw/eBJnEm5/07aY92HTK0eHkTLEH6ucV3GEOBoUIErMVJYXV+GrGSpw+lovn3vYW4LvcaN08CbPemQar1cayhr4Zn7OnCgJ+9sypAqQHIIHXJgbniTRVNaICZFvY1y7rAom8FagB7oOvbmedTYX5lWjZNhkJDjf1EEL4NyFUKgohIP549Q6MfO5r1NgsXsELJ+YYnwIB5hVyl95xLBPz1u5Hflk1urdKw7QRXbF8x0ms3H2S3aVf07MNWosDcxJiEsIb9JuhLEZ0jBoV5e4WYgJNPskp3oJzNqMVkXIZqkxm78mfHKGrTTCbLCjKKUeTNrUTkhf9sgM/zNsBvd0OScsERNk5VOjMsGv4Y6FRK/D4QyPQohlvzGgwWXDoXF6ADq/AENm9+SGBgha7lIOhkQ2mWDu42qoEHCA2CpsdUqDCghank7UvN8qx6GhuETaeOI9RHVu6Pl5tMGLm2l3e6/PYpvNv0N0nMrNPxm7jyiO476nRiI5tuHOJSLi/LtuHY6fykJIYiRsn9PDyKyJJ/kDwFTasK9rHJKEwT8urJpMsgFLYv4uHAtKYhQ3S2RRCLQhxXBoMocAlhIBQKWS4e2xvfLJ8m5d2hl3O38lLbI7FPvofr/+0GjqjhXXeUJCSW1yJZTuOg7PzpQXC/HUHINdboZaLITXbvci4yY1i0KlPiwb9ZujOeOpt/THzkzVey2j7193Qw8sn6fkpn8KeXwZ0SmJKwYxMS5OGyQpFLj9pFGSW1Bq4rFq6H1/M2ercGCPflomAayd2x7Rp/Vg3SrMm8SzDQy3lSTEReO+XDTifVw7UtSOVhmfhvYaEX3d/T0THrG5vZdL+dQmKiNsi6A/k6iIKYL7og+O5hV6By9miMpgDCc4xS4O6RWzUieWLo/uzMGhUw5QaS8pqcPdTc1CtNbIs2ZmMImzccQbvvzIZvRzdXJ26NkHLNsksy+EshRKHqXW7VLTrWHcROE+QGNz63HOur7N9RGmQd5sAy35AUXefISrbUlAk1M4dQj0QClwaDKHAJYSg2HzivJfmFwPxQqQ+k6PHpEFBC8EZpLDrtc2HdEuX1DApTP2T2GtSnQXqLC001Vb876d7G8yw0QltjRF5OeVQqWSMAEsX6lZtknHvw8NwfMspfHDf9zDqTVC2jMchuR32dglMcA5mO0QSEaSVRihyKiG28A6HzTvUXhr74YfN/D88J1iRCMs2H0dFhAhnc0vYfmfkl8Hq2WJbx8CCDqrESJYMgV53fwdUQKLSkK0uDWBmQF4ihrRKIsyK8xxbHcZp9cmMJEcFzohI7SLYWHG/9hXLdP7Bj0FrQkNh0fIDrqCFQB1aNMyv5mxxBS4UpLzz6XR89+U6bF57nC0bOroD7nl4xEUTiXslNsIbvUbilT1r2fND1cGF7CwVD0Aevxwiib+ir+9vYtZHq7Fx9VHYbBx69muBR54ZEzRrFEII/x/4V5Fz3333XfZjf/zxx13LjEYjHn74YcTGxkKj0WDy5MkoKnKLQhGys7Mxbtw4hIWFISEhAc888wys1vrbul+NIPVcP9Kfs+U1gMBYvSERsfbqqo4xqI6RITyIy+7lAE00zz8xH38u2Q+DwcKe03kVEanCrj/24csXFuD8iVxkVuuw32ZiHUTkS0QeQrYYFWuDVp0vh8QhsX/tnYMZ2bY2UEbFF0Ro1SZIsGbfaZzLL8PJnBKYfXRBbLXxPBjrE1BUADI96ex4sEB9/jKTTCsHY5INpiSulvWSpQOgPieDvMrHLPESkBrtbRWQEhXBMjCUoXOC9GXiw9V4Y9QQNl6XlK7nvnnsv6zSwlqlfVFUWImGwokzBQKOz8DZC8VexGA6r558cQKWbnyePR5/fjw0xGu6BNzaujuGpTZn/95a1gglpiBCjFwVzCXXw2Y+AI4LbKXw6tMLsP6vI7Ba+YzLvl3n8PQDs2E2h66VFwNRAz1C+BdlXPbu3Yuvv/4anTp18lr+xBNPYMWKFVi0aBEiIyPxyCOP4Prrr8f27dvZ6zabjQUtSUlJ2LFjBwoKCnDbbbdBJpPh7bff/n/am38PerZMw/K9J731PkgHwsJBZOHAyS9T8OIoN+lbREKhaljRq8MHM3Hap32ZJqC9uzJwMN+RducAY9No7+CMSkR2DsbGUdAcLUKb7k0xZnp/DJ/iTsObLFbMXr0Pq/ecYs+v6dUGA9s0wYLf9sBK++Uz6ZrD+XS8BRzMkR63EnbKIABM4JQp5wYPWmSVjpKKzTFep4Cb8z2OdTKnaeoeSncERwFaj9n2K0SQl/q6O1/61bNHM/8SyTs3XoOEiG1YvPcYO4YDWjXB8xOGID02CpEqBd7/dQMKjXqITHbW0m2NlDJhPpGNg6rQjIhzBsELe/e+DVdyTE2OYtwWXy2chLjwv6Ut+8tBEzF2+Q+4UFOB63dPwoq+ixAhC+DrxZXAWnYDIE6CLPoTiOW8C7cT588W4ejBLK9ldhuH4sIq7Np6BoOGe1sYhBDC/yf+FYGLVqvFLbfcgm+//RZvvfWWa3lVVRW+//57zJ8/H8OGDWPLfvzxR7Rt2xa7du1Cnz59sGbNGpw4cQLr1q1DYmIiunTpgjfffBPPPfccXnvtNcjlId2CYLhvdG9sPnYe1XqTQ2eFv2OP3VcBqd4GQ7IK2ubhrgme7pTlUgkMZquL8kDpcqcmS9AGEeJ9yETYfyYX3VqlMZ7H6ewSaMLk6NIiFemJF0dm9EVudmAZe7tEAjEcpa4wmX9QRp1EajlG3tQHT35yq2sxkWhzSyrx8aIt2Hsqx1Um+2rZTnz32w4oqvg7XbY2ZwlNAtgUIthFIj5ocb2BD2AszgpKLXOgstSKmON6NtaK1mqAlHaFmoOc8QsFm0K/fMe4Io/akLjFAqtKjOJeMleHUPBeMu9tBBrzhK5t0SrJX4BOKZPihQlD8Px4XrPHc+IfMrAde/iipKgKt47+MOBQYuLD0b5rYzQUpozvjjWbTjhibveRue2GPoz0XZBXjtRGsWxZVYUOCpWcvTc+IcIvsKHPlxRVs1JhbHzdyMSkahurDGOBS7FZgzsPjMfCXksogRkY9iJYyu6ALGEHxJIor2MpBBonjSuEi0CI43J1By5UCqKsyYgRI7wCl/3798NisbDlTrRp0wbp6enYuXMnC1zob8eOHVnQ4sTo0aPx4IMP4vjx4+ja1d/szWQysYcT1dVX7w83LS4Kb06/Bm/MX4OSaj3LOITlGaGyiiAV2cHtzUCkJRVc93SYJCLWBv3gdf2Ykd6c1ftQVF6DLi1Tcd+EPth3OheLNx9BdnHw9P1DHy8WnCRvHtYFT9885JLvZpu3DMwJEJndd6wSrRnWKO9WZZpgwpPDsUFpwq7X5mDigA4sMPtyyXboTcJ3u1a5CNZ4KcuGyKttsCrFsCvdWio2yqr47lI9dlFZbnXwjRzE4VpgjgwQfohEkBdzSNjGOwvLDHbE7deitKfGWx5eaHzO5UYOIpkIYrkYNrudSfFHhSmhVsgxumMrTOrRPujY6vPdxsSFQ66QwmyyCnaNvf/dnWhItGgSj0/euJFxWk6eK0RiXDimTeyJ7CN5mPr6MkcJkgJ275O5WctEPPf6RJfJ4oWMYrz7ymJcOFfstf7wCBWm3NoXN97a3xX8+6JfchMcKMlnqrfHauLxxNHh+LTj+iBJUBqIEZayCZDHLoZIwrdjt2yTImg4Sud72w7BuTEhhPB34x8fuPz66684cOAAKxX5orCwkGVMoqK8yWMUpNBrzvd4Bi3O152vCeGdd97B66+/fhn34t+L3LIqPPPDchipzs3aXkXQNVZBzAGxuSLMy/gMcQn+WhCNEqIwtk9br2VtGydi+shuuOGBWci0m9wlDJ+uJILQ1PrrhkMsCBrZo27OtoHQtn0qevZpjn27M7wqN6IaPUQWNwdAeb6cqePyZA8Ru7CTcmu5zQJ7Oa+b8eFCB+G2LhAD5ihn+sJjXy+heaNpZBTMBdnek04t3CNOEbjkoyiRQJeqhCbHyF5WaO2IPGNEVWueQ+GkNrmfeK4YkJkAjU2KzTMeZoGLXNpwlxjKTrTtmIbD+zL9XqMyx2uPzcfXix9hlgkNhc7t0vDl21NRXqlDuEaJPxftxZ+/u1WHXbo2HseJApVnH/4ZPy99jL303ENzmPChL2qqDfjhyw0w6My4/YGhjDyrdrTNZ50vgVIlw52tu2P+mYMoNfKfX13cHF9eqMAjzQ6wqmHA7IstH5aqlyGP+Zo9jYnTYNpdAzH3uy3sXHJmV6lERMc4hPojZLJ4lQYuOTk5eOyxx7B27VoolX+fQ+kLL7yAJ5980ivj0qhR3X1oriT8vv0ozFabT+eICNpGKoRf0GPrX0cx6fYBdV6fUW+GfkMmoqLkMCQpYQ2Xw6Yi75m6fX7tvjOXHLjQXf1rb0/B4kV7sGndcd4or0KL7Kwir3mYfIhijhWjzfTeyCupQmR0GPZn5guq3dZxw4JBhdgMJt5WH5CD8huTR2BM5zbImlSEv/7Yj42rjqLMbHPZEvhrofDbDiirbwfk1WJYosSoCJdBWWaGqsgETZ4ZhlQ5zBqJd/DiMymzC7VdhFE9W0MiFrNHQ+PCWW8ividyMktZO3Tnnm4zyMuNjdtP4/MfNqCkTAuFXIowq0BM6HOcqGRaVaHH15+uQUFuOSorhG0mnFg0dwdWLz+E8lItVGFyFljoPLql0rtFobS/+/2fn++O09oY3JByCgNi8yAmY1S/75sDZ1oHzq6FSKxhS269dzBatE7G+lVHYDHb0H9IG4wY0+lvtVEIIYR/feBCpaDi4mJ069bNtYzItlu2bMEXX3yB1atXw2w2o7Ky0ivrQl1FRMYl0N89e/Z4rdfZdeR8jy8UCgV7hAAUVFQzMqcvOOJRyMUoKah0CGHV7eJmJ319joO8wsQehIqusbBE1o1rdDlk3GkdZ04XIDZWg+deuQ5NmyfgifEfgHN08xDp05QaDptKBnmNGTOemsiM875ZvguHsgsEjQnrDIHjJLUAFBt6OXE7OmuEtkXdN5teuhfRauqTBlq2TWGPQSM74OkHZ6OyA3EkPM0O+ZmTniYlKHG0aY2/Mi3ZDGQ5dFpouRQwJsiZTYC6wIS4fToUDIpw2QZ4rdoDGoUUz00bCp3WyAJCpaphOWRebeMCKC5ouK4iIub+9/1lrufkWWQi/RO1FDKdR/kqADloxe/767Qd6vKhoIVg0Psr5GoPVEKdJIWuucvTAWuKm7HHuMRz+IDMFwWTcJRVMUEEPnCh33C/wa3ZI4TLgBDH5epshx4+fDiOHj2KQ4cOuR49evRgRF3nv6k7aP369a7PnD59mrU/9+3blz2nv7QOCoCcoAxOREQE2rULMeVrQ4d0geCOuoqMNnBGG35/dzEe6PE8ju84XafvVB2uQrO2bmVRgqI4kPCIPy4120IT6uMPzMYTD87GjLeW4b7bvsHbry1Bx74t2IXbGiZD2bDGqOkYD33zKFR2S8S9Hyxk5NtmyTF1C1oouKIJVah1NwDkVUD3tBTEqFWI04Rher8uWPXMnbipTyfEasJY4KSQStCjaSq2vHy/K2jxRJceTfHSa9ch9kg1RHRHTkEiPWyARG9FxJJjKBdV+acEHBOrMt/nciASwRTLBy+kSpu8qQoirc1tW+21z3zm6KsHJ+GFh+bi+qHvYdKQd/HmcwsFyyCXCwNHtA8aNK/982CDeRb9seoQCy69QOeQWuqje4QGR8oqKzuHfLGiqAXeONXfL2hxHhJr+a3g7Fcvh+9vC14u1yOEf37GJTw8HB06eKteqtVqptniXH733Xezsk5MTAwLRh599FEWrBAxlzBq1CgWoNx6662YMWMG47W8/PLLjPAbyqrUjkl9O2DR9iPIKq7gJwDHpBd5RgtU1wBGE7JO5uGFce/i+6MfID6N76IIBJLHL8yt8FqmytfDGq2AMT6IFgV1pPRrd8mByw9fb8KpE3mu52S7s2rPKaQ0jYE+TQNjigacXOLWqiH11fMFWLT5MKYO64rmKbG4UFjuRWKM1qhQoTWw4IJ4HbDYEbWrENZoFWraUSeU47g5Oq6sNptLlsSJvm3T8ekDEyHzUSv978Th7FFXDB3XFVtXHsb2XRcYCdOFnCKASKx2K0Riuf81kKpYtGnfoIR4PWoJZDV8uVBulQA1gFXhTSoWWYFrO7bGm0/86gpU6Bjt2HyKZQs+/v4uwfFS6/Pe87ns3OrZvBHrLqoP7npsJPbvOIfSYuHJ98jeTOzYeBL9hwnfpFisNlTrjYjWhAUkwAZCWYVOOJB1rqe+fkuXANLnSVxjQc5kmd/t6C957dAuvAw3pp3y8uUk2K2nYan5AvLIF2vdRllJDc6cymf+RiHLgBD+P/GPzrjUBR9//DHGjx/PhOcGDRrEyj+LFy92vS6RSLB8+XL2lwKa6dOnMx2XN9544/913P8WyEQitMiwQJOhg6LSAmWRCbF7yqE4mgeutNxVs7eYrVg71yFnHwQHtp6BvsbbsJC4EYqC4HflcZEq/Pf2UZdcb9+w9pgr6LCLgapmSujSlDhr1qGmcwIs8WF+OXW62G87coEFFd8+cyNuHtoFybHhaJocgyemDMLyd+/GW3ePwZQhnfHklMHoUy2BLSkKXFQ4wgoskFfZoaiwYGxUPBa+dhsm9GuPRvGRLINzTa/W+PiR6/D5Y5P8gpaLxX+/vAPdm0QAhWVAYSlwJguo4T2Z+san+c2htLdKs4RlTPx2nEoRTdWobqGGLtldPpWaiA8DyLSArIpDI7sSQ1PSWBuwZ1BHJNkTR3KYTogv9mTkYNhb3+CB75fgwR/+wNA3v8Gus9n12tfCvErodAIGmM59EwFb1/CKtZ6gMX67YheGPjkLI5/5Btc8/y3z0aoPunZI9z8fqWxqtrldfH06iuqCiz3FVYUcUv8Q6mwT4ZVTg1BiUvqtmxhP+WULsKso8HGnoPLHWRswbcInePWpBXhw+jd46v7ZjCwcwj/XHfqdd95Bz549WQKAhFcnTpzIKhKe+LcKuP6jMy5C2LRpk9dzIu1++eWX7BEIjRs3xsqVK/+G0V15mPvDZuzJLwQnE0FzTgd5FbEPOSBMBU7nDjboAl4RQAvCEzqfix3xSczRClSzzERgPH/LiHrfEQuBvAcpg0ClD1OEBHaFk7ThvEsW5pRoVPykHalW4qmbhrCHJ8b0bsMehAu7c3B0Gy9AJ+ZEkGupbARoEqNZtxUFYA2Npm1SsH/lIb/lbavDMKRzM2zKOw8xRKyNlr67J3oPxKbc08jIK3OXVjxmOUuYGJYIb4I8u5DS9YsDRvZri/KyGsGWWkL2+RLExKqxbuURlBVXo1mbJLy4bSsMHhdArdGE/8xehk2v3IcwhbxOfKl3n1/Eum4CwTewoAzLrpNZWL3nNFY6RAIJpVU6vPzDKuw4noUxvVqjT7vGtZKLB/dsjt+W7UMFyQR4QF4TQATOA57HibhAtC902Dt1a8ysKCi7cTFQ53G4I6oTfqo84vcasZx8ueHspyw14a4Ni7Dz+ocRqfBvgti+6TR++XGb17Ljh7Px9Sdr8NQr117UOENoeGzevJkFJRS8UKDx4osvsgoE6ZpR5eLfLOD6rwtcQvj7sHbnSXx27Ai4Vmo2OWmbqRGWa0DkKS1AHIuSMi8zwk4D+Yk7WNDy6yw3H0mfqoa2RUSt2iMPTeyHoV0vXQF15a6TKEyXwursP6aJw+8W1L/zh8TkJg4Irj/iiRMXigXXu+eQtzJpQ2LnsgOCy7f+vgffv/Y+bl+7ENsKslxqs+8c3ISnJw3EyLxW+Gn5Xhg89GzY9BpM1UwkwoDOzRFuFQ5aCJ+9/Sc7jkajhR0aXbQEhk7e1g70Sb3Zgq2nMzG6U+0lwZwLpawrJxhoPINH82Xls3mlePjTxSxICYS/dvMO5r3aNMJnj0yEPEDpavvmU/jfS7/BKBMBER5CheRdReU2ehqAN6xQytCmfSpuuKUP02pZtewQtDUGdOvdHKPGd8ZPX23E4vm7/I5l42bx6DuoFVq1ScHGtcewdb1whihvbhZmvXkdHtq91CvZo7dJ4VvIpWGHS80Il1Rgdc5p3Niis9/6Nqw64heQ0r/XrzqKJ16acFluKK5I/D+Tc1etWuX1/KeffmIZE2p6oerEv1nANRS4hCAIujC9NHcV30XiwffQp6lYi6y81AiJVMyrw9vs6DK0Pfpd63ZVFsKfP29HXiYvqW+OlEPbyl//xRfj+7bFXWO95ckvBpmF5fjvj6u8EypCfkueMvmOIGb6yO4Y1Jn3hakL5HLhn5VC0bBWBp4IRkg9WVHMghb2PuZ/yb/306Pb8VzCQK+ghb2nlgrWwI5N0aM1r/UxfGwnrF95xO8Y6nTu9l3amjky8EortHUj88pk/uugdVvDJMzBXGyyQ902Dl/tOIjvNu5HRnkltLWkuJ1Hbc+pHDw+cxl6tErDNT1bIz5agx3HMlFSqUWbtAS899oSmMHBEuFz4aYMYpQMwzo2xY6NwoT1tPQYvPflra4Jv10nb6mF6XcPwsmjuTh+OMe1rEef5njt/ZuY4B5hwLC2mP/DVhbk+CLrQgn2/XAMXzw4Ec/tXAmthc9I5Rs1aKTyz+TQKD7rtA7LSgcIBi4Wi02QY06/e/48CwUufzeqfURR69IJS4EKgfigDSng+ncgFLiEIIhdBzJgYvOCz0WJSixxcozr3xZKSzvUlGvRbXgHDL25PyS1cDQO7zrH+DAEY5KKz3gEuVsLD1PgpVsv3kXXE2v2nva/WwmwXrEFEFNFTGRn3TiNy+tXzx08oBXOZ5b4LR87siP+Lgy9qS/mv7vUdbwJIrEIQ2/qh12FOYIduha7HfP2emdqeM2XAMef45AUHY4PH77W9R09/epE7N5y2s1/CBBAMU2YAEJ5v/y8HZO6tWeZiWBI8HEtprJjZWsNrBrHZY3jUAEzcrOLLsoQdNeJLOw5mY1ZS3cgKlyFMo+SkCJWDEWlv5gg08mRS/Dg02MghhjbN5/klXM9kHGmCDM/WIVHnh0juN0wtQIffXMHjh3KRk5WGWvXb9Mh1e93QIJxq/88hII8b7I7YeuGk2jSPAH77nwUh8oKoJHKYdWHQST6xO+9tNoukcV49dQOlBsHIUbp3bFGei67t531UybuM6BVg7u4/5vRkAJ0jXx0xV599VWWAQkEKkWSOXH//v1djS0NJeD6dyAUuIQgDIfzsRAiwlV45I3JtU4sBJ3RjN0neGVXa5QC2paRjBRrJdG5IKDum7fuGRMwVV/XiWfFzhMwWWyorNbzd4dCOioSMa8HQsRKKwUuPO9DZLZDc6wI3+5YjPi0aAwc79YTCoYjR3NdFSdPdOucjr8LNz09AYc2nsDxnWdcy9r3bYWbnh6PlQVnA2acy/R6KDw4++x9QseNpdo4dKwBfvpyPSrLdejcoykGj2qP5LRonDtVELQTXEyOz4HGkF2BlUv2Y9JUvjMwEGjSpOyW0724umkYrGqP4NknoBCEAJ/HE07PKc+ghUBt4mKrmRk+WtRi9pfOG5meTCCB9xdtQlUcB2OrcNhLjYwbJrG49/nP3/di7PXd0Mwh++8LOv86dm3MHsEQzGX65283Y9joDuiTzp93XMwj0BWvhtR2UnB3xdDju+N70Ls8HoX5lWjVLhlqjZIJ61Fp69TxPDYu+h2R39JDT10TdGwhNKw4a0SE22W9tmwLcV2OHTuGbdu8uUr/VoQClxAEcWr7ecjLzSzt7W7vpAkMePb+a+oUtGw5fB4vfruSaaC4kOK4mxPItBAJNiFGg9tH98SI7i0RE+GvVVJX/LRqLz5fvI3pbPBzrPDkS5PNazcPQ25GAX6bsQKcRAxLbBhEVjvkJTrmPkx4+97v8fC7Woy/fVDQ7VZU6rD/cJbgJLthyym0a0MWAg2P7FP5OHvwArszps4eyrZkHs9hBOp0jfcdlgscuVHbvQIXFoAJzXIiEZQZFTiorcbhA/mM+Lnmz0NYvfQArr2pFz58banQR1xxQnimEcYEh1u2JzGaA1RFVmxcdaTWwIUm0Wuu744/F+5hJGNztIAppt8++pwHZOVgssEuF9cvI8NxMKslsKnd5G67jAJyaqUHNhzO4JdTh3+aAro0BTTZRuYr5RzG43f9gI+/u/OSWouJE3P2VEHA1w/suYDUdJ7ZIhKJERb9BixlU7zeQ0m5MrOKqe3mbN2NdfNNgoE3QS6XYMr0fph610DBUl0Ifw/HJSIiwitwCQYi3FJnLQm3pqW57RuIcNsQAq5/B0J5vhD8cPxAFhZ9vwXRx2ogq3aXScgVum2RHVs+X425/1uMypLAwlXVOiOe/3oFjL7GgxSw+AQtzmcRaiU+e3Qibhza+ZKClkqtgaX3CaSz4bxrdsEpDMeR8JsVB84XYMiEbhgypiskBiuUudVQFGpdQYsTX728CFVlvIJpIBAfQBAcx5RV/y789OpCWC02FrSwzds51oa+4IM/Ea0MopdDFRyHvg17BNmGTEL8Dj4wsjkUbI8cIMKvCA8/OxYRkfx2yCrhoafHYOg1HV2xQZhJhPDzPu205H91WMcuSudOF2LhnG2orAhMpHXquPQb2paNtU5Bi89zTaaeCfbJK2rvBPIFM8qEx3Y9uGBecLyuTVeiurES1U2V0CfKYbBa8MWMv4IMl8OurWcw47U/8MEbS7F35zk/7tL4yT3Qe2DLgOug4zfnm034ff4ulJXWANKuMEl4TgN9ZXR6WDkxXjgxBDa7GEaHkE+gbJnJZMUvs7dh3ndbWPdTfm45PnlnOe69eRZefXoBjh78+wjoIQQHnSsUtCxZsgQbNmxA06be1hfdu3f/1wq4iriGkpW8wohQ1CpG5Ka6Rrn/Znzz7gosmcO3w8FJdpSKIKuxQpRbALvJzEo/UQmR+GLHW4hNiRbs4Hnle29Wux84DsoCPdISonDLPUMxvHtLqJWXzlKnEtHDnywW2B45KVsgsthhl4mZR5LIQ1r/ielDsPr1ZSgQ4Kc48eK3dwctGX3z02bMW7hbsLzy2rPjMXTI3/Njvz7xPuiq/RWJG7VOwXeH3sN1y+fgaGmBu/HF4yqgOSOBosyDgyJEYLYDMUerIbb7Z5aGje3EuC4UzFC3jCZc5eJCVJZrUV6mRVp6LKqrDHj07u+RLTawspyqxOp1J0UZFTIV/PC7uxhfIxiK8ivxn1lLca64XDjYcuwD6RFJbBzsEhHkVRav8o1dKYFFJYa2TTgLdr2ujIHKZfXlX3msVGzmEHVaj+Ubn4dSIIP51cersfiX3RBLqHGdWlPtjNdyxwNDvd5Hy2+f9DlKiqtdnCYallQqYYE0fZ6Wh4Vx+O6Ho9Ao97uGXmBU464DY3Fez/+G5aV2NPml9gCb59twjHBuZgGynWX3aDtvfjwVvfoFDqau9Ou5c/2d7nobEvnl9dizmY048sOLdRr7Qw89xDqGli5ditat3TYONDaVir+pIJItSYVQx5FTwJVArc9sezYb6yRKSUlxCbiSmOs999zz/9oOHcq4XOWoLNPi16834tnbv8V94z/GlD5v4I+522HRSFDZRoOyLpEwJCogNfCiWnSBcnYdUcZl0cfLBdd7JscdoQeDXGtF74R4XNu//SUFLdTi+t3y3Xj1h9WMUCkIEaCwiqCotLJJyjnlONVPP52/GY98dis0UYGzPbnnAu/XsZN5fNAioAsjKdeh6Ggu/g7kni0QnLxpAktqEs/+PXPIRDQK9ygZOfuiiZfUzAaOMQt9MgoeiLig9wtaKOthiJbinEWH37ccwX+++AOjXvwOAx77AuNf/J55PUlVMjRrmQS5Qoa4hAgMHtIW4flmqH2CFrY+joNeZ8LXHwsHwLkllXjvl424+/2F+H7jfjx20yDERqq9jjuV/Ni+mzmEn9chrNTMxABVpWavoIW9x2hjr8Wc0SFG4z4HVBZAYvTYWY5jnXVUZhTK4gSFU7aWSktyEcxJCkHhwZysUha0EOg358xo/fLjVhQXeuslUVBIXUqeJafY+HBX9s/Z/TN2zFGEyfd7faXxCj2mpp3gn9g5yGqXYnLsJh/YUXu765pg413NyNE6hAaQ+69n6WnWrFkswBkyZAiSk5NdjwULFvzrBVxDHJerGNSa/MTUWaip8r4zN0XLUNbV0aosJr8aGfQpSsTtLofIo52ULliHNzsueh7YcjgDP68R0BHx4TNQ6UlepMegsf4tmPXBhYIy3PnuAugMZrZ6ultm0vp2u1t7wrE9cZkJNiJwCkzG9N5Cowk/7X4Dt3Z/CQYPB14n5rz3J9r2aIouA/yN6LbvOudvjOjYjrxCj/Mn8tHQKC+sxOODX4dBQNWUOgsmP8Z3sqRqIjA6vRW+P7HX1Q7NjxfgiKsRZodMF4DDQCU2jxIia0FWilDdUsO4IntKirFnnjv9TNWH/LJqfP3nTqw7cBZznp8KpaNlfOzk7li2cA9vlSDUcmvncGjPBT8jT7JduPWd+az8Rsf7yPl8/LnzBL55cjLyy2pQWFqNKEjRsVky0lvEo7SwGj9+vhabVx0LaHroOgRlJiQe1+K9j6bApLfg1YfngcIYa5iYZeokehvsKilsKg5m4sZ4Zqbqk4kRiSBJCWOyAr44dihH+NBzwNFD2Rh+jXeHWmqjGMyccy/rMLJabazb6Pd5u1wBD6F//wt+w5KKOIxNPI//ne7HfutRRy+xnMkBF84FduwO4e8DV4diyr9VwDUUuFzF+OGjVX5BC6GqlcZxB+6+47YpxdA1UkFzxvsOPqFRnN/nv1q2MyC5z3lRl+isiDhZybpLPnx2ASbdORBjbu6D8CDZjkD4/Pdt0BvNPJeFcyukNk6KQU5xBZvYpDo7czlm7YQ+3BVPqFVyqCNUmLH4CTw14QOYyd/HBy9M+QzJjeMw7cmxiE2KxKY/9sFmtUMfow44H4o4DqnN+GxHQ2Ll9xtYicj3okXk3BfmPIyuQ91CenGqsIAJguoONiiKOIRlk8qwyGs/qNTmbGnWJylYJw9Hk28t10l6+VxeKV758S+8d+94Vm5MbxKPVz+8GZ+/sxwlRQE4UyKwjpY8kx6bDmdAIZOyQMgZtBDoLwcbfli1Fx8/dJ3fKpJSo/Hc2zegQ9cmWLVkP3NZjksIx5H9mbyVFPNqEvP8KzuHkqIqfPPWSmRn8bpDdASoY4hqZFalGLYwKWQG+qDN0VVERG+yQLDDpiCzzrpwboBqqwUvv7kYUyb1ROcO7hZXjY9KsScC+TIRklP5ko9KJfc7B2w2Evj3p+HYaOdFIsiL7VDnXB7mAAVPVKq6qvH/LEB3JSMUuFzF2LXRLXnuBF3DrOECp4VIBHOkdx2eMi4THx7t99bMAjJk9F8FBSvRB0vBiUUQm+2uCyiVq3784C8s+3kHPl38KGITaxem8wSJhfma3dH2Kevy24vTcde0r7z0FCQGO0+8pZq8YxlNopEaJfp0asKet+jYCEq1QjBwIRRkleLDx+bw6yMOAV2spWLY26UKOGlbECaVYuwt/dDQyD0rrK1A3IMO/byzRBObtcfHh7bDYLF4mwEy4g9gSrbDLucQfkbqlVHQ5BqZbxFl4by+6DrSPdYfOIeZy3bgkYn92fPeA1qh55+PY/1fR/DBq3/4vZ++23vf+AX6aKnLjVnI3JCyM0cyAnfYiMViTLipF3vQpJ59oRT/mTYLRpOVN9b0INhyEgnOZ/iXBW0yMSyRclcALjNykBm9CdlSCwe5FrCKAXO8NHAGxkF+XnfyArbuPIc3XrwOgx2ZvJhYTZ1tM4Qw7JqOmPvdFq+ZbsPW5mjZosx7fzgRlhTwKsVSvfcxbdsxFTffPgAXzhUzku/yxfsZ4bs20O6Sjk9UtLcycgghXC6EAperFNoqg6s27QXShDPThOWTvrZziJBIER6jYaJz8Y1icc//pqLrMG/3bkKTpGiczvEhuFL9vMbi0O8Qvm0oL67Cglkb8NBrk+q1L+TO7NVy7QhEYiPIFCySlSWoG8IJmkLCCk2QtYxCpZ6fBFITIvG/R8czzQonWndrgv0bTwofJw840/Fimx3yzFJYmsR57aFUJsWd/7sBueeKWKmJLv59RnfCwAld2WRaXa7FitlbcfLABSSmxWL8HQPRuHUKOx7Lvt+Mc0eykdI0HhPuHIxGLYVbEMvyK7D481VMt0VovBGx4YiKD/dalhCmwU/DJ2Pqkl9hpwyB7+04+TrFcjDF2qEo58tr0gridtihT3Zkxi5SHPCHv/agqKKGBZddWqRgdI/WGDmuC3Q1Jsz6wLvThlqMKWhhxzqApYBzKHqzGaOe+5oFkxqlHE2SYjG+T1sM6tjMVWo6ciATn81YiezMUj7odLb1BuH0uBV/ZXXab3pVbqLSpBWmSMpIBS4hmcPFkGpt+ODz1fju562oqNChbatk2MhmgaT2yU+L4mwK9q12ZJVU4Ylnf0FJXgUUNqB3v5a46bb+iPTIVlLm5eV3bsBHby1DTTV/js/Lb4dOZbnoF+cuWe4qS8bMCzzZXOohqhsTp8EHX90OmUyKvoP4YGrA0LZ45clfWLYqGOizEZEX3xV4paAhBeiudoQCl6sU508L35nSZVWdpUdNS487Psdd9UM3DMaE7x+HoVrPJsJAirYqIWl7kQiqguCtrbSZzSsO4/6Xr61VhdcTU0d0xYcLNvvdfd84tAsTKLv+pl74ZQ7PkidQ90NkmBLfvnsbyh3Ows3SYv3259anx+PQFl62vbbgxQlphQ72MDmsFCQ4SJhmEiT7ej2UJ/Igo5IGx2HTkn3Yu74X7n11Mh4bMwPFeeUsK0IT6ap52/HszDsx68UFqCrXMtLjoa2nsWr+DsxY/DjadGvqF7Q83PcVVJXV+I3T6TFzx2s3CB5TSZUIkYdl0DexwZRo98+akK9QKxvEx0WQVYtgiZChMkp+8RbGHlix6yQb35Jtx/Db5iP4+skp6D+0jV/gYgkPrLLrOU46S01WG0wOsThiWmQUlGP9wbO4Z0xvPHRtPyas9sLj812ZAxZ01tFrxxouAwT4KH5wlCxpkpHpOUj1VthkgCExwOWW41gptrrGyB6EfYeywEUr3AKAdA5SFxydO3vOefBpgJxfd2PHplOY+fN9THXXU/G2Z78WjOtC7s7DhmSwoIWyLBIRx/42VldDLrbBZJciLNt97rz50VQWtHiCDCC//uUBPDDta0aaDoS7Hx4e8i8KoUERaoe+StuhyaF3+pB3BV+jS6K2sQraxmHg5GJIa6zoxIWhR7QGq37cCLPRgi5D2uPhT25Hehvv0khxhRZjn/3WX12fpPCTk5C94iTL9tSGzn2b483v74ZMLix0R5M/Ofwu2nQY5RRIqZWMP2E0W5mD88MT+0N7rgJLFu5hPjmKJDWq5BysIg6xYSo8ffdwDOnrT7D1ReapfPw+ax32rDuG6vLggRcbl0gEA3nP+E6GHAdpcTXk+ZVei0dP64u1v3ob6hEfJYIyWxQE+QQiRORs1i4NUx4ZiYET+Dvl7176Fb9/+pffe2UKKdr1aYmJD40K6CNVUlWD0c9+B3O0Hdo2AYiZjBcEyMtFUBZIINXXvRmxFh6sFzQqOTo3S0H2ugxUmkzQJypY5o8E4ohTIoSkmHAUVtTUqUwlgwhJYgV0R0pZR5A5XAJDghw2uRgynRWqYjNMMXKYovjyDonFqYrMbNXEa2ElojpqxYg8qm9OmNUimGKE90NZZmVBTr3hDJLsHAb2aYn/vjLRTxiOCLu33fwpZs9ZgFild8BBp917Z/vgp8yOaPqTBbFSFR4mzR2HMaUQaH3zf9yK3VvPsK4iCrhJkJK6mqZM74sefS/dEPVKaIfufFvDtEMfnlO3dugrGaHA5SoNXIx6Myb1COxt4fap4S/AfTsmYOeyfa4Jloi51Db84/GPoIly17JPZhVh+lvzBWX1bxnRDY9OHoCnb56JE0SKrAVtuqTj4994XQFfzFm9D5/+ttVFvSDuQ0K0Bp89NgmN4qMw74etmD9nG3uNWruN8QrXXTvd5UvEYsz533Q0TfX1y0VATst/Rr8Lvdbk0KwQsy4dJoHu0s4QwSYVw9ghTeBgcpBU6qFwmEyy94tFSE6PQ34Q3RghOGXXn/r0Noy4sTeeHvkWjm7zN/SjY/OXbk6tXk89H/yEdWDVtLPCGsGrIwvCERdFHJdCqg0evDDFYgD/u2sMZi3bgexi74AtEOi7oePpZTXgxaMRud7XoUkSdGYzMvK9eRtBQZwjM4ewAhO0TVSBt+F4rqiwQlVigdlhpih4aHzXYaVuHX+nbPrOdMkyvmzk2S5vBzQFVv8yQF27kzxsCwb3b4U3Xprot92Jc9/FwhHfCn50VVFTvP7TMDzcsjduv3/oFa+IGwpc/v0I6bhcpVCGyaFSe+umWFViVLVSs1boqhZq2BRixvl4/fNbsH3pXm9be5sdNeU6bFzgLsEQmiTFQOVwsPVat82Ozi1S2CRKmZTI2NqJe6cOZaNaQDmVsirf/LnL65pN3IfCshrsO5ULkuv6feFu12smsi3wmARoPyjo+PUvXtOiLqAuoi/WvoAJdwxi7dAjpvTGOwv/g57D2rtms/RWSRBRCYIeAuxksc6bG0ATdExSpKBRnVQuZYGNEJzdInM/4DV0kpsmCLbUkjBgXQwq1864DxKRGOEnpBBTMizQjT9zCgf0jfwJmrSZMb3a4O6xvTC0SwtcP7Aj5r04DaN7tsbs56ciJbZuAT99N67N+3BORE7dFcpelZlhOVhcv6DFsS7ST9GlugNZ1zacD4/nphgZr3SbJIE+UQJTuBhWKvtEi6FLkMAQI2ZdRJ5BS7hKwTqEUpOj0LdXc7RtncwCLbGNQ0SGDlKtO7NFmZ+wQoufSrPX/tdhn5zv3bz9DDIueAfCx8qLcEFiCthBFlNpQtxOG4aO6nDFBy1/J1gHXgM8QghxXK5qUPdO7nn+ImdRS1DaM4p1/DDtlmgZjI1UmPXCrbAWVAtOZpR1KMkp8+O3xISHIc9U7edD1KEZTywN0ygRFaNBVVntpZeCnHJE+HQnFJXX+JFx2TbEYpzLLYHBYIbRwL/OqMAy/0mdAp2sAn9X3WBIbBSLB97y9nkhPRe91sgCOZVagcfGvo9TxdWwJEf63YmLPcZMxy4qToPbn5+A5yZ/4sqiODF6al+snLMtcFs5HYeccsbRoM6u9b/sYIGOpxv0zc9cW6f9igoPw76vHkdhWRUmzfgRBa1N/IETuq0RATYNvw0KMUjen/2b40nZ947z9xei0t0bd47GfR/9xtbrZ8FQFxAx2GBFxIkanvRoBwo0JmJm139dnPA5EQh2mTOoAaxqerjJvGQYaoyRQFVsg8TEgRMDt9zYG7fc6D4O9L3OeGUxNv11FJzNDkWVBTY5v06xyc5ayUnF2RouD55l4ju1a8W580Vo3tTden+6sgRRct5/SAiGQiXGT+ru55nkq50TQj0RaoduMIQyLlcpzCaLK2gh1DRXu4IWBvorFWP2pgNo3DYVijB/VVub1YY2vb3r2T+v3oe8Un+dCboIbjhwzvW8aevkWsdIF80mrfzdc6kkpBC4M7RzdqbdsneXezu0N9Ql5Tv70x1wm6bCzrz1BQVimkgSEpPgvd8eQ1onR6nI5+5d0y7FRVrs0Ls53vv9cXTo3QKvzX4QaQ6XYCq/3fnidXjo7Rvx3x/vQ2rzwGOkQOX2Ds/imVH/Q4uuTZDeJoUto46vRz69HePvG16v/UiKjUTnmBREH5YwPgtlD/wCVgffpaKHGRV9LKhub4FV7VB13XAo4Lq7tUzDt09NQe+26YiLDENitMbV2lwncOS8bIPYxgctBIlWOLNVK0SAXFSPS5+Qy7TXXxEMcRJoG8mgS5NhycnTOHw+n53zH/2+Gb3/8xl+Lc9GYY8IaNN4zoPEzEFicuyIWMz+La02M40c6hySGGyQlRuZFYIT3bo0xn13DkZEEEdowtsfrsSTLy5AZjZ/U1Goq8HA2BzBQ0WLjuWlYPG24xg8bgaunfo5+0uPIePfZ3//+/YfLEMZQgj/FIS6iq5S1FTxnRdOeLlAO0CKqgcy8qDSKHH3Wzdj5pNzHL4n5MULdB7UDr3Hun17dp/Iwie/bRXcHk3YZH7oxN0vjMeWlYf9eACeGDO1NxQCNgCU1bl1dA8m8e8ETYJRGhX6tEjDo3d9z5ZxjrtlWbUFplj33Sy9N0wlx03XBPYculiQeF0ZlYQE7lTpiP9x9iM2CVCw40TP4e3Zw2QwM0ItZY4I1DJNj7zzRfjPNTNg0Jm8MiqU5SmrNMCut+DsgQuQyaX4/sj7QYOd2nDL6B7Y/1kuIk+IYY60o6oTBQceLFtKBvDeigzWcA7V7a2sM4mMNYPdpXdtkYovH7ve9VxrMGHH8Uy8+P1frkwMC+w4Msb0IPY6VI+Vxd6lNjpKyiITjEnKevFBJDbg0ev748Mlbo4U25YHV0Qo4xH4OZ2A7mWZRRV46NPFmDSgA+ZtPOgxYBF0jZRMAJGCMFLhJf8vsWNT1O5MD+c46SAoygyuY93nxlRMmdIbN03qgdIyLd58fzlOnMoX/A0dPJKNR5+Zh3nf3osInMO9bbxLus5NFFZosG4nr+NCqBLwt6Ly03/fXoq3Xq6fTMHVjlA7dMMhlHG5SrHuD48LKhNl8797pfJOSgzPTbjuodF4Z8ULGDS5N3qM7oJHPrkDby171ouf8cv6gwHbIKk006tNuut5XGIk3v/loYDj69y3BR59Y3LA1x+4ti+emzaUlScoYBnVszV+euFmbFl7HBazjZlC6lMU0KepYIpTsEmAvGiIazFhcAf89OYtSI5rGKK1iXg5Ah42JHT24ltLcPyMcCu6QiV3BS2eSG2WiM9WPeenKuwsL4kUchbEWCxWLJu55pLGPrBLM0wa3JEFd/IqMSKOiiGtsrPjp7ZRO66/1gtdRao7WSDuJsXx8rrLvWtUCozq0RrfPHkDy8TER6nRt11jfP/MTZj1+GT079AUjWIj0C46BpObNkV8lMYvZgjPMUFNvkmUvbDa2XecbJZArLcKfgdqkRRfPzoZt4zqgXfvGYtG0ZFMW0haZUFYrhnyKjvL0JE3kcYsFg6GasnyUABmslixcMth7xecXlBNVKhsE86ynOWdI6BLcgTVXu8VUTTu0JgRseP+63ebYTSYmSJtEv1+3rgBUyb2QHSUv9s3BTPUWj39vu9gyVgMq4f6secmXpg/Cnqzgr9pYd+l46/P27ftOlsnCfkQQvg7EMq4XIXIvVCCnz7xnuA0WXpUdPLgZTguwLcP7+56T8eBbWAxW6Cr1KPzkHbMKM+3FTpQBoW6inwJmilN/O0CnBAiCWbklTJhu/TEaLRvksh0WujhiX27z7O7dGql5Yib4IRYBJFKhtlvT0e4+vK2KPqNvVQHU6oPx4WCDMed8P5DWXjz5YkY1M99p1sbUpsRAdf/mLDgxRHs2K125JwNrBxbF/y28TCWbD7qGrOiXAxFqQwxmzIRmaTGnodiBD9HnTKl0OP6FXOxZNytaB9b96wPlZG6PebfiUXBjCf2bj+LV5/8hf3b04MnrNTCHk5QhStcLUFVG+JGOc9HEeQSCV65YRi6dWrMlvRp3ghfrs9DtIiDOZqyNiJIquxQVJJooBhP/2cY/jt/HWyeST/PbiAh52zX20SwCGn/OD9DXxm9TO3zyQqWeZFT6ctzGw4wOwWLDTqtCW8+9Sv+N/M2fr/DFHiIXNUHt8V9DhVnX1AGRSaiDKnw77JG7NZ98Rfgc1to0JDJYkEppNEUgjBCHJcGQyjjchVi6+pjftda0rCIOl7N37kCSIuNxLu3j8WAdrzYWeaJXNze+nH8d9IHeO/OmZje4j9Y/Lm3UFiP1o0CZuupq+ihj39HRY07Fa0OVwRsvfUUuKLPvvDNStz42s945ftVuP3tX3D/B79BZ/Tp0uE45GSXMaVR0p/x5SbYwGHz/gw0NHr3agZFZjnERBD2uUulwI6G9d1skmOvHzr0as5KdX6gu2SJhL3W3DEpXwwo8Pzol038E+exc/Ce9E0iUZVRjliJQNDneCtNjzbOjplH+Y6vy42e/Vvii7n3Yez13REdRBKfbCtkRjuiT+kgr3J08IgAs92O539dg2dfX8gWffPhKpiMFlg0HqRYx3uZueORXHzxyCQ0U0ZAZgbkFhGUZTYoS22QGPnylcjEl3R8v2dmGhkITlsB14A5hLeK9u5q8nwvvcXxve/fcQ7nTnkHp+mNYqBUCgcUCrkFreNK4ctFJgHrM9polGVF1DpOglQqDgUtIfxjEApcrkIU5JbDGC2DPlnB5NSdIG2LceJY7P3wUax49S6M6d7aFRC8Pf1zVBS7Pe+pNPH1M3ORcditx3Lr6O6IDQ/c5ny+oByPfbYEP6/Zjxm/bMD3y/fAGC2HRSNlXRZU3nHC8/K9cOMhrN3rrVNy8Gwevl6602tZZkYxkyOnzo5A12GdPrDi5+VC49bJkOhMUJ4vhZjk0X3voDkgO6e83qn3W54ex4S+hCDWhEEdGYbrHhx5UWOmsfzno8XMnNJ/5SLYNHJWrrhZ3txB6QhQEuQ47C3KQU6N+1y5nGjWMgmPPDcO7355q+CxYEfUUa6kVmOLr++WCFiXn4tH7v4Gq9YehU1Jcvz+AQMFLlnZZejdrSl+++Qe7P7hSez6/gm0TomDxAooK+0IK7EhrIK6hPgghcprTsIxlVldd9y1fM2UnZEpZAHb331x4Yy3H5VKKcf9dw7mt+uzjjsn7UHHpv7lO6NVipe2DYW8opZtOoKXJumxOHWmEEdP5uJMRhEuZJWyY1RQWInM7FKUV2hhtlyis/QVynG53I8QQqWiqw5FlVr8XpULbbco1zJ1th4RZ3RsQnrti1shlXpf7PPOFSLrRK7fukg7ZPNvu9G8M29MSByEef+9Bde9+APTWhHC8cwi9nChs6Nc5CTO1pgRcbrKq+RECrm+v1cqY63cfRJP3jSYlQ0+mbESq5bzXS3ET3CxOz0mJNpEb4eJYkPi2G53VkdstDILAN+JMSU5qt6tpo1aJqJD98bYu+WM38RHmP7aDYhLFS7l1IYj5/JZKU4QpJtSZWKlqnuHD8YQWxf8fOoANuRmQGcx+303xQYdBv3+Fe5q1wMv9xzWIC21TVok4ttFD+PBqbNYCcUF56bIaiFcCs6DNOtcTu85UFUFWYzKQ33Wu+RDAUCrlv7lrlFD2uHcT972ElIjh+Zh0ejarxkjHFP795y1+93kYqHddxKdHQevhDODfB4lQokakQgijwxOtQ+xnnD9hG5olBqDFauPQKszMrXoU2cLcc3AU5A42b8O0E9jb2UyjkjjoOpvR/wOMUSUpgoEkQjnMktx/1M/ey2WSSVegS6Vd6dc2x133zqQlYZDCKGhEDq7rjK8tWAddE4JVAd06WEwxjuUQevTJiqAuEg1npgyqP4fdEwaNo0MFV1iEZnidogOxJtxZiwoYKEHZWxImp2uwcpSs5ckOuHuSX3QJOXiJvb6gHF/nCn2Mq17YvTAHbfwzsj1wW8fr8TuVT6ETx9y78WitCqApg6N22aH8nwFHnz3ZkTFhaNnYho+G3wtZg6Z6M4u+H4MwPcn9mFFpr8D+eUAnRPlZVrc9ehIRMW4s3xULnNlLupLJnXq7YhErPRy0/U9/d4SFSFsHpgWE4knrh+I56cMRc/W3twcwayLkwDrGKrRaoW4rftmwmv8Dn8rJ0qLqnFwdwbOnuBbrp3o2a0JXnvhWnzw1o145dkJUIfJIZcL30AoqbWKNFxSAV1jDyKL599a4Juds1hsmP/7Hsz+xb+D6aoE10CPEELk3KsJlAXZeuICm9i9YOdgTFRAVWJGeUkN4pPcQQMhtUUS0tumIvdMgZcfjs1qZ11GvrhhSGfUGEz4YvH2+g+SdVMA1sbu2vvoXq1xMrvI63pKd8Sje7Vh/16z+ijznLGqHZkijmPcBnW+CS17pqNVuxSMGdQObR0CeA2NkTf2woGtfGlLbLaxkpEpMQKchjg9/MH/+dedaNI4Dq3q0bq89Ku17C/rJKJ/eAYMHIekxoHJzrWhfdMAx0YkQttyC15f9xKatvcm0A5KbYqfR92Ezw5tx55i/4wcKRgvPX8C45u2xeVEXk45Xn5qPvKyy9lzpUqGG+8cgFatk9k5/v4bS9lyeY2NtR7zir/ewQxlSTz3kf0x21g7+vAR7XHLlD5ITY722/bmnWcE/Zd27MvAmM6v8K9RUqdnDCOHM/K0801CHVmO5dR1VyWz45XnxjLDxEP7M2FzKjDT+2QScBYb++eSuTvZg9CkZSLe+OwWJCRH+WX0fph5F/JyNiMt/jAkEu8RbyhxcKE4wJDMQUMV32Bqh/XAgj/24s5p/a96o8VQO3TDIZRxCcHrYrph2UHotLxDrRN08X1p7qOIiAv3WAjc++40tOgiXHq5c0wvjO3T1nUHWx+tMcL5KjdH4qZhXTCkS3Ov19s3ScKD1/Vjk/i56ipYwzw6bqhMECWDVC3DVzOm48k7hv1tQQth8LXd0La7+7iIjFZA7l1+y82vwFMvLmAmdXVFTbmWL7t43hl7TDSe2jCBoK3U49Mn5uDN22Zi7S878NS49/BA/1fx02feRGsXrHYU7byAvAzhNucBKU3w65hpzDLAF0TWtV7iRFhcVIW/lh3EprXHmSIyfd9vPL+QGf05QSrJi+btRIu2KRg2uiN69WvJlpMflaCUPh06gSufTGtGr/REPP/EWDRKE87MsW4moQyTx36SmnDUiWqXzG1tpz4FOvQgAuyEyT2QnBrN6/X42BA4CbqeyD5fjHeeXyS43oS4cLTs+Cn0Jo0zccawuyIFv+a19T4WAlnBi4XJZMXuAxeCajSFEMKlINQOfRVBKZdiUPtm2Hr8grfsOrVuhklgl4hYm/SCbzbhlc+no6uHyyup5HrqjZPeCBEKg+H1O0djQMem2HToHKuHG0xWbDhwtvaBikQoLHGr79JnP3joWmbgeDq7BI0To9ClZSqbxD//8C+U2SxeAmAM5O6b5hFo/Y2gcd37ykQ8OfET9tyuloPz8W9y6mzs2H0OwwbXLSPRaVBb7N96xn/iJH2SCBVadGwU9PNLv16PWS/86nq+fblby+c42Rm3jPVft1QMLlKJLX/sw4Br3a3xnqDAdFSjFvgr25t7QxiUfPGcoiULduOrT9e4RPfUGiUefWYMLmQUC75/07rjmHr7ALw+4yZs2XgCa7edwKriPO83OQI/q0oEeY1nAEiWDDYc3JOBPVvPoNdA4Vb1If1aY9eBC94LHb8lW7gcUp2VbUNm4BB5Souq9kG6dtyd2uyJwWbF96v2YNe2M/6TPo2bAgwf7rTdxuHk4RwU5lUgKdU/Q2S3ZkCtNPDJHsdXe6w6Dma743ykuMhXIbm+dxkCeP7139G4UQzef20KEhOuDGPaeiPUDt1gCAUuVxlevmk4pr0/HyXV3pwGa7gU1S3UiDqtZXewbz8xH/M2v8D4GnQ3+da0z1BdrnW9n0pGM5+Yjc6D26FJOwE3ZFc5pzV7EKjr4J15cvy543jwmzuOg8JK3USHWVvp4M7NkBIXibaNE9mDxnP6ZD7WrzqGZYv3A439BbjoKh2f6F3yutzQ1Rhx6kgOIqLD2N3+hTNF2PDnIVSU1cCsNyGmcTzKiqvBBegEItT4ZLcCgdR2OSJNS4RN8IKZMhKsVptX0OIL6hoK1MsuoF3mh24JKX6BC33sUKm7dZe+tzMn81nmpE37NFcLr9lkxeb1x3H+bBFS02MxbFQHlBZXY9bHq73WZ9Cb8PWnawIGi+UVOqzdeAJxsRpmXmlVBr68eZ1+HCCvMLLUPgUCrz02D81aJyEmTsMCdMqykOhbm46p6N6vBZqnxiIjr8wvGDLFqSAxaF2dH4oqKzSZemjTVd7BgJM47jxKfN2PPfti2XZ0ICdq39jMEVy5yL6uriW+bGgRIMNznBnWyqchJp8ED9zb5AhWFTXHsZp4piUj8m0kq6sKcS3IyavA/z5agc/enXrJ6wohBE+EAperDAmRGjRLivELXJxCWBS40ASjrTbiyJ4L6DGwFTKP5yBfoFRARMhti3cHDFx8IZdJ8eodozCiSSreePoXGMLE0DcOB+c7wYhEKOYsmDF/A7tIf7hgE164ZTgmD+7E7kQ/fOdPrFl5xHVtleptvPGdx8WW/jWsd90F3uqLFQv34Kt3VrgmjISUKBTnV7JgjfGAnCUdqRRia+DJoHvX2jMStI3/Xv8hDu65AJGAsi6hqrQG5UXViPPhOjjx53cbggYtlqTA2amqnqnoMbZz0DFuzc/y437Qv1dmncYn3Hjk51bgv0//gpwsfsIPUyvw9MvXolO3Jnjy/h+RnVnKutQoSJj/41YMHdWeP5aeFgd2DhXlOkRGhaG6yuAqz9D/TXIxFq45DNDDAQrkRMkScEx81vvYU0aEIK0yQmIkDyTv7Zw76S/kt3PTKfz4+XqYKbCI9gn0HN1KdoWErc+5jCQGyKqAzk/yHbKFiWEJl8EQIwPnIUXgXo0IKd1TUHTOx/WabYsDRyKEDlsE5zmWGKdBmoCYI2c5AXA8D8gTpKI7OC6bD1zEgLLYEQR5cG5c3BraBnU00SlttbHSW4s2yejeqzlSE6Pw0VdrA5aEaPnh47koK9ciNuYizDCvAITalxsGocDlKoSVRNCE/PN8Lu67Np5EY4GW0Prg9OFsbF91FIW55VAoZLBYrdjy5yHmzxJWKYKuuXBWhM1JHoN8d94GDOzUDKcP5bCghWATk1OvlOcx0EPqvqC3a5qEySOCT7b1hdlsxfY1x7F7y2lsWuHd3UNBC4FdxH0USEV2jt3Rm53ttw7069EMifG1p9FX/bQJBzYcg0gTWCNHKpNAEyGQeXIg+3R+wNf0beKCEzHC5DjNmTEqyFuoXET/+Sq0UqaIHsRLycst9xIY/N/Lv2PMdV2R6zADJLI3obysBgf2nA+4rbseGsayMcQPooneJhExd2VfUIlJVWKDPpGCWudCDopyuyuYpCCjvpMLfZ8BIfAaBUXyaj7AJWE8Goye/JWEwHHo2bM5GtkVWLZwr7AvEvvrPsdSHATvLWuOYdu6EyxgGzyqA3oPEN6GSMRBb+OzXfJSQJ0VuGVbVGWEstpb6DF3Ryb+98r1jBAcHqHEWx+uYB1FgUBeR9eM6MD8wUII4XIgFLhchRjZpSUOnPPpAqGLfLG3ONvKBXuwatFePP3eFNZZVHCh2KuriP494Hr/riInfpyxEgu/Cnynb9VIGYdCED4XUuLkbDt6Hme3XYBEIoJJJoIh0UN5lwjARhukRjsax0fim9du9vJRulTQRPvM7d8h42T+RWXRSZ9GbrTCEh/G+89wHHbsO49b7vkWX3wwDQlBApg9qw7zu2mxgpPL/HVRRMDoW/pDqfaQb/eBrjpwScoSp661NLD10Hk8GqTN/bpm7bApzyfY4DjYRMCYH78FBHgplDHZtumU3x07lWsK8yv9yomUgUlKicbo8V0xYEhbbNt4Enq9GftO5WLXfmEyqJ23+nETT6nLh656ZOhosPLHUkiaPwgkegsQq/DPotl4n6PawETxaKzO8pFncxgRnjs2wQUosGzRPu8PBviOjh3Kxsx3V+DPBXtcnTybVx3F5Nv64rbpTcFZL3g7FRAfqJTnQ2kyKBDzH4drPOFyWKrNkPl8b/t3nsOY63tgSP/W6NYpHQuW7MXcRW7TU098+s16fDd3G9579Xp0rGN29orAZSQ8e60zhFBX0dWIG/p3xJCOzb2uVXRXqCjzFhOjCxSl7j98YREe/+ZeRgB1gu7q7nlnasAy0calBwIGLZQq16epYUgInCEQwtGD2Th7qoBd841xlKp3pugd3kpKCeMffDzjlssStJw5louv313OApaHb/gCGafyL+nawSlIpdUxLseYi0uq8eRT8/HXor3M/VkI1C0UqEREaN+zOe57PbAhJUGtCXyshawJfGExWhlPJljgMjiFt4dwwbGPZySVMAkl1kiaXyYRFKgLj1DhqZcmsEySE9ExGjz32kQsXXkIn369HjkVWvQb2oaVnYRAe2SMdXze4zwxR0rAwQ6Z1oJrruvqUrutK+yU3RGS52cGhf7Gjr6g4MZR+RHErGU763WOUbBCQQsbm51zBXC/z9kJg8H72DiHPCI+yyHWGDhocX7AKvA79Xx7RLgK99w6EFMn9wo4RuI1vfben8y+I4QQLhWhduirEDKJBB/fMwEvThnKyIds/pdLUNkhgrnV+uq8WC12vPH4AtTUGL20GdbM3gyDALmUSkMznpjvt5wup1Vto1DRKwHaVpEwNg7Aq/C5arM5wg5s/f0QcnLKWImII/MVn4mDJqA2vZsgLv7Su4l+/Gg1/nPjTCz5eSeO7ruAAtIMueibHUfXiUpYoj6npAqfvPYH7p3wiavk5IlRtw3iM10yqeAkTxOVp+ElZacsNneQYTZZcP64v86KEyriU9Si4VF+rBivP7cwIJ+BSkVSa4DZTySCvr1/pogyK2MndhO0Phh/fQ+MGt8Fvy5/Eq+8PQVvfzINX89/ADNmrsWnM9di/eaT+OW33bjtgR/QtEm84LhsCtIEEggwOA7UVENLH3jqGjz52iTUB3Y694SOFWX9FBKeE0LHnx7Ou26P95NeEmfzFqBzjw3Yeuw8EpPrRiyn32Ob9ikBS0JK2SnBalPfmDzIxRKoiLoWLG5jPC2BacJnpfTdPnDHYMyeeRf6927ut006J0vLtTh91tuu4EpGSPK/4RAKXK5izN98CHaO1DZ4jxmCKV4BY4JCsINGFBvjmiCIP0C8iTU/b/HjtLz9qLc0uBP6xhqYUhw8jWClCZEIco8MgxRihOcZWfcDTXZCpnZOkFropeLciTws/M4h617HW98wjQJpTWLdCxihkf8scQGUNK4gq7JGyFFarsOPn3h30hDS26Si9zVdAkrn6xzGlUaLBbfP/g3t3/gEHd/6DH1mzML6U+fw1+wtOO3bwusBRV4N1AcLILJ43A17aMUoS8xM0G/39rN46Yl5uOvGL/HSk/NxaP8FHNx3gQU0j971PXKPCmu9EFqlJEImp+yK209n+t2DMO2Ogbj9viGQO3RuKFM26abemDy1D3seEanCwGFt0aNPC6xYcwQXskrYYXRmFqwWGzZvO43J13m3ahOfQhpkRiZeFI2FMjojru2Cp96YhLg6tO3ypaUAwZtYhO8W/wct2iZ7H0c6FzwCGLGVQ+RJavcXCn6Aihoj5KT/Xwd06dkU103xV/g1xMlQ1l4DrUEunImySWC222CtbZcDBLSBPLOaNIpFp3ZpAc9V8jW6ahBSzm0whDguVymoqyiz2C3i5YKdgylGBlWRT9mCLkRhKq8LGWVrTu0+h+se5GmbZUXVeGLy5y7dDU8YksOgax5Rt1ZLO4ff37gNRTU6WGx2vP3EQuhIBdUBsZ14BjbYwhy3zQ7QqscNbI9Lxd4tpyEmwqet9rF27dMcQ8d3gSZMijfv+4FXSnXwCCiT8NoP96DPiA5YPHs7Zn2+Bma18AXfGqWENRLYtv0MnvNYTqRc6ihiKqpKBWuJ9p0Usk8XYNW87fhGm4kThW4uSaXBiIcX/Il++/y9bXyhzKqEIqsStuYpLs0ZUn4lt3A63k7sJ9IsB+TnlmPvjnNsGR0rCigt9PROx0TpOUY7hxfHj0Lq3dHYuuEkKxv06tcCTZolsJdvuWsQC1ZIVI5a2ClYEcLBIzl+cyjdyZ85V4QvP7wFE8d1wbET+awdunuXxrDabLjtvV9xLr/Uy4mZnijLLeyf1J0UGxeOkdd2ZQ/6zqoq9CxLpdeZEaaWszZsg8GCqGg18suq8dTrv/nxYmhvrxvdGakpMfhiwcMw6s146MbPkZ/lICT7ZF2k5iDnlhiY/OpsRFCQJxDbjBjTEQOHt0NSShSatkhk5VzqKsrN5Pezop0GligZ297CfZ1x58C9LjqN89wcEp+D0QnnoRw1GocWBnFMp3brYrejuzNo6TUgcMfe4H6t8PVPwu7nMz5fDbVawbgxIYRwsQgFLlcpVHIZS+97CdE5Wpx91MG9IEqMA1dVAxj4ElFCehyOnc3Hkx8uQRWVjfomsYlKWmFE+KlKdpEkYbua1o7Ud12YrWIRsiuq0acdL0seEa5kGR+CRS2BOULKO/rS5OFIYxNHJ7bMhHVzd+P6OwZg54YTyM4oZpLoFFioghBXPaGtNmDP5tN8ZocQINCi43TN9d3x0EsTYNAZ8fA173vpajhLV0t/2MICl0m39UOYRo6vf9yCErENdgVfbhAbOXByMSxhYjZhGeMkeOS93zBxaCcM6dYcH93/LcsqsGBQb4RIEyao5fLpG4twYZpDxt0HB9LFSKqL+4JSzvsOWezMnNColsKSpGBdNIoKK2TVVheFw6tN2XGsTEn+5TuCVCxGk+YJUMvkTBlWCMRTad4quLpxTLSaHVOSx/fLrkgkSE+LZQ8nKHvz8UPX4e63f0GRng/eRBYOERcMLOsRHqlCVJS39xAFhZ7eR7549ZMVgmWpPt2b4bF7hrueU4bNSCTeABBTditIEE+CkGWdNawbSZNjgsTi3mbLdinoO6i1136++/UdePKOb5Ft0PFBC78z+GFLL6SmluOa5hnezUikQNx2K4q6voTdiMevi/fA6ujq8kSH1kkorMpxGVmq1HK89P7NUIcHVmlOTorCC0+MwTuf/CV4rL78biMG9W11xVsCUHmbHpd7nSGEAperFuEqBUZ2bYm1B8/6BS+PTB2K2a/+6fcZlk1QqSAOCwNXUgqp1YyKxtG4+w2HsBnTl+DvGK1xYajopUDMniJYI2Q0i9d5bCTVvvdUDjo3SWa3h9dO7oGvP1/H3H5NRMr10LAQWe0Iu1ANmdYKKwcsmbMNf/6yk032FFxQi+3C77fg4/kPINrTskAALEPy8M84fTTHc6f93vfQy+MxZExnRESFwag34clJn6JEgJtCF+1cRzcNHbtrJvfEMUMNFq7jXazZftAc6cxi0fEVAXtOZGHPyWyM6toCxdRCzI6dIyAigiyV0XzGpVcHPr7GeAV0zcOhzqgJvO9yKbi0BN6xWCRCTWMVbEqxW2lWLYWy2ARVaeDJWJ/iKKP4qBhbweF0RQm6JaTiUnDd2C5Yte6o1zIa3vXXdgs4CabERuCXl2/BXdNnoVpnglhrZcEZnaa33T+UOV7XFSSgeOKsv74LgdbnSwgP5ortzhp66w+5P+xQtI6QoqqlBNEndCxoU2sUGH5NJ7+3xyVG4OUPbsatr8/1Wm7jxLigjWLaLVKP9A0driiZCUZpJu69fTDumj4AeoMZhUVVOHYyFxKJBKOHd4BCLoXJaMHBXRms1b1rr+Z82bMWjBraHlt3nsXWXWf9smTFpTWorNKzQDSEEC4GoYzLVYz/3jSCObxuPEIXJSBKrcJLNw5j7dJVmeWYv3ofzJEyVi4IyzeyVmO+FMIBsTEQlZdhwSbHROJqS/Z4IpfAGKOAuJ6dBMS72bH+JJZ9uImtqnF6LCLVcuRFeXfksIlewguoyWt4nQwamsVs89IFKcqrwP3XfoqmrRKZ1klJQRXikiIx8dZ+6NSrmWu7uzeexPH95DbnAY82WkV6BMRtYvDhpn3441wm7pzQC8uW7cPRBAmQmAJ5kR5hmVUufxwiEFs7xGPCk9+yibVn20ZYtvW4MH/AR/uFsObgOYgmdmSlG5HZCsWpYihzaoCYCBjSw2GJlLPAjTIi1KkV7A6+fFAiwjJq3JU1lZKVnhiMJnDRGvdkGS6BzVMczbFO6uRSlFu8SkcEqwrIHSeDOVaACOtAQlj9Bch0ehN++Hkb1m46wZ6PHNIOLzw1Ft/8uAWlZVrIZRJMmtANd04fEHAdNXojvl6zFxVt1DAbFVBX2dBKrsHkqX0xeGSHeo2HsjqU3aEJ3hMUUERHemduaLInTk8wRB+pQmnPaF5/KKAdgAh2hQjGGClahUfixbcms1JaXlYp1i49iKpKHbr0ao7uA1vivdXbYabA3gdaowLiAGI1KhmfoaKgK1yjZI+WPsafVBrqM4Q3NK0P0lKi3dcLH7z41hLcckNvDOzL+0pdkQhJ/jcYRJzQWRWCF6qrqxEZGYmqqipERFx5vhslVVpU6oxokhjNOo7IYfeezxfhaFahW0WTYpUDlUzG3InyztHMtdbP9dYDohoTIooMKGvv76MiBHY3bOcQnaEHiAdA4Ohej4O2mcDkx3GQVZmhOR84myC4HeJl2Dk8884UDB7XGaWFVXjg2k+Y3YEvSOZi8O298ceJDNeFWKjMxgTNqk3QnChnGiHa7omwRSn931cfeAYjRJTN1cMcr+RLTR6ZGoI+jqwbvJd5otE3pyEx2IAIDbGYvVymWYuvI/tATtvGWJngOiIyDSxT4Nw07VnG7XLYqXIgVFKDCCPSW+CbYdfXc7c5/OfZX3DsZJ6r3EDBX/s2Kfj0vamoqNSxSZZEDQOBPnfbjF9wKqfYvQ6RCH3aNsYXj9avk8iJr+Zsxvwle/yyCLPenYYObfiMksloZi30Z47l1dr+YJWKUNY7xt3a7zoAzp3gyzr0nLIuA/q2wrhru+D1x+exfWKlWDsHXf94aAPUESJja7D0/p8hE9tcyTCK6Y/VJKF3mx1oKBQUVuK2h39kbfS+JSPn7+flp8axgPRKup47199z4luQymo3Pq0PrBYj9v7x8hU7F9UVoYxLCIiP1LCHE3/sOoZjFLR4+aJwKOseBVmNFeocA8R6q7tNspZSdfNeTVCmc7s9B0OkUgHriQp30MLW7+gbJV4AtaL6gE3G9YSTl/H+84vwwQuL+OyNz8WVyjb6dDWM8UoWtLBljhlLMBghFddIJar6pkBktoGjO+5LvS/wkZU3pjh8bwQyNGGlgFbK8UGE3w5zTLlXVWgAF6FhmjK0Hha8mGyOEg8f8AQSUaNNdenQCOdPFCIpORI33tofa4rO4azttPD7AUxp2RGv9BpW790+fjIfR3xauGnyO3oiDydPF6BDu9rLTntPZ+NElnenE31vO05k4kxuCVqlxQf8LE22G/46it/m7UD2+VJ2nEiDJ6J5NJt0nV144WEKpEjk+OCxXxCfFInigiqW4RM2UvSAI9iXWjlEH65CRZdI74DTqfPiymByqGwdhtXZWTj4zgVXNpHeYlWIoGXui8I/xBKE4d5DY/Buu41IVfFWH/TTTVdV4lje5+iQ+igaAsR1+fTtmxin5ZhDA8kJ5+/nwy/XsGA0JUnYquJKaIe+3OsMIdQOHYIA9p714Hg4wfpY+Zo76b3UtI4IWBZwZkjZpdXOoURTO7+FdTq0agzsL4PMYBd8nREavTbE/4rlpQ4tmYvk+rEbWgESobaJBsYE5UW55bKgJQAE1yaQvREE8SiCXLwoeHFlyTzWJa8CDN3SYEyKAEfZFWfww3hLjjKT43PU+kwkVt91xJnEeHvGVCxZ9yxm/Xw/ho7qAHHzwMJ21zZrh/f6j4FGVjditCdy8ysu6jVPZBdXBnkt8DooQHrtqV/x4RtLkZVRwgctIhKzk6OoRu9FDtYV1iD/UC4KcytwdF+md9BC4AT+Ov7tJLjKtVZHkCIguOKhDE2lR3OUFLmN5Iyg7oQlUjg75tofBYc95SmYeaGb1/IYuREtxR8ju/R3NBTatU7Bl+/fgq4d0wVfNxgtuP/Jn1npL4QQ6oqQjksIfojSqAIz/h0XSEuEBMZwwOooqVNIYZPwz230UIhglwOWBBUuFNU+0dB1+8xO3qhPCDZSSaf2Z9+xkLInZyYjIZYFuO+5sWjZPNZLh+RiYJeKYI4jS4HL3/kQHeHmQ3RqkYLRLRtDrifRMg+9D5twMMOyI0GGRB48YYWA2NnNTj45lYCi0iEE19GRZfDM2NB2SMFWT8fRxvRcws9rmYWCczzSagush0uwciGv0OpE13hh8TPCIF8l3XqghaNVOthrx7MKMfqlb9HtkY/R8z+f4sUfV3rxKYJlVFqmBn5t385zrlZvJ8zhMtZp5Xs+2MNlsNZ2FRUIXqjE9cncB6BxtH5TJtP/+xaQenFsv7JNBCrahsMYJYOOdJeCnOcSLZUVgTvSj/lZKTF+uOFVcLbAXlaXA82bxgeM/6trjPj063WCXJh/NTzFBy/nI4RQqSgEf9zQryMW7zgW/NCwDAwHa5gjp826iXz4FbVN+h7E1BSJAoaicv852dltE+gHS7YEnAX23GIU5BWiqFsqzqw7wPfgKOQQJSXU2uEhuFrKpQf5DBEyKd3NhlUXbRrH4RjesxXefGAsLuSVQaWUIzWebxO3WW0Y3/VVtk5TrAp2tQymWCk4TyEPMqbM0kHfVMP77XhyXDyOpdTIQVPgNjx0jYwFKAL7xb5Lno/CUYkLNuibRjALBed7qTNM10yD2Z+txeAxnRDjUCce0aiFoGGnRCTGpGb15y6UltXAYrWziW7IwNZMXM6Tvzy4fysWuOQUV2L6jF9cnyMp+b/2nUZmUQXmPjuNBd6dmiWjX/sm2Hkiy+v8Gde7LRon+nOuSourWdCyc8tpL1KpVSmBzUl+9gXzPqI2ulrKlT4fvfeZMWjULB6/bXsZpw7nYPvhDHy19zBvs8EEFh0f4vgOKK9vjA6EhM+0mJlLdfDzT1otgrRchDi53i94oI+pJXqYy6ZDHr8GIpHU65jSeV7f344QbpjQjQkIUoZFCFt2nsXsX3fijqn9cKUgVCpqOIQ4LiH4oW2jRLx/5zi8+/tGlFTxNXFBOFtlleR54izH1+MiR3wKgxXqXAMMVeUwNAnn20PtYF1C8goLv06DGWImLiPQPkmuxA6+Cvknrf5xk2N+IUMjE7i8QohioyBWhyEiRgN9pQ4mC5FLhTtgSHNG3ygMptjApLqEaA26t2mEaaO74YMZS3G0uILPBvkSLGli79UK53JKWdfGmH5tMW1UN9bu3aKR9x0/teUmN4pBflYZFGUGOGU7rGFi1jkl0VuhzDeAU0ohr7Sxzh/KaBHvR6azMhl62rJVTdwVPgUgCvR9SThIyf3QM5NjsaJtl0aMUGpQiWClidrns+ZYBXR5Biz6fgvuf34cW7wl/4Jg5crG2XG4rDBoRsYT5Nn01vvLcfgYz2tp2jgOzz0xBh3apmKdo6toxJB2mDSeF4m777NFgus5mVOM7o9+grtG9cQD4/viw/sn4JcNB7F6/2mmJ0NByw2D/F3Dl/++D1/OWCmoO8JMEQMFp0TUroOxIp2b5L/Usn0qbrp3MDr1dGej2nRuxB5DRnbEgk2HkFNaibJKHc7ml7IAhZHTqVblEI9zbZqdw7UHzeTarTkjw57iFAxPueCn4M8+bsvEB4v/r72zgJOifv/4Z/u6m7g7ju7uTukSQQURERURFf2LHT87sUHFwMAAJJRGurvzqOPgunN7/q/nu3Ebs3t7cKfc3fety+3OzM7Mzs7O95knPs/r2PlnBOQKKavYSk0vgLeXAqOHtsX0KT2hVMhvKd9lwYeT8dCcn6B10Un65z/2Yuzwdgh00+WcwyG44cIRZWDbRujXOgGX03Lw8Pw/kVdU6iT8xWAXz5vPL4FUBokgQXGTwDJXvIwa4clhlAKqXB2gVcOgJfVOV5VJZsNFYurLY4dOByEtE/Va1kNuUjK02UWmfJaYKEiU9rkBtJbCxgGmrtVOvVhMY1ebRjFY8OwEyM0VOPW0Utw4mApNiBcKKQxjuSuXStCjdTzzrpCh4gmTH+2P959dysYiZXYpFDmlJi8WGWZkcASqoA9QQSpIoCooGyyVaaWQqfVsJ3M6hpTrASpq6Ae/c0WQ25QGyXPzMe+XN3Bgx3nMfW2Jy3WQ94E0PSxkq12r8rqbZwsZInNfWYZrydnWaUnJ2Zj78lL8segRTBhjL1q3cs8ppOW6z4n4fuNBaHR6/N+dfXH/kE7s4YrU67n44r019g4Vu27Srr1vihwNK0d3R6tO8Xj322nlasYkRIfihbsH4HDidTz4sY1hZu3IaNZJspzxUs9vFOg39tNv7dBrzjXIpeKGQ3rQNaT6+cEntWyd5CH5Y+UhFBapMffxOzzalsVTRe8lw8fisSFjdPZDA1hCrhjk4bl0NQPtW4sLKVY7eDl0lcENF45LaMBtFBOGX5++B1+u2YN1h86ZmvfZlW2a3Nk3Bd2tGgWoo72d8wcod8Vfzh6I9Sknhm9K6KBKizZ9muLkrnOmpoRmqDUBKfxeOVWWdCykpLHqGomPDwKiQ1hnZp0fbU+8vJblonRrhpE9W1iNFqJtzybYu+kUlNlqBO1PhSbKlyXm1g/ww4dPjvbYaCH6j2jL5NvnvbjcVO1DH9mmLw4ZLWKNJb2j/KG9lF0WqnO3TfP7ixr5IuBkLqRaHSR5RYhtYlKtbde9IeJ7xeNUclnrAFsUGgOCw0wVaDqjAdtviPdAkkukHntbqEroSpJ9DxvyfFDuw669iRjc376Nw3cb7PNsXPHHjuOYNbIHvN2UTBN7tp9z7sljc5wp54fUjR3Pe4naAEWOKTHcy1uBpq3rITjcH8lXsqDX6hARE4yeg1qi3/DWFRK6W77rpFkhGE7Gi2AsC+1VCGplsNMXzwiD8cUz60TtnaO5kShsZIRPqv2+0rm49p9TuHQ1ExevZCIizJ9psAwf3AqJlzOw8KedrGydPCVymRTJKbnWwxkW4osZ9/XGHQNMmjmj7miDxEvp+Gv9cdHdfOqlpejVtSFmPdgPURGeNZrk1D644cIpl6hgf7wxeQgaZ2sx79RZGL3MHgnzXblE56ZSxkaDxO45a3RncmNTKEQUB0NGbP3SvBLIs0x33xP/bySGPtAfc/q9hryMAkjlUtbjp26TaDRsG4eDG46XGTS0D/mFrH3B8989gOgmMXj101XIcVFtMrxHc4zp66xYOmRSF2xdeRjnjlyFksI2SQVQeinw8h/3V8hosTBodHv4+Xvhrad+Z+q/dGCp/PaeGX2wcL1ZcdcG8oLVb1YHGZfTUZhbAnm6F/RRJCZXjjEpl0IdKoPfiUz2MjfTpIPz9Yo94kYLVRtlayEtMWD0vd3YpO9OH8L2G5dFV/9shz4I9bIXZbMtNb6clMUaYtaJDkaBuUmkI/QRCgqc56Vke1ZaT3fwW44nYlinZigq1bBjRYnnjjDFW3dtLoyWbCHYnb+KAi3zJlCI7/MlM+HnXzkhjrxiN95NZphaXnu+Tu9UDWRaI65vCUH2A94IC7M/rqSsm6P3YmKCYpDxcv5iGtt8SloePvhiA7Jzi/Drsv0s9EOGpq0wn8UGpMahJP2ffCMHwwa1Yt/3rOn9sPfQZZbP5Jx/LjC13TMXUvHz/OnwqYSmqf8VPMel6uCGC8cj6IJy7nAK/JOKUdAsEIKiLGVQUJiqiqweaIcyWqfndO3Vm5dn+RWmfj0VRiLBw3d0gN/gDugwqDXimtdlk789/gE2/7YbKRfTkNAmFn0mdMOFQ5ew+O0VTqtQqOQ4ejEFDy9a79ZT0SxevI+OykuJ95c8hp2rj+HM4SsIjQrE4Ald2N+bpVv/5vhly7Os31JuRj62fL8FPz/7MyTtGkAghVYbo4SMms4d49HkjlZ4bcpX8EvMQV60+9YGDEGANsYfOGHS68lNz8fyTUfx47qDostShVFMjhHTXh2Nrv2ascl/XjppP6Cbd0smkWBEvLjS6r6Dl/Dux+uQm2cKI7VuURf/9/hgKBQy6BxyH+h0ad/WPmyQW1TqVBnjjpcWbcBbv21GqdYknNg2IQav3TvYLjm3R79m+OaTjaammg7olVK7JGVbA0IW6AVBD6RkFeLxqd9izkuj0Kr9rYc5SCCPJRQ7zmDJ1a4FBl1qxgDoHhGBAkkxWrUzOhktBCnrDo+8hBXnXasJOxoZv/15gH1nYnlBjvyydD97DOrXHM89fge+eO9uzHjyJ+ZVE9sOlUdv3nkWI4c45yNxONxw4XjEmzN/xKE9F6HtElUmimUj888SRTWmHiyWC7tc6xzvZW9xqIRRZWuhDVHAaDZeWEWHh99L77FdEG/TWI/wC/K1dqy20LJnU/Qa1xk7lx9gFSeULEmhpSkvj8e8nSfcarUM6tIETWJdl+dSv6Km7WPRZ3R7p341Nws1+rtjfEc82uUl3Dh3g01TXEyFtl08M7CoDxMNGPXqhmDIgBasc7IxMgCSnGJ4J2ajtJG5JNyd58XGUNMFqvDOb1vFl5NI0LhJDBb9fLddyENvNHuvHDZB4mzP7d2AHwdOYKGvM+dS2AAXHu6PF99YwaZZOH32Bj78bCMee6g/Pv5yk/X40TITx3VCgzj7JOZSxxwmD7AYLcSJy6m4573F6NUyHq3io6GSy1geV9epHbD/96PQk7Aia3IoZVop1KNJbkk8d0BnNMLiD7iRnINnZi7CZ4tmoHEzz0JkrujTOA6fl2wzNd4ko8CS9O2uWs+N0UK89ulkpi949vAq0flGQYIghRoGB8kdsaaWFlxVCLlj09YzzLB9cuZAREUGihouFo4cv4ZBfZrDy8t9qO+2pSrKl3k5NIMbLpxy+fDp37Bn4ylo6vixSgZTKa7DQvQbpTHNaPaiOBZamPMLye0uzyiBwU8OKWRM7Ixc2PJUDRsoZEEqdOzQAOnZBbiUnOXyomkhrk6IR98gGUPP/zwb3Ubswd41R+DlrcSAe3rifFYehFMixoYgQCWTYs6UARjVu6VLg+Wz55Zg219HWMJvSGQAZr91F7oOrlgPHFcknbmOyyevWV9LC0uh2p8IQ50QJHRthDvGdEJMdBCmzvwepdSqgI5FTDAU17JRSsqqjuUj9gcEsmLTwGPwVqCge313i6J/x0ZOeRoj4pri85N7RVs+7LhxGScu3MCbb/2N9MwCNk2plDGDxPbaS98vKeQ+/9QwLPzsPmzefpaFHnp1bYR2bZz3KTrEH7ERQUhyIy5nv/P2L6ncvESjw8bDF7Dh8AW70vagrqEIOFWIdG8D1BZtFKqmMgjwzjKUeRTNSElTxwbKP5l930I0bVkHL74zARE36XXbsOIIAs8WQxMiR1FdlakTukeI995QyKS4dj4dL8/6CTptMRb9poC3j87OVqcGjHty6kIdDVaC37kNVT0JCAzwgcFoxPbdF+w8K/R7CgzwYoaHJx4XW9ZvOY2N286U+74tO89h94GLLLRElU0cjgVuuNRgigtKcWDrGRTllSA4IgANmsUgxuEO1h05GQX45dMN2LziMHstkJuacKWYy4wTc08YF7IW9/dvjeWPLaLEAhgjQ4CoUFOeDPVi0QCfvT0FsXFhSErJwSNv/IG8wlLmIREzYMYOaFUhjQm6mydjhR4WTi3Z5XL5CG8vDGqbgHXfbUF+Rj5a926OVr2aWrf55UvLsN1stBC5GQV44+HvMH/Ds4htLB5aqgjqYouKXBkSjQ7KpEz0vqc7Rt7RBnfetwBqqiiyLiCBtn6oU4dmJ4wCfMz9nYpbRZh6TrmgYd1wTBzYzmn6zFZd8WvicWSXOlcP0RF57d1VyM0uK6fXmptfumqo2LhhFHu4g479a5MHY9q8JbgVbM8my7lVUKIG4rygpviPaWOmZaWAOkgK72wjE1Y0KCXMaFGRQJ8I507dwAuzf8E3fzzqWsjRDSuXHGS/B69sPUoiFTB4XIYsvi36fHNf+wM6tRYSvRwLPu+MOXP3sG7q9MkVUgFLrjfFkfxIlj9Dv2NKou3dvTF7f2Z2IY6euGY1UsjQo5/5Yw/2x+cLt7CKo4oaL54ur9HoMW/+JtSrE4L2rV0b17cjPMel6uCGSw3lyM7zeP2h76Fx6GTbZUALPPvZFHj7qtzms3zw1G/YuuqI3XRlRik0Mf6Q6AWTd8XOaBCYsUIJt+yv/QrZn1ZaOUL1Mkgjw636K8KVVDYwkIDXe2vmMqOFiI0JwdKPHsDGveeQmlmAelGB+GHlfmTkFLEqkffmjEKH5rd+IRs7oiM+X7Pf9MIhj6F3i1hMbfIESgrVrCnjz28uR79J3TH3+5lQl2ixZcVhuwuwKW9Sgk1L9+PBF0ff8r4ltI1DYJg/CqiE28ZNQQnGXYa2YyGYvHxno8EUjnOfvOl9rQTyghJoIv2gi3KdExMW6IsfX7obCpHB00ehxLvdhmDGVufcoaa+YchOKytvdgUd8qBAH8RXwKBum1AH9/Zrh8Vbj6IyoQE+V9CZE7bszwXq0FwaAhi9aGQXAD85tIF+CD5bArnGWccl+WoWTh1NQusOcRXeD51NaEuqM4Xe3Ib83M0XTEZCSqQckrAgBJ4vxM5tcdgbG4FBXa/AR6bD9qz62JVD+WGmdRi8gMYNyzpEh4f6Y+EnU/HHioM4eeY66ys0YXRH1mOoVfM6+HXZARw/nYywED+Ehfoh+XouCovVzBjNznGjA2WGFUlJpXYhREfe/2w9flrwwC1pyfzr8HLoKqManQWc8sjPKcK1i+k4dywJi95fY1cSbGH/5tP4/t2/MeuNO12uZ/l3252MFoIaB0Ktg0ymgD7AIa5O1041IBO79ggCfK4WIrnEiIVnNkEilbKOt3T3LFEqYSwqxl0zB6BpxwS7t/n5qDBuQFly3iiRqp5bhdRrfVRKlGjsDTzixE+7UFqkNqmZ0u0pgK2/70HPMZ3RrGtj0eNLSxV4cLH2BIVSjme+ewSvTfiYKevS8aJtTnxmJBq1j8epM6bcF1Eo0dTN3b5RYoBRrUZRT/tjbgt5C96ZOULUaLFQ7GAYWzdvyX9x4/1iXbalEjw3Zxgro3UFLXc6KR3ZhcVoFReNEH8fzBzRHccupeD0tXRrHka98EA0jgnD1hOXTU38bM5Pd7kadrAcLdGdYMaLnSdGDhTGeiH4grheTWa6Z9VP7pCXGFh7jVvCkhMvBfIa+yHgcjFyk4OxtK4K99Y/jcn1TqFjcCp+TW6BDK0vBvdv7lSKTCXQs2c4N8uk5Z56dJDoZouKNXjyxT9Y+XP5qSDuv5vU9Hws+m0PHrqvd/mfl1Pj4YZLDYDu0L585U9sXHLA4QIgJsYObFyyH4++Pt5lmGXlDzudpmmDlChsaQrrsMtoAd2ZUTVQ2d29IYA60QlQqB376wiQG+WmrsVeSsDXC7LMfJNwl0QC/zrhmP7mJPwXHE9MQYmW6rmdj8WlgiKoHAY7mVyK/WuPosfojoiJD0fqVVPnYAtkWLTtYXKxVwadBrfGT+c+xvZl+6AuVqPTkLZo1M50F9+sSTTCw/yRnVNU5vkx7wslRuvlru/EScKfVRW5uZGfOawL2jZ23YU5J7cYb6zcCFDesoPdkViag8YBSmgKnBM4X5k7kmmC+PmqMLBvM0SEkxUsTlZ+MR5fsJIp4hJUYj57VA9MHdQRi/5vEnadvoLEG5m4eCMbm48m4np6Pjsdm8dGoH+bhqx6yM9bhXX7z2LN9lMweLtp5UAJ5WpqY+HwYeiYMi+Mw/ISajoqc+ncuvm0TLPRJZFAlatHabSbJpXs+3bzJRpt5tLnlktQ0NgfCeHp+LbbcqikBpbf0jvsOibWOYuJW8bh2fvsE9tvFvp+v5k3BU+/vARHT15zm1fqSejor3XHqpXhwkNFVQc3XGoAiz/dIGK0mHHQTiG0Gj1em/4tRk3thQ59nMtWs9Kc7xQLm9knwbLojiXZ32YgMHhJINOZwkYWBJXDYEEVMWS8mPU7LLkclFNz5WwKIuuGoG6C6yqeyiQpNUd0OttdEdEwOsb5WQV4d+qXCPaRIp3i/ebcC6pSatuzMXqPdM4HuVmuJ6bi7P6LiGtRF236NLerWqLnb740Bs+99qe1vNgSNpAXG6GnvkRKF3kPQV7QyEx9aMSGDNW1fPz12iroCvW4fDUL4aF+rHeQDyRYveooTlxMRb5GC3Vz8coS2uqzTwzFO++sgZ5EC0mvRxAw++EBGNC3GQbAVFLtyI2sfGQWFDPhQ18vJV7/dRMu3Mgs22+jEZ+s3IlijRZDOzZF39YJbNBb8Ndeu22fvZYBuUyGYb4q9G7VALH+Adj621GoIxXQUbdy+oItg6VZuE9eLECVb4RUL0DrX3bOUriGEkKM3m6qeUQQ6zjuETZvU5QY4ZusRnFdFw0/2cnnwnhx4/R6tNsBq9FCyCQCAuRazA4+xkrsKwvyqL314li8++k6bN9zwU4IuKJHhzw4HA7BDZcawJrFe8rvrOpgwBzafg4HtpzBk+9NxJCJXe2XFZxl3h0rVFheilgogsIqCpvkXIvip+2llQZLUjOlxFuZBG26N2ShraVfbbbeeXXu3xzPf3EfvHzc3G3eIicSU/DBz1vEZwpAl2b1cOJSll1IyGgQmMeFypHpmFMzxwadGqF5j6Zo3bUheg5rUyGVVFfQuuc//TP+WrDJOq1+0xi8u+Y5hMaUaZA0bRyNpT/OxOFjV/HRk78gSyGF0VvJjrVXnhHqULPKqkhjRUOASD8mOj/0RnilFCM7Nhy//LHPOmvV2mOQaPRMGZig0lm1iLeFBswBsQ0xoFtTtPuxHnbsucDKobt3SWACZGKQQNwLi9Zh5ymTEq9KIcfMEd2w65R4L6SF6/azx8guzZBfpGaDLQsP2Zy+J66msscHS7fh9SlDWJ8nVYEAZYGBnb+s8o3sF5k5L8v8RmWRwEI0RoWEeQVZnolKArWIJ8Y709xPSwRbhWVP+cvSfdvm+/JJ10GVo4c2UAa9Sgqj+YZBmaeDTGNEfgtnj1WwnxfyCzTWRpuOtIlNtRot1v2VCmgXm8o6V1cmJCL3+vOjmWBdXn4pAvy9sGHLaaa4WxHo66XziDR/qgV0LbtZ49XdOjkVFo7m3IaUmiXvy8UhpEEsfGsVFr65El+8tAwHtpwWN4AqWjGgAPRUTepmP6Tm/AZvXy+069kEf8z/x85dfGjbWfzw/hrcCum5hfhh00F8/tduHL54HWk5BbiWmcc+I6mqvvH9BvZXjDn39MWL82egVc8yj5SKDAKzsUbHj91RS6W4cuo6CrIKkZKYytR5nfol3QS7Vhy0M1qI64lp+GLOj07L0oW8a6cEvP/tg1DYDJa0p6rcinUttqCNFU+WtRgtNLDmtTIlcjoi10vwTjdTX5uQYF+MGd6O9RtyZbQQHyzbht2nr1pfU5+hT1bsLPeu/O/9Z3EwMRnU09rch9BZV8Yo4KUf11s7U9Af0hti8igCIKM2Tw4bovlyjQCZWRWanivzDXa/BWWuHn7XXeuQRMYEoSLk5RTjq3kbTC8cfofkxfTO0sP/hhaBVzQIvFgKvwwNfAsMGNu6CZQ233v/tg2x5o0H8e6MYcwAFN1WiZfTz9pglCC9MABbjiaaWnt4QH6xGos2HMTTC/7C7C9WYP5fu3GJmkOKEBrsh4S4cJbsO3lCV2bAVBS1SC4ap/bBPS41AAqrJF0wKaC6xIVHprhAjZXf72AD8ppfdqNpu1inKgWZznlwZxd+x+oiyx2vlLw0gEFJXZ5FejBKJOjSuQFatqqLQRO6YN4zv7Ht27rWyYj5Z9kBzHxtHG6GPWeu4omvV7FBi3bvu41l/W3qhwchQuWNpFRxef+G9cIwaXB79vz9DS+ycA21EMhJy8Vb935etqCPD6R+vswQ2rXuBHatPwljYREC/RR466+5aERicTfJDhLKo5CanbfHiL2rjzDDSClyVxzfrA4ef2Y4Pvh0g9335BIxVwEdLLqjJbUysffanBelMeK3PgFeKoR7i3TydoFWp8fag+esHpNbEZhzdStGa9arzPlXNxkKURYa4X+xGEYfGesILdO63t9GzaLRrJVJydlTjh++yiprrJlprqqFWCNSKcZP7oYRd3VGVN0QzCnVMIMhIsgfMaEmD8ygDo3RtXkslm06gs9Xm0NpEgnu730Q9UNN4WBbLUiZVMDi/W2x7+JqRAb74es5d6K+jcKwWP7RlHd/Q0ZemXT/7lNX8e3aA3hwWBc8Oqq7289756gO+H7x7godIwpbtmlZD9UCXlVUZXDDpZpD/WwyU8sR4ypnQGCeDrPRcO5oEiAxl3xaqidcXEQVJaQwaqqusGLbbVkqwKAUINeYxMdIxyMs3B8zZg1A/0FlIm00EIt5eigXx1OyMguweuURrP/7GLKzi5Dd0htGyvGwfoAyyOtyTcgFDf2OwwJVn8RH2+fz1G0UzR6JR20aClJllK+pF49tkrPEzxeFubl49r4F0IUEQaPVMy/I4BFtMOOxQfBxU4buCeUNucMGtcapE8lYt+V02XdBFUZO5etuEASU+kuhKiGPg1MzGet6qEeVWGZqVGBZ6IK6iq8+cBapOQVoGRuFAW0b4uilFOw9e5VVcxWrtdh24pJLz5fHePDR9DIJU8y/KUiQMEsDuSCBUGSw5hiJlfCSJ/HNT++tkMYQYbSpxBJPqy/bF5p536wBVgPW31vFysQdoenTRnVD4plUrL98FfVDc/Fw/7Lwn/WeA8BbKwZg30VTy4KM3CK8smgDFj3rOmn+p02HkJlPpfrO875du5/lFrV00SqDIK8Lqe8uXXnI4++/oseUUzPhhks1JzezgOmMuEUkQdctJAEqLXM9G73NTRUdVyuY8gEoR0Dn79Dd2fJeuQSCFlix4RkUF6kRGOTrJMrVfXArnNx30e5CTd6GboNbebS7B/ddwitzl7DmfYTem/IAyo+CGuWmMIHdNEHARLO3xRFq1Ni8ayOcO3gJRoVS9CLKknSjQlHk4wuYDS+Ky69ZcQQb1xzHx19P80gSvvf4Ltjxp1lfxvaYjGgv6m2xLkPlxc/Y//5AAABo/klEQVSMwOF1J5Gr1bM8DoNUDm2YiMFkMTqcjA8JoAI0KikLj1CYxOYDWo0X71SgUKQgqE8dk6fpUmo2Hpj3BwpLNZBJpPjVeBRBvl7IK1az6qDySqadsJW/vwkkTJSvnN+AWIdoQUCjyBA8OKcn2nVugJTrOZArZHjorvmiq6gfH46gYM89TkRBXgm+/rjMU8Y2b851EstPkuj1HudSkXF18WIGfDMN6NHmCuiwO7blop9kVlHZPgvm9gjkVSEtHzEOnk92WQ1ENwDbjl9ya7iQ4ffI/X1w/6TuTEn3oy83uv0cXioFmje9tXYK/yaWUGRlr5PDc1yqPRkp4lUxttBFtmI5/LZeEwk0wUpxo4dKnUt0kFIoyYVRRMaBJkiCO/73HdaeTBQdc4bd2x3te5tySSxGTXhMEGa8NNojj9Pbry63Gi1s70Wa5Ykisi+vPngHWjcUvziSUfK/P59mRoUriRQ2FIeK5zbotAa88+ry8hOpAfQc0xFjZtmXpdZrEo1ZH0+FJ3z07XT4yWSmFgtaCWSlNt+R4/ZdhYwgsAoc0b01CtAxo8XRIwMcvHiVfcYPl21jHhVTvq/JSCGjhaiw0SIIUOTrIC/03AvniJP3yOW27LfbqVk9fD1/Grr3bQpvHyUSGkchOiZYVBWXDlt8I5N429VLGfjjx11Y+ft+ZGeZVIrFKCpU47VnfrdTGXbZ84YdTAO8FDKPVXmnPb4IaRmFbBCVal3bfSVa507MOr3z8b6cko03F//DvGiuoL3NyCvCJ3/uYN6XlGzXy1IvIlLqffGpYSwninD8bHK5FO++Ms6t3s9th+V7q+wHh3tcqjPqUi3eevQnl/Pjm0bjrkcH4L3ZP4ve7VAbACpBtuRRsNJYdodnrg7yUSC/dWhZQqYIEXI5nhnfCweMpfh5u42SqeUHZr7+ZBeW4P0/t0EhleKuXm2chNbeWPQQTuy9yMTzouuHouugVlCqyncIvvf6KhQV2icnU+6BvNAAvaXs1bI/Dsq4jgZO3/YJGNajudvtBYT64/mfHsPjhaWY3vstFOYWW+86WZVRWIB9MzyHhpI3ruWwhnx1SZbfDfRdzPxwCkY9MghnD1xEWEwwWvduxhRGPaF+gwj8ufk57N56Bi9/vJblZxgLTc0wqTO3JogqxdiWRDZuGbwpl8J8e2NrZ0gkUN4ogC7A1xRWdHjvsbQb+P7Nldif7l67w2PMK/G9Vgplrg66IAU0QXKUxNp3ynb7foHE3Mrx2Fh21jxo0r8d2sRh3ut3OS1K52bP/s2wa+tZVmlmu4oBQ1vj1+934McFW9kATNMWfrYJL793F7r2aszOF61Wz0KhNCA/Me1bXE8SVxkmoUa2Xh0ZENQaw5SzNXRiZ4/CJg/O+RFXk03rDvQrxYRBx637aXk72fypeYE4dd3ZO1Ls0Ejx1JU0TP9oCQtruRP0o8+4et8Z5lmjyqZv1uzDxzNHoUdL13lfg/u1wIDezZBXUIIAP2/cSM3Fxq1nmM7P0IEtoVLyAAHHBD8TqjH/LDuI3EzXd3K+Ad64fDkdJbEB0AV7waCUQpCRKD31vDHAEO6P7FJ/SHQGeKUUwetaIfRh3tD7KWGQS6GNpoHJzQ5IJGjVswkQFIDjCw7A16hFcRTVQpvLO0QGifeXb8OGoxcQE+LPck1IzjzA2wuX07KRW1QKtU4P1UUZ6u06hKL0Ingp5Rjftw3uu9tZeCrxfCq2bT4jumsBVzTIb6iCwUcmYkxJINEKdomrjeqF4ZUZpkoYT/D198Y7vz3KjMKk86lsmpE8W45hHJHBZc2KQ3j4iSEebadOwyj28AQaDH/9YSfW/3UUarUO3Xs3wfRZAxAVEYC0jAJmf9AdN6HKMUATJoNASbiksWL2jlmMFDJumJvbIr5mi8EIqUGAKtuIEh8qt7b5jGxElGLB+QsQAp3v4D1BXqKH3kdu/b5kxQb4XSmBKldnLQOmB+10SZwHxotBQPDhPAT4+SCbVGhdLe6wHtr6oRNJuOvhr9G/ZzNMHteFiaoRxUUaVjVEEvRqg8769skz+rLmii89sZhNsxi15Bl89anfbG1YRmi4P3LceGNMbzbAVLlsemPjFnUw7QnPROIuXDIJ9xHjBx5HWFCx0+HS6uV4evEICJayKxsoR8uWL1btZqEnd4nUtgE5i2eNjJfXftqIde/McOs1oRsqqj4i4uqH4aGp1UdwzhEuQFd1cMOlGnNo+1m384+dScZ2uRqINScimK+arMOzQopstYZdZcijUhobAHW0LwTyctgM8OVh1Orxxkt/sufk5PVJNdWP5jb2gt7P2VOjMxhx6OJ1t+vU6A24qC8C/OhOWYeP9h7GsSspmPeCfaLgscNJ7I5WLM4u0wvwyTQwHRO9ij6vzYhBx4Dyj80X2ZBAH3z57ASmsFoR4pvGYMHGuUhNysaJw1fwyUcbyhIsRfISLNv+87f9rDHiE88OR2Uy762/sXXjKWsoasvGkzh9IhndusZjRcYZO+8PDR1e2QaUhstYmbBdWbMUMFD+T6kARTEp1Zgxv1+RWcSmhe7VoKS+j5M3Sx8gRX57CfwuldNHx2adtuGg4GMFVgPK3RnIQpSiomwCJGoDRjZOwJgRHWDM16Luq2GIjAnG/U/8gEtJ4uW6rkhNL8BvKw5g/5HLWPjBFLbLzzy8CFcuprNzz2KMTLy/JybP6IOlP+92eV46jvfZbm482MJUZWTblVkqQXTdEKi8ytdasQ2fEq0bp0DGDFV7lHIjknPEu6yn5BSghU2eyqkrqaJGS1xUMFrHR+OvvWdEQ4s0LbugBFfSctCojqkfGYdzs3DDpRqTk17gdHHQhnlDE+kDvZ/CTnPDim0YwxYyZsSWL4eMyzl2F2n2TiOgKDJC7+tGXt0T6L3mt29OTcH19FzUtSnPvHE9261UuEEG6JWSsqon232RA14+cgzt1BTTR3dFkJ93hXaNFH5//mgdzh6+gsh6IciVy00XdA8/75oVhyvVcMlIy8eWDSftplEII/VGLvIWXYfSaIQuOhCCUg6JWseMV4m3EtICPbTh5kHQdt8pVOglQamXBOoQKaQ6gRkzrOt0bAjzYpDXxStZgLq+jUvGvA5dqADDDQEydVm4TELCdukaaMJVMCpNd91StSn3hsIeXhka+FwrsZ5D7vDyVkDQAEViorESCTo3qIvXnh3rFE6JrRsmargYpYDOV8pE9Wh9Ej2gKKX9NxludJ5dvJKJnQcuAoVaXLKRH7CM48t/3YeJU3uy5OnyQmSUtK6j36hCConOCEWRjin22i9EmdUOB4I8lEGmarby2Lkv0frcx0uLIL9SJzuSXucUuz732ze0L+mOCgnAldRsO+OEEnFjQgKwZr/7GymioMikll0r4OXQVQY3XKoxPjYCTvQbKWwRCl2od4U8JnZUcHkKrwiXbfrkWNdjUvvUhMhMKp+2uR43i0SCbQcvYPKILuzlbz/uwpqVrrsDF0fIUVJX6XK7pLT60PjumDKgQ4V35caVTMwZ8wnrEUX5QXm5xTA4lFC7+xxWvRvzgF0ZkIHianOleiOg00BxJZ2FYchoIQxyCQqHNWD9a0TfyDpnSph3ioxAu+NIxqpcgIQq0FwozlMvK5PhAqgy1Qg8V8SqnISLxdCTFopeYMqv7nAMrfQb0QYj7+6KJi3rMO/D0Je+RUZ+sX1DRYkE788ZI3psp03qhi27z9nvpxzM82QNbdIGFYDBRwp5kRFe+UZrGCPxcjpyr+ZCQmFXrf2+U87KjWvZ6D2gORZ+spF5PET1HBVSaELN3j06vjIJNF4yKLM1Vs2kMZM646+fdjt5L2h9A0e2RXlcu56D/33wt+VdeP3RtYgOLxR1BP62V7xFBXlG/PyUuF6UjzBvX2jVegxq3whfrynLxzF1ThDQsUk97DmTVO5+JWflo0OTaqLDwrlt4YZLNaZ5x3gc33eRXbS14d4mo4W42cHQE+PCnOioyNNj3kdj8Nv3u1jCqd0FmmRDdAJCzpSiJIISKWX2uSY3yZUCk4dp3d9H8f3X21wuVxijYD1pGC4+D11s64VXTNnUwopvt1mNFrYu+sdTw8zmQA3t+SYbK9t1aoCHHh+EuAb2/ZlO772A39//G1dPJ6NBm1jc8+xoNOnYwGUJrq1gHW2lqL4K6lAFicuUaa+QZD/l4pS3qyLJzE5Qw83SMq+YI8xoYcsBynxTaTZ7SedPsWfKrM3a1sfVxHT4B/pg5N1dMG5qD7sE5V/m3oPZ81fi/HVTP6PwAF989NBIBPiKexHi6oXh+cfuwDtfrLdO0waQZ1DcG0kJ3sZi6l9kKitetuYISkt1QLgXpGoDVLka6+ciz2N4VCArhX71g4l479UVKMy39zBQWE4TZM79cdieNkQFf42Axm3q4u+951Aa4QN5kQ6yYvu2AteTstCkVT1WsfXL5sPYduIyfL0UGNu9FYZ1bsqSZt/+ZK1VGbdpXAbaNDHlYTmy/ngj/L7X2RBq1ygGXYfGoePSz1Go00AJGZTXJFAkS0FZclSaXKrRISE6FI+N6YmoEH98tmIXyoM6e9cWWCJ1JVcBVfb6qivccKnGhEYFWu80NaFeFfNqOFS7mMIynhs8qiI9SvJL0ahJNJN9Ma3DvpSULvZ+KTr4puqQ3cIbRpXNNhxyG5z81yL7smzfKUSpfLDko60u90sTo4I6qpzTmtztciV6trg5ZVtSKbZVtGXhk5swFi3VKIf3X8Kch67j+z9mITjUlJh4avd5PDPkbfNyRmSl5OLQhuOYt+UVUeMlOMQXE+7pij9+3sN2JS/BC7oAZ/0dFg70ZF89/DzyAglkhRIYKB/J5vtX5EishotEawoRVQTyljRrUw8fLHrQrV5JeJAffn9hMnILS1j+VESQ6fi5Y9jAVriWkoPFy01qytSHyN3n1XtJoCoxGbvFWpMRwcJHKik0QSp45WjY2+8Y096q39KpRyP8uvYpnD2ZjAUfrseVSxnstGaeFlfni1SCAh9g/5XrEMjeDJJBFyiHIkcGRaEOUo2BbffyhXT0Nhjw0CdLcS45k+0Xre5w4g0kZeRCmW/EmQtlhkp0uHPTVAtdGibDR6mzlkJ3aFwHXz4+Duuun8cTuyweG0ALA7T1AV+NHKoMGdRaHWaO7IYZw8v6nLVvVAfHLqW4DN9S08xuLUwCdxzOrcANl2rMht/LFDCNXvIKGSuSUj3kxTo2kFHIwuCndGqkKIo5hFASqsCqn3Zh9yEb97CLmwG6ww4+r0ZRHQW0wXKmAUIly9QwjtZG4QIjqZp6yxEW4odwHx8cv5Zm7S1jXQ+AH9YfYEnAYugVEhRElm+0yEoEKC7lIelyJhLMmhsVoUGzGJw5dKXMeLHo2JRXZut6l1BSrMH6v4/i7vt7sWm/vL2S/bV6ddhfKX57bxVeWzrH+l6NWofFP+zAP+tOMo9Ahy4NkFdSin2KIjf6LJWHBBL4n5dDHWOANsQUNlJmyeCVZlZfprvsI/nO+Rsu8lbiGkWxXezarxlGT+7mschacAXv5B+a3BuBAd74dfkBFBu1EFgJiPix0QbIoA8wGS6mXB0BXnkGyLQSdj5rY5RQBaqQW1fB9EoskvtKpRxtOsTjnfn34Y23V+H4+RS7pof0vLARUNiQFKYBeSmgp49hdwoLkGoUCDqlhF+iAFVGCbr0bsLE3c5cy3A6xRZtPIigTPtjfem662TYIB81hrU9i2UH2qB3q3h8PGs0Mxp/OHfYWb1XAPueyXCh7S3fddLOcJn3yCh8sGQb1lH7BhHjpVSjRWGxBiEBtcTrQj9ZYxWsk8MNl+oMVbNYkFF5s385b7CV41dIocwogUxrREGb8IpJMlInXm8Z1qw7BXg4sFDoKPCqFqCHG+59qD3umdoTXZ/5AmqHUky6FJZKjaKGC83La+bl+nOYQ1zKAgH+19TMG7R+9THMmuNZWbIFMg4GTuyC9csOQqfRwagzQC6VsLt9l8fCA08YDRa2eSpXTl6z9+qYjZfLJ67ZTXvzxWU4sPeitc/T0dxiRDSPuHmJTSdxuvJXJDEA3tfl8L5O+RsCjEpT1ZZEkLDqHrnaIO5dK0ujgV+AN75YOguRdVz3xnGEGjHSORLgo6pwrhCFde4e05k9luw4jnf+cN0lnGDfhKUFhgwoDZUxz4Y2SMYmq7Va1vBx6/FLWPbSfSwfhgTY6oUFYc5bf+J8cgYkSiojp5MIUEcBxXECSi0q/RJATwaLyMcwqoCcDqau635+PmjUsg62bzjAkmJJ2M9Ipz2Vr5M+j8yAQokeClDyr8AS05PSgrHraBx6titrYmnbWLFRVBZiI4PxyWNjrNOzS4ud70Mon4W+WwmFQCQsVGVLgK8X3ph2BzPcvlu336mJI72mqqLaYrjwUFHVwT0u1Tw5t6jAFENXZquhDffwgmBupFfcIuwWEnnp7Kl43oqr/i4WFi3cjt9/2gNNYzlYYxmHEJKI1ARDFyiF4M5jJAC+KTp4Zems+i1nTrkvy7Z7uyBg+e/78fN3O5h3BDYy6CRLQTfsLh0rnpSVGwXWZ+n82VRMf7Q/YpvXQcHOQrs7V8phiWtRVuVxOTEd+3cnOq3nyo1soEHFqqTMH9JkSLBBUICczi1vBdp1aYi6oYE4cvYabmTkwaDTw8cgRcumdWBQSJF8KR0pgg4lCQZow8whIyPgdUOK0G1FZO3RF29V/qwTF4YR93RDSnIOUpKy0bB5DEbd2xWh4SL9A0QgY2Xesu1YtecUMxgbxoTi+bsHoF1D5149njChV2s2CH+34UDZYOzOQWT2WrLcGDonzdYGHfuCEg2Gv/ydyZA1H1MyHko6GU3Hhk5RMl7EfjruThMByG9tenRa8gWKoYPQ0byfFmFsWq8cyKevQCtAUNFPyICZ9Y6gXdwNUfuZJHiSs4OQlJ7LlHCjQ0zfQa+YePxx8TjTWbLdBwph5XXWwu+qHH3iEkR3NS4qRLShPG26bnigmw/J4XgGN1yqMfUSIpBhvktXZpZAHuUDfZA518XTQfNfblr2xgcTsWblEezecV58AXJHq3WQGOXW6hcrVIFBLQS8AVWpfUuDHhPaYsWRc+LXfsppuaSBqtBw000cyaj4+rNNovNEmmc77bdVrruc4331Ujpefvo3zHykL07sPGdNuKW/9NZJc0dZl71uVkS1lPMKcgmMEqAo3laUxYytger4nMIfOoGVPFPoh/6X56oReCAVUkHAlz8+g8TjSdj7zEqE0kDMtEskuLLhMlM9ltAgPSIE2jAbwUIpoK5nhCAvgYSqfmwM134DemLsfT1ws7z3xxb8vfeMVU/kcmoOZn76J5a/dr81TFMR6LNMG9wJkwe0R2paHh6a/QPSozwwyl1I7luNFnMybmFTHQyUemNzbCq+k2VPiwSTVhJbj001ldUYYtpMpqfvtNiK4VGXRHeVjIsCtQp/n2jGwlbJGXlWw+Xx1j2w+fpFZJQWmT6HTeUYeZwKG+rRs7t4jlj/dg2ZgZKaXWBV16VTbXiXZogMLs8tXIPg5dBVRjVq/MBxpM+osmaAdMcfcDILfudyoEovgep6IVQpxZAWam++v4Wr91GeCOlviEAXqMZNTXkKjky4tys6dU3AC6+PRdsO7pP0lNSB13H79FoqQX5zH2S09wHlE6qDpMju4IsVx86ZLthm0V5bQgxyJ6OFKC3VosDssXLH0UOX8el7a3DLuBBLs/2clpfHTqfi3bXPoXWvpgiKCEDbvs3x/voXWJNHC/EJEaaBsZ4K2W38kNPKD3nNXGQAkXBcShF8z2RDkVVqjr+TwBkg1VAXaFO+Ch09Wb4GvqczWVlx6x5NmLHx5/x/TPtn096AsFRXFbYSCdMZBeR3sN8f8ra169Pspg9hYYmaScnbiqDRcwqZ/LX3NG4FhUyGPZvOwpDCMnHL/y7L6YllUAnIb6szhXBtj82t3itIPHveNiANI6PFjRbL4tOODMeV1nLkd9AhSSjrMh/l44+NIx/Ec+37msJwDuumc2Njmr23z4JKIcf3/zcRI7o2Z2E8Sph+aHhXvDx50M1+Yg7HDu5xqcb0H90ee9afwL5/TkMqk7AqFUreo4ft3b06ygfFjUNMF+NyGrNR3Jwux0/e3QfzFrsuOfZOFa8Sueve7hg8rDWeevQn5OeVWENDnbs3xAMP97MmLb781p145L6FyMwQb74mKzECYSKiE9a/AvJa+pg+j0UhlE02a4+YIxb0Yfq3a4R9549D4+BhyUjPx4dv/oXX358oug9JVzKx4o/9WLvKtV6Mx1hUi+m5WRVW7ytjSZlSrSlZ2bYJ4MljSXjt/Ylo20e8dxIdt52HLkLRPhRqUmKzHBtatwuvTuDJLFZea5BJkDs4waHcuezYGfyVyO9WF3WPZWLmmxPY7GRSiXUT4jMqxcqlzRU7Ngyd0gPNO4mXdHsCNWkU65FDRhd1Mr5V9u84z4T1KA+qMM5BE8kcSqNzjnomkdWoDbG/hApSakxphMFXgCbSyMI15WKrg2N5brfdihs7Sqken7d1322ZVp2sM3lAKE9m7sF1iA8NQZuwaGYMBqq8MLVpR7xzxPk6QPPzta670lNH6VfvG8wetZaqaIrIy6EZ3HCpxlDFxSvfPIBjuxNx6uBlXDl7A3s3nXY6yb1Si5kWhC7KD6pGocgv1jh1KB7StSkKitWICPHD+P5tUDciCJ/9vh16x7tKQYBXhhYykTFs/MTOmD6zH7tD+2npLGzfcgZZGYVo3qou2nWMt+v4GkDJmN8/gPvGf+FkUBAaGhDchVYc7wJtp7P9tLwGDL4y3DGiLVYtP2TnjqEy7r27EpGbU4TgkLIyWjo290/4Aqk3yu5AbxVaZ0mMEqURSiY4xu7W6a8N1JMn4Ioaco2RdQwuyC9FQKBzrsonCzbg58OnWDmu3Wd2fG4zKSLAD23bxePa+TTkNA9zqcvCkEqYuFvPZwYjtqmpU3aTdrG4npjmMj/J55Iaxc28ndbrd97k0aLJzTo2wOz377kl0T0KBYUG+DD5eFuoJ87N5rjYkpdXAq2/DKXhJF5oU8VBeUwGqvwxwDtdC1Wu3lTaLAFL0CW0oQKKE/Ti+SvuoHZPpYCsQIL4yBDojFpkZBcyATtqiqkLYdZohVY5KPwqImzjqQ7Q13gwLxqF+jLLirbwxI6/kV5aBINgRO+YeLzRZTDah9fBsawUJ6n/XtE3JyfA4dwqPFRUzaFBoF3Pxujcr5nJaHGRbKso0OLR0d2w8OW7ERroY7fIqN4t8b+Hh+LlqYPw8MhuaBoXCT8fFTNeRDbIciEc6d2vGWY8NtA6KPn4qjB0ZDtMmd4bHTo3cGpTT4SE+OGZl0ax/SDPDA2WDHL9e91iuwBzLyKiSKPBqfwcFNdRoihSAa2vFOogGpzk0HlLUVxsXx3xyjO/V67RIgEKErxREmU2Wsz75wgpteY18YbOS8qcY08/9iNuZOdbE3SLi9RYsewAfjp2WtzD4QB15iWFYAqBvD51CN5dNge/nnwPce3q2y8oagACmYVlxsGExwZD6a1guTZs92VS5uWTmf+6Glep4J2+V/9gX8z5ZMotKwXTZxITMVPIpOjT+uY9ORa8InyQ39gHBm9zM1KzEcf2WkqCdHL2HbIUE40OmnAjSuvqUNhQh+JG+vKvqIJz/oPXNRkCjyvhd0WBzH2F+L9m/XD66WfxXp2+aPBjCXySzB5FMnYtd/F0Tlh+647PDQLqeRdATwlPLkjT+OLFM33tppGNdqOkAHrByHZtZ8pVjF39M15o1w8+cgX7LuXmbuANAkIwKu7mQ361AUuTxcp+cLjHpcbw00frxO++zRc0Mm4mzhrIni//4AHsPHoZWXnFaNu4DvzlCjz58CKcPX2DzW/Wog5mPzsMSakiMvKCAJ2/DArKcaGEuzHt0Ltfc7TrEHdTg1KfAc1Rt34oK00mL0NIiA+W/LCz4netYpg//qajF02vIxRsQqnEnLlo9ujM+XIlfn/rfjYIZ2UUYP9u8/KVAPWkyW3sDSMZYnb7Ju7xoGaQeS18WV+fLFkJRrzyPesD0ys8GjuXHUWhrwRCORVDtOYJvdvAR6VAoK8XhnVqZhVmMxgMOHfNpDJrxTbB02YtTWLLNG7qJkTisw3PYemXm5B4LAn1GkVi3CMDWfjo5/dX43SjEtH+V/Ie4XigR38MmtgNgWZxvVvhUkoWEm9kiSbE7j59FUM6Nrml9Rvq+QDJ+a49UuQ5IwNUoUfyKAWgqGArCwlwZ/0W0OYb8M/xRMjzpGUKw+ZNrD98niWyjpncnYWusOwSiuNlKI2RQV4osOTY4jg5M1CUeQJLxJUVC5AXG6GOkrEO4OqsaMgbiTd5/PTsUHx3sQ60Xu4VlMl8ydaVYM4Pf+HXyZPwU9IRrLhi6sZ+qSAHvVZ+ha/7jEOP6DjPPz/nX2XHjh344IMPcPjwYaSmpmLFihUYM2aMnSf41VdfxcKFC5GXl4cePXpgwYIFaNSoLJcuJycHs2fPxt9//81Uq8ePH49PP/0Ufn63/nu+WXioqIaQn+Mivi+RwD/QG099eLd1kpdSgUFdTBd4ckdPnfAlMjPLck3IgHnm8V8ghItfvPUKKRuQZ84agDvvMglQ6Q1GFJWo4eejxIWkTFxOyUaDmFDERgfj3NUMBPp5oUGdUCRn5LNtxseEWr0wJAJnq6fSsmk0Hlm58daTGNn+OpS2ioRVEovyMeCJL9G9eRyOrShrVKj3lkITIGM5DxQaYBocZmQyCQzlJGcSFB4ixWCXldIupjPPjHn/UrLz8UdWPnyDpKYQmgvocNINd/P6kXhybC94K507CM/+8E8Ul2pdHyeJWbo+yA/j+rSyW4SMlznzJju99e0lj2PpTx9AZ5VQLsMn2h93jq28pMy0XFOViyPkWUrLcdNp2UMKKFvZnSFC578KuDFcyfoZea5UbTq2gWeBzoFRmDCqAzr/8xn73ditHpSfVXa2vPLJPZgx+lNIrhTA70rZCRhyVCe+nROmsGtS3brAtC6Abr/d7HzjVPyxJABefkZoW+k9OBGBHG0JPlqyHfuirrMQkoVinRYPbVuOQxNmw1tefrfqWsdtkONSXFyMNm3a4IEHHsC4ceOc5r///vv47LPP8OOPPyI+Ph4vv/wyhgwZgjNnzsDLy1SdeO+99zKjZ9OmTdDpdJg2bRoeeugh/Prrr/iv4IZLDaFT36a4dMbkMbFi9igs2DAXoZHi+gkH911ChkOXaaKQqm1c6MII3lKWuPjRur24UFSI2OgQ/PD3fpYjI5dJ7S7GNKBYYuNeSrlVVC4mPABvzhyOlgnRTuvvNrAl+l++hK2nLruV0ygXW80zd8sJAvKgw9rTiZAkeCH4XAnr8VMSbW7SSMejrgpBiaVQFhshKVbDmFcMiZcCXqF+GDyuEzp0a4hWbWNx7swNpKfmITwygOmsfH7oCAS9eYBw3AlzrqfYLGcDS0BxPXOpu1jujwDmbejcpD7reE2VHY68uGA1Dp5zoV1jc6DvGdwek4d0RGBFOmY7yaw6rbZSaFYvwu6cskCvWzdwPpcqwler9+KCueeRK0h8rbClAUbvilnVvpeBgEQJFEUS7EQi7hrdEYPaN8bGw+ftko3pcwzpUOY18vZR4eeNz+DlWT/h0C7xKh5HyPDsPqAFJLIroMrpMiQ4lRwIavUkL5LC/4QchW3LkQSgMG6BBId0N6AJt6/Mo70u1mvxf8v+xmd3jWFhPM7txdChQ9lDDDKQP/nkE7z00ksYPXo0m/bTTz8hMjISK1euxKRJk3D27FmsX78eBw8eRMeOJBwEfP755xg2bBg+/PBDxMSYcuD+bfiZVkO454khCHJ0xUskGDu9j0ujhdi07oTodFNFTjnlnkYBq7afxKe/b2dGC+F4B2k7wNgq4aZmFuCRd5bgj41HkVdon0RICaC9AsPhS/KrNrSpH4XJndtgWOsm5hyBShoWLX2aWKdeoLC+ymS02M6TAnmNvKExqiHJK2Y/HKlaB31aPk5uPIkuPRrB10/F8nmGjW6PTl0bYuKUHvD1M5cJu8gjKTOubMXgXeyj7f6Y3mStdJl1R1e8PW0YxnRv6WS06PQGfL1iFzYeuFDuoYgK9sMTd/VBqI3Anid4y8TvuKmrcGXi562EkppEigzW1M34ZiFvzcK1ZS00XFEcbzBpsniKAPifIw+JyWgho4saFBL/d2cfNIgOtVt8dLcWGN7ZPneEQrAvfXg3YhuGe7TJeg3Ccc8DSgjqdU4707ne95CTbDTdtVKDTLFca5v8G2mRKXHYHdtPXMavWyqh8q6GQc03q+JBFBQU2D00mor1AiOuXLmCtLQ0DBxoSiEgAgMD0aVLF+zdu5e9pr9BQUFWo4Wg5SlktH+/vTfv34QbLjUEEgJbtOsljL6/F1MmbdSqLl7+6n489JLJkhZjz87z2Ln1nOg8+oHIqYOvUE7rgJvcX3qfVmfAR4u3YsScb7D3xBXTdEHAe4//jIXPLkXA2iSEHsxCwKlcRBqUOHcqFSu2nsCW3efgq5FArpEwDRKIJAvb728F9lNCUulmlVeH6VQFlN8pDBn9Y6D3NRkHlOORdD4VNy6X9Y2xhSpgPNq4RU7e8toTo0wigSopH23P5mKMzV26Lccu3MDA2Qvw7V+mhoLlQcqvSWkiuU3lMDJePFGzfXjl3pEdOJ/s1AqCoATmXadM59DNcPxSSrmHvLSuAdrICjSLIW2ls0DQ6bKqIDLk7xjQkj2nJOPfn5+Mr58Yj9emDMayl6awv2KJ7F4+Snz266Pw9jEb1C5OofoNwjF/ySyoZIdFHepKWRGaxuSZbGajBMpMhx+HrQuQcoB9gfwOekR6+5mMHMdlDYAiX4plO8RvgGo11huLSn4AqFevHjMyLI933nmnwrtHRgtBHhZb6LVlHv2NiLDvWi+XyxESEmJd5r+Ah4pqECovJR55dSxADw/46O3Vbud7Z2hRGOdhN+FbgAyYpz5eiWbxkWgRGYoda46ZLvOUW5JaAkN9f+QVqU35BZamgzojIgJ8kZ1fzK6nOhd9XkQppzO1xEAy7a5XZvSRI7djOMK2p1o3adCLD2h1w4NwJlncqLFiq+FhGz/yoB2D75EbSMktxZx+/8OCA2/DL8jX2sfn4OlrmPvlX9C52Den7Zvf9/nSHfhwtmuDV4x6/kHiyYEpV/BsB/vqlVuhVKtzY3S51hUpjyB/92Ex6sFEhgvDk/PMCPhdBALOmSuuqPpdKsE947ugf88yI5OMFArveYLKS4E3F0zF63N+Fc1poz5Pr38xhckk6KUh5h4AzoRLaaAyGX++l+UQpHroLK0abD+fjVJuckgh/C7IUdRYXzZfMLV1oM9aVFrxO37OzZOcnIyAgDKVaJXKE8GgmgM3XGopWq2e6YS4hKIjNN79Sx0BKOx06lIae0g7RyHwQJrVHagLcR5UKC0gv6gUf330INKyCzH725UocGj6Zod58IgPCED+jlRW5aMJlKHUEhKyLidhBhsl1bqEmtsFKllprKrEgKj6oajfOEp00X6tE7DxSPkhGus+QgKfa6VQlBihDZQzA0pRZEBRHRWrOLIaMUYBivQiyHNN32HGtSw82uVFzN//FvacT8abP2xCqUbn4Tbtv4f9p206fnvIgfRk0emnczJQotPCR+HmeFYAL7nrSxaFK4Z0bMoqqSqCzmDAz5sOOU0nx0dUSAALn+3Pue42gVWeAyjzZUzrRVYM+CcbIdWZ3kAGS7dOCXjm0cEICb610FmLdrH4ZdMzOH3E9B1FxATh/InrCAzxRZvODVhlHNt3r2EwFNrfhZMdfPl6CA4e0AChUuZBJK+L/wUFjFcE5HXQueyhpPMxwrdQgYCjChS20EGgQ0zNJesboQvWYbifeyXsWkkVSv4HBATYGS43Q1SU6ZqVnp6O6Oiy/DB63bZtW+syGRn2N156vZ5VGlne/1/ADRdO+bgQgmPRE6mU5RyQ+16slb3lrtIyz0UOpx1GbwUK2kdAUMrMGhXiy/l5qxAVGoDMwmL3RosN8XERQJ4CJ49dY8YBKdYWxyhYt2xqLOiTpoVPuo6p2BbGksCYa8utJNYPkMgw6NHBLARAMuiODGnfBLtOX8Wag2c9PtY+uxIhqRcNZXHZAKwo1KMwRgFdmBc7JqrLOfDfa98pOv1aJr7++C/8fi3Vs22x7TkbL9Tlt6JkmnvaOELDqFJWeZcZx6RcW5Iz8/DWr//g/RkjKrTOv/acxp4zzsaar5cKXz0xnp2/k7/8DYXIF30/M1QuKpgRYPLYAQY5oFeZNI+kOiCufigC/L2wafsZHD2ZjKAAbwwb2Ap1Yzzvhm1BoZCjbZeyBocx9cryZIqKNVi57higWYUJ/Z2PVVQYJeKT6q/K7ndNRpZUTd5EFzcr9DOUCNDE2KgBm5cz+AmQN+JDSXUjPj6eGR+bN2+2GiqUL0O5KzNnzmSvu3XrxsqkqZy6Q4cObNqWLVtgNBpZLsx/BT/baikkux8U7Iu8XAeXs0i/Gdb+WITJQztibN/WUCnlLPfkSkoOEuqGokVCNHLySxAXE8yujQfPXEOQnzca1Q/HPwfO4/cNR90OQATJzjs1BLTdTQkwvn9rvL9sKxZvPya+77afybyaqBA//N8XI3D4wCWsWXUU58+mIPNkIXOHS/WWPr+Ad7YeWj8ZNKFylz2GShICQf6Od9fvxuqzl/D17PHw9bL3LNCg9+Z9QzCpT1v8uvUI1h120VzS9j1aA4TEZEhUCggGI+o2icH1k8kIPmiEQN8FDY4iRqKmThB+T0qpsK6IIxP6my5iFUFjabvgAO2lvBKrTUgdVyGXsYRjp20JwJajF1nYgoxaT9l58ordqWahsFTD9G+UCjn+mjsNHZZ9Do3RZru0vB4IOKWAxNK2nBK8pQK0gRZVYyl0WgG9ujbE/722DEdOXGNeEcrl+n3lQbz78jh0blc5CrQlJVo8MvcXJN/IxeN3n4BeL4FcXvah6DP6euux+K3FmPTOZBR725+r3jdkKG4s/j1aGjdqQ6hc3Hnejoybzy+qqUjod1rJ5dAVXV9RUREuXrxol5B77NgxlqNSv359PPnkk3jzzTeZboulHJoqhSxaL82aNcMdd9yBGTNm4KuvvmLl0I899hirOPqvKopue8OFEo6WL1+Oc+fOwdvbG927d8d7772HJk3KYsRqtRpPP/00fv/9d5ZZTTXo8+fPt0s4unbtGrMgt27dykRzpk6dytZNSUa1FZ3OwMJF5eF9RY3SBGcp9zaNYjB7Ym/r64fGdXe5DtuSZ3revkk9vPrNOnE9EZuQiel5WS4KKXcazV6eMX1aISjMFwuWepB0avNbbx0fw4wJqvqhB3HtahaefOh7FBXax+kDrmnQZ1Q7rNh32lSyaut5ckimPZ2Uhnve/xWdm9RD16b1se9sEg5cSEZuUSkSokLx4B1dEOjrLVrK67S71H2Znmh07G9hai5e/mU2Ppi+AJoS156l4h7xFc5HuqNLE+w8fgXFai1Tn71rQDtMGVpWQeAp9LnEkJmVVisL8gY9N7Ef3lhsavroCB3bbccvsdJwMnA8gYT6qHLHsQ2GUi6zhl423Ei0N1oICeCtkNulhJChk55n730SlBIs/ucIM1oIS9sE2t5H8zfht69n2CXkCoZMGDUbAd05QFYXUlU/SBSNnfab3k/r3LDtNBIvZyA7twh55vBvdr4PJC5kVsOCS/DM2K14c8Vg6CkKa/7uVJkyaMIM0Ic4v89PqsW4Fufx/MBdsBxWOlzPn0jA0sw+LJn/5R/W40xSOmKjgnH/4E63XJ7OuXUOHTqEfv1MPeKIp556iv2lMXDRokWYO3cu03ohXRbyrPTs2ZOVP1s0XIjFixczY2XAgAFWATrSfvkvkQiOv9bbCLL0yLLr1KkTi6u98MILOHXqFBPH8fU1xYrJIFmzZg37Eii7mg4wHdzdu3dblULJDUYuMVIQJCGd++67j1mQb7/9tkf7Qe4zWnd+fv4txxVvF2iwnn7PV64XsEnAo0yJkvoq6tzG9Os/eHwk+nQqU1a8GdQaHY6ev44X569Bka0BYyOE5ojfiQzWx6dLzyYY/Hh/zP5qpWUXy8/FMQn94ouZY9Czhfgd7tlTN7Dk5124mJjO2hXcM60Xm15SrEHPmZ/AGFB+nobYAGjZtejQAKRkizeVtKBIK0LIGuecmF5jO2Hn8v2ingFCF6BC4XBTtYr7HTT9oYGS9vPNh4ahT/uGSM0qQFiQb4U8FbaMWv0jTmSLVxmcuWdOpeW4WPj5n8P4+M8dLudHBvvj6yfvRH2xthUOkJH56GfL7abR8RnTvQVeutcknjd3z1r8eekUDCIHf0X/KdAU6lA/IhjjXlsErYg3KNTbG/rLRaINIpd+9zAiw03XFWPpChjzn3NKrJX43A+p/4tWdWoKvb4+bzW27BSvCgwPLsSi13+FUuGcmG35CHM+HIOTV6JRGiSDQBXaUgkK62ugq2P/e6L2AUs7r0GYstTao9Viw9Pfaftb4fDF7vC5LGOfz9KodcET49GpST3cblT19dyy/n4dnodcXvGwqzv0ejW2Hn6nRo1FNc5wcSQzM5OVZm3fvh29e/dmX154eDhT8LvzzjvZMuSdIfcW1Z937doV69atw4gRI5CSkmL1wpDL69lnn2XrUyqVtdJwIYG5CcM/dtk0zxEfXyX6DmiBaQ/3ZSGmyiIpNQd3Pb+o/Bw2QUDQvlTINKYLumZiY+SYq0is73VlvBjLZj89themDCjfo0A/i+N7L+L4nkT4+Knw0fq9UMeYu1HfJP7eKpRotKKDFxEsl0P5/SFAZ/+dUJWIQec+0TagcSSudqjrfgdEdp0UjdfNe9hj74QjWaXFeOfQNqy8clp0UKe8n7P3Pg2lrDJ6ONg3VXzx+3XYePiCqBeLBs/WDWLw3dN3WVVeF58/ij1p19h3eyDjOkr1pmMaIvNGyCkFcvLLqpJ6t26At6cNhY859Pf4jr/w11XnPCXq3XN04uPwV5oMvr5PL3CqbqL985PIYbheyvpW6Xyl0HtTYixYnlWAQF4bCbq2D8DzU96BVGIUdZztO3cvXv3MDzqLo7ScU7F3h4t4ecYm0Xl0uDJyfHHvi5OhDpDD4GMSFcrtoIHgJaB/WDIGRySRji96hKYg2qvEpTPPaAQarXkAQYeV7HNYPnOr+Cj8MHcSbje44VL9qVY6LmQ4EBSfIyhhiGJutgI6TZs2ZbE7WwGdVq1a2YWOKJxEJ+/p0zadlG2gkJOjwE9Nwz/AG0NGtPGovxDdfd4ztSfmPDe8Uo0WglR3WTNHV5aLWbtAlVJsNVoIi9Fiv6zIa0uKjHlSiQeVNpR49sGTv+D5e+ZjyYLN+P7d1fC7ZE7MtAyQN2Hv05043Sk7HvGx3Vrgzxem4M/npsDXW2VtZGjZcaNjiMKGaa/fheUZC7Hk+EesDYFbRHY5v0iNpLQc3AzHMlPQeckX+POyuCeCIP2PyjZaCAoXvjN9GL6ZcycTnnM8jck4PHrxBvKKSqHW6zBh3WK8c3gbtt24jO0pV6xGC5O0N5TiYiPTb5zWQwPux4+MshotVNItZrTQID0+oaXVaCHG9mzpFDYjo0qTrWaHXx0qg87f1JOKOj9rgmXIUxhQUqqFl2SnS6OFDm/XposxdaRZ9MsD+3nH4YbIzPEVPVVpG5GhxXjjiXUACeoxu0VgnpdXmuzDt+3/wdiYRIyvcxEx3q6NFsu6qMrI6G2vAFyeCnGNx9JdvDIf1cbNULVUG8OFBhNKJKImUC1bmlziJIBDHhNS9nMnoCMmsGOZJwblv9iK+5DYT03k0SeHoGmL8hOs6A7V2yGRrzJpEhvhspJBWqqHz8U8+CaaRNFS74hB6oh6doaDxF0ZooPcf+9W5XcQXv7NNmxddcQqMEcoCnQI3ZMOZbaGNUCUOHhFyoP2oWndcHz44Aim7WIRp3v+rv545Z5BSIgJQ0hUED785yW07tWUGYvUUTk4IoDlvLiiZY+m8A2gfAYJ3n9sVIX2ybJfQSLdlj1h1vZVosKrtlRmRZEj9Jk7Nq6H5nGRLnNsPly2HbOWrcSZnAzxa77lbTJAE6hnp9XJK2k4crGsfcYnx3ez/CpH6vkF4H+dy26aiEdGdMPgjo3LViuVQlFogEwtwOBNxopNSbv5r86PEnoprC11aSBYpt8z9Bj6dvRM+t/HW4nPl02H3iBh+y9l/5VtgJ51b3YN21/6Ertf/gJ7XvkC54csxP2xJiNNIa2Yg7EoQQdtcJmR7a1SQGt1D9Xe5NzKfnBu8+RcW2bNmsXyW3bt2lXl23r++eetSUwEeVxqovGyatlBltfhSfllr35V18L+0Qk98c9Bm7wOc45LnYgANEwqxZnUdDZApg6vS+4f0fJsa+GQTVjIkeb1I9Csnr0R68jejSfx3bt/O8+QSKDM0yJ0b7rVKHrpt0eQIdHhrd83M49DedeUmcO7oWvTWPRv05B5Xyj50+Lxys8qRHZqLmISIvHeuueZsViUV4I7ox8SX5kEaNg2Di26lyVt9m6bgG+euwsPvbtEdHlTznNZDg4N9n3bJyCsgvL+BK3jRnH5nki9G29RZUG9fVbsOiU6b92Bs8hvogNcd70wIQG04QJUZsfaxRtZ6NDIFHpLzMtinZLFjDIvh+aC1G7h7QeG4fExvZCaU4CNG09h9YYTJs8ZiRqKSQtQqEsO7DkeC41WBqXC4NKAobe/MH0LktODkZQaDJVCj2K1yilM9unbk9CicTQE3WVI8r4GhLL4Et2tUmmz5TwgA4U+Hxk1MomMTfe007ttH0FDAFAUqIfveUCVJUNOYSle+2kj3p4+zKN1cTg1ynChhNvVq1ezFt11qeupGUq41Wq1LBva1utCAjoWcRz6e+CAfeUJzbfME4NUCGuDEuHyJeVX5CgUMrz+/l0IDqncEJEtFCp6f/Yo/G/helOlkQRoXD8c8+dOYCfoz/PWYdnmI053qo64KKJgBHir8PPTZR2yxTi2+wLenPlD+Tts3nyThCj0iApC3bAgvLt0Ky6lZjNjhBpNWkJSNIi0iovG7FE90KGh6dylQcHST0in1ePLJ3/Ehp92MO+Ot58XHnjjLox6ZBCUXgoWNjI6daEWENMgEm/99azdAENlwK99u97lLj9zbz8s23qCde6m/RrSpSnmTh6AqiRfq8ap7HS0DHVvMN4KnZvWx8yR3fD16n1OuS700uDj2V2qrKTseVyUKRxNNA4Kw9HMFDvjhXJ3mgXbS6HbEhXizx6Xz6eXFcix71E8DiTRA4VaL/zv60F46zHx75CtQwJW1fPVC3/CaJRCoTDiRqY/SkrliI3Oh1xmCjVJJF9ByDSFs1jeiV2bDgpXWixZs4AemS3mZTw1Wiz7s/h6E7u7h+IEPWSF1JJDig0Hz2P22J6IDqkZuYEVojL7qdmuk3N7Gy5k+c+ePRsrVqzAtm3bWJ25LSSIo1AomIAOlWgR58+fZ+XPJJxD0N+33nqLqf9Zei5Qe25Ksm3evDlqMwV5NldqW2U4m+cNGkWyxoFVTd8ODdG73SykZhfA11vJdF8sPPzKWHyXk0y+9Jte/0czRlpLW8W4djEdz09e4HFfoe6DWyEsymQsd2pcD3++eB8zHLyUVFoLnLmWAblMgqZ1I9wOBD+/8SfW/7jdGg4qLVLjyzk/Mc9Lx0GtERIVjKwUm95B5jv2ud/PRJC5EsXC/75dj5QsES+I+UZ//vI9WPLWVBa+oE7dlhyOm4E+k4I0SgT3waIinRaTNvyKbWMfqvSGi7bMGNYVo7u3xKINB/H7NrOujxmPqs7IGCk1nR8BPir2nVoYFdcMhzPtPZPkYRvXoPwqrhEDW2H+om3Qag2QlwrQ+ZGEvn3LCXmJYFKppgTck7H4c0sLjO9/2m1eCTkeZTLTm2LCCss8ajZYEmUhMt3S0tNiwLha1ryLLvNu9IIEH19qb7tyNqoUtNUh8LgSMrWEnZO10nDh1M4cFwoP/fLLL6xqyN/fn+Wk0KO01KRVQPkn06dPZ2Ed0mihZN1p06YxY4UqiojBgwczA2XKlCk4fvw4NmzYwNp407prg1fFHW3ax9pfkEyFBXbPW7Qqp1KlEqG8jjrhgXZGS15xKSt71t6k0RIZ5IcFs8baDURifPP6So+NlvCYIPzfx/c6zaJSYvK2kGHQKi6KhaXKu3tdvXCLUw4LeVl+fmM5nujzP3ujxbx9+mIKHYQDs/KKsO3IJYdl7b/PErUWf+08hZAAn1syWiwMrGvSwXGHYDZeXj+42alMvLIhDZW+bcoUZS1I6dSpwKap0WRmfpkWy4bkRKdhnS6c2244HG8RVCoFvn7/XoSF+rF1eGUZICul7oXkZRGgLDRClWcyQOpEBaJH5wR8va0ftp2Ld3uzbntaMQ+L43zzFDGDxLYPudUj4wLahyK9HHk6Ja6X+iKxKBB6c3joSnEAxu4biVydSJ8nGTWl1LPfQoMY+w7YtYYqbLJY27mtPS4LFixgf/v2tW/S9sMPP+D+++9nzz/++GOrKI6tAJ0FmUzGwkyk90IGDem/kPjO66+/jtrOQ48NxGMPfi8uREcN1LwVGD/pv5N1Jp5ftA4HLthL25d3a+h1vQj+iQWQlegxdFJXdGsWV+5br15IdX1r6bD+J9+bCG/fWzd6aSAvLXTuF0Uho3MHL7k0emh6yiVTuNMCNZu0X0jsfUByRh4qi7kd+2BP+jUWDiqPv66cRZOgcMxqbfKEVhUdGtdFbEQwrmfllZWdk0yQB3Iatsc7u6CYacEQRzNvONk9ZGpQSbUnNIyPxIrvZ6KwSM2+g/SMAjz+4u9Mnp9tVyqBr48K7782AfVignHvO4vx7JJheG74VoztcKbSe5ySoWJ0k1ZtyXGhv/laFQbvGYcsXVkCN/lrpBIBBsooLpvouBHogowYM6glgm1uRDicGu9xoR+O2MNitBCk8Pfll1+ypk+kAEhKu465K7GxsVi7di1KSkqYdsuHH35Yq1VzLcQnRODu+3qIz5SQYTMAEZHlZTVWHZTcuPdckkvdE6dYcpEWgcezEXQsB/JiPct5Wf/bPvy1aKfbt+fnFCE300Wiqcidzq41x1EZ0ODQrn9L+/Jnu00LLqcntLE3xnYdd5BcF3kr5X80qe86L6OixAeEYOPoB/BIyy4s3yPeP9itvP9nx3czPZWqhO7w5z8xDu3NibWE3MuDyxx1tiguU9KNjy7zEkT7Ooc5KMelrl/Ffhv+fl7w8/VCQnwEfvryAdw9rjNiooOgUMkhU0jx98bjKFVrmcFEOUgfrO2Db7d3QrFGXuEbbWsei+N0QbAzWmg5Ww8MYTFaTiaHYerC8cjJ9bE7n2jNdkaLaaLztlTAwqKD6Lj0M/yeeKzKPW63HcYqenBub8OFU7Xs3HYOPy7cbnoh2IdsQkL9MGRYxXvWVCb5YlotjrCLoQB5thrR29Phk1zsdLle8Npy7NskXnVCPD5yHox6ktZ1Vcph8zAKuJZo7+24GfQ6PfatOYLm3RqxhFy665YpZJ6VAA9ujZY9yqqJqDv2wlV7Xe+7+TuNCQvEyJ4tUJlE+vjjuQ59sW7UNGwd9xDe7jrE5bIkmb8vlQzRqr36Uj4FqeZu/XAmfnz1bviyvlflvMncSoKYM743vJVl1UJkmDksyozAB5t3uul9DAnyxYmz15GSkc9UpHPzS/DHX4fwwjsrMalvW6b3Q8bBwu2d0e/dh7H1rCm/ryJjv61BYnnOzBQ7I8R2uul5Sq43Or8+Ew98fxduZAYibKcUUm053Y5tc+QclslSl+C5fevx7tFtnu88h+MGbrjUYn74eqtprHa44FAF0UdfTIFS9d96pRKiQxHk6+1+zJFIEChVIOGcQ6jEgaVfbRadvvL77ci4kes6+1AE34Bbk/FOu5qBB1o9g1fv/JjlshTnl6BR+3hE1g9jd9+uiKgfhgffnoRXlzxpF9bYuP+ceGdu86RAXy9MHtIBP7x4901L+nvKXY1ao2d0rMv507cuR8LPH2DqpiW4Vlh5YStHdEYDXj2yCSM3/IhcD0JZdKyGtWmKb5+agPG9WtvNmpDQCm92GYxglbf1sJKRsy7pPNSGm9MpOX7mOk6eS7H73uj5oeNJCJAr8c6DwxAd4m9NFk4zvI2T6aNQrFF6bLxYvCkW44R5WuwLjKzLWT5XkVqGad+Nh0ASv0YjvNIM8CqRIHqTFP7UXcBVvpDtNcTFD/bbMweQrbYpCKjhcB2XqoMbLrUUurtKTsp2vggKQJ06Iahb/79PqFPIZHjl7oFskCbXuRikRfLHa1Px68HX0aC5azG9pERnscGkC6n45o1V4m+wKuQ6z4qqd2vHZt7M75B53V6t9sKhy0i9kgGdxnkgpFBSUEQAFux/E3c+OQxKlb12CFUzuRMu69ehEWZP6I3ggJsTmqsoLULEZQZsITVaUrMtMYeOmG6NTmPnjaFpZICUR6FWA42NAaE3GvHF8T1YdfmM5zstAV6/7w67EJN1lkSCfnUS2L5KbLbx07kj+N8B8WaP5ZHsmHRtO+9GDgZ3aILVb07H9nmPYvMHj+C+QZ2wP3kCBn3wELKKXOeMOP6eLYZLuY09mVKjAG+VDn/M+p1VxIWWyq1JkDKNBMFnZIjZIClro1TByA9VYl3Kz0atgSfnVhk80aOWQhfj6JggpKbY3/VSyXBsfDhuF0isbfmL9+FvEhIrLkViShZOJaWxvJd6YYF4676hiDKXWr4w/37M6Pe26B2pmPrsRuosbetxchzxXeTWNGx182KE25buxfFt4gOq2D6qfJToNLg1pr81CX5B4uXE3VrF4YfV4po8dCy6tSw/Obky6RxZF1+fNkvTu4A+aXppEebsWsNk898+tBVXC3MRoFBhRotO7Ph/d/og8rRqtAiJxEud+qNbVH27dZzMTsOLezew5o4KqRRjG7RAgFKFXy8cR4lF0r8CFGjVCDJ7VRxZcvEE9IK9DB29WnrxJJ7v0I9ttyIkxLr+jSXEhVt/o9TfykKf1g3wzZp9+Ptoc0zteRiOqVH0XZdq5VDIDJDJKIG2bJ6nCb60XIC3Fiuf84VBNh5TZn1v5xWSq6Wo+7cRec0FlNQBjNQuwBEXXheaVN+//KaXHE55cMOlFnPfg33w3uurrMl4lAchl0sx9q7OuJ2IiwzB7JE97BMMBepCa3/l/uLFpS7d6NSo0JHLZ1Ncy+mLrIg8H+HRQeg14uZyf84duIh3ppZVvHnCR5teYmEkd7RtVAd39m+DZVuck4YHdGyEvu3LL1uuTPrWacCMjH3U0LCcZTdcu8AelnGuQKfBR8fs1bHP5mRgysbf8W3/O9Exsg7kUhluFObjznW/WMvkdUYjllw8We6+0RnjKsPmWkE+gsLFDZeM0iJzsqv9JyJjJk9TWmHDpVmjKHTv2AB7D1+2nmq09n49mqCBC6OmWf1IPDS8K37epEW3hsloFpPB5PzlpAsji0OG8WtM+mQ96gTewPypq+DvpYFRIG+lgCK1Al4KHROv84QI3zOQh8zAjMm98PVP9l24pUYpQk4BQWeMuD6Ktu3ZOhUSGUJU/47X77agKsqXa1uCswu44VKLGXhHKyiVcvzxyx6kpeaheau6mPpgH9SL/e/DRO5goSOHW8jUa1k4ttt1D5fO/Z3FBtOuZXscIlJ5K9BreFvcP3cEvG6yb9OqBZuYR8tAicAeQMq5MQ2jPDoecyf3x+AuTfDPgQu4npmH6NAA9GnXEF1axDKD9N+EDMofBk7Ar+eP4afzR3C1wHVYxIK7yzF5Nsi+vH/z0lvaLworkoGRpxHPeRm99kf0jonH610GITYg2G5ex4i6+C3R2TAM9/ZFjEjVkSff2RvPjsbSvw/jn53nmHdkUJ/muHO4jZibCNQLaVD7Rthzui8KcBxt44qg9G4Midcg1JGosPj5ezH9wz8w+tMpGNj8IoJ9S3H4ah2k5PrjsYH7MLT1eSZeV/4Omsr07x3fBZlZhVi+9qjTIuooymj2fCDVCgbM3rkKX/cd5/F7OBwxJEKtq1G7/dqg3y4U5Jdg2+YzyM8rQbuO8Ux8riLy3/8l549fw5OjPxadR4bGVxufRWS9Mhl3YlzL51BaZNLScL5TKnvZfUgrvPDVNLfKu57wRJ/XcO5A+aJlZGiQe37a6xMw6ZmKN068naDckwc3/4mdqVf/611B27Bo1PENwJqk8y6XYSJxMgWGxzVB27AY9K0TjyAvbyikMty94TccyUqxGkF06fyi92gMj2uK24nLqdl48KOlrDM25YZRWLV+RBCuZeRhy7Nfw8/bg4Ri7/sgD3yFPdXpDHj6taU4diqZ/Qao4S1TH4g1Iqeji+HDzWXjqdY98Xibnqip13PL+gc0expyWeUmw+sNGmw++1GNH4vKg3tcOIwzp67juTm/Ql2qZaW5P323A0OGt8HTz4+oFsZLfJNoePkooS5x1gl55tPJTkbLib0XoRFZlggM9UOLjvGIjgtDh15N0bZn41s+Bmu/2+LWaKEwVItujaAu1rBclmHT+6HXuNsrZHczqGRy/DjoLuxJTcInx3bhkIN0/r/BoHoNcW+TdsybMnu7i2RsMzQMlxp0WHbpFHtYoEqp1mHRVsOFQpVBSi8kBN5+3skG0aH4+80HsOnwBWTlF6NtQgzaN6qDQxeu43TaeXSO+8eDnBeNXb+yef+bgO17E3HizHUE+nvhj1WHoM/QmkUZK7Z/C88e/E8NF071hxsutRS6Wzyw5yL27UmEUiHH7p3noVHrTM4Gc1O/DWuOo1ffZujS/d/NkbgZbHUoHImJC7N7XZBbglenLxQtIaYS8Pf+eAyxjcoP0XhK1o0cfP7Ej26XIcMorkU9PPbJVNQ0yDvRMyYOnSLrYuTfP+JCfpbLZU0hQEsHaxJLu3loTaTW+2mvkfBRmMJ7gcqbU3HdlZqEXWlJdtMKdRo8sfMvrB/5QKUb9yREt2nHWVy5loXYuqEY3Kc5fCoQovT1UmJMj5ZOzSiBr6BPK//3LJHai+vJ5TIM6NWUPYjYemF446PVCDotIK+l2UPp4SGg41YroJO3su/5uAAdgxsutRAaFOa9uwbr/z7GXL+WZFdHaN7+PYnVwnA5eyQJmlLxSpIXp3yFbzY9B98Ab2Sm5GL2yHminhli3Ix+lWq0EAc3nmAy/u4w6A1oP6D8pn3V3fvy57DJGLjyW1ZR5Eib0Ci0C6+DyU3bQa3X4efzR7Hu6nmWsFtRmgWHY3xCK9zduI3VaCFo3b8m2jdh9BiHwZnKe8/nZeFaUR5i/e1zYm6FnLxizHx2MVLSqduzFAaDEb8s24cF792L8FCTtsstEXoWyG5j7oUgjsTnQberIAOmcUIkflq/DwtxvMIDNF1vyKDlcG4GruNSCzl7+gYzWgi6KIqKl5nxvslE1H8bhdJ1aUNOegF+//IfZqB99H+/oSDHedAk6DoaWsktDq5fTMOmX1y3HKCwHNFjdEd0Hd4ONR1/pYqFjoJUJhE/S5L1mAbNsWL4fXity0A0DAxFy9AovNd9KBYPmQRfub1ujSOOidrjGrTA3yPux4MtOsHXxmghmodEYGRcs0r9TNJKvq3+cclepJlbUOgNphLsrJwifP/b7kpZv1yhgDzqDKQB/zN1Q7RDAknA/yCV2YdWxaC+SuOH3tw5q/VAn6e6wwXoqg7ucamFHDt81ZoAasXy1OYaTEl4A4ZUDy9A03ZxiKwbgnQHYTcLf36zBacOXsK5I/bufsc8k+6V+HnnPfItNvxobqnggrZ9m2P0zMHoMqwtaxZaG2gaHI6d4x5hyrOZpcXoElUPHcLriIZbWoVGYcvYGViSeAIH0q8z7wsl2FLeCiXR0nlMuSskbHalIBfNQiKY4eOOz3qPRLFeiy3Xy0+UtkPibDBRj6Z6laxNsu/wZaebCUqw3XfEoR/VLSL1uRcSr1EwaA5CojsISCMg8Z4AqUxMnEWcptFRrCcYCe3aIXI9sRDh7QcvWS0Yeng5dJVRC84ejiOBgT5uvSyEt48Ss5++Aw0aRlaLA0hhrde+exCzhn0AozlHx/Ea4s5ooTFz7ieTERJROR6XgxuPl2u0EJPmjkLbPs6l2rXB80LtATzthzS7jYtmoGbIQ0MPTyADaX7fMXhl30YmIGd7tgQqVcjXughNmZuHW5YP9fLB570rv+qLmjFKMvLtJDsk5umVjUTqD7l3f4AeLsjMLsSBo1fhpVKgW8cGTrk2ZIiw0J+HjqdQFyJ/HI6ncMOlFtKjTxN8/tF6FiayJaFhJF54YywK8krQkKp0vNy76G834ppE457Hh+CXj9dX+L2PvzMRvUdUTqimILsQb979udtlKERUt1EUWpuTHTn/LnTH/36PYXixY3+klRSy1gJkIJEuy5qrZzFr+1+i7xNsQkMZpcU4kJ7MumRXJmOHtsO7X6x32u7YO/79pqcr1h7Fpws3W290fH1UeP+V8WjVrI51GQrJvXV4q/gKRJJ2z+ZlsmMe5VMJ+Tq3M3TMyB1V2evkcMOlNnJo/2Uno4VQqmSoHxsGuO6Rd9szadZAXDhxDQc2e96n5u7ZgzBkon0H4Fth6cdroS5xn1Darl8LzFnwYK0JD92uBKq82MMWP7kL7Q3zAGwr/P/agc0YEdfMKZfmVhg2oCUysgrwy/ID0Gr1rBx50uhOGDO0LfR6AxOsO3T8Kvx8vTB8QEs0aiDuFaWcrp37EtmDlKMH9mqKjm3jWN7MklUHsfafU9Bo9ejTvTGm3tWNeXSysouwZvNJpGcUIDLcH9/9ap9XU1qqxSvvrcLS7x7BlaRMLFt9BNdTc9GpSTQOSVM9bl9EfamAGm64cKoM7nGphezfneic48KSdlNQWqJlYaLqCl2gX5w/Dfd0egXFBSb1T1fQMegxtDXue3pYpe7DgfXH3Hpafkn8FGExlVeFwqk8inVavHpgk8feA9J8OZWTji6RN9+/SiyUNW1SD0wc3QlpGfmIDA9gng4yOJ59czkOHDPlqNFyy9cewWtPj0T/ns6euw/nb8LfG4+bliUtoX9O4sF7eyIlLQ/rtpyyhqKW/X0YR09cwzOzBuPJl5dArdGxdYvd3FA1UHZuMf7ecByffbuFxWAp/0Z6ToIWQX7IDFAjvZ2+rOzDRe7L6wf+wfcD7oK8JhvuPMelyuCGSy2D7sKuJ2eLlj9LzcJz+XnFaNmmHgYOac10TaobtM9zP52M/03/1m0uT6uuDfH42xMrffsBof7MQBHrg/T459O40XIb8/mJPUgqtG88Wh6U61IVUC6Jbd+i3QcuMqOFMJ3XpvNr3jf/MCMjI7sQTRKi0L5VPSz4cTszWsqWNUGVSY6/CXqdeCUD73y2jhkttut2xcq1R9lyFu0kel6Up0ZAsQzGEgMye5qF6SzGnsPqdqRexaztK/Fp71G1I1GXU6nwM6aW8cqzS3AxMd35umROOly+ZD97vmn9SaxZdRTz5t8Hlap65brQxXT5wm2iRgsZFH6B3nj/98dYTkxVMPKhATix46zT9MkvjsWwB/pVyTY5lcPfV866HrJFqoqoGqq8KqbK4thpk+S+oyckv6AUr3+8xupFDQ/1Q2YWNYV0xpUhT++9Ita7S2Q50pK5ej3bqd8frdvf1wu6TAPUFwwobCxivNgYMRuSL+CJHavwdb/xqJlUQZNFj4NxNZsa7KfjOJKRlo99lkaEEvuHTE6ngsAuPpaqnMTzqUw9t7pxct8lHN8j3nDRy1uBVxdOrzKjheg9vgsefHsSvHxNuRJypRx3zhmGe18YU2Xb5FQOMomLS6KIFRDnH4wFfcf+a4c+ONDXpTq0rVFCRktFofd6iXhXKWRkW6UeFOCNt14Yw8JXYkYNeYnkCimCTkvgle4wzlrWY7nuMOMlEZ2WfI73j2xHqV5cQJLDcYR7XGoRB/dfdjnPVcfiY0eSMGpcR1QnLp257nLeE+9ORIuODap8HybMGY6RDw9EelIWwuqEMNVezu1Pv7oN8OO5Ix6XdFdVmEiMof1b4Kele6HVGdwaMO4gtduGceF2OS5kcDSMj0DndvFY/Oc+OycBbeedF8dCpzfA20uJ9q3qs2ThyXd2xYfzN1qXI+OGjJ/klBxz+yIJwvZLkTLYCKPYIbLZRqa6GAtO7cWZnHQsGngXagw8x6XK4IZLLcLXv2JJt1TxEhzsi+rE7vUn8PdPu1wv8C/KjHv5qBBrUzbKuf3J16rFUjKcILl6v0qsJPIECtFQs0MyGK4kZ7POz7SzBhHdIjENOH9fUylzgL834uqHsWRdqirq270xpkzoxjwuarUWK9cfg15vRGCANx69vy96dHZu+TFycGuWw/Xzsn3IzCpEdGQQS/q1NXqkegkidkqQNrj8Roz0tm0pl/HB0e34v7a9q0Vj13LxIFfo5tbJ4YZLLSIz3SQj7gomruVwtzVsVPWRoV8y/x/88P4at8votfp/bX841Y9D6dc9Gmoouf2uhp4J6FUmrZvVxY+fTUNeQSkzNL75ZSeWmxNlrVjGfHNOiaWBc5/uTRASZLoRmTSmE3s48viMAXjw3l7IzS9m4SBqrigGGRajh7ZlD7pOULforxZtd0r6VxZK4XfJgKIEh/1ywZcn98JbpsBDLbpAKXPdxoNTu+GGSy2ibft4t/P9/L1QWqJjWhERkQGYNecOJDSqHsq5xYVq/PLphnKXi2sS86/sD6d6UscvENeL3Rv4cokUj7bqWuk9jzyFjIbgQFP85aHJvZCano/dB0XaF9i4juhPXkGJR+v38VGyR0X2J75+mGilIhF0QgJtsAAt6fR54Ej58NgO9qCmnP3qNMBHPUZUqk7Ov4ZgND0qe50cnpxbm2jUJAoBbnItCgvUaN2uPn75czZ+XjYb3Xs1RnXh+qV06DTuvSldB7VEQgseuuG4pl8dcg2IJJOaodTdVqGReKptr9sinEF5J+++OA6Lv5yOhvFlpdNWbBJhdx64iM27zlXJfnRsE4tmjaJEj0l+S4gbLeW4tjQGPdZfu4Dey7+C3sgHbE4ZvKqolvHDH49C5Uab5cjBK6yaiBL2qhMatdbt/Kj6oXj+i6n/2v5wqidrrzkM7A4/Axo+j2al4nKBeDPP/4r6dUJY4qzL36158kdfbYJWV/nhUirTnvf6XUxt1xZNoBGFDR1yXMyeICmJ53oQl8vWlGDgqm+w8PR+qKtT5ZElObeyHxxuuNQ2yOPy6tsT3C6zZqVnVRW3E9cuZridP/35kdVSTI/z73IhN8vOS+GKPI17Veb/ggkjOkCpkJcZAyJjXGGRGucvplXJ9knd13Zc1XsJSO9LForIwhJAmee58XK1MA9vH96KKf/8wb0vHG641EY6dU3Aw48NcDn/xLFrKC5SozqRdD7V5TyFUo6uA1v8q/vDqR5klBZh7p61aPvHp+i+bD40Rn25A2mAQoXmIbdf7ldURCDenGvuVu3mMzz2wm/437zVzIipbJo2irJ6fYrjBcBNfq13ugRRm6XwvyCBr6R8kUv6SAczruOjYztQLaCE6ap4cLjhUlu58+5uLudRY7dPP1iH6kT6Ddeue51Wj/ee+OVf3R/O7Y/aoMdd6xfjz0unkKdRI6Wk0DTeu/G2UGfot7oOuW1l6qnM2W73BefnNPZt2XUOr3wg3gH7VqBmjVSJRKkuejdKCop8wPeKBHK1BMGnpLgjJ5YZhJ6w4NQ+/HnpZOXtNKfawXNcaimuBOcsbN9yBsXF7jsc307ENXavhHtg8+l/bV841YMNSRdYCMLgmDfgeFNrjnZQ+fPGUQ9gZPx/U03kCaRsq1LKnW0vhwaRVD596HgSM2AqExKy++zNSWx7ZJyIJeRKdEDEVgmkhrKZB7dcQeM9vhgX3hxBSvtu3WJ8cHTHTYvw/WvwHJcqgxsutRRXpYvW+UYB6lL3Ca+3E71HtHU7X6zTLad2cz4vkwnJOWGrQGf++0H34Xi/+1A0DArD7Qz1FZswqgN7bv1kbn7qb3yylpVTVyYhwT5sk0alyIYlgFcqIDM4Dz0Z1/Jx+Ovz+KrRKGzpNx2tA1yH49JKCm//FgFMf66yk3P/6w91e8ANl1oKyXYHBroujY6NC0NIqB+qC/HN6iBEpH+KhYQWdf/V/eHc3hzOuI7vzx4SN+AdjJYRcU0xvmFLVBem39MTA3s7eIVchL9Is+kvcxfpylT4DQ32RUk9cY+LPtD1e+nrmPv6n7j/sUU4f0mkGayZSG8/eMurV/NXTuXBDZdazHOvjhVVwFcoZZjz3PDbQqeiIuWYL301Dd4iwllUTfTCl7wUmmNCbzBgxtblLMfFE+r7BVWrQ0e/hReeGMp0VTwRfNt76FKlb/+JGQMgiCXmkpKvm1FHGyCgMMGI4npGaOg+xMX+z2nT8/a/PvFQUZVxe2aYcf4VOnZpgMXLH8fC+Ztx8UIafHxU6NazEe4Y0RahYfZ6DNWBZh3i8MuB/2H76qPYtuoINGodWnaKx+Qnh8KrAkqgnJoLCZlRSW2Ou3Jmh2ZFcQHBqG5QguzHb0zE2AcWoKSckG9aZmGlb9+3kQ8EMXtIAHyuS6BSyqDRGmwmC8htZURRY4d8HIfcHNsclxi/QPSOca8GzqmZcMOllhMeEYAXXhuLmoKPnxeGTurGHhyOI1SNsjc9uUIHpnlIRLU8kD7eSgT4eZVruJSWI954M8bhrB2rmFifI4o8wCsNKFTpodACggIoqSOgNEpAqUXU2lGszoUo3QObl2Lj6AfRIIBkeW9DmNpvJefWcQVhBg8VcTicWkGBVoOPju30eHkqfaYw0e2o2eIpQ/uXn5tj16CxEjiRncr0ccTyW3R+QEZfAWmDjUgdZMT1O4zIaS+g9CZaiOkFIxadPVRZu82pRnDDhcPh1Aqe3r0aGaXF5S9oHsfDvH3xVb+x4pVH1YTJd3ZBQpxID6MqxODOK2CT96KnaDTl13qgVOyK3alXcdvCc1yqDB4q4nA4NZ70kkJsSr5Y7nKxfkF4rn0f+CpU6BZdHwqpG+nXagC1APjg5fG466FvoHchCeDn65nwmyeo9XpM3LhYfKajcVIJ9mCO+vZrvcCperjHhcPh1Hgu53vWFNFXocTQuKboXSe+2hsttuXJbz8/Ft4q8fLhZ2cNqbRtDVvzfeVldXgQwYr2vY2LCLjHpcrghguHw6nRZJUWY+o/SzxaVuthiXR1o1vHBljzy2w888gg1sHZS6VAbN0QfP7mJPTt3qRyDURXBoeIIrE742Sgf2y527uvqUls77aE9yqqMnioiMPh1Gge3b4SWoErJ5Po5Kg72rLHf47ZYJEXA3o/5wjSCx364cHmnfHJ8V349MRup7fLIMGs1t0xsWHrf2mHObcT3HDhcDg1miOZKR4vG+3jWn2Z4x6S4fc4d0UCzI3pgcldOiJZV4C0ogJcLsyBXCrFXQmt4as05d3MadsLD7XogvePbGOJuGHefrivSXsWyvPzsCnjf4UgGNmjstfJ4YYLh8Op4RgqcLH3Nw+YnFuoJhITjbMJCfnIFHij62CMT2jFXreAN1qERGKAm7yj/3UZzL8SjhXuceFwODUapVQOjdGz3BWlrGYk5P4X1PELdOtx+bzXKET5+KNlaFTt6DNEybmVrJHD1snhybkcDqdm0yYsyqPlaLyNv11VWKsJC3qNsk+6NT+f33UoRsY3R6fIerXDaOFUKbyqiMPh1Ggeb93DY2/LnebwBefmGBrfHKcmzUGs1JsZLHEKX1y97zkMa9ym9h1SXg5dZfBQEYfDqdH0jInDwn7jmNx/Yl4Wk/EPVnnjeHYqDGbXO/W7ebfbHajjx5NzbxU/pQrbJz9RCd8chyMON1w4HE6NZ1C9RuzhSIlOixK9DqFePpBUY2l/zm0IJStLKrkKiFcVMbjhwuFwai0+CiV7cDiVDvPm8eTcqoDnuHA4HA6Hw6k2cI8Lh8PhcDiVjGA0QqjkUBEXoDPBPS4cDofD4XCqDdzjwuFwOBxOZcNzXKoM7nHhcDgcDodTbeAeFw6Hw+FwKhuS+5fwqqKqgHtcOBwOh8PhVBu4x4XD4XA4nCrJcalsATreZJHgHhcOh8PhcDjVBu5x4XA4HA6nkhGMAoRKznERuMeFwQ0XDofD4XAqG9ZXiPcqqgp4qIjD4XA4HE61gRsuHA6Hw+FURaioCh4V5csvv0RcXBy8vLzQpUsXHDhwANUdbrhwOBwOh1MD+eOPP/DUU0/h1VdfxZEjR9CmTRsMGTIEGRkZqM5ww4XD4XA4nKrIcamKRwWYN28eZsyYgWnTpqF58+b46quv4OPjg++//x7VGZ6cW4FM7oKCgqr+PjgcDodThViu41VdoaOHDhCqYJ1wHotUKhV72KLVanH48GE8//zz1mlSqRQDBw7E3r17UZ3hhosHFBYWsr/16tWr6u+Dw+FwOP/SdT0wMLDS16tUKhEVFYVdaWtRFfj5+TmNRRQKeu211+ymZWVlwWAwIDIy0m46vT537hyqM9xw8YCYmBgkJyfD398fEokENQ2y3umHQJ8xICDgv96dagU/dvy48fOtev1O6TpORgtd16sCSoK9cuUK83hUBYIgOI1Djt6Wmg43XDyA3Gt169ZFTYeMFm648GPHz7nbH/5bvbXjVhWeFkfjhR7/JWFhYZDJZEhPT7ebTq/JI1Sd4cm5HA6Hw+HUMJRKJTp06IDNmzdbpxmNRva6W7duqM5wjwuHw+FwODUQKoWeOnUqOnbsiM6dO+OTTz5BcXExqzKqznDDhcPio5TcVdvipJUBP3b8uPHz7fantv5OJ06ciMzMTLzyyitIS0tD27ZtsX79eqeE3eqGROBdmzgcDofD4VQTeI4Lh8PhcDicagM3XDgcDofD4VQbuOHC4XA4HA6n2sANFw6Hw+FwONUGbrjUUN555x106tSJqURGRERgzJgxOH/+vN0yarUas2bNQmhoKJORHj9+vJNY0bVr1zB8+HDWmIvW88wzz0Cv16O28O677zKVyieffNI6jR8319y4cQOTJ09m55S3tzdatWqFQ4cOWedTLQBVOERHR7P51DclMTHRbh05OTm49957mVBYUFAQpk+fjqKiItRUSJb95ZdfRnx8PDsmCQkJeOONN+x66fDjBuzYsQMjR45kirf0m1y5cqXdcaysY3TixAn06tWLCciR2u77779fxWcAp8JQVRGn5jFkyBDhhx9+EE6dOiUcO3ZMGDZsmFC/fn2hqKjIuswjjzwi1KtXT9i8ebNw6NAhoWvXrkL37t2t8/V6vdCyZUth4MCBwtGjR4W1a9cKYWFhwvPPPy/UBg4cOCDExcUJrVu3Fp544gnrdH7cxMnJyRFiY2OF+++/X9i/f79w+fJlYcOGDcLFixety7z77rtCYGCgsHLlSuH48ePCqFGjhPj4eKG0tNS6zB133CG0adNG2Ldvn7Bz506hYcOGwt133y3UVN566y0hNDRUWL16tXDlyhVh6dKlgp+fn/Dpp59al+HHTWDXnxdffFFYvnw5WXTCihUr7I5jZRyj/Px8ITIyUrj33nvZtfO3334TvL29ha+//vpfOhs4nsANl1pCRkYG+7Fv376dvc7LyxMUCgW7SFo4e/YsW2bv3r3WC4VUKhXS0tKsyyxYsEAICAgQNBqNUJMpLCwUGjVqJGzatEno06eP1XDhx801zz77rNCzZ0+X841GoxAVFSV88MEH1ml0PFUqFRsgiDNnzrBz8ODBg9Zl1q1bJ0gkEuHGjRtCTWT48OHCAw88YDdt3LhxbPAk+HFzxtFwqaxjNH/+fCE4ONju+kbndZMmTSrxG+fcKjxUVEvIz89nf0NCQthfaneu0+mYO9VC06ZNUb9+fWvLc/pLrn5bsaIhQ4awhmWnT59GTYZCaBQisz0+BD9urvnrr7+YQueECRNYWLFdu3ZYuHChdT41niMRLNtjSj1junTpYnfOkQuf1mOBlqd+Yfv370dNpHv37kyG/cKFC+z18ePHsWvXLgwdOpS95setfCrrGNEyvXv3ZnL5ttc8CrPn5uZW2nfOuTW4cm4tgPpTUI5Gjx490LJlSzaNfuT046Qfsi1kpNA8yzJiLdEt82oqv//+O44cOYKDBw86zePHzTWXL1/GggULmMz4Cy+8wI7f448/zs4zkh23nDNi55TtOUdGjy1yuZwZ3DX1nHvuuefYzQDdOFBTPMp5eeutt1guBsGPW/lU1jGiv5Rr5LgOy7zg4OBb+KY5lQU3XGoB5D04deoUu4vjuIfa3j/xxBPYtGnTf97dtToayHQ3+/bbb7PX5HGh8+6rr75ihgtHnCVLlmDx4sX49ddf0aJFCxw7dozdaFASKj9uHI4zPFRUw3nsscewevVqbN26FXXr1rVOp7bmWq0WeXl5Llue01+xluiWeTURCgVlZGSgffv27G6MHtu3b8dnn33GntPdFz9u4lA1R/Pmze2mNWvWjFWm2Z4zYueU7TlHx98WqmKjapCaes5RpR55XSZNmsRCs1OmTMGcOXNYZSDBj1v5VNYxqo3XvOoIN1xqKJS/RkbLihUrsGXLFif3J7U7VygUdi3PKY5Lg4yl5Tn9PXnypN2PnTwRVEroOEDVFAYMGMA+M931Wh7kRSC3veU5P27iUCjSseSe8jZiY2PZczoH6eJve85RiITyC2zPOTKmyYC0QOcveXMoX6EmUlJSwvIsbKGQEX1mgh+38qmsY0TLUNk15f/ZXvOaNGnCw0S3E7ec3su5LZk5cyYrDdy2bZuQmppqfZSUlNiV9VKJ9JYtW1g5dLdu3djDsRx68ODBrKR6/fr1Qnh4eK0ph7ZgW1VE8OMmDpWPy+VyVt6bmJgoLF68WPDx8RF++eUXu5LVoKAgYdWqVcKJEyeE0aNHi5astmvXjpVU79q1i1V31eRy6KlTpwp16tSxlkNTuS/JDsydO9e6DD9upko/kmWgBw1d8+bNY8+TkpIq7RhRJRKVQ0+ZMoWVQ//+++/sHObl0LcX3HCpodAPW+xB2i4W6Af96KOPsvI/+nGOHTuWGTe2XL16VRg6dCjTMqCL6dNPPy3odDqhNhsu/Li55u+//2bGLpWhNm3aVPjmm2/s5lPZ6ssvv8wGB1pmwIABwvn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- "text/plain": [ - "
" - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "mouse_name = \"track_0\"\n", - "fig, ax = plot_centroid_trajectory(position, individual=mouse_name)\n", - "fig.show()" - ] - } - ], - "metadata": { - "kernelspec": { - "display_name": "movement", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.13.13" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} diff --git a/movement/napari/convert.py b/movement/napari/convert.py index b7eb60289..1e19194fa 100644 --- a/movement/napari/convert.py +++ b/movement/napari/convert.py @@ -4,6 +4,8 @@ import pandas as pd import xarray as xr +from movement.io import load_poses + def _construct_properties_dataframe(ds: xr.Dataset) -> pd.DataFrame: """Construct a properties DataFrame from a ``movement`` dataset.""" @@ -145,3 +147,52 @@ def ds_to_napari_layers( properties = _construct_properties_dataframe(ds_) return points_as_napari, bboxes_as_napari, properties + + +def napari_layers_to_ds( + napari_layers: np.ndarray, + properties: pd.DataFrame, +) -> xr.Dataset: + """Convert napari layer data back to a movement dataset. + + Parameters + ---------- + napari_layers + Napari Tracks array with columns ``track_id, time, y, x``. + properties + DataFrame containing at least ``individual``, ``time``, + ``confidence`` and optionally ``keypoint``. + + Returns + ------- + xr.Dataset + ``movement`` dataset containing pose or bounding box tracks, + confidence scores, and associated metadata. + + """ + if "keypoint" in properties.columns: + individual_names = properties["individual"].unique().tolist() + keypoint_names = properties["keypoint"].unique().tolist() + + position = ( + napari_layers[:, [3, 2]] # 3:x, 2:y + .reshape(len(individual_names), len(keypoint_names), -1, 2) + .transpose(2, 3, 1, 0) + ) + confidence = ( + properties["confidence"] + .to_numpy() + .reshape(len(individual_names), len(keypoint_names), -1) + .transpose(2, 1, 0) + ) + + return load_poses.from_numpy( + position_array=position, + confidence_array=confidence, + individual_names=individual_names, + keypoint_names=keypoint_names, + ) + + raise NotImplementedError( + "Conversion from napari bbox layers is not implemented yet." + ) From 2422a448b9919f33c1c7d5af315fc0dcf83e1eaf Mon Sep 17 00:00:00 2001 From: anna-teruel Date: Tue, 2 Jun 2026 09:37:29 +0200 Subject: [PATCH 04/16] supporting bboxes in napari_layers_to_ds --- movement/napari/convert.py | 55 +++++++++++++++++++++++++++++++++++--- 1 file changed, 51 insertions(+), 4 deletions(-) diff --git a/movement/napari/convert.py b/movement/napari/convert.py index 1e19194fa..3e9b4ba3a 100644 --- a/movement/napari/convert.py +++ b/movement/napari/convert.py @@ -4,7 +4,7 @@ import pandas as pd import xarray as xr -from movement.io import load_poses +from movement.io import load_poses, load_bboxes def _construct_properties_dataframe(ds: xr.Dataset) -> pd.DataFrame: @@ -193,6 +193,53 @@ def napari_layers_to_ds( keypoint_names=keypoint_names, ) - raise NotImplementedError( - "Conversion from napari bbox layers is not implemented yet." - ) + else: ##bboxes + n_individuals = len( + properties["individual"].unique().tolist() + ) + n_frames = len(properties['time'].unique()) + + xmin_ymin = napari_layers[:,0,:] + xmax_ymax = napari_layers[:,2,:] + + xmin = xmin_ymin[:, 3] + ymin = xmin_ymin[:, 2] + xmax = xmax_ymax[:, 3] + ymax = xmax_ymax[:, 2] + + position = np.column_stack( + [ + (xmin + xmax) / 2, + (ymin + ymax) / 2, + ] + ) + + shape = np.column_stack( + [ + xmax - xmin, + ymax - ymin, + ] + ) + + position = position.reshape( + n_individuals, n_frames, 2 + ).transpose(1, 2, 0) + + shape = shape.reshape( + n_individuals, n_frames, 2 + ).transpose(1, 2, 0) + + confidence = ( + properties["confidence"] + .to_numpy() + .reshape(n_individuals, n_frames) + .transpose(1, 0) + ) + + return load_bboxes.from_numpy( + position_array=position, + shape_array=shape, + confidence_array=confidence, + individual_names=individual_names, + ) + From 90ba2809d0f1702e44a179f3f5b7d972dc2db248 Mon Sep 17 00:00:00 2001 From: anna-teruel Date: Tue, 2 Jun 2026 10:54:46 +0200 Subject: [PATCH 05/16] adding more docstrings and fixing a small bug --- movement/napari/convert.py | 10 ++++------ 1 file changed, 4 insertions(+), 6 deletions(-) diff --git a/movement/napari/convert.py b/movement/napari/convert.py index 3e9b4ba3a..6875fed45 100644 --- a/movement/napari/convert.py +++ b/movement/napari/convert.py @@ -168,7 +168,6 @@ def napari_layers_to_ds( xr.Dataset ``movement`` dataset containing pose or bounding box tracks, confidence scores, and associated metadata. - """ if "keypoint" in properties.columns: individual_names = properties["individual"].unique().tolist() @@ -194,9 +193,8 @@ def napari_layers_to_ds( ) else: ##bboxes - n_individuals = len( - properties["individual"].unique().tolist() - ) + individual_names = properties["individual"].unique().tolist() + n_individuals = len(individual_names) n_frames = len(properties['time'].unique()) xmin_ymin = napari_layers[:,0,:] @@ -207,14 +205,14 @@ def napari_layers_to_ds( xmax = xmax_ymax[:, 3] ymax = xmax_ymax[:, 2] - position = np.column_stack( + position = np.column_stack( #center of box [ (xmin + xmax) / 2, (ymin + ymax) / 2, ] ) - shape = np.column_stack( + shape = np.column_stack( #width,length of box [ xmax - xmin, ymax - ymin, From bbeea38a4564eb8edc62c786fe777d22d8845986 Mon Sep 17 00:00:00 2001 From: "pre-commit-ci[bot]" <66853113+pre-commit-ci[bot]@users.noreply.github.com> Date: Tue, 2 Jun 2026 09:07:23 +0000 Subject: [PATCH 06/16] [pre-commit.ci] auto fixes from pre-commit.com hooks for more information, see https://pre-commit.ci --- movement/napari/convert.py | 28 +++++++++++++--------------- movement/roi/line.py | 4 ++-- 2 files changed, 15 insertions(+), 17 deletions(-) diff --git a/movement/napari/convert.py b/movement/napari/convert.py index 6875fed45..338c628b1 100644 --- a/movement/napari/convert.py +++ b/movement/napari/convert.py @@ -4,7 +4,7 @@ import pandas as pd import xarray as xr -from movement.io import load_poses, load_bboxes +from movement.io import load_bboxes, load_poses def _construct_properties_dataframe(ds: xr.Dataset) -> pd.DataFrame: @@ -168,6 +168,7 @@ def napari_layers_to_ds( xr.Dataset ``movement`` dataset containing pose or bounding box tracks, confidence scores, and associated metadata. + """ if "keypoint" in properties.columns: individual_names = properties["individual"].unique().tolist() @@ -192,40 +193,38 @@ def napari_layers_to_ds( keypoint_names=keypoint_names, ) - else: ##bboxes + else: ##bboxes individual_names = properties["individual"].unique().tolist() - n_individuals = len(individual_names) - n_frames = len(properties['time'].unique()) + n_individuals = len(individual_names) + n_frames = len(properties["time"].unique()) - xmin_ymin = napari_layers[:,0,:] - xmax_ymax = napari_layers[:,2,:] + xmin_ymin = napari_layers[:, 0, :] + xmax_ymax = napari_layers[:, 2, :] xmin = xmin_ymin[:, 3] ymin = xmin_ymin[:, 2] xmax = xmax_ymax[:, 3] ymax = xmax_ymax[:, 2] - position = np.column_stack( #center of box + position = np.column_stack( # center of box [ (xmin + xmax) / 2, (ymin + ymax) / 2, ] ) - shape = np.column_stack( #width,length of box + shape = np.column_stack( # width,length of box [ xmax - xmin, ymax - ymin, ] ) - position = position.reshape( - n_individuals, n_frames, 2 - ).transpose(1, 2, 0) + position = position.reshape(n_individuals, n_frames, 2).transpose( + 1, 2, 0 + ) - shape = shape.reshape( - n_individuals, n_frames, 2 - ).transpose(1, 2, 0) + shape = shape.reshape(n_individuals, n_frames, 2).transpose(1, 2, 0) confidence = ( properties["confidence"] @@ -240,4 +239,3 @@ def napari_layers_to_ds( confidence_array=confidence, individual_names=individual_names, ) - diff --git a/movement/roi/line.py b/movement/roi/line.py index 35c236ab0..c0e07c7e5 100644 --- a/movement/roi/line.py +++ b/movement/roi/line.py @@ -53,9 +53,9 @@ def __init__( additional line segment to the first, creating a closed loop. (See Notes). name - Name of the LoI that is to be created. If not provided, a default + Name of the LoI that is to be created. If not provided, a default name will be inherited from the base class. - + Notes ----- The constructor supports 'rings' or 'closed loops' via the ``loop`` From a9e43264794a0dff9f73b72d684e8e5252b0cc6f Mon Sep 17 00:00:00 2001 From: anna-teruel Date: Tue, 2 Jun 2026 11:20:30 +0200 Subject: [PATCH 07/16] docstrings --- movement/napari/convert.py | 20 +++++++++++++++++--- 1 file changed, 17 insertions(+), 3 deletions(-) diff --git a/movement/napari/convert.py b/movement/napari/convert.py index 338c628b1..48c663ac0 100644 --- a/movement/napari/convert.py +++ b/movement/napari/convert.py @@ -158,10 +158,16 @@ def napari_layers_to_ds( Parameters ---------- napari_layers - Napari Tracks array with columns ``track_id, time, y, x``. + Napari layer data generated by ``movement.napari.convert.ds_to_napari_layers``. + + This can be either a Tracks array representing pose data, + with columns ``track_id, time, y, x``, or a Shapes array + representing bounding box data (rectangle vertices). + properties - DataFrame containing at least ``individual``, ``time``, - ``confidence`` and optionally ``keypoint``. + DataFrame containing metadata associated with the napari layer. + It contains ``individual``, ``time``, ``confidence`` and + optionally ``keypoint``. Returns ------- @@ -169,6 +175,14 @@ def napari_layers_to_ds( ``movement`` dataset containing pose or bounding box tracks, confidence scores, and associated metadata. +<<<<<<< HEAD +======= + Notes + ------- + The dataset type is inferred from the presence of ``keypoint`` in + ``properties``. If present, a pose dataset is returned. Else, bbox + dataset. +>>>>>>> cd14ab2d (docstrings) """ if "keypoint" in properties.columns: individual_names = properties["individual"].unique().tolist() From 93ec4f5d84b56b8441d28bd4f917ed200731bf31 Mon Sep 17 00:00:00 2001 From: "pre-commit-ci[bot]" <66853113+pre-commit-ci[bot]@users.noreply.github.com> Date: Tue, 2 Jun 2026 09:25:33 +0000 Subject: [PATCH 08/16] [pre-commit.ci] auto fixes from pre-commit.com hooks for more information, see https://pre-commit.ci --- movement/napari/convert.py | 20 +++++++++++--------- 1 file changed, 11 insertions(+), 9 deletions(-) diff --git a/movement/napari/convert.py b/movement/napari/convert.py index 48c663ac0..a86698f17 100644 --- a/movement/napari/convert.py +++ b/movement/napari/convert.py @@ -159,14 +159,14 @@ def napari_layers_to_ds( ---------- napari_layers Napari layer data generated by ``movement.napari.convert.ds_to_napari_layers``. - + This can be either a Tracks array representing pose data, with columns ``track_id, time, y, x``, or a Shapes array representing bounding box data (rectangle vertices). properties DataFrame containing metadata associated with the napari layer. - It contains ``individual``, ``time``, ``confidence`` and + It contains ``individual``, ``time``, ``confidence`` and optionally ``keypoint``. Returns @@ -175,14 +175,16 @@ def napari_layers_to_ds( ``movement`` dataset containing pose or bounding box tracks, confidence scores, and associated metadata. -<<<<<<< HEAD -======= + <<<<<<< HEAD + ======= + Notes - ------- - The dataset type is inferred from the presence of ``keypoint`` in - ``properties``. If present, a pose dataset is returned. Else, bbox - dataset. ->>>>>>> cd14ab2d (docstrings) + ----- + The dataset type is inferred from the presence of ``keypoint`` in + ``properties``. If present, a pose dataset is returned. Else, bbox + dataset. + >>>>>>> cd14ab2d (docstrings) + """ if "keypoint" in properties.columns: individual_names = properties["individual"].unique().tolist() From 1c21f7d743577b7610d61761da848f028929e691 Mon Sep 17 00:00:00 2001 From: anna-teruel Date: Tue, 2 Jun 2026 11:59:23 +0200 Subject: [PATCH 09/16] adding fps param --- movement/napari/convert.py | 19 ++++++++++--------- 1 file changed, 10 insertions(+), 9 deletions(-) diff --git a/movement/napari/convert.py b/movement/napari/convert.py index a86698f17..4fa816ad7 100644 --- a/movement/napari/convert.py +++ b/movement/napari/convert.py @@ -152,6 +152,7 @@ def ds_to_napari_layers( def napari_layers_to_ds( napari_layers: np.ndarray, properties: pd.DataFrame, + fps: float | None = None ) -> xr.Dataset: """Convert napari layer data back to a movement dataset. @@ -168,6 +169,9 @@ def napari_layers_to_ds( DataFrame containing metadata associated with the napari layer. It contains ``individual``, ``time``, ``confidence`` and optionally ``keypoint``. + + fps + Returns ------- @@ -175,16 +179,11 @@ def napari_layers_to_ds( ``movement`` dataset containing pose or bounding box tracks, confidence scores, and associated metadata. - <<<<<<< HEAD - ======= - Notes - ----- - The dataset type is inferred from the presence of ``keypoint`` in - ``properties``. If present, a pose dataset is returned. Else, bbox - dataset. - >>>>>>> cd14ab2d (docstrings) - + ------- + The dataset type is inferred from the presence of ``keypoint`` in + ``properties``. If present, a pose dataset is returned. Else, bbox + dataset. """ if "keypoint" in properties.columns: individual_names = properties["individual"].unique().tolist() @@ -207,6 +206,7 @@ def napari_layers_to_ds( confidence_array=confidence, individual_names=individual_names, keypoint_names=keypoint_names, + fps = fps ) else: ##bboxes @@ -254,4 +254,5 @@ def napari_layers_to_ds( shape_array=shape, confidence_array=confidence, individual_names=individual_names, + fps = fps ) From 8451085f666975e562746c43815f8c94ddd7df19 Mon Sep 17 00:00:00 2001 From: anna-teruel Date: Tue, 2 Jun 2026 11:58:27 +0200 Subject: [PATCH 10/16] small fix --- movement/napari/convert.py | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/movement/napari/convert.py b/movement/napari/convert.py index 4fa816ad7..923b943d5 100644 --- a/movement/napari/convert.py +++ b/movement/napari/convert.py @@ -206,7 +206,7 @@ def napari_layers_to_ds( confidence_array=confidence, individual_names=individual_names, keypoint_names=keypoint_names, - fps = fps + fps = fps, ) else: ##bboxes @@ -254,5 +254,5 @@ def napari_layers_to_ds( shape_array=shape, confidence_array=confidence, individual_names=individual_names, - fps = fps + fps = fps, ) From f06f28eafd0369942162027c11973f67336ab57b Mon Sep 17 00:00:00 2001 From: "pre-commit-ci[bot]" <66853113+pre-commit-ci[bot]@users.noreply.github.com> Date: Tue, 2 Jun 2026 10:01:07 +0000 Subject: [PATCH 11/16] [pre-commit.ci] auto fixes from pre-commit.com hooks for more information, see https://pre-commit.ci --- movement/napari/convert.py | 19 ++++++++++--------- 1 file changed, 10 insertions(+), 9 deletions(-) diff --git a/movement/napari/convert.py b/movement/napari/convert.py index 923b943d5..ac0f986bd 100644 --- a/movement/napari/convert.py +++ b/movement/napari/convert.py @@ -152,7 +152,7 @@ def ds_to_napari_layers( def napari_layers_to_ds( napari_layers: np.ndarray, properties: pd.DataFrame, - fps: float | None = None + fps: float | None = None, ) -> xr.Dataset: """Convert napari layer data back to a movement dataset. @@ -169,8 +169,8 @@ def napari_layers_to_ds( DataFrame containing metadata associated with the napari layer. It contains ``individual``, ``time``, ``confidence`` and optionally ``keypoint``. - - fps + + fps Returns @@ -180,10 +180,11 @@ def napari_layers_to_ds( confidence scores, and associated metadata. Notes - ------- - The dataset type is inferred from the presence of ``keypoint`` in - ``properties``. If present, a pose dataset is returned. Else, bbox - dataset. + ----- + The dataset type is inferred from the presence of ``keypoint`` in + ``properties``. If present, a pose dataset is returned. Else, bbox + dataset. + """ if "keypoint" in properties.columns: individual_names = properties["individual"].unique().tolist() @@ -206,7 +207,7 @@ def napari_layers_to_ds( confidence_array=confidence, individual_names=individual_names, keypoint_names=keypoint_names, - fps = fps, + fps=fps, ) else: ##bboxes @@ -254,5 +255,5 @@ def napari_layers_to_ds( shape_array=shape, confidence_array=confidence, individual_names=individual_names, - fps = fps, + fps=fps, ) From 1a40f14bfa4359d3650fb63a5b1690f020cc46c6 Mon Sep 17 00:00:00 2001 From: anna-teruel Date: Tue, 2 Jun 2026 12:14:27 +0200 Subject: [PATCH 12/16] fixing conflicts --- movement/napari/convert.py | 12 +++++------- 1 file changed, 5 insertions(+), 7 deletions(-) diff --git a/movement/napari/convert.py b/movement/napari/convert.py index ac0f986bd..c21635bc1 100644 --- a/movement/napari/convert.py +++ b/movement/napari/convert.py @@ -158,20 +158,18 @@ def napari_layers_to_ds( Parameters ---------- - napari_layers + napari_layers: np.ndarray Napari layer data generated by ``movement.napari.convert.ds_to_napari_layers``. - This can be either a Tracks array representing pose data, with columns ``track_id, time, y, x``, or a Shapes array representing bounding box data (rectangle vertices). - - properties + properties: pd.DataFrame DataFrame containing metadata associated with the napari layer. It contains ``individual``, ``time``, ``confidence`` and optionally ``keypoint``. - - fps - + fps: float | None + frames per second. Default to None, so ``time`` coordinates will be + in frame numbers. Returns ------- From 45484c3ad9f7846a9ba62de426869f3ceb9a1c60 Mon Sep 17 00:00:00 2001 From: anna-teruel Date: Tue, 2 Jun 2026 12:17:23 +0200 Subject: [PATCH 13/16] solve conflicts --- movement/napari/convert.py | 34 +++++++++++++++++----------------- 1 file changed, 17 insertions(+), 17 deletions(-) diff --git a/movement/napari/convert.py b/movement/napari/convert.py index c21635bc1..f241d5f64 100644 --- a/movement/napari/convert.py +++ b/movement/napari/convert.py @@ -154,35 +154,35 @@ def napari_layers_to_ds( properties: pd.DataFrame, fps: float | None = None, ) -> xr.Dataset: - """Convert napari layer data back to a movement dataset. + """Convert napari layer data back to a ``movement`` dataset. Parameters ---------- - napari_layers: np.ndarray - Napari layer data generated by ``movement.napari.convert.ds_to_napari_layers``. - This can be either a Tracks array representing pose data, - with columns ``track_id, time, y, x``, or a Shapes array - representing bounding box data (rectangle vertices). - properties: pd.DataFrame - DataFrame containing metadata associated with the napari layer. - It contains ``individual``, ``time``, ``confidence`` and - optionally ``keypoint``. - fps: float | None - frames per second. Default to None, so ``time`` coordinates will be - in frame numbers. + napari_layers + Napari layer data generated by + ``movement.napari.convert.ds_to_napari_layers``. + This can be either a Tracks array with shape (N, 4), + where the 4 columns are (track_id, frame_idx, y, x), + or a Shapes array representing bounding box data + (rectangle vertices). + properties + DataFrame with properties (individual, keypoint, time, confidence) + for use with napari layers. + fps + Frames per second of the video. Defaults to None, in which case + the ``time`` coordinates will be in frame numbers. Returns ------- - xr.Dataset + ds : xarray.Dataset ``movement`` dataset containing pose or bounding box tracks, confidence scores, and associated metadata. Notes ----- The dataset type is inferred from the presence of ``keypoint`` in - ``properties``. If present, a pose dataset is returned. Else, bbox - dataset. - + ``properties``. If present, a poses dataset is returned. Otherwise, + a bounding boxes dataset is returned. """ if "keypoint" in properties.columns: individual_names = properties["individual"].unique().tolist() From 2f72ab7b070fc093cb4c6948035926262f6f9a57 Mon Sep 17 00:00:00 2001 From: anna-teruel Date: Tue, 2 Jun 2026 12:13:37 +0200 Subject: [PATCH 14/16] apply pre-commit fixes --- movement/napari/convert.py | 1 + 1 file changed, 1 insertion(+) diff --git a/movement/napari/convert.py b/movement/napari/convert.py index f241d5f64..5c8b7a195 100644 --- a/movement/napari/convert.py +++ b/movement/napari/convert.py @@ -183,6 +183,7 @@ def napari_layers_to_ds( The dataset type is inferred from the presence of ``keypoint`` in ``properties``. If present, a poses dataset is returned. Otherwise, a bounding boxes dataset is returned. + """ if "keypoint" in properties.columns: individual_names = properties["individual"].unique().tolist() From 6bf6d86a6c352828b4c01cd3e5dffffc38854ac6 Mon Sep 17 00:00:00 2001 From: anna-teruel Date: Tue, 2 Jun 2026 15:34:50 +0200 Subject: [PATCH 15/16] tests for napari_layer_to_ds --- .../test_napari_plugin/test_convert.py | 134 +++++++++++++++++- 1 file changed, 133 insertions(+), 1 deletion(-) diff --git a/tests/test_unit/test_napari_plugin/test_convert.py b/tests/test_unit/test_napari_plugin/test_convert.py index b322dc9ed..6ab45caea 100644 --- a/tests/test_unit/test_napari_plugin/test_convert.py +++ b/tests/test_unit/test_napari_plugin/test_convert.py @@ -5,7 +5,7 @@ import pytest from pandas.testing import assert_frame_equal -from movement.napari.convert import ds_to_napari_layers +from movement.napari.convert import ds_to_napari_layers, napari_layers_to_ds def set_some_confidence_values_to_nan(ds, individuals, time): @@ -262,3 +262,135 @@ def test_invalid_poses_to_napari_layers(ds_name, expected_exception, request): ds = request.getfixturevalue(ds_name) with pytest.raises(expected_exception): ds_to_napari_layers(ds) + + +@pytest.mark.parametrize( + "ds_dataset", + [ + "dataset", + "dataset_with_nan", + "confidence_with_some_nan", + "confidence_with_all_nan", + ] +) +def test_valid_poses_napari_layer_to_dataset(ds_dataset, request): + """ + Test conversion from napari tracks array to movement pose dataset + If I convert a dataset to napari and then back to a xarray dataset, + do I recover the original values? + """ + ds_name = f"valid_poses_{ds_dataset}" + ds = request.getfixturevalue(ds_name) + napari_tracks, _, properties = ds_to_napari_layers(ds) + reconstructed_ds = napari_layers_to_ds(napari_tracks, + properties) + np.testing.assert_allclose( #are position values the same? + reconstructed_ds.position.values, + ds.position.values, + equal_nan=True, + ) + np.testing.assert_allclose( #are the confidence values the same? + reconstructed_ds.confidence.values, + ds.confidence.values, + equal_nan=True, #reconstructed ds should have nans in the same position + ) + np.testing.assert_array_equal( #are the individual labels the same? + reconstructed_ds.individual.values, + ds.individual.values, + ) + np.testing.assert_array_equal( #are the keypoint labels the same? + reconstructed_ds.keypoint.values, + ds.keypoint.values, + ) + + assert reconstructed_ds.position.shape == ds.position.shape + assert reconstructed_ds.confidence.shape == ds.confidence.shape + +@pytest.mark.parametrize( + "fps", + [ + None, + 10.0, + 30.0, + 100.0, + ] +) +def test_valid_poses_napari_layer_to_dataset_with_fps(valid_poses_dataset, fps): + """ + Test reconstruction of time coordinates from napari layers to movement + xarrays, with different fps values + """ + napari_tracks, _, properties = ds_to_napari_layers(valid_poses_dataset) + reconstructed_ds = napari_layers_to_ds( + napari_tracks, + properties, + fps=fps, + ) + + expected_time = ( + np.arange(valid_poses_dataset.sizes["time"]) + if fps is None + else np.arange(valid_poses_dataset.sizes["time"]) / fps + ) + + np.testing.assert_allclose( + reconstructed_ds.time.values, + expected_time, + ) + +@pytest.mark.parametrize( + "ds_dataset", + [ + "dataset", + "dataset_with_nan", + "confidence_with_some_nan", + "confidence_with_all_nan", + ], +) +def test_valid_bboxes_napari_layer_to_datset(ds_dataset, request): + """ + Test reconstruction from napari shapes array to movement bboxes dataset. + """ + ds_name = f"valid_bboxes_{ds_dataset}" + ds = request.getfixturevalue(ds_name) + _, napari_bboxes, properties = ds_to_napari_layers(ds) + reconstructed_ds = napari_layers_to_ds(napari_bboxes, properties) + + ds_name = f"valid_bboxes_{ds_dataset}" + ds = request.getfixturevalue(ds_name) + + print(f"\nTesting fixture: {ds_name}") + print("Position NaNs:", np.isnan(ds.position.values).sum()) + print("Shape NaNs:", np.isnan(ds.shape.values).sum()) + print("Position NaN mask:") + print(np.isnan(ds.position.values)) + print("Shape NaN mask:") + print(np.isnan(ds.shape.values)) + + np.testing.assert_allclose( #are the position (centroid) values the same? + reconstructed_ds.position.values, + ds.position.values, + equal_nan=True, #reconstructed ds should have nans in the same position + ) + + np.testing.assert_allclose( #are the shape (width,length) values the same? + reconstructed_ds.shape.values, + ds.shape.values, + equal_nan=True, + ) + np.testing.assert_allclose( + reconstructed_ds.confidence.values, #are the confidence values the same? + ds.confidence.values, + equal_nan=True, + ) + np.testing.assert_array_equal( #are the individual values the same? + reconstructed_ds.individual.values, + ds.individual.values, + ) + np.testing.assert_array_equal( + reconstructed_ds.time.values, #are the time values the same? + ds.time.values, + ) + + + From fd11ffc2d970a47414db16c532b5bbc8f6623b5f Mon Sep 17 00:00:00 2001 From: "pre-commit-ci[bot]" <66853113+pre-commit-ci[bot]@users.noreply.github.com> Date: Tue, 2 Jun 2026 13:35:08 +0000 Subject: [PATCH 16/16] [pre-commit.ci] auto fixes from pre-commit.com hooks for more information, see https://pre-commit.ci --- .../test_napari_plugin/test_convert.py | 72 +++++++++---------- 1 file changed, 34 insertions(+), 38 deletions(-) diff --git a/tests/test_unit/test_napari_plugin/test_convert.py b/tests/test_unit/test_napari_plugin/test_convert.py index 6ab45caea..ba669eee7 100644 --- a/tests/test_unit/test_napari_plugin/test_convert.py +++ b/tests/test_unit/test_napari_plugin/test_convert.py @@ -265,59 +265,59 @@ def test_invalid_poses_to_napari_layers(ds_name, expected_exception, request): @pytest.mark.parametrize( - "ds_dataset", + "ds_dataset", [ "dataset", "dataset_with_nan", "confidence_with_some_nan", "confidence_with_all_nan", - ] + ], ) -def test_valid_poses_napari_layer_to_dataset(ds_dataset, request): - """ - Test conversion from napari tracks array to movement pose dataset - If I convert a dataset to napari and then back to a xarray dataset, - do I recover the original values? +def test_valid_poses_napari_layer_to_dataset(ds_dataset, request): + """Test conversion from napari tracks array to movement pose dataset + If I convert a dataset to napari and then back to a xarray dataset, + do I recover the original values? """ ds_name = f"valid_poses_{ds_dataset}" ds = request.getfixturevalue(ds_name) napari_tracks, _, properties = ds_to_napari_layers(ds) - reconstructed_ds = napari_layers_to_ds(napari_tracks, - properties) - np.testing.assert_allclose( #are position values the same? + reconstructed_ds = napari_layers_to_ds(napari_tracks, properties) + np.testing.assert_allclose( # are position values the same? reconstructed_ds.position.values, ds.position.values, equal_nan=True, ) - np.testing.assert_allclose( #are the confidence values the same? + np.testing.assert_allclose( # are the confidence values the same? reconstructed_ds.confidence.values, ds.confidence.values, - equal_nan=True, #reconstructed ds should have nans in the same position + equal_nan=True, # reconstructed ds should have nans in the same position ) - np.testing.assert_array_equal( #are the individual labels the same? + np.testing.assert_array_equal( # are the individual labels the same? reconstructed_ds.individual.values, ds.individual.values, ) - np.testing.assert_array_equal( #are the keypoint labels the same? + np.testing.assert_array_equal( # are the keypoint labels the same? reconstructed_ds.keypoint.values, ds.keypoint.values, ) - + assert reconstructed_ds.position.shape == ds.position.shape assert reconstructed_ds.confidence.shape == ds.confidence.shape + @pytest.mark.parametrize( - "fps", - [ - None, - 10.0, - 30.0, - 100.0, - ] + "fps", + [ + None, + 10.0, + 30.0, + 100.0, + ], ) -def test_valid_poses_napari_layer_to_dataset_with_fps(valid_poses_dataset, fps): - """ - Test reconstruction of time coordinates from napari layers to movement +def test_valid_poses_napari_layer_to_dataset_with_fps( + valid_poses_dataset, fps +): + """Test reconstruction of time coordinates from napari layers to movement xarrays, with different fps values """ napari_tracks, _, properties = ds_to_napari_layers(valid_poses_dataset) @@ -338,6 +338,7 @@ def test_valid_poses_napari_layer_to_dataset_with_fps(valid_poses_dataset, fps): expected_time, ) + @pytest.mark.parametrize( "ds_dataset", [ @@ -348,9 +349,7 @@ def test_valid_poses_napari_layer_to_dataset_with_fps(valid_poses_dataset, fps): ], ) def test_valid_bboxes_napari_layer_to_datset(ds_dataset, request): - """ - Test reconstruction from napari shapes array to movement bboxes dataset. - """ + """Test reconstruction from napari shapes array to movement bboxes dataset.""" ds_name = f"valid_bboxes_{ds_dataset}" ds = request.getfixturevalue(ds_name) _, napari_bboxes, properties = ds_to_napari_layers(ds) @@ -367,30 +366,27 @@ def test_valid_bboxes_napari_layer_to_datset(ds_dataset, request): print("Shape NaN mask:") print(np.isnan(ds.shape.values)) - np.testing.assert_allclose( #are the position (centroid) values the same? + np.testing.assert_allclose( # are the position (centroid) values the same? reconstructed_ds.position.values, ds.position.values, - equal_nan=True, #reconstructed ds should have nans in the same position + equal_nan=True, # reconstructed ds should have nans in the same position ) - np.testing.assert_allclose( #are the shape (width,length) values the same? + np.testing.assert_allclose( # are the shape (width,length) values the same? reconstructed_ds.shape.values, ds.shape.values, equal_nan=True, ) np.testing.assert_allclose( - reconstructed_ds.confidence.values, #are the confidence values the same? + reconstructed_ds.confidence.values, # are the confidence values the same? ds.confidence.values, - equal_nan=True, + equal_nan=True, ) - np.testing.assert_array_equal( #are the individual values the same? + np.testing.assert_array_equal( # are the individual values the same? reconstructed_ds.individual.values, ds.individual.values, ) np.testing.assert_array_equal( - reconstructed_ds.time.values, #are the time values the same? + reconstructed_ds.time.values, # are the time values the same? ds.time.values, ) - - -