{ "cells": [ { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ " **Chapter 2: [Diffraction](CH2_00-Diffraction.ipynb)** \n", "\n", "
\n", "\n", "# Analyzing Ring Diffraction Pattern\n", "[Download](https://raw.githubusercontent.com/gduscher/MSE672-Introduction-to-TEM//main/Diffraction/CH2_05-Diffraction_Rings.ipynb)\n", "\n", "[![OpenInColab](https://colab.research.google.com/assets/colab-badge.svg)](\n", " https://colab.research.google.com/github/gduscher/MSE672-Introduction-to-TEM/blob/main//Diffraction/CH2_05-Diffraction_Rings.ipynb)\n", " \n", "part of\n", "\n", " **[MSE672: Introduction to Transmission Electron Microscopy](../_MSE672_Intro_TEM.ipynb)**\n", "\n", "**Spring 2024**\n", "\n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", " \n", "
Gerd Duscher Khalid Hattar
Microscopy Facilities Tennessee Ion Beam Materials Laboratory
Materials Science & Engineering Nuclear Engineering
Institute of Advanced Materials & Manufacturing
The University of Tennessee, Knoxville
\n", "\n", "\n", "Background and methods to analysis and quantification of data acquired with transmission electron microscopes.\n", "\n" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "## Load relevant python packages\n", "### Check Installed Packages" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "installing pyTEMlib\n", "^C\n", "done\n" ] } ], "source": [ "import sys\n", "import importlib.metadata\n", "def test_package(package_name):\n", " \"\"\"Test if package exists and returns version or -1\"\"\"\n", " try:\n", " version = importlib.metadata.version(package_name)\n", " except importlib.metadata.PackageNotFoundError:\n", " version = '-1'\n", " return version\n", "\n", "if test_package('pyTEMlib') < '0.2024.1.0':\n", " print('installing pyTEMlib')\n", " !{sys.executable} -m pip install git+https://github.com/pycroscopy/pyTEMlib.git@main -q --upgrade\n", "\n", "if 'google.colab' in sys.modules:\n", " !{sys.executable} -m pip install numpy==1.24.4\n", "print('done')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Load the plotting and figure packages\n", "Import the python packages that we will use:\n", "\n", "Beside the basic numerical (numpy) and plotting (pylab of matplotlib) libraries,\n", "* three dimensional plotting\n", "and some libraries from the book\n", "* kinematic scattering library." ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "slideshow": { "slide_type": "-" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "You don't have igor2 installed. If you wish to open igor files, you will need to install it (pip install igor2) before attempting.\n", "You don't have gwyfile installed. If you wish to open .gwy files, you will need to install it (pip install gwyfile) before attempting.\n", "Symmetry functions of spglib enabled\n", "Qt dialogs are not available\n", "Using kinematic_scattering library version {_version_ } by G.Duscher\n", "pyTEM version: 0.2024.01.1\n", "notebook version: 2024.01.10\n" ] } ], "source": [ "%matplotlib widget\n", "import matplotlib.pyplot as plt\n", "import numpy as np\n", "import sys\n", "if 'google.colab' in sys.modules:\n", " from google.colab import output\n", " from google.colab import drive\n", " output.enable_custom_widget_manager()\n", " \n", "# 3D plotting package \n", "from mpl_toolkits.mplot3d import Axes3D # 3D plotting\n", "\n", "# additional package \n", "import itertools \n", "import scipy.constants as const\n", "import os\n", "\n", "# Import libraries from the book\n", "import pyTEMlib\n", "import pyTEMlib.kinematic_scattering as ks # Kinematic sCattering Library\n", " # with Atomic form factors from Kirklands book\n", "import pyTEMlib.file_tools as ft \n", "# it is a good idea to show the version numbers at this point for archiving reasons.\n", "__notebook_version__ = '2024.01.10'\n", "print('pyTEM version: ', pyTEMlib.__version__)\n", "print('notebook version: ', __notebook_version__)" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "\n", "## Load Ring-Diffraction Pattern\n", "### First we select the diffraction pattern\n", "\n", "Load the **GOLD-NP-DIFF.dm3** file as an example.\n", " \n", "The dynamic range of diffraction patterns is too high for computer screens and so we take the logarithm of the intensity. " ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "slideshow": { "slide_type": "-" } }, "outputs": [], "source": [ "# ------Input -------------\n", "load_your_own_data = False\n", "# -------------------------\n", "if 'google.colab' in sys.modules:\n", " drive.mount(\"/content/drive\")\n", "\n", "if load_your_own_data:\n", " fileWidget = ft.FileWidget()" ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "slideshow": { "slide_type": "-" } }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "0 1\n", "1 1\n", "Channel_000 sidpy.Dataset of type IMAGE with:\n", " dask.array\n", " data contains: intensity (counts)\n", " and Dimensions: \n", "u: reciprocal distance (1/nm) of size (2048,)\n", "v: reciprocal distance (1/nm) of size (2048,)\n", " with metadata: ['experiment']\n", "Channel_000\n" ] }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "3d0cbe2226b64b70a4f976f9f7b5f8c5", "version_major": 2, "version_minor": 0 }, 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49uR7cN9994VtKQFMZP9e//rX41//9V9x0003Nc51nVfb0uTSLyfNviY9ANwDsn79elRV1VgpPPDAA41VBVCmwwfVDAZ2ACgAFnFwVegE/oDMy4LdiwCVUrBoeUn4QKuMa5cS53MTPg3qysRJiIsxQMWOV+g+EfC6ikk02w7q+0rmE/vWWpu2i/KkYxauvrKtxvcJENujOoA02SdUDk9Hz5Hy6anPeBp5P7hYX3apb2U9c/eJi+y/qsP3aaXrtVXhk3/nbc7lmzuW66cc6ADKzzbv7ypzTNaLnqFqChBE5ap0ARGef/keKKTtNQy4VYjjFBgQlM8H5UMi3xkOCkvHczLN81K6j+L94hN/0jcqTZOT3IKsK4iwofv3LOg46GCFgw7e9TKN76B169YlALBN3vCGN+BTn/oUvvSlLyWs55FHHgnAsXNHHXVUOM7n1SOPPBJLS0vYvHlzwgI+8MADeN7znhfS3H///Y1yf/jDHyb53Hbbbcn5zZs3YzQaZefwfUV6L+A9IDMzMzj55JNx4403JsdvvPHG8BBOLQQ6tIrfjc2vwldRSoNgEGPamSJ5TqbngHASM1QCf0qlf1rHP7quE2tk0z+49meZD55fiTHLgcEcG1FiKOi4/Cyl7cL2TSpH1pn3YZc6yzQd0q3EZLisPJbD7nV9LqdgnRr5yPymrad4//jzG76L57yZR7k/lVKuv+V71kwY/1zh6fFpZDn92fLeTGKG2iQ3JmbHicw1q0U21das2F9Xsdbi9a9/Pf7mb/4Gn//853Hccccl54877jgceeSRyby6tLSEL37xi2FePfnkkzEcDpM0GzduxB133BHSnHrqqdiyZQu+8pWvhDS33XYbtmzZkqS54447sHHjxpDmhhtuwOzsLE4++eQpenLvkp4B3EPy5je/GRs2bMApp5yCU089Ff/jf/wP3Hvvvbj00kunz0yqG+n7hEFXDuR7ahXZqRw+yE47WO+KqrejFFVgoQ4Fde806tG2tMvpk7bfbde0qR1zLNOk/l7u/cio20vMSUnNXVR/T5HHbpfcM9ulTyc96/x+rtA9AOLYEUBJ10eTj1e5ciY9o/wdzN0naW8i82+T3Bgin++pVMFN1XmXZ6s0Lu/Lasblyute9zp85CMfwd/93d/h4IMPDhq0hYUFzM/PQymFN73pTXjnO9+JJz3pSXjSk56Ed77znVizZg3OP//8kPY1r3kN3vKWt+Cxj30sDj30UFx++eV4+tOfjp/5mZ8BADz1qU/Fi170Ilx88cW45pprAACXXHIJXvziF+OEE04A4Bw2n/a0p2HDhg246qqr8NBDD+Hyyy/HxRdf3JnJ3BulB4B7SH7xF38RDz74IH7nd34HGzduxEknnYTPfvazOPbYY6fLSNqYTQB+QDrBcdndk91uGbRyE9+kSbDtvFT3hsMCDHDQbRgLwqRTf0qQReCuK5jqIqW8S8wp/ZYgvNTHKwGyW/q67blpU8GXgEjJdqd0rjRpUz2l6i93Pc9/4jXLsUmk69pUyvL3rrwnQqZeTFaVsxMEGvcr5NUGtHJq3jbAN63IZ31Sf4j3RbafPwPTjrO5Z2e1bc0MLMwKmAtNk8ef/MmfAABOP/305Phf/MVf4KKLLgIAvPWtb8WOHTvw2te+Fps3b8ZznvMc3HDDDYmN5Hvf+14MBgP8wi/8Anbs2IEXvvCF+NCHPoSqivr+a6+9FpdddlnwFj7vvPPw/ve/P5yvqgqf+cxn8NrXvhannXYa5ufncf755+Pd7373tF2wV4myq7Lk7WUaeeSRR7CwsIAzZn8BAzVsrqCnYP52VdomshUZqKZxOlgu65cFEdqfaqk7B39CimreXF1FmUVZrhpwV9SHpTp06N+uz9rUz0eJOZLPvdIRZOxBUwj5zJcmcH5sWVJykmlzUNkVh5lcmaVjTJL7q1Vqx2hN8T4l/SLfH2vzquDc8WnakitrWocRIW2AP7fYafvNjwPA2C7h8zs/hi1btuwR5onmnh/c9fgVcwI5+oTv7bH699IuPQO4L4mx0Ui5I+vXZXCZRtoGJ54mesdOqT6ZNGHlvBq7DticMZi0ys+Bjkngr63uXSfSNvA7rRq3TW1bsiVsUe92MV6XQIg/hxPV6F1FeqByYE7gYlLe/F52rYdkgP21DV8X7hleN5nGrkxiQ3Jq4i5seMtCaVljQguIyoJ7An1A+snvk0mBcqMMnq8EfBwEymsSFr/0rnfUJpSuFe9Sm33gpL7OvSc9R9PL7pIeAO5LMsWEWTI03h3C2Y3GBLAcdWFXFnA5jAbVr2XQLklr/0ngNQms5doxyUljGskZsHcFCi2SBXEFYFycCDmAa7MLk+lRx+u4OlEpJO5sRkfQwevHDdD5uyQ9bXOG6koDmpepY1ppi8vaU3qucoBQfu8k06h1M+yhZCinyj+TrgFgQogq33e8rzN9WFQL83pL4Z7JvB0EDGXbSqrjaReSyxh/5AKpxBDuipPJ7pDaWtQrMH+sRB69rJz0AHBfEmPBQ4tMK7vTyL11kFqOSpKua1PZdKtYyhAIRivIBHDdud+mceTo4p07rSxXBcxEVVU3VT73RJdqvbb+VNqFJEnAgHH3qY2ZSxg/rlYUKkGeNqS3TaCXa0tbOglYZT0qNOzcsja78ncG/E7rPJCVjo4PXZ1ksnXJvItZe05qqwTXSsdnh0C2aWHB+Ps0SfWbPA/s+3JVxbEy6e9J9rQdhMbmnN3g3gAAV8MGsJfdLz0A3JeE2I5lykqDvxUfmKZkG7KSYwEaSQosVmNyzxhxT/LezTlT5GQlQJ9U71K+pQkp028lu81O6loOyIAIhnRmku8iSgF8gmgDkjngRAAyd00LU9lIR2XLa3m+CfhVseyqKpfDAWKLtKnRc2kTE4RpWKmOi6vWcWOCc1DibMP7hZxCCPjRM1IAxVOry13i/Pc04+b5aWwA28xUkqo0nTm6Oor0KuBedpf0AHA/khUzNu9YVlbkhEDHpgU8u+JlWnDyaDB+0ps3Y+/XGs5lkpo6d91KSg545rwZWZ0mhpiYtMMMZ8GUYP40IoNGxyQTR2ItANE3VoBwa1KGje5ZCWAVvLMbgCJXtxLAK/0OxyvGMIp+yF7PACJTKTc8mH2eJdvBrOqwi/fqLkpbHdqkwWhxIMwdQziwzrDBjihm6lfOBLqCyireZmM6178YqkfaFVPaRlEq+XRVTfukNHYvC/yusBhY1D0DuN9JDwD3E9lThsP5MBwFMNTVHo7S7nrlivkqpTqzSVk1l5TShCAZuDYvza79Msk7sdWZJQP8cowW0GTqcrsiyGtKjBZN6BxscXZHZyZpyf5I79E6U8cWNWqSZlJ9ZTqgwHoKtaK8TmkAxoFACUQIMGtfD6si0M3dC86kCpvCsn3lLrLoE1jBLGM1pfestRaoLVQl7i8Qnxv5fDKAGEBgTlZaK5FzNOPvW8mWcMK7XQpDNClk0RRxlFdUehXw/ik9ANxPZFVj+uUmgOU4QSyvYk0vwAmeqw0xhSj8bW0orfa7eid3df6Q5bXlU7JvDHkIEEhsXg6o5MCZFGlfVQJakmmT+bXEVgx5cVZRCoEoWVZOeD4y3+yWghIU8nrlWMwSIJY2gRVQ154tzLCk3BZxwqxPjFxOdbwi48Kk91MAnq7l2to0FyaltpK9pRXllBZYXLUrGUJ+PmbW3TGky3g1YSyc1EclRnAvMAfsZT+SHgDu47K7Vb2dZRowQ7IrnrwSsPA6IDWqTtg/zjCgBThL2zrKP8fwla7nderKIuakLU2mza32e1IlS6wUJbGZCVTmIaXOtE0CrVz5JNxLtwTgciCwDezJvHLXTQKNk1TNQAoIc4uRErAIAM808+D5UjrJBjLQXFLr7ylzEFff2IjlqIYTG8FccHvOCmsTVOYBBJYkZ+OXu09SdZy7bjnjVct4WFIHd7LJ3cPSewHvn9IDwH1M5GDehd1aTrw1OYEUZTnAj9JPO5jSAC0H74yksQhVMunbHGDhdSp5504CcTmwOMl2cFfj/nlpqAZzsfKaF6U2fdx+T/Zxzh6wTe0qmRzuBdol7EruXCldWxrpZCCPy89c3pLBlGptEkomvU2NjefqWuTfwkjxPDn7NYXTkrTZW64NX1ZyJg4rIV1iNLbFDyy9NyUHMaWaoD13zTQhd6aUnBfwXrO4h+O5V0L7vEoa7F4K0gPAfVQ6Dw7LDLabHYCWY8fW5iVb8lItDaYl4CfSFkGQn0CLfSfLLJVXiq1XSsPTdlEr0/WFvMsOOAwYcOAn0+faRcCGe9KWmKs2KYE08vrM7QpRAoRt5+T1ufAi/FNKLjCx9ACWYV54mbnfyXUZEMOBoFyY8XuS1JneEcS6SJtB4ThRYo/aFnK7FBBaPLcURmiaMloDjBvrGFB5z0rxA3PvWejbCeNh6fwkx5JJNpUdFnPdYpFOTNJLL52lB4D7kMQxbM+tDNOBOANKJoHCHFiS17QFrE0r03p+4gBaVOllWDper+WydA0WrSP4y/zmnoCtal4J/oC8LVl4fkxklxJ1V8fniwOgHAiTu0BItWuOeWtT7U4CdG3CgVkueDNP17X8nJez7Lu23WR4+YE5rJlqnvpQIfGy5sL7kFTFLfcvN37k7c2mGGeY3WvJu7W4KxF7/yUTFryjJQgsLDTCeyLfp+V6408yEZHfc2kmjSPIq31z51ZLE1yvkBfwSuTRy8pJDwD3IbEWsLvhBSrajnHJqTRLKtHS9XS+C9hLK5hN3xnw+eCynbx7uewK+HMVTNPzMiXbJ/qlyw4SWS/JtjoAQi1JKvU6HkvSmjxo4+e6OF0k9WVhUHLXdlUxd2G2c9fzEDa2YB6Rc2qReeTOlRxbJtVPejIHQJhjkTNqX7m7BjFjucDToYl5oCePddc05J+D0k4XWc1CJn0zw9L7mLZz6tApJbafm50k5XUYw9qiBIixoxT7Ma3i6oGn2oZdDXc5n172HukB4AEucvAvgqqVimcnB84225mM/c00xtBhApM2f13i902SDqv6bHoqhwPBTqp0xuZ1UXcmrJJh35ECDy6TvG3bnDRy5edCtHAmi9eThIOWEjibJNROCjMiJ06pDsw6lxigEiraaaQrg5pLz1XFuXTcSSIHNGVMPRKRthRKRtr+lsDUNAxhTi3d9dowLpVCw5DwvmEOMkW1cCwgfpZUvTmnkK7S5knc4iGcB4HTF99LLyXpAWAvq+thNgl0KZWCv4I3L2dGik4yJVvErkyfXMFPoyKeFE5CqMCyUlV+giqwSyVWTLJ+2TQtzhCTWL4S2yV3ywj5GCRx8vjzV2Xq12XWS1gwtLOhufawtqtKw1rGtJEKNmkb+97CtMU2iH7tErtwl1jOqnk+BwpF/MtcOJmSLDcQNC9rUh6NxWnCsgrwxyUHArlID+Dc97QirfXsLB1DZRXjPK6S9E4g+6f0AHB/lBK7kpFOnr7LlZw94Ep5C0qPyKkZl4Ld3yRpA46lczl1Uaa8orE+t+vjoUPabM0kICnZp3VV5fJ8udoxB2SqAsAKdfBtANoZPW7/RkAxCS8jwCPVRdozdhVWx2hLRvWVwurQRa1sRH91eV67hKGRwusCpM9Jjt1lTG1jNxI0wdNy7Y8lq9VQA3eQ4lhVAsvFhYl4b/nztbtYwJx0sAvk390OKitT9LRioFCj5V2dIp9e9h7pAeD+KFN6/u4R8EfHuopw+Gi3T5zEpizD7rCUT9vvRr3K5bSG2WnboYMm8EkAgsKNcA/VnC1fg5ViQKUklZ7MKuacPHi8vy7CgR4/JhkbpZBsG8ft96SnratI07bRGsewhqQijBBJQ90qWEwOEvj3EvArAfPliASiufpLZlBuv5apS1dGsCjG7/8gHER43ssKe9Klz5hndGu8wFih/LGcHeByZJI3cZI0Vb27Ptr1KvTSC0kPAA9g2a2qhVIA5RwrllMFZlWmKgUWQJgEsg4eXULO8LST2pGTKeP1AQUbnzYQFepiAXRUDWYL5uxZiz1fKXRMkhdjmCZJDvBRfpJVKanmyC4uy/5Q+rppI8eBIJ/IydMWAAxzgtEZr1WpRpXC68TV3FJKrGwu3XIAIc9zEtAIZXtAyOMT5jykmTqVSxfAlgsLk3MGkQxhSSQj2ahrqR4cyMr3vzQWTgHYJhReBpETQsUkfb5aDOAylCylfHrZe6QHgAeA7NZdAdrUnl2BVsbDLgtOeSgIoc7KtqvNS7kUxHY5amrpIV2KSxjSe3WbNGgH8ixdow0lOyUG6rrEvyupzRJ7PcpX1JXvGJJTm5XUtHSMfy+BPpJcqJScSK9aag/NXhrpeZkXZxF5G9ocY7hQn+ZYQln3SaFnsmpkcX3RE3kCGMrds6pq5sdt7DqC0q4q42njBO6SZPqiETcQcO9vMDVoWZiQtKmLc2mzdctoJjLj1sQoDbtZ6hVSAa9EHr2snPQAcD+QSQNna5BVLrsSOyvn3Ut5kKcr/+0qQhXMDrDFQc82JyZrbdnmrtSOHDvIf3cR2b6cSKCnFaAK96urF24pnl6J2SsBAtm/MoZgycMUaE6WJZaj9GwGdk78bqt7TrXb1VZuEoCxFlnmzjB2rARm6bjc6YPLpAk8x7JK0Ng11EzJKUICX/4OcttNa5EEni6UV/IeXg5gmTrmIMQYkbOBzYUuYmFywthp2IKGC3+mV9oGsIv48WtvcATpZf+THgDuB7LcUAwAUtBT8nbladt+k8ggqZOkqrLgrcgCCmnEFJN5da3LckLddA1KHYCfZ9eUsGXjNlk5+7k279wusdFixTLHRL5FhxEPkEpekxmP7NY8OaCYBP7aPG1zQKirrqmRrsCelVhDgAE1cR84OMyBrlw+pWOW9W1b20oLABlmBojAm5dbMZVwAOY6BYGlfHPVmYbp68q+Z9J0cmZrY9XbvHNzoNAVGn+vFChssTNe1TiAPQO4X0oPAA8QSe3NMqrPHBDs6vQwKSJ+Lq1w8mg4exRASFa91BacOqfq7dqOLoA4I4020KRK4C84W2ScHNq2Rcvtc5u7hsoOzFxO7d4CdtucNWrTvDcSlJTssSTInQT+5LnleMXm6telzAkx9FJpYdZKqsPSOaAAVPhz11Kv0r2Wjjj0XTrJ1LUPN6RjSJ66RhJ6aMIuHDG7fH8VgcykuKBc2PvI7fka4WK0BHPMfESygLIeJcmZMEwLAtvCQxVkNb2Ae9k/pQeAB4A0wya0DLLLCW6cU4O2qUYnqTOYNybt4pGTZAN4KrNUz9z3tnS54x0G7QT8Jd62hTZLZqcU5LkE2BoqW2Hb5wFnBMs2Hi8BSl4vLhKwtYU0aQNcMoTMJFZr2vNtnrVdztH5LiCw4bEt1OANR5aCCpmuLeVL99UwppE/Oznh9zonObtKAoFKQ/n314a8SL1dxWe1hRFclofvNOGYCumzauGSZ70HiIlNIM83NyY07F2Xgcraxl+SlQq+vwJirIKxE8btjvn0svdIDwD3Y8kOupMG2OUOOiW1a04yNn+pp5tgtrid37QyaUBtU2N3TDsxRA3AJgnj5tGc6jQnUqUnVcKJk4NKmT9eP5q0iupdptrNgTLKuwsj10Vk6JGunq88Xe47n+glQG3zuu1yrAT+ujip5NrW2eZNtKvN0zjnaDKJOZXtCKr+yMq7r1X6nLRIPoRJemx3SsMGMbQt8z5NYgOB9L2fxvmjq6yGfeEU0quA90/pAeB+Lg3Vb3py5QecSVu7cZHpGgyMKQO/UjlywJ7G7q+LjWMHD193Qmfao5wKNSeTvEzbdudIwIESBusG1qp02G2wcxnHBQkCJzFw/BqZvsTQlfIplSfBXanstjzldW0i25OrX1dw1aWuAVj4RQK/x7lySuYCgGATW+op68rsA+14HJ9X+YxpIOsxnZHd5t07QRrhYjgIBIrMaAOo7gkmbhnhYXrpZVelB4D7saTBbHO2QRIILHOgmdYGUJQTtnjL7e2ZE+lhLOsh05VEMpEl+0FZ11Bex9WsBAs5Ne8k261ceTJ8igR/rHyLQtltTGRXRq4t7TSAq3St/J7b45eYT2mYz5mVHFDmkvO6lczpctvVJV3Dw7jl+c15ayuN4jZ4bWriNqaUnkHp3ayUsxEkswLBpHFGzSVX7NJugDCx8e0YVH0qoXbW7DdXYVfOTtXmdg7hn7sb3C4j1uhKSw2NulPQz0n59LI3SQ8A91PpFDagtKVZTkqr0UlOETkGsjSYZ8K7dKoTr4t02Ghr2yTHmEZylU5wXbZPm1ZNmovlJ4FLvnJ51RQxSo1ju6DKlerWSeBvkmS905EHcZOea+74YvluKAVbrmmPdZ3s29peOtfFUzhJb9DYpm5SoGpZTpuqO2TdBkQVS1dF5p7yLjwbUwV8Zg5iXWMKumrH97npHKKCrWOy8MyYEiilAApmvVpAbJVBoF0hG0Db2wDuVdIDwP1MOseL6uoYwdOQU0ebs8QEBlAO/AFUJflk1L45UJcrT6p+Sx69XDoYnif1rKr2Cb6LY0PIWOdBX74S6fmc00ZbDD45sbcBt5y9W1dHCw4Kpo1fFvohVJodl8ypZERF3w348Ca2QJskWSDF6pADpqUQMZRmuSK9hnMhZ5I6tuWVs3cVKmBpV9rWLvmdq4Y5I7gCMonlK9rvZa4PgdgTtTljMUvxOOVCeE/HBOwptF5WUHoAeKDIJDZsmnxIJu2gUVJJNvKcMIjmQF2p3BxTWfouVdcZIJj16q0yYM2IrbR4m2SQ5q6gr+S5SHmG7xPsu6ZVV3IQ0Ga3lrA/aKpgZZ1JSuAxW7+KlS12qyixNbx8KcqWvVKT9rYBcQ8EpTNG2/M+rb3tJPV0SJexZ8s5UZHw8EMB8NC5gm0iFw4Kc/eblxf2lTbxWiEr6RgydR7ZZ5qBVyB5VrPPTFuYHym7w+Z6D0nvBLJ/Sg8A9zNpjcC/K+AvBx45+Oro+EH1K24wP20QaZmuaxyxCWmzg701jv0TThZpnoUBXu7B27bjRm4SJlWu3Ikj2y4B4Caq0jMgr0u4E/4Z0vEQPuk5uUOE1fF4Ni/AtbFixyuRphLXau2Z0gyzDAC1CVOQajx3sUyrm2y6ex6ofYxRTECuSUFEbts8KTnbRSltzC6V27gm1iW0pVJODcdDxCikQJCkzaEnxwwSMKb3g5xPpH3gBFmOTd/ELejEux40ENRt0jlEAmrpJTwpTIwrJM8Al0wa9mJwWFuN2nYcV1vzWYHK9LJi0gPA/UR2y1ZBueDQdLzkiCEHvAlgrNV+R9alDRDKOk2SrmpfIE6EyaTA1HA8fAqXUhBnHsKl5GSQE2ujXRuXHHAj+6acSG/WSR63UkgVnXFSScAcBzUemCk6XtdQSYBs8dxQupIpQC49SaVDmZY5jCjjJ26eZ/iesotKlm0y23F5oJgAbR6aJ9f/k95T6cwzCTDKduQcSYzGxLlbOpCU0kuHpiT8DQO6JZlgNyqdRroCQZmua/irxDawo11vNgB9mmnuovRzUvpJUQ566WUFpAeA+4l02gqpq8jVbQl8tQ1GE+ox9VZQ04RzaZOWQTW7h2nJSJ4YEKnqzQkHgnIC5BNv22SXU1fm6kWS2/lhUpiUnOTs7KxJQSwQDOUT9q32bdIaGFSwA3/eGKiaLSqMdaDNWgACDDbs08T9qwrPi1IO/LFn2XqvVdUA6lQGAmBUNbsf1jp1pgRZxkAZg7CvcxVZJ8XqlTBu4WCGHZRSeh66PCcJs8ScRdrsO7VC2PYtBzJz1+Y8h3N1bGw3yFn79J1b0bFsGiEHFg7iuSzHnrHNBKYVKO9dQM9AwayAF7DptzLZq6QHgPu4yGj7RWkDcW2evfL3MkDfRJWODCI9jap6ko2hdAAp1C/5nlXBCkDV1cEjqYtgqfhxss2axHjQRF0y2Jd1m+SsUfI8Ldjuub7SaXpi5CoddnGxWkHpCACtVrH/PThTQFTxCqcCW2nP2DEmrsqAkpIdGuXN0xkTwJ/VCspY/yny0zpuL0bX8HoEgOpBIQOLKsOUu0DcvlwCtTn7z1wcv2nUhLwvZNspb0kg05Z83E6U7/1LxyaJsU3WUKmoom8sYFgZgpHeVeC3XPYwlEuAuRROh1TBpSDzy6l/TlW8F0lvA7h/Sg8A9xNpxPubBOomHae8cuAs5zDRsAXT4nQEgUlsr2m9kaXwdufqWmAVG84d0huQRKo5JXPTVYIamQMWn69U10rj9BzrkgN2HBzSb5mXBAlBNSUAKfglKu1nKUpFho/AoHWRB5WxjlXjKl3OwlHexBSyCdB6VjCkNYKZyqnV5HPInilluFrXM5e1y9PyNmvlznvG0cI4kCgBsxb3zNp0G0Mg/W1twhjGQMOMfeNCTFzX520SY5hlGYmFzbBeuhKmC5nnkl/TYMyQlsv7T7ZXhmFZYeliV2itZTaBLeOBtAcEygtsadJQAod7KfDrZf+WHgDuo1Ic0KZxgmiTUhy9Lnlnwi80d8wQ+U5i8iZJKTxMG/irKsbE6fyuB3JS5sxNDjRKwMjzk4BF2gUmNme2fTLsYrfXADVUV5FOqnIpDWPsEvEBcpO8C8DQchCQY+8AD74IkOXSZNi3DqyYY/jQVPnCAz+qIwFNAoM8T6UicORglYvWDtSVJnGqa20iyCUwaKPDSWKnx50ncnm12QjytAnILNQLQGP3EWnvmmt7V49hWRa/fgLY42YZy7UHlPm1pWnECwSi3w8Q+8XvUpTk12annLU73Xdk5ZxA9r2278/SA8B9WHaLty+XKT18ebpWNU7OtjDH5E0rbY4jsg3ElHF7nwpNEJaTEhsjQ5W0TZClCVwyermy20KrSMmBvcy1geXjoI+zpImaUAcWK3VaYAyedKKQRvpMBRvKY9cSGMu2RQtwwuuRFGKbgJLXjVTT8ppxHRlJTG5D68LF96NTiTNmmtkVKr/LhuJ9UCnY2jQBmbQZbFN7TwJrOfV/juFuY1i7TOhtavtQL+ZVLcLGcMcQrq6dxlNYps17eKffE5UwEMcK2hWFhx8yBRA4SbXLmcG9GBw5G8BdWKCzfHrZe6QHgL2kMim2X8t1baCvyFZ2OTaNTPCcU10nszbnjhz7Rx69QNlWTZZD9mDTSJtdYa4seV2O6QNSsN8W709el1Hvqdo0gZW3wSOVbg54JflwAJkDKjxd6XdpUs3Y1QWnj+QZMPn7RoCE1NuUh7H5utLlxDTCA2XqU86osjqoqopgEfQOMaBUWohIdeM0IE2pfL45EwFjARi0BhbPmTPwR5hU3OG3Aaxqbj0XkqcMXonR6woQlxU7cNKWlblFbG7ckWC99LyulFanl16E9ABwH5Nd9owr7YRR2jmjWYHGtbnBdsU3f++qIpbqagn+tJjQFZqTKVe/5ibDtj16+U4WpiVsf8krtPSby6QQLbIunOEjacQz9N9zjJzMl/8u3JcA8gQQU8Z6xwp3rSJHCp5fCRjzOspJtJHeCqCC5r0HoirY2mgCQKJZmSUgyNpnM2pgUj9LdbRlTkAKiIyqbK+J76LiYFADCducYwZz72Ab49Tl/WKhflwIHA1Q+Bf5uObsU+V3qntg4jVgvU1sxdpVWCi1qXK7SCeHkeD1z5hAHgZpkjq4wE4XF6Dy2d4LwJ9Zob2Aey/gvUtW/8nqZc9KV9atZOzPzxeYtaJHsownOI2UJqdJgyNNnhL8SZUagY4uXr4S/CnlDOYlYJOgoQ3ctJXBJWc3xYGI0t62sQrpldZuW7SZofujcC1c3at1jJ/HWUEOFHg5XHy7lElDrARGzKtV1bh2zE5tgDH7zP3Rs8L/qP/4dbWJXrhGfPJz/LexzbJ52BdqEz0P1qZpEgZXPNNClR6YTpsJP0Pp2T2wgwp2OHAONVUFDCpgOHCfgwEwHAJKQQ0G7r7KZzph01pYpxIzWmJeS7aIXYS/UzKfUKZJz3MTDfqdFK/yY8wEsTazzeSEtFa+szwMkqwvl5INLQfgWTV8cyGx2kI2gCvxN4186Utfwrnnnoujjz4aSin87d/+bXKengP5d9VVV4U0p59+euP8f/7P/znJZ/PmzdiwYQMWFhawsLCADRs24OGHH07S3HvvvTj33HOxdu1arF+/HpdddhmWlpamas/eJj0DuA+JGzMK4Goa27lcnD+SLg4fLG5evp7TR/Iv1mG51zKVZqOe0sDd1nlGLieFCSlhMXLqq0l2gdOwfVqAMF9uQ72trN+32IM7OSFJcMc/21SpXb5TNWjzd2MYEBDOP3L3l7ZneVKcSDov8+XCz+XScQCkVLp9Qc36RSsXMNrbEiYez5Sm2D9ejZyzdbQZL2kAduivCYGmVWAPrWV58L145TPR9b2U6awFYEBBpZeth5DhlBL1cB3ryesgdxJhTOJyt5JbVqxBWWfOTnJ7QMkEhusFSxsv2CtB394g27ZtwzOe8Qy86lWvwstf/vLG+Y0bNya///7v/x6vec1rGmkvvvhi/M7v/E74PT8/n5w///zz8b3vfQ/XX389AOCSSy7Bhg0b8OlPfxoAUNc1zjnnHBx22GG46aab8OCDD+LCCy+EtRZXX331irR1NaQHgPuYrIjjx6Q4fx1sTkr16Gzrt5w0Xa6bxAjKcCs56RriJctyFhgWHq+vTTjDV1JhMrspxXa9aNRLqSarF66PoU84M5V1bOCMhfzk7eT15J6z4bxJPznI5MfqOgUBMg8JWnleuWc7qI6FWi73vWvQc2ud5tODSOWZDTUaO/YOiOplfo3vt4QNZH0YwpD4tIFBJBAPuPhz1tst1tptb1fXMR8KSM2BYChA9Osk0JFTVRoLS6q8HDNoxfPqr2lIRiXfyEsj2t0BQd3aTNqy6GwJBbUcR5Jk+zj65CGYmPNKkv+kUDF7sRjoVQkEffbZZ+Pss88unj/yyCOT33/3d3+HM844A8cff3xyfM2aNY20JN/61rdw/fXX49Zbb8VznvMcAMAHPvABnHrqqbjrrrtwwgkn4IYbbsA3v/lN3HfffTj66KMBAO95z3tw0UUX4R3veAfWrVs3Vbv2FulVwAea8IGQ1Lj8LzdYcrWW1skuB62yUt7IXBJnBZ0d2EmCmkiqk6TwfXpz4K9h5F0C4bX7k6BIAr9J4TOkOol+68r9VZVjnwaVUwnODJ2akP4GPryNZwpt5Rgq7nHL7fP4ecUBLFen8t+A++TqVK6GpV0+uIqU/1H+of+F6pEfA2A56OMir+OgVKoxCViS5FSivL2yjNqrr6kNlBdvLzm5jGuo0dj95upsyisHXEv9QO9epWGryv35+03qYgwHUbXv1ftKKfeeauWPEftbUEvmVPtyMUOqWv6e8Hwliyzzk889fzc44ynrRe2gcrRqviNtUhgjOoE//7xOTEt9LGJxJgvlnGNIaUG/DPX27pTaqhX7A4BHHnkk+VtcXNzlOt5///34zGc+g9e85jWNc9deey3Wr1+PE088EZdffjkeffTRcO6WW27BwsJCAH8A8NznPhcLCwu4+eabQ5qTTjopgD8AOOuss7C4uIjbb799l+u+WtIzgAeC5Jw86Dud52lzqsEJat+ilNiUacBhKbg1HWuL9RcOdAB/OSEjb6n6zdn1TIrdx6URdDfTr1LN69MpAr4EDAYxUJmSzJtg/oIJDqk/2flkezYJYkuMUW5i5EArxyAJmbSLjRKAqZi+S91yKu82RrHEknHWUmsH9Oi4BJcGrB9sVOHLdGDpVIxPSOmUtW47O4MIjOAYQTVmfU6OI8bvQmJt02mEt0MCTqpHKXRMSCNAYMhDO094YxG2OQzP3YT3I7CHIgi1Ui5PCo2TCRw9SR28rNipbRqFnBq78vUWziFZxxBqV+k5iBXfJ1jCaeSYY45Jfl9xxRW48sordynPv/zLv8TBBx+Ml73sZcnxCy64AMcddxyOPPJI3HHHHXjb296Gb3zjG7jxxhsBAJs2bcLhhx/eyO/www/Hpk2bQpojjjgiOX/IIYdgZmYmpNkXpQeAB6pIlVfOBkqAv0SkR58hY+nJ6uNl11Uem8AAJqyBlC5q3lxQXG7vEyZ42zzfNsl1CZehRN25Jy85cVTN9lutXOy7MPFnWBm6T6SOrNniAIjesJJFS9pcUGW1AbPCRNYE64UJz+eveHtkOqmizklOvV0qvw1EkvB3qaEWN9Ehh44LO8JsvXh6a8M9UZbVjamYk631NACjEPYvtjZsUWe9HZ/7UbBJ66IW5teJkEjBLEFZFsuQMasl1TC9A7mFD5VR6SYIFJIDgjnwlwCzKUTmG2KIhjExrVtWDUwhfmIiyjDPaK+y1CvkBVx7FfB9992XqE1nZ2d3Oe8///M/xwUXXIC5ubnk+MUXXxy+n3TSSXjSk56EU045BV/72tfwrGc9C0Ce2JALzS5p9jXpAeC+KtOwaJLpyzhKdJGy/WFhQpxUn10V1o7mTiPLfClLQZYnOXHwNF3s/Eh4vrmJD4gTKhCZv0HVzqwVVI2p04FQlRKLKW31WvLLlhsqPgFYtAG90nle30nqsy4DcxcmcVLdAiCr822WCyP6XtdiEePz4febpPTOsDokO6oACLuTmMg+0fEQUzDnmVsC17LdtWk+t/CTov8M74ViniO0640MDUOfGoiAMadBYHmScwjPI1Q1AsEc8zetzWCrWAasRV1V8hpNAJw5NngvAIDGapgV2AnE+LasW7duRe3mvvzlL+Ouu+7CX//1X09M+6xnPQvD4RDf/va38axnPQtHHnkk7r///ka6H/7wh4H1O/LII3Hbbbcl5zdv3ozRaNRgBvcl6W0A9yXhk0UXECUHmpzKNyfCNqURckEAnYmhFXaFEeRtLtgvFoGpDIvRaT9VkYYbercZrU8b0Jnnn3iO6mjjVzE2hcK4kH0fkHXiCKpD+mlieJYQ7Jhs2ehThkKhcznwxRiJ1nvedVXMwRr/o/JkXjJN7rqS5GxeS89mrhx+vFT3HHPI7QVJuLcz9TlnYAmw89A6lI7fB14H8vj24WSc44gPI1Np/+y4PzUYxPeGnrm2MEa54xnwR+FcLNmH8gUO/YUwROza0vuVY8DktbsgjbFjSvCXvAPSPpKkuGhk5eSe8V46ywc/+EGcfPLJeMYznjEx7Z133onRaISjjjoKAHDqqadiy5Yt+MpXvhLS3HbbbdiyZQue97znhTR33HFH4nV8ww03YHZ2FieffPIKt2bPSc8A7ktiTNyXclKoDBmfTA5qbRNfl3QmA/p2h9NHzjuzi9oXiLY4XNp29cjZFuVW4FJd21VKdn6S7aPjzM4v55gjY+5ZSmedjyaPw5ewNkohhAjh53L2f/x3VzaCq2G7snDyec6pZbnI56Hr4mY5Zbcdz6mT27w9c57HYWsxHVXzzH7PF9QExPyTwBgDj1z9H2rJdxdRCko5oB/ZuoJ6uE0lLtsI8T6RxzrrK1tV+UVGiW0vPYMtquCQhJcrymuMYctdrE6y5w2LNVEuX9BPy0bvQVlpFXBX2bp1K/7t3/4t/L777rvx9a9/HYceeiie8IQnAHAOJR//+Mfxnve8p3H9d77zHVx77bX4uZ/7Oaxfvx7f/OY38Za3vAXPfOYzcdpppwEAnvrUp+JFL3oRLr74YlxzzTUAXBiYF7/4xTjhhBMAAGeeeSae9rSnYcOGDbjqqqvw0EMP4fLLL8fFF1+8z3oAAz0A3LeEM2FtYGsKZ4lE+AA0IW0ycE7Kuy2sxrSgkZWTrN5z9n4lr14p3MHD6JT1kxNPVzXvxDIVsvZ9kuWkT5V66dpKp2FGJNCjY0GdWwB6bWpeOpb5XlKpJaClpKbldqeSUZN1yl3D2yD6qJPk2pSL10bCQV2ufMPAEjGsObDMgXFb+zJxJBUD1FZ5NSILEWMrb/upFTA2ybNhNcSuLMxpxPe3Ymld+xh44/EES4sDal9yjC3AjHVOHIBjB4GoFuYqYaBsIiHL46pgAGEPYX6dkGXFKJ0gjZiCbeYivs5Txy8MfbsrNV2+GCB48O5qPtPIV7/6VZxxxhnh95vf/GYAwIUXXogPfehDAIDrrrsO1lq88pWvbFw/MzODz33uc3jf+96HrVu34phjjsE555yDK664AlUVneeuvfZaXHbZZTjzzDMBAOeddx7e//73h/NVVeEzn/kMXvva1+K0007D/Pw8zj//fLz73e+eskV7lyi74nt29bLS8sgjj2BhYQEvWPOfMVAz7uAk9o//JikBtQ6sHw2c2QF0JTx9c9dT3l28fCnMC2f9JPhrOFro9HqXcXnVLXcDKHkWyzzTiseyiRVIVJJsEkkmeB22V+N76TbCtnChSTV3rgBSlhUgt9RGX/dE+P0kO0b6I3U0r3/X8ji4kv0eWM8JwJRs8rh6ttQOKRIQ5tTXpfbwuql4z5PfnOXTLmxP6gmuHd6qvTrf2kZ8R+7hr3wapylgzwire9gBgwPBNrvABjuXWZRx4feJs4GTYgbmRL6bdIwxisXxawrJjYPye1LfEkPJ6uR+t9h4smdobJfw+W0fxZYtW/YI80RzzzVfOxnzB+06X7Rj6xi//Kzb91j9e2mXngHcl8QYJBbFXEoqsS7MHx9kRLgX6eXUYP5KddkVmQD+0rRSVdhRPSyPTwt4JNjMCQdxPH+/8ky8erma11ok2hY/mRPos6V2cDUv/w2krJ9gavjk1RbguxMolCxm7lzJ3knWTTKD8ng2f5GfyeQjVdOUN+2PnGNhZTm5a0tp5PEsSBLtzqm0a+u9YGsXeJqeCWsdQwgA47oZgFrWlYNNrRH2IbYWSQgZIO73G9TDppmnzDcwYJRILMrEzjXWehaP78jTNZxSaAcVlWEEhfq1C/tWAopdwKO1lgWLLpicMCZwoi1t2zO/h2TlAkHveh69rJz0AHBfkxJDIT03OYhqC5kiGYeMdLb147aHsrxpnFZa0jaNtm1k/5JKF/KQ6XLgT07SpYmo5DEsr0sAj3da4aFciNXxcd9ULcAaU/+SKi84dPAJOMf25UJNCODnqhiZjQYjxY/nRE5QHLiXGDClYiDpxMuZGNBM+hx4o3xz4JGAAY9jWOkGM9QQyoeHb5ETcQ6c8ncp9wzLa6VIIAVEppb6M4TscW1QNeL5NkBjACA+P8nWdVQnDzwVOQXBM4qK2ft2sLlrLHqsdeCu1Hb+npSGoZLdbejzKjaUA+Au9Q1ZtYOx1lAyXorXt0QXUEq53V2AXdOa7EZZzj6+pXx62XukB4D7qnAQmDOCn9Yo3ucjVRgNo2XKUw5UbazJLtj5kWTt/cLJCWxcaRLITigibQ4klALgUnpuQyjARAB/WgcVaGD0SG0nAU0o1yYx/oL6DmguAFomMs7mZeNc5dSXHITkmFl5jOrI88oBIAligdResSvrKNMT+1cK3C08p1vLy4G+5NkRoD/Hgkp1snwnBOBOvnPVLAd7BrFfCfTIuIICvCoDF0waSGNEMvMDO/TsHAOkyhgXQxBAEucuB8apH3Kvo7UA7SkMm3mX2f2TDiE5Rwup9jca0DZ+B7LvP38HaGybBOSmDjANxGewDYRqFWND5p6N0iKql152UXoAuL9I0Vu3BQgK9k/JiS0bsLgA/EogbxrwN62XL8mk3TxImN1dPKbiOVNHpqIkk9S+jcDLrG8J/JG6V7Et2TjzB+QnUGtTdiNh/0w62TcubapwFQc0JfUr0Axa2/aslUJb5H6H61qYOD7xE3sX6kGTPmMRk4UCUvZPggh+vBbt53VoMHwFFpLO1ex63ielRZL0AJXfJzHwnG0dM2AW6ht/W7K7JFDJ689AiB3APY9DxwqiViHQdFALh2s546YieMsJOYPYHJjkCzkaC/LZFBlB7rDCrzU6qmNN9+C9Ety1BQbOsYEhULRW+TpPG02gY71XWgwUDHa97JXIo5eVkx4A7muSCyhbki6hXiTrV1gtd5LdxPxZPrmGExlWry3mH/dGZKDLpWUqKkpTkklqX1fpBGw2PHz5JGLchJo4c8h6aLi9Zem8DBvS4f5w1a7KgQ0J+BptbHmWuN1cAYA281NRzZsDaA2WDc37QveSs0ESvFI5nJWla3MgLgFOlFbUncB5rh8lkM7ZFTb6Qqf9lmOA2gA6B/88z3Aerr6SaQU9d54B48BWxa3oggeyD92iAA8CW9TCpedAetabOv/sBS9kll4C+MCuWTS2H6T8Q7mIoFV4C7fZBObCxuScPkqq4AQEUp15W3K2gLvqQLcbpFcB75/SA8B9UZYTBBpoDsoJI8FAC1uVLwv8TTN4ZRjELFMlwYD09MtJF7CWA1yULoAyxvq1MaQS+JEdZInd8eU3/HqkLRixOrJfM+FCSuCLdmfI1kM+KzmWQaol5fW5ctvYCmkfWWJI6FybTAKdOZs0ebxqA2iqea+lJKpPlYLGEnBrlKNT0AjEe97GCubylItD4/6pMSLzLOpEi5GQpwT3lNYYoRJuAYKlOlN+/Hu4HUqwjMKsQYCnAAJzZVS0/7GJjCBnHdm9lY5vJXs/qT5elmdx5nnaHSFqeumlTXoAuK/JrhgLZ8BfAFecIdvdkmtDiSHJhUWRAZsl88d3AJnkMVsqK7ER4xMpq0dO3UvejeTkwc/L+uTs9SwrO6emW44osX8u0FTVTgInIr+J50ttBlIWhEsunQzPUyo7d5wDUwmYJIMny5CALldPyTQ1wgxlgFpOpUx55VTPXdkgmZcHaq6+vh9sBEzKsLokIBAAonNICD0EX48q3g/ly0rAGlffloB5rk+VAm2nFthFaW5B9w1oLsT0hLKMRog5CBvzzWwl1+YBXNoPtk2KIWJIBAi109z3PSQrFwi6ZwD3JukB4L4m08Qm45IZuJLBrC1+3jRl7+KglWX7gDz4I+F1l8Avp+bLSQn45tifnHMBgT/O+pXUmJWYeGs2CXEP4FI8ua4iWaOcfZ7sj9Kk3cZA5dKISTURCZKoHjLfNlaudF9zoK7td+44rxPVlepSen44OJHHZds4EOBlSftEkjYnL6n2zoIgAQSdPjitQw58AknoIUUNpPq0sYGyD7jkWPhQfwNIYjvZrUe0M7dApHRsQRZApdKAtuXnMsMGlkQCu1wMzWysQBq+5DsiHe/2Is9gYxXMSgSCXoE8elk56QHgviaTVoYd7QKLq1EbPUsnBinlZS5HuBcz1YkDPVmvNmHxxeKAWqXnXSFltW9O5Pk21o9AFmfAJJsEiMnef0rgR99D/VPVkzvUYswuGbPBoAkyKZ1kj2QeUnJMXInxywHxXL6yHvKaXB6sLhQou1FHDrq6qmJzZbQdl/lxMCjjEPL6GbjFQHgXM9dQWhliqa2OOTYQiNeOx/E5JecXcZ+UeO6tVqmNID3zRkUHEcABQe4g0nXvh1IfJ8c8EGxj76WQWlt6fefUwaEqeS/50p7npe3lSkCQ1y2xYe0iuxpjtZdemPQAcF+SnDdhKQ1JZrJtBX9dZVJYi65SUkVT/bgKJ7e1Wy4ETCXyANz1RlALCWDo6N3rKovE1o/ABVf70jW1cfWRoDNnD5UL1sybmlFNNUBgjmmqKmBQpSCJdsdIC2iqo3k+1rZ74pZYV55/uE7nQUvh2mTnE3YdtUkCFn4+XOfziQyLADu83xMWUDfPUxp5De+zNtUgnW9Ln2MPgfy7J9PmQL1n7EIeuSDTnFHMPR+srRb82XfPhTIGqGu2eGRaBQlW2+x3Q1tyzlwdzCKsjemMHBO9OliOB6GZzTotxzavkxq5ZHcM9r7zhfL01VgRMSukAu4DQe9d0gPA/V0yYCIZhLh6RTJ/QBx4lrM9FpeWtA3wl2OQZF1DY4SDRjLxmeYEVFThZUBjWsk0Lal7qW0sjhqAdGDnKt6cTVoL49esRiEsBQcUAeDreC5M3gLU8fZpFUOBZBmYzMIhgMwJfVY6rlQajw4I/RACFUvQywB+EsyYrs2AIFvFe5+UlxzLsF+cPZPtock5B5RJcg4LQGT5yCQgea9SIBCP6yZw49fl6tcGDOn6wAaalA1k+Spj3XZzApDayj/3vh9UbYClkQsgbW2qepXs3STmK0nL2Pzg2AFAOoiEdlmmkif2X6f9rysAdZYFTKuRAWVC2sLFtHkSZ7e05G0Ix1dXHWyshlkBD96VyKOXlZMeAO7L0iXGH0lO9SudG9rKyZUhj7cNUhJIhmq2qEAmsShACv50FSfPXGzAhio2w/oRaMyCwFiWq7ew9UsYLnGtsWm/SLaPJtSM+innaZgN5ULx+nIqQmNcOA9r8+wf1ZE/H23xy3jebd8T+674nQOubL42bn3HGThbpeUkXqttQKf0WylYJSbo3OvkbyjtoDGRJUvAC31y8MG+l0wSyJvYCiCQYyelcMCaYzUpDf/kNoKVaIPsV7nQGFTOZs24xY5aHAHjcRoyhpg3WwBtJRGsuuL3HRQ2xqb56sIzmMtbI4LAjO1qW8zALt7AnZj73EKXsdV0Ta8C7mUlpQeA+5rkQN9y4wEm9nJ+ICvtI8q3dysBz1yAWplWgr/wI8P+hXw7TBQehCUhJPiEwNtJ7c6pfEt7urLjwdGDs34lQNVgJkxRRVdiBiQgVHJCl3EhOavDy+BMVZFlEpMSTZAcAJRAls+b71WsDGfcMmpfykuqhNsWNS1lN37zNucYstJ1Ig0Hmi5uoz8tJumJ9bM2BVclgJ0A8GZWSX5Z5rHFLKMF0DQWJpJdzZkIWJvYAWI4cIsMa9O4gUDKBubqnRNS56p07EhAFzcTKS0cuUaAjwG2Tq/n50MVbCg3rVo8nosD2KhnV+H7Ge+JyAwTpIZCvQJBnFcij15WTnoAuC+JMcK+rQDskpUlY/6kgwVfNScBVjOAMgcy6LdMJ+2MMsbr2frkVItcSsGdPZuZBGXVcN6EYZLyE0hd54FfW9mUN2f9+P61EmiUtvkSx3IqoIlMgSyPq3kHgxa2loEMCf5K7B4vQzJenEFrUeVZ6cnL7elIBlXKPpbqxMslUF9S/8YLmgArpCmA4LZyqSgdj5F6OaiO2wCWZCqBJujOfc+A0sbxEO5FPBtA3m6Q58efW6kW9ipexcwDpNpdjcawtgr3w9lmxnutjIH17GDR27lNCAQanZobKO6AwgApkN730OfU7irJI76/eRA4iQWctIdwLl0JVMKaqOZWOoBAtz1fsZjdKr0KeP+UHgDuyzJp6zStWweumE9koJL8JIATeXc6lgN+QFRB8wkhUTmyuiVbTRXaag1sDahKu3Zw9o2zfW2OHiEvAjs6qnvJwYOzIjkGQ9o48W3B6rjrQZtaNxxTKvaXZKv4fTUm3XGiBBC45GzS6Dgvg7OMog6JilaqXyUopu/kRJI8BwrZuHxcJLDTOjwjVimn3mZ1tjTpBvaoCVwTNi53LyUonVAfq+Izl3M6yQJqAmy5+8yZ61zZsg454EfHeXDpXH5c+Puv/DNs2P0DoGrjtpVj5apx7UEeM41gz4/yaROGvsTWtdTRelAa3g2/Q0lg8RQAUzcXEbyf5UKQnkHwutEqUlYlfU9LAaPbwsPIvBpxTnPRB/YCJrCX/Ut6ALgviVSptqnJGgyeYNuABFg50NQB0AFl1VJpj1IpHPw18rDp5yRJnCsM7Nikq/hpRbF+IkePwYDVWzUnayvqzI8zlRrtxtGmErICVAThfcu9jTnokyCnoX4WjBNXX3MAJj6jtyxSBwoJ8pIJXyHZgg3sOnImIGGgTbHjtnJ5KGsdoPO/c2IDQ8vb649XlcuDrtfunKLrgBRABhBbYqoEaJZ9YFNbxeiAQv1YAMs5EKgxGQRKaTi5qLggomNtKuI2Ry/yaocHfNwmEu4ZSbxruQqbyuQqW1dg2u5cW0lK3vqeCYz2hgVgmdxnkVd4dtGqDl5JSRj+ALJFIjaedd3DeKWlxsqobyfstN7LHpYeAO5r0sUIeFJcvZzX7zRAr0v5mXATrQ4ffJCVm8Pn0krw4RriP/0w02XQznq0VinrV2UmCS5SpSX7s6M9UOqdLT6lYwfViWyteB9IYCDZvixoSPNvqHWViqBGZfqMl8W/C4BjA6jh6VgfQOTNiSvG+jXamJvseRhIynfg68LzVSpoGJM2SXDIxdomuOUqYMnwMQbVVsp5y7axi/yzYvdWlsNFPsvJIkEBMghvaYHBRYJBzuQCTi1cYiSpHh5wu+sq7wciWH1ryvezkbdTBVtP9vEtEZVfKLiFoKgPXwA1VMKsHvy3ZiCQ5TEpQHQukHSXreUS2YtYv14FvH9KDwD3JTEGQZ9UMvbPiQx/4G3hdmnfyUkev/QpvY+pPlQX7pQBpANwTvVL3r4ug3L9phk4Jes3GMT2Se9eeR0HAgTGgCKb0erNy+uS+06TlqxT7rsE27l2SBbPH7M5UJxjqnjeMi2TBnvngZ1MK9m4wAjyNIFZE2VZG9k9frxu3gdF6bk9otZ5xk8pt57wdUnqKIE3d+4g9tOIfgkgULCgUJEZFOU3hFiuTIicRv15HjKGI09bsgvk3xsMv2oeLz6zro0wFhgM0niB3DFEtp2/T0nfRBAYiksWMULFXGp3rn8581pYhE7y/m0N0s7S8LwAeHCaYTkJjPY7afSygtIDwH1JtE4HBhmgNmdr1whOjOnBXw7sdbUJTH5nWKkc8JNCANazcmHAlZ6+oW5TMH9KIVH30h85edBAT6oukpx6lZg/AuUZGyHp3RsmitxkIScoyZCUQEJuC7VSGUDZUSPHIhKIkNdQPwXGEikACCAgAjvLjvFyE9YEBLJ1oz8CGDQWyirYitVTK8dODVTjXtkaIm4h5cPqTiS09XkAzv4+3FN+HQJADG2uMv1AaaXq12covaezLCfvX4i8c78nHZdC73HuuZNA0CoBKm3TTIKXSwsBXq1kGzn2Pueuzz3vOUcPwB2T+sZcGJ6cSpiAIweBABomM2gu6LhMGxLGWuvuO4FA7rEc+idb1G6X2mrUK8DerUQevayc9ABwX5Q2L10wkFFyqJhWrbALwUebDFfG9m8S+COpKsfOAVB13fT6A2IbS84eDTUZA3+V92LMASAg2sKN6zgxEbvAHWW8nVOJBZDsQaybzt9bXt/AZmRUZLwP2lg5BmrTvpmg6ibQx7YvS0CcKKNxjrFuAUwpFUkNrWAGnjG2cGpSYwEoQCvYxF7Ll8EmcmXZPTKOJbJaAZRXqIpKiRQPFm3lyrUKAH2Xqkjj2qQ4s6gBGOPAqkHCdgamkPqAmDAgAmlSBzNW0fp0jaDUORZX1lHeC35cXsOPt9kFSiYubCtXp+VR+3N14Md4MG+fr4UHWwrtY4JU33qgFFTCIWNhxxfaWWDRiFnkzmnKpAyiPz7pvS5XvQNYlF7r9JxUCtkglXtALBTMCtgA2hXIo5eVkx4A7ktijFOdTQjKHICFsQDqqDbIAb/SgN82GZTqJupVDHRaCiwsJbfDh6+TtR7oleIWAk0g2ABFDPwNBin4ExNesgUZB36sTrFcxmC1qIYSe79MnMRmewqsn1J5W0bJMnHAVGIWeV6CwUvYPVFO6Vz0FPZp5G23CDZZdqhRDzWUBfTYwOoqetNSURawg4yNonVbk1H+FgrKqMC42YrllWm3JYdWqrMGUNuoljU22gLSosrfd1U7YGuVgtL+HiUOsioFjL6/FJlzcM9ousee8bRJQGYVyxOAMTaE/W6oTcHYJCSAPCmXRKp2JdAkr3bJzgYQG58/xfe6pvy0QnhgjIke/ABST9zMOy6ZO39NEm8QQIjzl5McE8j7iBxV6HoWoFkGipYewV1DwxRtgo11Kl+5YC6w+L30shzpAeC+JF3i/iXp2UCVCWraCvAmgb82G8BcPTiYm6T6LbF3dQ3Lr5uk0mqLL6g0VOWB33AQ1aA0YRkCLwz8SeAXfqeTW8nYm76Lk+3MH59YJaDLOGok3xmAIxV22DpNnC85ENgATJGm5wxf+B3rZJO6IJy3Q8/wicWI1RqmUm67MWNhjQOLtmKg0XqAVlEZgA6x6dz9IqBoB36P4DGLz2fd78D+MYbSKgU1NkDlWMh6xl2vx65Qx+QBamxcHyoHDpS1gBbvVm2DipsYQFv58moCj6I/CejJ4+JZSOwExbnGM1CSnLOKBJFADB1Dz3cJdNZ1TGttQOsKSJ81ypuXqQFuB6C8Q0cIFQNE4JXrE15fmKj25WrbXNtyfdJ1UdpiE1hiBkvvfy4OaOIVXFHdJldtd0qvAt4/pQeA+7rwAcSDiOBty+PqeWmEGVmOeleGo8nkMXHLOe6JLG1z5P6+XCYBP74FnHQ2CZWL4M/OzbidC0iN6ydZzl64/Bj448d8gNvWGF+hWJ0CZw74aAJtU91Rf1B3U7vkNTmPXiW8eKUqjoO+cC4DECgfFfMMzB6VJdWN1BSW1hKr6oGbA1kAxsarYRnwU0hUttQOVad2cwH8VR4IKjj7vbEDcBYKGKTglK63GlDeuchWCnbg+tkI8KAGLq6fMtYxccbCagYSoRwgtC69hfJMIrF99F44kKtYfytjyh6/BOTZ+WQHEgnOcnsXS+HPEpdJ10lWEUjHA2sDM6943XJ5k/ONVj7ETBXewzB2SbtALiX1N7cNZos+gI0fOZtkjRgjUIZJmhCbr4td9SSzkOYFdIN8YGizOoFUjFUwK+CAshJ59LJy0gPAfVVyA4YM/CzAk80N2CXp4uWbO87BB4E/EUIBQKpOkfXtEqw5Ud8wsNe2y4di9VEqqnyVArxikNg+xwAiVf3Sdwo70aLqlaIkuyccRRpAi//mkxi3RZKMH/vMhXHJMn6czQMauyw0GEBi8gY6gmQiW7RKwFUAeAnggrfVY+CrUsEB11J6Ykzq2F4TACwcGygcc6xWMDOe7bQWegluvh8Cyjo1rGFtV7VNgeUgTuhqbKM9oAepynsDW2uhx/649SyfQVAtK2NhSWVsfOxHrROw5RxGbLSJsjb0daIuhngO2LOQeMCG50KoY9m9DOYSnIVPTDN4sYXnmTPWOVaPxgAGApNr6VMuROl6Ao7Wtr9TElTm1N1Jej4+MBDI+yBxJsmUqVV89xM1cVoeH4PtpHYggsLsVpByEd9lbOyll47SA8B9VeQgX9r1Q8atyu3py/IobvFWkpLtnxxUGVCYOsgzSc5OB0Cq7mlRk0uHD5o4xrWzQeKqXviJWDKA7Lw7bBsDfqPcwDhkQJ+UnEpOZfpSnpPfQ5t5/3vGR6tgswYgZZ2IZRLG/KTeDaBt6AAgV7s24g0ysiJcrzxQUioAmOC44dWmpPolllDV7pwZKtRDl1bX7v6oOoJCM1QYrVEYrVXQS8DsowZ6ZKFHvqsHKgGkiqmP9ZhYX1c35Rk8BRXYPDoGIAn0jBourmAVGTo9MlAjry62cDZw3rHEscYq9q8Bsy80rt2UN/e2JmeRAOCi8wjfnzh5FuQ7Q89fAirYMRLuhSzHCmPan10OAvmChdcLiGkAt3UcbTtn4By+6to/I96gkrOBslwuchGVEwlCJRi2TJ3M09EWbZktNOU40NUBrE19vLdIDY16BfTQK5FHLysnPQDcV0UOpFzamL82J4Np1cFtTh9ACsbaVsGJ1yo3/mbnaDIpqLYb5eW8fYGohg0ggKmKpDqJT2DhN3NCAU/uBvTsIE6TKP9Nk1NJ7StBX2gXY0vYJJbYMOY+A+vpWT1h08ft+axW7jYEWzsVwZv30iWwZKuo9lUWUT0MB/qUhWPuFAKTZqsIwqwvxwwcgCEHBzNw5/TYMXfKOHA1nlWoZwA9dqCtGnkgaIF6RmE8r7DzUAU9AgCN4XYLPXB9RABS1xZ65PKEcuWa2gNN4+rpdgphIIGBRgeQGXtYOZBolW+rt2vTADAmdkyDbBiVjc+u8nZetiZWUKVBqg3bHWXA7OzIgYLVLzKCzG41B4Yk4CPglTwviCCQnjsgtQcEO0/CQWCoDi08kB4Tz76t/HZxOrZJ1X57ucSpY4Kncq4+UksgvYPbFpu8zrQ9HDmp5MahkEXzeBc2MH/CpJ97WHoV8P4pPQDcA3LllVfi7W9/e3LsiCOOwKZNm5aXYRv4AyYzbLsQ1qVNwqo2Z0zdVqeGujID5KQzSxKTL8P8cfs4svlTKjJ/AVSyvpCMAB3jwI88P1Xq+Zc19OblceGgQjKCkv1L+kWl1/nvDfBH3yUjR+wev5bAoNYO4FXasWlcxcxVvMHJQ7BgSvkwHioBRhYOeBEIpE+rfR5aeRDoixq5i80AIZ0eIaqNK3fcDIhxA1TtAKGpqF5ArQEzA9S1L08BSwcrmIFCtQQMdsQ8lXFAU4+tB6GuDHffGXgFklA0pCK2QGATlQd5plKAUdA2HovnVQQ5Yw8itI0mBsQIWgsMVNw1wyDVTHJnEnp+6JmUjGBJCAhKRoxL7lwuXqB8joFUQ0AgUIDH4ChC1w0HCcuofMc1gkbnys7VvdHmDIjN2SJnbIfd7woNEEjXocn+TRNzNXdduI8tYLOXXpYjPQDcQ3LiiSfiH/7hH8LvqpIbPi5DcrtseNmlXT46liulqIKWqpXGhYL1k4Bw0qDHr2/YxnnwV1Ve9a3SyQZoTh7S0YN9yu2bcuEf0rqpyNzwnUJy5RKwK3n3StYvsZ9kzCBnczzgk8AP8GyeP2cr7e3dFMyQACUca0UAsFKRAfOME9nbOUYvslUR2DnQVQ+RVfUarxZ1gY8RbASduhWolmxU1VoCacQKxjoqY1Et+dv3kCunWgT0yKEvXVvMbHXlac/2RRW0O+7wq4IG3VPqL6pbtDlUtdgZpKI6IqI93wcOIXKwAW9PZoFhFZhS+LiHSvvnqWbPlFIeBCFlBfmrKF6t6CxTAEul5z8nlLZi9OQkJzKm1k5AoAgY7ZyuqM7+S1AJa6cGH9dMJQwED2HpFFYCsq7jym3j/ZiowlldOVto/TW1uG5CjEBXlXJ/t24R2dVTeTeIgYZZAfXtSuTRy8pJDwD3kAwGAxx55JG7npEYXILRsNiZwcUvzQw03FuP/+4qGfCXePwCeTYOaFdf5AJE82tJipvBi+vJ3k8yaipOPI2JUKqDRXgXKVnQV2JnAyOHFHzKa0rHFIEuT0fxNoTJWadp+cTG2T5ft+CVS7Z8Awf+zFAFIBNi5xFzR7tiaIV6Jn4HCLSpAN6IeTOVYAsNoI0DcOGR8Z611qtTyd6uWooOOVAWdqRgtY3qYkRgpmoHGKsly/IkNs2dC6DIWBd2xnsMB/bPunxIuJ2iZe3QygJj5fpKwdsrwquWfbgWAjaWVLKUj/89dHsQOw9lAPDol1hAf3+tv2kMQuSfkUrFRQa3r9Oxzfz5SIBcbjFCDCPQfGZJciBQLDQAxDTEiBubOByp2jR2pLHkpFXXznRjxFTCQJPJ4/XsyqpPIznTk5xKusDUtW4BmZFifMBVkNoq1Cugvl2JPHpZOekB4B6Sb3/72zj66KMxOzuL5zznOXjnO9+J448/Ppt2cXERi4uL4fcjjzzivgSgxZg/rRBMxjNbFq2ITAr1Eg4UVnel+khV7zSMRJvknD2ojMS+TqdAj5fNVFCd2VRiGSkfntckwEfC+yE3kcpjmgFfNtHxUC0xbzRUvVAqBFYm8FfP6gCoiAUj8EOq23pGYbxGeWCFAPhUbTFYdPHzLJy9nbKAHdngMKI9e0egKHxnQsyaHhkfaDmCTVJvymtcX1tUOwkARyBJ/WOVDR7HWjPAmZgUIKh3PbHpbBQJwHnAh4Hz9DVVVHHbytsnjlLgldgXgrG3CpExHAAwfkFnEWJeKu1D4xjj2D9lIwjyu48ElTHtD2yaz3nCCPLnqY0RDOpNNIFNkk7n3yOep2Tn6N3LATTOZusBrKpdmBzrYyxqINk6TrYnBwIDGMyMkyXmMKiCfSfUmf4xIr9CaJicp6/8zGkVcnn10stKSA8A94A85znPwYc//GE8+clPxv3334/f+73fw/Oe9zzceeedeOxjH9tI/653vathMxjEe/smg0EGeLWyf8uVSVuVhcJpZd5isE3pcqpwGoxzzGHiWMLUvnRdSObZg0GVTkL0Jwd8qfZtGWwb9n5KNcvikyxNINIwn0tJtUOsn1QD0zXseBKYGQgqXgJD0CphWdyWZ+46su8zAxVYK1QOtJkK/lwEgeN5YGmdC40yu8WHXKE6WQs1BhQ8E+bBn7ImMosemJEDh6sQAmsIIDCJujbBfswqxqARexb6wOcxZswgTabKnXTgQRXLCmFqFKCYh3PlVcaOiWSfSoXrgo0jYZ/agT8LCk0T24yKAVSKKqSU9xT2z77fds4aB+DIIcYaA6gqgj4WUzA+T/7TiOfNt781oHQODEmnKrmQkkJpcu9RXXtmz4O/gRsDIgNMsTjBPJ817HAQQ0OSOliCrzYJ40BmfMoBVgl4eRgdnpbebX6OwDu9i6IfuOcvtxksfV9t6Z1A9k/pAeAekLPPPjt8f/rTn45TTz0VT3ziE/GXf/mXePOb39xI/7a3vS05/sgjj+CYY45J0hSdLUp7/RJwK4V5KW0BJX/nBnvNBlYJ0EKFdT6Na4xog1RHFQCnBH9c7UvMn3Kgp7GVm1SDcbUvKz+3gue/G+0gVpHUvSQc/PGJpeGtHH9bGaSZT06DClbrCHBEcGap4gUi2LGDeJ3xZZiBA3+OxUM4Np7zoNAzYaFuinudIqhq9diiWvTAzjBwR84znm2Lu2T4Jnq1Z86mLdy72t+DMesy64Amb18AcPw7U2kqcsAwCHaNQbjKN3G6sI4pVR5A0Tw/BABnmxiANl2vPQj0TiWWKjmMbSZfBrf3cQSrtK1csMcEYEcGesk4+8OxEfaAPrSMZsesZUAQCcgJMS79b1eAAH9yITZJcp7CjbwKbLt/dpM9m42FBWMI6f3y969hE8h3C0kWyAKwhnOCAWyThkOI+F5iJEOSFAhOsgOUbCA/txpirYZZgV08bL8TyF4lPQBcBVm7di2e/vSn49vf/nb2/OzsLGZnZ4vXN4yC+aBjWOBRCfqAMtBrYwfb7P6SgxLYcUNtD/xyal+5+vbtaBUOojj4o319hZF5UkZtEGyteFke/BX352TtTjx96ZMzjNyLuFR/2eZcnkDa/9q3lSYUCfyUghlWiV0fV6dCIwnYbEl9qeHUvL5eZuBDrsw6kOPs2xBUmUPjKDRlLAY7bLC9U2Pr1LaklqSmGQbwagtVKb9lWmyaVYAicMfAYSpsBwx6BhQcG8hSKfbFleEZNSCd97m6TsGBJ+Moymjb6s97j2DXX65sZTRsRWFqQhXBVb3EHHJnGnc/XJ+Rml3VNm5t51rqbChnNPSScSr6SkHXGnpnDT12z7Gt4Z77oNumrfQkEGTslLWw/h1oqNL54ojADV3H05TAFn9eedB0fk2yk5CnX9k7G/Ii4aCyikBTQYAi+T5yKamlATTUwsni0I9dHASWmHwZ4L4lSHRatb2H7evlwJEeAK6CLC4u4lvf+hZ++qd/etcymuQRttyt3qQIx5GG0wfQBH9AngGU17kMUyYuJznmkIV5SWz+fFgJYtCCuosmHm4nRWUydZW0zUnaXBqkrQ1enOF3Dtzl8mCTnpXAMOzEEX8nAZwZ8HPgT8MOdWT2hg4I6toBDb4rhxk4gFjP6qCOJM/eekiAEA5c1Q4AViMPwKzFcLsDS8T46SUTmKwkiDYH4QTCRk4dnHjS8i6RzBOxmCCwZBilmb8lAIKKloIME/MY+pmBNYUITAJoVMoxhQqOaayUJ6B8oXUNUymoMd0HdyrESSTArRHU6+RQon3/aq9e1iMAY591YEbduXpOQy9Z2FkNU1s3cC8pqFHtnlOyDwzstgVqG4NK8wVK6FMtgCDvOMHcsXsQnSEQ03ApLeqSGyOAoO/nxElJK29X6xdtPC2ds9YxgfIh4O2UQJVrALrsrCEdzHLhYWBSVTCJUCNbMcbQ95AVYwr3JkBYQ6HObo8yfT697D3SA8A9IJdffjnOPfdcPOEJT8ADDzyA3/u938MjjzyCCy+8cLqMWsK+AGgOPjnmr4sNX6Hc9FhpYM8Azlx4F5UZQNvUG6UQMf5YYP6856D0fIy/EcGfnBAFa1AOylpY/bcxDFR3qY5i6RsqXxJ/PAng7NWEoEDM/vqwO4eO5VEwZsPsLZVxKs3RGo2lgzTsABhsd4GVjR8V9NgBCF0D1aIN4VP02Iat0oIdn2G2epbtmuHBUrTFQ2TsPChTsp8N24aNHQPoURHMLZAwiaEcsnWjvgcrk54LDxBdn5h4DL6enmFM7RTT+6etf+xH9KwhBMhWiiqnHUPomdGaPccBGCokHs1BRVw7IG9m3KceA7XxdnO+bqr2QMM44KeoYvCgmRjZwOgRmKMOdOptd4FN1eIN1Wna91kVslzAyADSJTYQOoJAtpgjW0Zna6kBVFDj2u3i41tja4hFZ4YFDFoTqusEe+Uck5djAZV2FSCnkBabxNzOHznbv9wiVK0SgHKP1q6X3Ycx3LukB4B7QL73ve/hla98JX70ox/hsMMOw3Of+1zceuutOPbYY6fOaxL4s9zOJhPqRVVVNzsS7vDhPzt7/dK5SfZ+lEaosMt1Uunq26/gg80fgb8waaSDcOrpSYxUTMODPDf25ORSiuHYBq45cBXhYawExpxh5WBPIzKAA53E73NG8yo4dQQvUg8qzIwLWeK8cOHYpCqyU/VQQc3ChzBBsNUb7PSgb+Q8ewncqTHZ+BETZoNjBvdsleAu2P0JENcAfGxyJTDp9uONO3CE4wMdPWY5c0b5s+cm9AsBQg74PTtIrGQI5VLpyFRa66tFW8c5e7zwnFjHEtpxVMH7hrodQHw5etRkyMZz7rnQY69SX3Sso6ptwGzE0tkKMEMN5ftEeeBojYVWxr3jNQfXJoaTSRY+ArRJoCa/A8JOs+OM3hYuhoulBwjejMHbq2oV4iKGBdOgcilHru6q0k6dbixSA1zE9kqzk3A+t3BVcbHIJWe/C3hK18D1qR/bCirgtl1C2tTEvSdwLyspPQDcA3LdddetfKYZJiwL/sR3K0BPUTLgr7jTR26VzAfUnL0bpcmxChw48hW6zIsHeaYsuR2R1i7sR20c80NbSnHwR8yUGFize/rmvnPWgwfJzQ3iGVVZAH90jyoJDum4B4IDz/INHNANakfvWBFUj54BI/A3ntdYWutA5GCHxcA7KOixxeyjgNnhENNg0UJTHD3LYuJZAoCIwI9AH1XXMHWuvK/SO5JuNWfXKB+LwFzyvpDpAH+/GWOYgEMgVcFxsCnVeLLOmePhvPVgsbbuhweEVE9bO5CoagvUntWrFVStA5Ctgio4hpExA7K39GBdGwx2IOAh51QSVbWmUg74KeNsKoEYMoeAoHGsrFskwZVPHsM2pk1AoHWgN9gHtoEO6Snr+wCUf6JCbi5Iw3Eec9NYADUw1vH5ontgLGDq1JOZvO+NaXoHwyTXJ99z72rDWa1FtRvaiHiNZc+V0YCmm9UEgiUwl1MTr7aYFXICWYk8elk56e/GPiRZ2zspFP6kBPKmsQmUDFoO/AFR9SQZP5WCmUQ4C0HXZ68TjiOUl9zhg9v7EbDjfy3gT0qr/Y1k+LhKi87L+0QBbT0odXZ7Oqp86RwxlwReqayB+24H8c/MVM7ez9u1Ga/+dTHrHEA0Q4V6TmO0RmNxncLoYLdXbj30nr2VA4DDbTVmt9SYfaTGcGuNwY4a1c4ag+01qkX6cx6oeql2jNeYgT+Pg2A82M6oaMM9Ljy7UrtEYI7/pfdBJcGlk/N0jjM1whM6qVNSrortqAuTrwfA9Bfab4GoEvd5jNyfXjKhH6sl4xxAFg30osVgp8Fgp8Vwh8Vgh7MFtP4+jtdo54k9JIBHfR0ZUMClrec0xmsq1HOVc+4Zathh5RhJ/wyRCtjSc0bPXbKwai5UknO5NHQ+Z9/L08rxh7+Lde3fUwPUBmpp5P5GYwEQTWS8gfj+5969LjZ+yVhRGB9lu5Jnu3Z/ucVsl/KL1do7wB8AGKgV+5tGvvSlL+Hcc8/F0UcfDaUU/vZv/zY5f9FFFwWNDf0997nPTdIsLi7iDW94A9avX4+1a9fivPPOw/e+970kzebNm7FhwwYsLCxgYWEBGzZswMMPP5ykuffee3Huuedi7dq1WL9+PS677DIsLS1hX5YeAO6LUgJLXaSr/Z/W6aeUnM0MP1ay2QsbsrcMBK07hjjwB62czd/Q/7EAzBwEKtoZgQNDwfx1GmhzaST4k+k4qKPTWsT1C5MyT8McPWiyJsZIqoyB6GXqd/KgeH4uqLMP5TLjwGG1aJ0jR81UuyMLvWhQ7fAgzwMVRbZ+I+NAnwdFqnb9GXa8aBGK85dj70L9PVvZAGl0jB3nYVYS0d7phzNSdB3ZRfrzSf4kgR207WAxZ39YmwQMBgcWIgiJNfX9SGBQj4wDgR4MDnYYzGx1f8MdjlmqhwghesxQwZLOhjOd/NmpFOoZ5whkhzrYhcLbjwYQSLugaPY+DqoUSCnVfF65cLAltQCaAUsOGmWg9DZmnVj7uoYa1/Fdlu/ToIKdGbr6DwZQ0lxFxfY0yqHfSdlsIasyoJJE2kGW8s9dCzSASy9N2bZtG57xjGfg/e9/fzHNi170ImzcuDH8ffazn03Ov+lNb8InP/lJXHfddbjpppuwdetWvPjFL0ZNHuoAzj//fHz961/H9ddfj+uvvx5f//rXsWHDhnC+rmucc8452LZtG2666SZcd911+MQnPoG3vOUtK9/oPSi9CngfEsvVDcGYWYRyKQG3XEiYNuF2g6XBqaSmpWMc7CkxOYdycsCqkA9PwiYVpw4S5znbx/fg5TZ/E4BfKCMYzzO7SGlHJNmPTJ8lTh70Sdf5+0WOHUEVp7VjABVgh5WfzKkMBM0jtIpbm1WIAZ3hbP6qnc6mbLDDh23xu3W4kC0euHjPXUVhOSyYeos1jcCzcnHbFIXwIDG2AfgCyPN1tbnnQKvGRBmCNvNtwzzQCn1FfQE4h4eBSu5PCMJMhxQLEF3pBPTxe5B4IucATqb+FMcuvBrEKFIZdF+hQqBsa52KWJPdYAWYoTtGdptWIWzRp/3zaCu4557YQBPvjRm60DHQcPsNGwtlKZC0v9dKATDOzk7GQuQevtaG3Vcaat2ccDaRq1nl+8JF/jbGsfvhObHxPfF1cI5MzOufA6nx2NsE+nsYbJIzdZOq4Gw4K6HeBYTJi8iDIg0ACE4hufEvXM4WFAXV72o6gazWVnBnn312Ekc3J7Ozs8VtVrds2YIPfvCD+J//83/iZ37mZwAAf/VXf4VjjjkG//AP/4CzzjoL3/rWt3D99dfj1ltvxXOe8xwAwAc+8AGceuqpuOuuu3DCCSfghhtuwDe/+U3cd999OProowEA73nPe3DRRRfhHe94B9atWzdVu/YW6RnAfVkYK2GtjQAlB/KmDQmT8ziWk5504JBhX2jCqyqoQZXm1VW9QWEgeF6cVZN2Slydw8tizJ/NqbbBVuQ5Ne8kRpTS0SdnPLzKl/8OaitiXBCBBzGAVuvI1AQmh7GIcMwfxYeDBizt1uFBpB5bDHYYzG4xmNvs2KXBDhPUvHqJmD5i+ZgzB8COM5aLmitUXtwBA9aW1bdAyux5dXiITciZJ8CBO/rjTF/4HVXqvK9s5VgwpwKlYNbuuhALUcX+DOyqjvWYBPysv7d2IBdctMsJYwwtfXr18DiqiZ163bODOx0bO/B/1cgt/AKo9mCwnnUhfMyMB4PWqfS1Z2j5/s7BdrSK9XV1dyYU9Ds8m5z1o4VW6GP2DMsYldymkK7VKn0HJ2kh6P3kKmG5L3dm/LDDAexsZAJRVanZStaUhP2FjFrGtVBHdl9zQFBKWxQDpONsW/zR1VILkw3gSvwBbnMD/se3Pp1W/vEf/xGHH344nvzkJ+Piiy/GAw88EM7dfvvtGI1GOPPMM8Oxo48+GieddBJuvvlmAMAtt9yChYWFAP4A4LnPfS4WFhaSNCeddFIAfwBw1llnYXFxEbfffvuy677a0jOA+6g0NwmfAtyVRG71lhuoOfOYC43AB7oA/gZxxV17Rs/WxdVwUbjHL9WtFu2WqqUOA2bW5i8Bvi22jLJska4R148mJD7gexVv8PAN3xEBT664KrJ+gAd/2jN/NnrzVqMYtkV5YKK9HV+cUJGAFcUovwA8pAcuGLMnnDuonSHungdbIVsCY8KhmrZNi6wr6yN/nQzxQ/1MDiWJfVgApS40SnDS5OxmyCN+VzoydaGuJORwwQAxxSdssDzGRiLcP6vhfnLHBuV+044lqlYwM3Qhq5d43Ouhiq9rUEHH9sX6A7aqEucdAvaofftoSzlaTMI5kCSsH/8Mleq4sOMLIO4wBXQbv2qTOknRddaG7eTClnFKhSDU0TGEHgbtbPZyY4QEgpSe2MNS+/gCQfZPC/MXiqJnocD+7U32gCshcmerK664AldeeeXU+Zx99tl4xStegWOPPRZ33303fvu3fxsveMELcPvtt2N2dhabNm3CzMwMDjnkkOS6I444Aps2bQIAbNq0CYcffngj78MPPzxJc8QRRyTnDznkEMzMzIQ0+6L0ALAXJwWGsOH5qzMDmxaDZrC58YAtgDUfJ4tsLzoMjABiXtxJgouP7QYgVRm5BoAMzEthFhqqXuoPXj59SlUP74tc3UL92XFjA9MHIH7XLm1kY/xvmqcI6HmwExhBP/c5j10H/CiMSYjZVxMgtIF5SrdhazJcObu9BPhlJGw/xx8JCjgswLBlQIq2ZeN9Ru0kb2aXFwKQDPaIAMyM94i2HFBRBRD7wvj+YXU2DFRwr1OrNNS4OfGHkDX0uoQ+SWMahj7ifeudQ9LQMi6TZMeSAUJ4F71ko/MHySCC6npI7abyEBlZei3CfVXArHI7tizV0GMFmDqCPtpZhAPwDDYjsNwIHu1Z7AQsSls5CfzkQpO/h/w85dW4X85UQrHKOLW/djMcd/jiZiltQDapj0nTkCo4F7WAt0EK3yXEpHkQ8NsbPYAB7wSyEnEA/QN53333JWrTtp2v2uQXf/EXw/eTTjoJp5xyCo499lh85jOfwcte9rLidXLRnzNzWk6afU16ALiPSWfmL9lqacLquoXxyz7cOeYvXKAz9lHM9qYE+OQgmtjTMY/fAbMLkgN4yEuoiVh8P3eYTeYcnHGGQkppopCqMv+Zje2n+XmdTpSM9XMqunh9UIf6Cd158CrGhPlsTQR/2jqGLxu6xc2Zjd02lEWMtSbYntbwKlRPAn/UxoA5SAWOdA9hqr9nFhsAUMEzV36fYiAAOz32cQEHrn1mxjk/eCO/BAy6QMlAtWT8VnaR6XThdDxgIIBYO9syq4BqiXYxURGoKg4Uky7we/ii+Y5QvqEfbcIOWnDw6MGnsqjquhnaR8Ft9TZEAIDO69fjtSGglU4CdVMdrLcnVdqVZwDo4MXvgaZ25YNU2CxAdOOeS9tASsc/tWqCyPDcs7EnF4MQSMcyyfCT1HXyzCa7//hYglbeFwlGc/k2gB1bEAR1N0sjF8S5tAV7wDbQt9qA0C7Dg7eUDwCsW7dut9jNHXXUUTj22GPDNqtHHnkklpaWsHnz5oQFfOCBB/C85z0vpLn//vsbef3whz8MrN+RRx6J2267LTm/efNmjEajBjO4L0lvA7gPSaeVRs75Y5IU0hTDzpCtT8GepSF1DYzHzvaOYmVJ2xnuQcwHR+1t/gaDGO+LGACyoRM2gYm9US3CM7B2NfqTg78cm8fBXqn9BP5ocpNevhTeJYCgaLdGYTsI8JlKwwy0jxHnVIL1jEtXz2rUsz7AM4EjA+/Za5xX71IM3aIpHAmz5yOWKKgMW0LjAJH5CkCP7Ozok7xsBw7AUrgaV1eNetZ/n68wPqjCeI0LVWOGOv7N+GsrD+pmXRiUeoZ5NA8ZOFYqeL7WM3DpZtw+xuN5990M3OdojUY952IimqGCmdUuPuJBFUZrNcZrNOo5X79593t0UIXxXOX63ve79VvoSVtEaTuYhPoBYwQlm26cSp6/E8o4Bx098vdvbILTjvbAXi+5T/LqjtvNxefCDlw7w/7FzGaWnlMXMqhiz2IVFiVJuBheZ27CoDPvilwU8Wtz6fy7kBUJ0sipi/74ObLz5fX0f9kwVm3vO5COSbn6dJHSOCqLasl3b2ID92Z58MEHcd999+Goo44CAJx88skYDoe48cYbQ5qNGzfijjvuCADw1FNPxZYtW/CVr3wlpLntttuwZcuWJM0dd9yBjRs3hjQ33HADZmdncfLJJ++Jpu0W6RnAfUiCFzBfEUu7veXYAoqBNwF+Mp5VKURLwcjZko0eXZdhERp50Co6N4lQHsHGK7NqlwbjKND5SkVbpJx6N1EJZybAku0Q/ebX+t+B5WK/nbNC5Vg/rwoNBvvagaHa24OFLcw4a+VZHufR69glFwoHiao37aOmp27JJioJ1kzOEwBTy/rPQVTDBq9cslMkUBfCjwBua10XhkbuyGEHLm0gn5jK0YFQuIDVNjKHbt9buocuf+1Vp8QI+R3UQp0pLiLgCFkz8Fvn+fKh4HblWIpqdDO2jk001u3dC/YsVCoGxLYIW89xtZ9UFYeu5qSiBZQx3rPVH6Q+0Ba2VsCMBpYANfa3dKhCv5uhglY27p08dpplZeDU2oD3LNZQldvNxEC7HUrIFlApoEKqEgbiAqyO71niiR+YP50y3KGhCtl3jNTQUnsh1cE0hniTiUY/SpYv7P3tOCyr4e0e2aKzJDx6AS1e+bufcxLKOQwlTCBjAdm1XEOxtwE+Y1dIBTxlHlu3bsW//du/hd933303vv71r+PQQw/FoYceiiuvvBIvf/nLcdRRR+Gee+7Bb/zGb2D9+vV46UtfCgBYWFjAa17zGrzlLW/BYx/7WBx66KG4/PLL8fSnPz14BT/1qU/Fi170Ilx88cW45pprAACXXHIJXvziF+OEE04AAJx55pl42tOehg0bNuCqq67CQw89hMsvvxwXX3zxPusBDPQAcJ+SCMx06hkHlIGfHGCntVfQKlVxyFh/bdu9WQHEEm+5zHVJmYV6cpBG7aHvnBkIyVsGUqnu7dI3XMWTU/0SGxkmPoXg3EFpaaDn4I+AVYXAaJlZFtrFgzA9RhK2heL4qbFxe/WO3IQZw+Agqnp13EqtAf4yoC/2k4NVlvcPt8vzAMzMOEYNcCpaVXuwNoiBp+sZAmsOnNkKDkTVgFI2ADdrPUg0HsR520b35/IOoUuUU+9atpAhsFYtxTRhr19i7ajJHhg5BxM3PztVO2BmgPGcQrWowl7I1ZKrp6otKhgEpxLqIxZOhzOAyjNqiWewjv0RbQuZ44i/h+68B/9WQVXwsQQJYGt/L3zdKw9s/bOgfBv1OCJJUt+qsYGGhrIGduBDwtCrPTbuO5S3QxRAMHHCEu8m/y4XTFLo/KQxLQGBcJ0m3tvESUiqmgkE8jh/crcQnp/1TjKTZJI9c9t+511toVdRVmsnkK9+9as444wzwu83v/nNAIALL7wQf/Inf4L/83/+Dz784Q/j4YcfxlFHHYUzzjgDf/3Xf42DDz44XPPe974Xg8EAv/ALv4AdO3bghS98IT70oQ+hYjtIXXvttbjsssuCt/B5552XxB6sqgqf+cxn8NrXvhannXYa5ufncf755+Pd7373svphbxFl97alRi8NeeSRR7CwsIAXHHwBBmqmuUKeNsQLINitDAMobPDcNZkypN2eUmn6xOC7w6Mm89A+LAvt9ZtWNAWXBIrDRGlFcgH2BoPIDtBElpuocqojHkAXiGowDvRY3D8e3y+G5PB2cbSjh7fvMkON0UEa4zmNepbYLmBmm2DLLFzIEGKj2NZsjW3ZpJeu66As6E1s8cCAn/LtJGaSqwEHCosLFXYe6mzMZrZaDLfHkDIUl5DnXS2586TKjOUB9XwEzaHNND974EfXcG9oy7yKo/2jB0aBTVQR7PldURxb6LZls84XAmbgwJ8ZINgR6rGr92CHDTt6BDbVIlzrVLqxn8OuHdQG+V5I5kjYkiXgWyGC9MAi+3AvnhmuZ1RQCce+duXqJRuY1OAZPrbQtQHIQ5xArGcLw/hiIpAO7wljAoOKObSNjRm5qUaGcErOsbEtN17RO6aUiwdI3WNEfnRdXbu6jsew7J1ojGsSvEpJAGLL+JZbyPLxqrAHOtdWSKeQsV3C5x+9Flu2bNkjzBPNPS+98VUYrp3Z5fxG25bwyZ/9iz1W/17apWcA92WRIVu6gsCWtEXwNzFPP9ixVZVTdUwR7kWArOD1S0ydNLAmqcUkhRT8cQ+7RizCSeufoH6yzQG9DfyRfRVTfyWevhSzbkgx/xBUvmbW2bsZb+TPVWuB/fIMiB7ZMIHHdhWa0nWpR8yVYm1UCOFPzMDbK+pYNzNQWFzQePipFvbQJcx+Zw4L/2Yw3A6vkvZAzNjApJEXrwtL41i1oPLcaWErB5j0mIEsRHBL3r6u/SpxnHEAJrJcTr1uPbBz/ayt67/gMGKtA0yK7peCHjmnChnGJoArDwzpuNvDV0EvqQhqLRy4ggogPYRnsWy9REGpOSAkBxLGHlqvclYKCOFjPGVrxwhsYD2jAqtoBr4+VsHMAIoxyc65BDBKQ8PA2riHNiq/5zGxbtrC+gda0fsjmEBb6RDyJlWXinEnmJcwljBkklmEhevYuOdDw6hxnb6D/prEHrfSbls5a11omNyLIjUmUsI7ThQpSyvVwTw/awFdocgCJkVkFmUMCK6GrJYKuJfdKwckALznnnvw5S9/Gffccw+2b9+Oww47DM985jNx6qmnYm5ubrWrN50slwHMSHZwaVPVdjk/fSVc7EDuQBFW/iodcLnal4759G5ejExg1uEDSNmLkhRUvomheQDisY4B/FEbPANoaIuuAbP1I7DlWTarlFP3LllUSw4EVYtUVwTVXQB/geFjwLc2adgWPhkx1XlU5ep4vWD7ghOBsSHkSlAhGutszkbu0uOO/hH+felwrP3+ELOP+HiDpN4NKtzUG5lYPaX9Z+2AWVB325TRVLDgnqVKW6BGynoCQX1nDWMea5uAPM5KkprTAQe3ewptxRYAm0VQMYfngGwMwz7L2oWa857FVmungoWJ4NXfzBBDkItU2dc2xEwM4Mozxso/E9oYp2531nygLQJRRcaTbBO1grtf1u9JUsHFedQKdujV1LTNqbJOrR3U1w74BNtAID5PTM0ePHFJcvZzHARSGvrdNq5JEMjMLQj4hT7W2scJrLydqC8CfowgmzxeTykNJs+gYUNYWqByUEkxUMP3ZvvawN6qBYJeIS/glcijl5WTAwoAfuQjH8F//+//HV/5yldw+OGH43GPexzm5+fx0EMP4Tvf+Q7m5uZwwQUX4Nd+7ddw7LHHrnZ1y7ISgE86j4TjhRe0zfmDX1MaBGVeuZAvHPwNBnmHC666CWWmg3cYJGkSzbB2Ia9G3Rg4amsTB4OM8UvAH6l8KzcxJQ4gZJJEHqVahRh3VnkbOs9+BTs/AkkWcQs32peXtiDjgE+KBLAEOkmdq4jp8t6jlfb7zzpvXAc24dSMHrTqYGtnMLfF4pA7K9y383GYGQHVEsJ+waHuBADDPQJIRWqVY6asggtqPIKYPCkPAWQpHwAKNraLnVew8Tc5AWgER46GQwujS9VYQQu7Qc6mKu+969TP7l6O5pXbgm/JQC+59BYWRmm2/RuBW99OlneI/cgfXRZGhn4rWJiBds8AAIwstNWw1oAeMsdguj6ph46JDruL1MSw+sUJjA/rAudkMlZuGzntnjdbI+6U49nAAAoNYwqB9liB/D0u2cBxEJhTBTdiBII9I6JM60G42Os4tX0Vdnpy3FEqBW0SBHYZ90gm2P3ty7Hletl35IABgM961rOgtcZFF12Ej33sY3jCE56QnF9cXMQtt9yC6667Dqeccgr++I//GK94xStWqbYFMUaMbMgAuA7gkAbO1m3NOrB60ms3TATcUYTNmkALkBTgj+znuHczH6yl3VBOxVsCbaV25wZdzSYKBqCS3TloMuEqX+Vj/Q1cKBdia8L1lFZRCBMV7NR07f5INVotpiAKNjJLvE8CKGF1lUAwOBswz1lqp9xqjhxRxrPa7zurwh7CwdaQqXFVrXHQD8aYeaSCGQAzW413UGHpaaImlsMw4EMMW2DayJvWgxWvRXWMGmtraJw/bxEzkhO4tfESE++r8iyS0jb1vA1ZsL739QoAx9JpB9TNwAKV8zhWA+c8YSwCExfYTxO3bUONwBRaxQAysYCVStTgXMjT2HWTAsbGqYQtAGjnjDNwNo0OoDr1sItnqML2cXrk4w+SmYFWUMrZAdqqcraBym+laDwQpMDRtOCxvtOCE5LfR1iqhNkiiNrpEzRVqG0xAgFn20fe/GJR52wdLVB77okzjhQfkOvheR2TjAiRJ7Qz+xTjU8M7OJOv9Ahm3sA0lvHvq2mu36uA9085YADg7/7u7+Kcc84pnp+dncXpp5+O008/Hb/3e7+Hu+++ew/WbheEg7lpWEG2eg6Di/T4BeIql1a6fNVeioBvM25zQU0m1B7M6SNx9iBAxVVJxBokbGAceHd5kOTsnwR+HPxxZpKlzal8A/hjHrPKAxpS0Tl7MvjdCyysQYjtppdsYPsotAuAEN6FAwVLAEFF2y8+EdFvw0AfqTvtQHs2UocAzGbGgb/RGpd+wIAoBf/lO4ygrmGVwvxOw9jBWOeE6fOsV2TPdARXQk2UHAsgl04iALVwnBhAuqd0jJ4TQnX+PhBYtPBALKBQuPvJ+xnw4MexeKl6Wvk4jN7JgtlIUl1t5WL0AS4dFo17ZIwH5dZCeTAX2khmtf4euz4R4D6oW71Kt7ZQykIvOW8Pa1xddeXSUHBtt+hQqEZuoVEtWR/aJpZvtdtCzlQKioJpKwekQ+BoMPMBGkuCl7bK2wXm2PgSK1Ya37hDisyPL/RonODqZ8ve3wAMOcO3zLEkZwu4K/kx6W0Ae1lJOWAAYBv4k7J+/XqsX79+N9ZmBYQPiF3CwfDrMqI4oyXVExKwhYuadm+NQS6r2mHX+d+JaiaUy2Z2rjKiwT4TuLgzCCwNpPK4UB8nDh85L1+vaiL1bxBPEgCAqbx91kAHZkvXgFHkLBG9Y6slEzxKlQdxEQzaBAg02CHNYs4xFWfwOvbnyA6Odhhx6QByogh19KposkWMKunI6tFetly1mwg/ZhF3zuBdTipEpk6XcQKTMC7hQnYsgJFYVgSJ7EJ2j2ihQYsOF5JFJerjcLxOwZ3SDmjqkQdczLZQsftkKzhGVQN6aDG0gFo0zu7O+EqSatiwfhAglBjBIPQuEbBWgBoZv6jwjiljx/bVM8673AXYdkUatp2cthGgA36RAvd8a6WgR8oxamPjdxVxNzzsIyz71vedrXQamsWy70DeeSJ5hwSgk2YsNEZwto0t3GJ7FJSJ729xlxAuXC1ckhxzCDQ1EdKkJLM7iIxZ2gfr6GV3yAEDAHPywAMP4IEHHoARoOknfuInVqlGHaVNdTuFJKvJwOx5Fa6U3GTTJg07PfFbOlbQd80GUWtdyAkaWLVqhJzgMjHsiwjdkpyTdROsH4Cmt68/l3j3evDn1KkOqFjlJ3HP8nGwRSyMs6Nz7dI1gS0fjoOYNE9YZbdwo0lWNdkhcjhRfvs0MyAnjqjGpIDT3CMW1oUP0d5OrFp0O4uEuoxNyugBgUUDIoDJsXXBk5dYuaBWVU1ghwzok8COPon983aGPIRNki+lNRaSMQzsJg/wzBhDYll5kGILH29PW6g6hmYJYiwwcOpYAlzKOJYV1qtdra83BZO28AyrdT3rnz15/0OTSBWsqA+92YBVUJVnAQ2dIycRt7sKhggAkFjo0KfBCcjZE1ZaQS8B2njV5NhEdTC0e2fpfWXsrwOBXt2eU7FyECbfXQ4agSYjKOMDapGHBIOK2RPy8aXEQOaAX84RhEtpnOTHA1vYBIGx6jb7fU9KzwDun3JAAsDbb78dF154Ib71rW9BxllSSqGuu0T+XAXRTk22yw4gOecPKblBrcT+AU0VjMyn5PQh8wD8AGibx2niyDB/jf19/bGGyiRbx0Ld6TRnOIn5C2yRDuFRiAWkOH8EyGiHDDPUSWDkqPZFUKVSWBfa7os8faW3bFI/Baf2U/E3qZ25ehezyqtbKW4cU2cDAaxqsgGj8Cw2fle0PyyPOUiACAz0hcqBMW9oALEEoJWEzimJ4sTPAAoZc5bLx7K6cPDHAHTIp8EEURvEYsN4z2GvHgYFqlaxHmrkkAntKuLsPF1+5FRjlfb32QNsrVwIGRP7lzTXwSmE2FwCUBULFwPfnrFjxioyE/AgkIJ113MKdkChYzSs9uYHhOA0gie0YsF8VW2hrbMDhFJQMFEdbG1kgxljn+waEvqVgB0BIgEEc+watw9ubIFp2aqEgcdcPlXlbqlhY1WbGjgBliZ/jo9lOSCYq0dhn+DEJrD3ou1lBeWABICvetWr8OQnPxkf/OAHccQRR6yaXcWyZdoA0DlHETCARANOAFwiz5zKIieSmciBPylk+5dzSsmtxgux/kJ2QnUSQabUM6rmBF9iJV1hqYqaQCExf8zTNwR5JocKAoIVAvNXDyPzp2q/1Zjf65UAoVMnssC6XAXObJwSNSsxQElbEUEg/dbwAZT9Zd4JwXkYO9Cn6wg49diEUCBJnRJ2z+ZZNgkCIRg9Xl15PbsPBHRTFW4mbUnCPRfHbQyFE+xNJXsk65k5F0AN80ZFpbxnsrtYW4OBteE5oX4kMO6wlfL3QTnHjLG7F7BA8GBWKjiLyPtNDKGmcrzzjFs8Km8X6KpYLQHKVhiPEJ6FegYwlfIaUu2BJrdjtZ7B9Kpfq6HICcK5cEd1MGf2JDiie8L7kiTHxuWul2YwfPu5LIC38Xqqm49z6LrIpLbKuTL59dYCumpnAbndNJCqqUkqJXZVkU1f3TmqZwD3TzkgAeDdd9+Nv/mbv8GP//iPr3ZVdk2mAYGZVXLWY3ZSbKuG/R6bkBsDdhvwU0hCyEwa4PjAbfN7ZRYHyZzqNzc58LYSSJYOH8xWMoA+vrMHEIM8h31vPeM3VHE3DOXYH2Wc8b2zravTuH5+0k62byvYInHWL6mDduWO57WftG2Y/GEBPQbIM5WcF0KIGc86IsTsozql4C8GJ853f4yfx5i5HPhjaZuOHLbIfhCL2manxT2wg9pasEycyUwnfETTBF5nJUAK3TPKi65lB5Ry9meOmVUhPIseWdSzdO+UIym9g5DWGvCLAwvnoWzh7Pxy9oH0HAeHkdqk9ncAtAfxZqAwNIAeO0904xcpGCCAWvJCr5biHsdQCmZGQ/mFkAaiTaDyIJAzgdRffPEgpW0syaWbGO3APejU/nC5VEEHIKdTe8Bk20u58ODj3yS7a/+clOyhSZVcwYF7vk8wtWOVxQIrEsNv9VvSC5cDEgC+8IUvxDe+8Y19DwAa4yaYaYM/81Uy8/xtSM6eRYK/EmDLDVI5L2Hm9Rti9BGzFsCXimCMhZNo3b0k/mBlFQBoru1SzQs0Vb86ThSWxfgj8Ec7MIDYNbLzm4lblYUqkMp37Dw19chCBfbPt7NOnTxCPbhNEAE/D6qCyncmMn4OALrtwVStMNhJ4Vk862fgVc2IMfq8HRyAELJEgr8E0AlbvtxcUTreuC+EwcJPlU0XwLllsf+ovv68BBsJW6pU0reNPZLDc2LZgsHGWUyCRAKv4N9tAJ38GmUtDLQvwsIMddg5pJ4hdla+Yx68UrvIPICqRWpgEq4apjpS3eBBvwLIUE8Z5/Vthg54mspvg1f7XUQMoOCfSQ2YgYYaxJA8jtRyjKVj/3jcQGLW/ELJRiRNIXiSRVlp7UjPJY0byTmT2gLy/uYeyPQXbADZWEN7BUunECkti43G8Ybqmi8yMuMt2QPuBcCvl/1bDkgA+Gd/9me48MILcccdd+Ckk07CcDhMzp933nmrVLMpJKf6aAOEOTDURa1L55L4VyoeazNKLoE/LlXl1b+qmVaCP5uJ9QfEYxL8yUmlyBCKa5m6K1xHe42qGL/PDrQHgzHIs2N1VAjwXM9qGBY42Xn8OhuvasntkkHq3gC0ACRbn+W6mNXXkgq6csGb61mNes4xfmTDp8dRxQcAaowQzy8wftJzV97bHMYPjBlSANSob6buWZCIJtuCCM6KGiQ54RILRvl5DBJ2RKE8ve0eMYjEFNFeuQCSOH+h3rK9WtQ5gC32DPLPGmFXEMB9V8Y/I7Vy969ydYjb0+l0WzzvsBP6xMb7IRlB/iqSw4rV/jmwcI4b0Ki09Sw1mveS3Wr67RY4OjjOaLgYhNYihogxioFAll8AYKJvSmNKF0DEzWOsDVvFNcqUQuBeaxdXMBwXLCCXUj1ze6eXHExK9eHXAasOBnsV8P4pByQAvPnmm3HTTTfh7//+7xvn9monkDZpA4IlJoxYNs7syW2RSHLxAUvStj0c2cxoPykQs5Zl5eB3ujAiC8HqdGH9qGx3gU/bMhhxQCnAFjR8CJcY5y+wgcqreisf4HnoJm9TOSBBjJtzqEB0rDAtE1+mbomjh/fyNUMNUymM12iM5925wU5n06fHFgMbbfwC6CSVMwd+LZMNMXz8E8YG9rMBCAuSA3pBBasRnB5Aj6P3f0oARLjVnumqbbC7DIUbf7+UC/IcHBIo70qFLdBS5xTR31qyg0DWnjCco4yIMYyfxGhav5OHsoD1sfqs9jEAdxroSgW70XoY+5V3m53xYI76j0LHEMtmkTLqQPDwDnWlY4tUZw1yCFL+Poa9hEMHRfAM+IWP0fEVE+pgt/MKA4ES7LUxZkFFS/c0k6YUEkvruFUckGowuLqfm3e0sYDWNp7bWM/S2Cnqn21vy2Ka1aH3Au5lJaVlttx/5bLLLsOGDRuwceNGGGOSv70e/BUcOoK07Z3pJTh+SABUslEJZYlBc9LqtTQYAtmgz40/Ss+cVprZsXRV1QRtMr+cUBn+Lwn3QhODYuFe2H6jgAcLHkzUsxrjtRWWDq4wWqPCjgvk8anHcN6VSyb8qbEJk7WqTdgpIjdWhvAiVLZ2DEw9WznAOe/A39JBCvUsnArPOvu+wQ6LwTaDwQ7j2EcPPJVJWb9kP2H/W/HjigE9wLNf7DvhL3E/g1eybBc7H0YkjQDcCFjTccvjFfL7II6FwNzUNE19h3A8eG57BjWUzZ6f4NEt3xcOdlnfJJ9Skn5GYB7V2EY2eMmg2mmiaYBBcDAJHtwDb1ZAdp889JBgIy297yRkG+jt0lTtmGhdG1SLBsNtNaodxgWFtgj2q/WMjp7jCh6IIdxTW6nAgMP3a7i3yfuc1ie0gUTuA15k2kQn5+IEhkIK7BtdR2VpFX7HsYXlI7UK1iIEyqe01D5+fJJIIMwX5bmxupdeVkAOSAbwwQcfxK/+6q/iiCOOWO2qTCdhD07dHOC6XAPBlpFYgxD7rxT+JaEdOBNgy4xRLvQL4II+V5VTq2bqEwzWSS3jy+HhXUJbCLwNB7DDAdS4Bsb15EkjM6CGSUjaJCIyf+T0EZlLBHBQz2iM12osHuwC7ZoZtzPEzKPAYKd39PBq34o8MYOaG8ymDonKiNsOcqcUM3R2fmZWu8l54O39Zl29nJrXMX4wQNhDmIdyYeClaS/X9DAN4uvXAEViUcBVt2S/FvNAyvQRo0j9DQQgZZXyzBHCcZsAi7S+VqXet7R1G7FtcdcKVnWlwq4bSqcUJjGMErwqsHxVBHTh2eVdys0agKZ3qCXgr7xq3jW5gol2fwQECZT664hJjkG44/1UuXeBzmlfTX8vNAV01grG6gA0oQClLHStgMr1TbAXte4ZNZ6ZrjzJp8fGxf3zIWisEdac4tkKO6fwxSWPAyqvTWwGM2OhtAeE7xtuW+nzCKFplHLjUq2cKpjuWSu7Z9x45lnWME5RlQzZHxRAKAd9uQgMSXGrAwR7BnD/lAMSAL7sZS/DF77wBTzxiU9c7aosT3LqDildPH6lh29JrUthC4CM6sViYkDUWAm/Kk6ZIQkoIyjyf5PaqRTscAA7PwPsWHIgkJfZVp/cZ6POkc1IPH5VZJWMZz/GcwqLhyiM5wHy9NUjYLjdB1KmUC9sL18KihwmZYu4jRbA7Nn8xOJVvvVshXpWYTyn/T6vbiJWBhjsgGP8tpug8gXgwB+LLchnZK7SVSwOI+0W4hIhXscYUK4e5R630ID1ZXOGL9iqaQb4GKjLgRYKUs1VrHw/XkO2fJSewJkHjgGk+XMAoGBhaHHEvHhD/UqhSGhO9zpZCwbe6dpG0EMGOhmQDVlb+C3c6LcDHtYCNhiEupNmoLza1zWqrpSPG+m2gON2ixb5/nQZ2RSAjn1FBjrEo6SwQSGI9UBBky4a8MGmfdv9ewBop30fEbAzgN+uF0a536SqzwWG5v3N2TagbE/HJWcKk1PfsvtstYICA4ye9c56BdO1AagyUC8DgANo7BcstSeB8avieaPhAvOzdq+SgqoHgPunHJAA8MlPfjLe9ra34aabbsLTn/70hhPIZZddtko16yB8UOviCexXwUnMP8APOOzaRkDTFkDHPXQpLf+UIjx/oTVTq7pJQNUmXe0Tsygmhgb75374eiEycwSgOFPK2T9xfRLuhW3xBq+CpE/ysg0MjFd5kVqObP6sf6T0yGdFgZU5+OPBXq0V7JHoPyAATjN0Xr71nAN/o3lXph7B79gB6Nqi2mlR7azTPXkJYFO5JmX5yGu0AcI4aEkWDTbY7nHwA0TmUtGcxtg6biuYYxlNlYK5kJ9ctNA5AsmhHRGUkv1lYFRVbAqBRjcvxfoRI5tsmTfIgMJKpXaFieo1Hk/C6Ph2x8ZaVnQEKNbCBWIeI6q5/YJD1QjPHO07bLWC1jbYdWoYB+g8E5o8c1Il7BlOUJVrn4cyUGMV1fEDRDMEZT3TiIRxNEPtQKi//9q6kDCu74yzCcwNLcSaJsAoA9iy9nf0bmdMYnLsoLXJcd6/IZ6jfC5bnUHoHBtrgXSx3SakhSHVMd9PvbRg76WXXZQDEgD+2Z/9GQ466CB88YtfxBe/+MXknFJq7wWAFAaG/84JH/BKauJJbB0QAV3GfqgBAktBnzn4QwrckuC7fGVMjACxfzZ6/+ZV2J5Jq+vMytpPGLR7R6ONGY9fAn6k9iXwV8WYf+RxS3H96jkd4rgNtlvokQox1Abb/Z6+I8ZukvrM96Vk0EIoEwaWgq3XINqAmQFiQGnjYgpWizaGl6mdPi4H+hqskJ9/4164Hszyhy5Ri7u+CapdnYK5oM4NTGF0HnHH4dmp2OYY1gaBVeJ9QbZuCVi2trn3Mtx8mvSjB5XK2KB5VtZpoR2WYbaXPoBy3OIuBbZuf2XqNtaPRqX1ChcxBk/aC3Jhzy+xtOQ9Dq+uhY2aXnjVNpRT/9ezro3VTgMswqltfUBxHhJGqrOl6j14h9sYxzKszZRzToFXAwcHEettARUAf8xtK+dYSYwjgLLabxkHuHfTv/MhXp+1MXRLqKRq/s71sQR9Mki0QcNOMthY8uN+HFCAZwGZmYwMFA3EsY88rOk5L7GbmeOK7ifVUTrlrZI3sLUKdgXYu5XIo5eVkwMSAN59992rXYXdIxlGMKv6BeJg1QUISrDHj7flIVernGUDohchZ/wAhHheQAB/RaG8xjWrDwOB/FrpASiBImdIgQj+KNTLsAoMDAVYdmpfF0R3POcmRlUDgyWLasntpUtx93Rtgt1d2M+15FgAhHLCsUqh9nZ/tvKTkgWqRdeXg52+rEXTYP2CRygAHhYkCRtCbBx9ehCWqFzl+O3BQHb3EQLR/jeVl9g4MtbOeEDpgCVbE9C9CD8QdswIlWIMpQOIHtBwu0FKylieZPs8z3wRAFWsbgGk29i2xBOWGENiLumV8Awh2z0teNYCYECbNzgFNZTeWs+mWgBj/1iM3atsBg6A17NULwUgxhZUtQ+IDALh6e3iNoGWlORsH2FlvC2gVdDKuqDACkmsQu0ZTnp2jAU0c/BwYFI7p6dKpYGi+fvKARjrh0bfSOF9yEEg/x6uT9/9hi0rSVUB4zGrhzB3ScB+ugjOjls5BjP8NrBjFkGBxgciA1dTBQy1IoGgVyKPXlZODkgAuN9KhhFMVaYZNpBHopfhW3LMX05yrJ8UMo4Wg7qiMC/GpraNGeCXqFaUiit6pVI7IsMmFQny+CcQGQcOCvl5rWGHjvkzw9Tuzw4URms0Rmsp1h+Cp6+LvWdRjdyeqmps4/65rFmBieGToFawhjNlTP3MdhhR1jmXkCpusJO8OVlolwCKM/cnAwRjxaifbPyU/YjIhhHoaoSIgQc/zF4w9nfMi8Csq1+zPrZCnLNtZGxiAgQmlBwagv2fEGVsAK2hrsYzWFwlTCwj4Lfqsun05Z8F9zXuvRv7JbYnMIMAOINZ9CwGKztTf1L524FjVTQ8q2ldu8ezGmrGxZqslPuE1lBj67BLJRhgHiamNsliyVLQcnhtd+V+h2eRwDNEf9MioPJjC3e08AxqcAwhsw0l+om/y7I/tIpAO1noZdg/LmHxBeYkwkB4hmlUQGQBc3aASf7MqY578vJrpSo+jE1sPKJmdLGv7qWXZcgBCQDrusaHPvQhfO5zn8MDDzwAIwaJz3/+86tUsw6ynIDPQDoQAU1A13U7I0qbBEhlZXJbFgCk/g3gr4oBlbNiWgzCc2m5l18y+WTyF4N74vXLk3F7ooEHfzMVCzPi/szAqdzqGfgt1Nyn22OV2Djv/FGbfEBn6+PCeeYrqBwprl7lgCfFFrRVZP8omDSpBaulTFw/IlO4io+YtyrzrBDwYWDZDlTYf5Ym7lx/cUcOwNnXERDi9nABMJAxHpE/2l/vVZoBmLE8g8ctMWGEUS3tV4uQR+IAwpxeoumBtzX0YMYdszCKVOCujuGeVBGjkr1cdC5R8SQxg5xdDf2rUpaLjoHuVR6AuHwAjLzaUbnFkLXO+1zVCtpaDJSFGTgm0AxcnMoQbHpkoX2MO1jhHCIY/gDgGQPpWEcV4liOB94EwdsfwiIEOQ9M7cDFN4wPjWP/VGC1LII+nlTBieeu6I/wbtL1KtgwwrdrKvFjglsU0OLPRgDm9wkOwaElkOtQXuIVTO8ROZbwegBw9hra/wEwe0dYst4JZP+UAxIAvvGNb8SHPvQhnHPOOTjppJPydmV7q+TAH1d1MGkYIifqTT9wSuDHWUA5qPKQCCVp2y6Oh1eR7AOz92sIYydyO4HEuheYv1A3MZHwdOTUoXXq8ett/8zAAxkCgZ7N0CNgsNNn4QMua3L4WHJ2VNrHWcvZ/QU2CAhAicedswMV7AwJBDr7LNo/2ESQZ/JBpZO4fsKuKtm6jQAj2eD5frJKxa4jtS49GkmfIqp3gWB3F0KX0E4kBMSYV28EbuyYovLYb395mLT9s6SsStJHho3ue9wWTrH6kA1b6AvNACEBywA0Y934uxGIPq9utVDRXo8Lcxih+5iGjhHpc2DRl+mD3ESAWhu3L68zHkM9A5hhBLh6rKHqOoYUsvDsc/T8TkI1+WMq3GPrAZ4BRm4i17XFWMdYl2aoMNgZvd0BBPtBl7W3A7aA5UDU78Hr+kjH8YD3A4kc/6TZR2PMKjiFkC3ggDmjSTZPqVif0thUYg2lNoVYRL5wnuTQkTCNq8sC9jaA+6cckADwuuuuw8c+9jH83M/93GpXZTrRujmpAEVGMFWZ6nSQz4G/ZgZxUJ1mZU3lSDCYA2XS0NvXOxE+Mck8pMF3rgxuR+fr0WC/CPyR3R8BMM9iAR6AGG7nZVEtOZUrAB/ixTEgauzs8GCRBX+h2DD5ewN6CjPj9/MNoMazY86T2IZPPTKBqQh5CdYv9KtSHtzSgciGhX4ikwF2LuywEfownuNOG4kji2Zpq3iM28JFEKQCwKPzvF58F44AAjUi6INKz1PRNStPwdnFWQSWVhmb2rDVEfiSU42L/4cA/OLuF8QoxrJd0G34d0sljGDOYcR6wz5HhMY+TPqSAGfIhxZhCOGC9MgEZldTOBOr3F7PoW7K7Sxi/HNRN/NNGEvOTlGf+CHDhYcB7Mh9jtYA43mFsQHqITDnGT09ttGhxgKoELe7G2jYsQHtFGKNB6KJ2QHCjibBlKE0FvH3uzRW8XFSqJWD6QAQ+i/m69Xn3CyF21BPIhAajG5w4Yl17T18e1kFOSAB4MzMDH78x398tasxvUgv4AnSiGTfBfzJqPdAeUDNMYFSJUP1SOxyiGpieXumY9JWRw0GUII/uRrPgL9QntbZNFYpxwyw49xDFUqF/VmVtdB+C61gf0d/LN5eYN4Y40f1oB0cAugcuP18HfsXGRs9orxsCOasjHVqqlK3CduuvNqXg63UqzccV2QfZ6OjiLftozoaBraSUC8E7FTqNBB+s/Jpv2Kn5o4AkTOVCYjk4IQ5ihBopD19SR1MezE7do/6xdWlJqBJbBxX3REbSC9grRKGkGzbQpxBFtoFhtWfMYOKqRpDrEQql7PutEDQDnwl9pTW7xQCYkOd9+1ghwdpGtEbVzvUaJWCIsedAIBs4qEd+hSxvo55BDCGA3O1M3XQYxceph460D2eVRhQ9YN3sHWe89DOWWRsvMMJsX/GfTcmqoIJsAlQGG8+6yMuJpMmOc/y9XsFJ++FXyAm4X74QpjK67BrlGJ9bOna3HW8DcQeBqBo8+n2oPQq4P1TDkgA+Ja3vAXve9/78P73v3/fUv9yyakdmDTUv0C7IweXADoK6aVqQkrlBy/t9/sl1S/lzQ2gawf8YMxE8AegCf5yahvZDjrOVT2J+lfHWH9eBRzDvjAQpp0aNoA/7+xBNl9O3RtBWQB/nFUjtR+BZAIZXjVOzJ+Z0QE0AfCsIjyo9BP2OAXxWc9iMWEEEENglvVdYBshGD8gAXXR8J+rin0eDCRyxw1i/xJbwPCbQFoEeHQuqCw5SOVzJYFbViZncziTRvswm1rF2HXECDJnGWX8eYofaON+vaE76B7WDvw4oOOut5UiM73A1kXQHOPtJbaUHBjLEC2IixCOyEL8Re88oYwFKkBbg4G1bFs2et4AM9QutmDwjlZQI+NV3iw+pY5cJTmFBMBo3fOol4zbzXFJQS+59umx9fEJ2X2w1nlUGx/kmgCWBUA7j3CQF0CWDgvD8GyRV3t4Jmw6nhDIngQCuZ2hb7etlNsFxFqgNrAwru30nnIWkJvCtGhSLHeoAfJ2f/ydDcwkYwhLoHEPSq8C3j/lgASAN910E77whS/g7//+73HiiSc2AkH/zd/8zSrVbAqRQEju9QtENWxIpyaDwJxXohxAJwV8Dsl03J83B1jJc9fb1zij9gyIke3i+UwAwgmzJ/MkWzsOCNn+qmaoo9rS2zKN55xDBixQKRvYlWAAz3b4AFLwF6pEDJuvA4G/EOB5Vid2aRG82Mhe1TZlKOBAhiLj8sASMU9XjWYfJCBOJXlJO7+ofmXX6Jg2qNCgkKh7lQSABPBSwEcOBUl6HcshdjCpvo2g0gyBEDMPSJxl9NixU9WiB30EwggE1k7VS9fGT2dfKIMdE0NI6m16+1TNwKiFs8sj20O+I4rvJ2Jxoy1eem8Shpzdk0R96UFq7BNvEzmK9qMhTqOGcxrx9qK69gGuaxvU0ByMJmYLAxX6C9aFNbIjheF2C6st6qHvZ/KyruDYQg/wKVe344YHyuRuzVXB1F5aICpussHed87GkXBWsM05JLEFdMAZPs6nqh0AzO4CU1XOljLnxDGJTJCaF8koSuF933sC97Ib5IAEgI95zGPw0pe+dLWrsTwpOHxM3BeYg78u6l+gOaDRAJbYv+QYwMqBv8GAqZ1lHSLzl6hI+KDKVvYEDoNKpcqgAc4MSPaPf8/1FTFb2jN/Q+0dL9wkQXH/zNAZvTswBmDkAUZmezeAAQ0qRswpbncFxzSaioI7R9bG2XE5YKCC6pKFk6H5U6jvEhDoHSsaoVWU6JvA+qnIWikkNpCh/gTklArq2gjsfH8Gm6qo+iXVLIXN4aphM4MAHPi1BLLqWRtC7aiagL0NQLGet7CVC8JN0Z2pvGqngl50INHZALo+IZrLAcTI5JG6GHDAUNcEwr2TCFKQGD2aLSwDjORBEhgmujf+WeAOIw6k+5vqfDkacd+SINgWSAAR/HGjvHrZl2E9uPZlmRkFqzT0yML6rQk1jAv34t/RAGLZooKeadckFewPB9sdq1nPuHqYYXzuzABuNxwdq4fgDOTeUwXA1n7ByBnBhOmD0xIQC0iZ5UAXtyXkwK+0hzqNQ7WJ5ZLJAzGO3hYRxAgScDOijjmp6zhOStYwt8CWEsZQDUgX/D0kdoVUwD0DuHfJAQUAt27dioMOOgh/8Rd/sdpVWb5M2Potq/oFJjN/Odu/ielyQMqHfKmqsN1bjO/HwJ+QoCrJqC+pTQkDKAfywJDw63VML9tF7B95AZItGtnjecYvBBwOgIfKY1nRjhsEamkytzYBTdxeLdj8DSLrFxw9AngkQGIj+BubqFqkLvfAOdwOYdAfVL6yD3LgjwgT6fzimULuZEFA1SqV7EUMeIDHWTzFPhViMOvKgZPATs0BprIOqAwAM7Sw3qDMznj6ySjoRQ01UrCVZ5vma+j5MYYzNepxBTP24UesA1NmMMCg8j5HBJoDq+d3CBl5deYYDnCT2ebYOvPbsfeorYGo3oezgVNOvQwC2zqCyQCQCStoBTU2cWs74++7ZaFZ6F5WUcU7SeKzaYHaX+Lvq6ptYLbrGY3xrLcV3GnDJKC0BcYR/AUzXWKPlYKqnfeu1XCqaW/6oIyCqjXMjPKA3v0pAxgo51tFoXWCulM5wGkR2T8CbvR8EvPnbSxVTSAwA3zDs6wZQMucy40dtYEajZnNLRuraFwh+0R6hIItIWPnJCjNxVjVCo14gsmNZO3vYBazJySsZVYgn172HjmgAOD69etxxhln4LzzzsPP//zP4+ijj17tKu0Z4c4fAFrVCaWJJlF3COYvpzbmYIwP6nJQ5qNKRvWbMH8B3OpmPbVutjPHEASQF8Gh9XaKznapmTeFXzFs9w1lPBNF3r017cFqoloSTfAHrWCC6tOFealnNcbzOthh6bGP7xds/WwM8eJHYjlJc5UvF/Ki5OFmuPo2XKMEAOSfxOaxNJYDPAXPnjomL7J6cIGKSQ2pmoDPgTzAate2egawQwcUzJyBXjfCwsE7MKgMtu6Yxc5HZ6G0gZk1QK2ghs6ld3Z+hPXrtmHtcAlbFufwyPY5jEeVM14fadj5GqOh29Ei9o2NYHDk7Niqne7PqXI9STVSDvR5lrAaWacy9gDSapeQwv8ADiRGR5YI6qEQAjED/pMYtpoBRUvAnqXN2b/xR9uDIgkENQwMnNrXaIV6CIznEVhtp+bVzqPce+pKE4bkO4Ev6xlq/2DpkaMtrQI03PtiBi4+IYDoYAT/HFcepANRFez7JDiEJA1UEfzxcUMyhVxovOFpOQgUO4aoxVFQN4dygrNYuqB0NTapilaCP/5JwsdhdyCPruQxreJ2er30sgJyQAHAu+66C5/61KfwiU98Am9605vwEz/xEwEM/sRP/MRqV2/5wgaxRuiXab3GrAV0la5ou4quoCodwVgJ5HH1b7i2Wc8G8yfrSQyBDCUjbBEBROcPz0qSR2Zw+lBsgmJsGTGBUS3rJsLKx+HTFHzZskne2mC4TwwgxRAMzh4Kjv1j8f3qIaBrBYzdxF8tmeDti5r1Jc0fOfDMcQFrRwAGHBQbAm7prhCW9UfMA4m6N9qWIQA/M2CAT/lgxEN/TBEQJGBko6pXezBmATNj4+8Zg/k1S3jSY3+IQ2a242sPHIPF7UNAAdWM040OBjWqymDN7AiHr3kUCzM7MazcuUd3zGK0NACGBlZbmKXKqW4HBkpbDAYmIHRjNOrtA5htA5iZyA46AOhYPr3kVMXGs4SB4fPMoPWPvqrhd+VwQNCpoqPqUiGC9wCItIqvCzG2xrFyct9m/nw2gosbr8blMnZ78eoxYJdsUHdbDdSzwHhOey91DW1NAKEh7EtmDCCvdqu0X/R4tTLFIZx1IDBxZvH96RxC/PPJbGFdl3mvYO3Bb3DWiCAvBPimcSR0TOG7vy7a1Jn0k9J7Fp/C0ThbRZ3azfr3V9E1bRqZLnaB1sR0HGADzTGRO57sYTFQYUzb1Xx62XvkgAKAxx57LN7whjfgDW94A7Zs2YLPfvaz+Lu/+zu85z3vwSGHHBLA4POf/3xUORuzvUkKNn+KGC4Cf9JgumGILJg8pdLzOdVxVvWr4vW8zBJ4myTG+vhhLWFfgGiTI+tCoEfWic6HOrO6hzIQHB24nVpw9LBAtRi9foMnMxA8M5Pm0k9vSE/qVTNQztvXAy7t482RRzGFkgE4uBRdGdiI/Hli/3jbgy0afLsUYJj6PTh5MBAY1L3E+Hn7LjpHTJ7zkgaMD0Rcz1qYISKzWNnYn9Q32kY2Ulug8gBAW9S1xgPbD8ambeuwbeeMUxNWFlobaG2hfRpjgZ31EIOxwbbRDGqj3XGjYWoF2m1CVRbV0KAa1BgMDIZVjUHl+vjRwSwWNTCe0SFmoPV1U0tO7TzYAVQ7FKolwC55oLZog9ewHbsQKy42ZFw00LMTPYHBQshEoKRo7166b3Q/HUnn2qERFgQxbqEAP+IZdM+Rhq4thtsMlNUYzdO9hbNr9Q4hZMNINoEEAimOZAIIGVDUtWMYVe1AZnA0hl8E1EgAq9UKioKBM1UwQhBpFiBaMnncY1hKjjnji0RpR52wgP5fVbHA4ewdEnkrYscTFlBoWPj94FoKrdIddnh9c+Oujs/xnpbeC3j/lAMKAHJZWFjAK1/5Srzyla/EeDzG5z//eXz605/Gq171Kjz66KO4+uqrccEFF6x2NcsyrROI8oPgJPA3jSTAImNDGIyltZu0aJVNYjNx/2hgJPs/3i5p08fyydr5ybr4T5rIrCY2kFgt1wem8upYDwQBBPUrbb+mR141O4qx/lpVz2TzN9QwlXYT74xGPaed8byF29ljyQd6JraI54vIxhArFMOfUN/EdjfGWvmIULsV1Q+BYQHAtp1TkcHTKoBi69WJgemrnA3faJ3FeK1xtntDAzVjYGvlYueNdSRzlrRjxwYe8FGFtXXAqbIYjyp8/0ePgTEKZrECjIIdA7WywMDAeAeMHYsz+JFei816Ho/umMPSUoV6XMGOtbcFDB0IAKjHle8mDyYVMBzWGM/WqAFX38piMDfG3PwSxuMKda2w+NAchg9XMDsVqiGgxvEZ0SOE4MjcgcBtn2YD++HurXXOGsYGRstqBTv0VfTOHyHuIJkewAZ7uPS5R3z2gMA8p2yhe2YrGO9dHj3ayTPd2XI6dbACYwDpnkkARCDWb5mmxhZV7dCqMsJOdAbQS+55DiR0pVGNa/9OwjGJBPyUdaAxlMZYUHovk5hAjBGk/jHiN0lpj2C2eLWkzfD5coafl+PWhvSbgT859vhtMlWlg1rfltTAObOavcQesJfpZXFxEV/5yldwzz33YPv27TjssMPwzGc+E8cdd9yq1uuABYBcBoMBzjzzTJx55pm4+uqr8S//8i8Yj8erXa12KXkDS5Eq3ZWUJH6Vp0DaHC+Sawv10WQIzo8VHFQak6BK2D5LTig0cNJvShsAjY6MIdmyeY/fEE/OOwXosYVeNDHkS4ORA0g1xydhUv0CcB6/g+hRbAZwxvg7TfAo1rWJal9qLp/QwgTCmIXcBBHOx0kzXKfQjOnHnEFo8iaHjsD4VYw5mlOoZ53tnpkBlhYM1BGLOPyQRwEAi6MBjFVYGg0wHlWoxxp2STsgOLDA2NfbOsAVOlE70GFqZydmFysHIBWAysLW2v1UgBkrGKPx8FhDa4vxuHLqXuqO2t+IypVTjzWUsjD1wLFd3nN3NPLXKAsMLFRlsf6QR/HEhQexcfs6bB8N8ZACRqM1gHYMp64dM+VUwoAaO3awWnT2cVBksxYdSNxKwtWJ2EBHDQJhizfvIBJwHXfkoWeBeQjH544x0RAgEICuDYzSUFqhWvJBpK0rnp4H5zujXYgjk2bA9w+O+wW7a1Fb502sFfTI2x2y544WFK5OcZFjhk6NTFuzKRjPFjr2NYSGydnz5YARHyPIezfLqAkbwAAaWQfSwmrs6XkJMqcVoZVRlXaLYKNRtAXcC8RYlYLtXcjnQJKbb74ZV199Nf72b/8WS0tLeMxjHoP5+Xk89NBDWFxcxPHHH49LLrkEl156KQ4++OA9Xr8eADLZvn07vvrVr+I//sf/uNpVmSyJ/ZxGw/uXPkml2xgkM04cfEDNDawl5w+lELx/2wbFNrucnCiVAt0cECS7PlkGbwdXTwORCWN9RuDHATPtwR+LZQcEBoXs/WTIF5eGAJ+vjiIgGoGgs4/TGK3x+6SO/UQ8ts7uzzt+5Azxqb4BDPLQIgr5/tdUbgQRXA0cQrh4dZyz04sOHmQDSQ4c5PFrhh78zQP1nHUgcN0YRxzyKJ566P3YNp7B9vEMNu+cx48Wh079Q2AB8DZe1qtAGZDw9l/WR/S1NWM3tYUaGqjK2fGRStgawKCCqePjripn+2YVYMfuBlhYF7zZaEBbjGqnKtbKsY1Bs+jB5vbFGQx1jcPmt+LbO9a7+X++xhgV9MCHqfOLAzV2toL1EjAYks2ghRqTgwgAeEYw2LEBWtmws4gDKg7oKCAEhQ53ixYTFgFAhVPMCYQvQMjOMKiPLdxWhUqHXVDIPtP44NHVyAI7jAO19NyQGUndtEuk8ukZcypwp3Z24X388zTwj7XzFAneyRhqYGR8/yuEG+GeUF+AiupvWuRp1ylKmoLk7I+Td0I4dgAuXIt0MCvEJA3jTs4OsOQVXDCdca0t1JPKX2VgKM0tdyWfA0V+/ud/Hv/8z/+M888/H//7f/9vnHLKKVizZk04/+///u/48pe/jI9+9KP4wz/8Q3z4wx/Gz/7sz+7ROvYAkMm3v/1tnHHGGahXOer6tNIAfyoDiPgKOLc1XBdnkTbP39IgyeuR8d6jumd3AeFgLuf5mwOspNblgI9dR0Gfw7Zrwyp44wbbvBkPeAhQWQf6aO9dRXZ/uZiFuT5Rnmkc6AAwx3MK43k3kQ92AnrJxhh047SfkslWMyDHjlN7eZ2DvR+BBiBV99J1/tPS9mAeEBjP2NQzTsVLnyHu3qwHfvNk5+dYth1LQ9zz6KEYaINRXWHnaABrnDeua4Nn4zzosVouDBx4g7ZQ2kIP6hAYWw9MsP9TCqhr/oy5OHp17ZwRlAa0Ni7ixgCurFo7MAg4dbK2MGPnumBHOmHZrFHYunUOd/zoKKyb24lxXTngODTOmmGovMrStUfN1sAjQwwfcSYE1QDOg9jvm8sZQVW791ZTeBblFxgjX08P2pX3erXcMYCwjQfxbjHg8xCLEZfQRmbRKGjjQ9DAwFq/44x1z33tmW8oikEZdwkpsfoh1BD30K2UX2cZ2KpKFhOAX4ON/aKlUi5sDS1AFGEo1WQBM4vT1n2Cc6GnuAdwTrypivLXk4YgqPUZgwd6drVhZTHHDjlmGQsLF2/QWgtxtpf9SM4880x8/OMfx8zMTPb88ccfj+OPPx4XXngh7rzzTvzgBz/YwzXsAeC+LdLzVwI7IA9MiMmTAEZ67k6KHQgE9i98ZxNF2E+TLx9pxZyz/6PqhfawgVaWmbWzY+Av1C1+T2z/KpUwfy6WnQeCVQRItH2Y8ipfPbbJLhxcLZvEJiObvxBfEAhejx5gKeNUv9XIBnWbqlNWUYZ1cQX5tiFOvC4tYlmGx/EjEIjQZqmWI5BqGPtnKoV6Bqjn/eecU3sCHgDOWYwProEhLTIAjDW2bp3D0miA4XAMYzSWlioY423xCJUMjGf9lFf9OWZPe9auGtQYDmvMDMYYVgYjzwLODcehC1w32/C5WFdYHA2wNHbD2rCqMTczwriusDSuMPZOIaNR5dhA64AFjIKqDDDwtJs3tCfQ+tDmtdgynHMOJUuVe/yGHpgog8GaMR6zbjseu2Yb7n/0YDz84EHQjwww2KZQ7VAY7PBgrkIIVK09++UAoX92TNxCLZBeYx87r6IQKnTM3dMQO5BYU3plWFcnTkD+vVHWBTI3MG7fa2s9Q+nufT0EtAe4MAoaurH7TFiIWF8P7/WhEL18yWzCDgBlVdwL2jrM5N4hVs8BiNaLPhV1HDPg32GMKdChf5coDZdk0ctBWwb80TECh6Wxh/WnGpuglm46g3D9PIFW0nnrkJZrGFplOermFZTeCWR6ed3rXtc57YknnogTTzxxN9YmLwcUADz00ENbz+8TzF8pmj2AREUrwZu0AWwEJu0I+AoSgj+TutVvA2e1hRqTRXtmkF5+ge3nNWtbUAPDgb8Bed66SdVox3qM11SoZx1AqrgjRs2AH4EzG8EfZyASD1s6xvZkJc9iZZzTgAsl4719LRLg5wzhEVVrQJhw4c8l3rQE/oDA/FE9ycs3gD9SC3PwN/Cx24b+cwYYzyuM1wBjz/IFGy5tYeYt9MEjt5YYadhF59RhRhpLduBs6mrlWDcLb7+lgMpCDw3UrHUATlnMzNSotMHscIw1wxHWDJewbmYnHjf3MNYNdmJkKzwynsOiGWC+GmGoahxULWJhsB0VLGooGKvx0HgtHh6twcOjeQDAUNeorTunlcEjS/PYsjSHpbrCjqUhdi4NYZhnpTEqOIjAs4tmVMGMCZSQ2tlAzTgWcmZ2hHVzO/GY2R14zOwO/GBuEZvm12Hp4VkMHq1gBwrVTucAYUfuvhqFoOrU8PfU3xNd2xCmxRp3cymIsrIBH0UVsAKI40vYbqY6DUGY6bwBlC/bWuMXBxrVEi1sEB2ABjoGPbY+zAxzDKHyY8H+/ajj86lquNlGOSbZenCI2gPa4A3s31kf3imwfmB1F84a7r3LLDa5Ny1955oCd8PTT1kO4IJPEwtIrCvfEcSPL7QkS/KQ30moXlL7IrUmpGaW7d7D0gPAXZP77rsPSik8/vGPBwB85StfwUc+8hE87WlPwyWXXLJq9TqgAODi4iJ+5Vd+BU9/+tOz57/73e/i7W9/+x6u1TKFBqzGtkbO06x1319pi5IDizJ6fZskIVQc+HMedMrZCwVDd8q/zP41pGT7R2XlBlo5yBP7R4ypIvDj2AS3DZnGeF5h6SDPyGz1hvzGx/sb2yTkS2OP3zCxWrZvKUAODmRXBzjQN/CW987z1zuVhIEecVLNdFMIycHVuqG//KfHMIHN5OCPMYD0nZxRzMCxfc6jV2E8B4wOdmpeyj+EiJkxGM7UjimLUaWBsYLxtnnQ1sXds3Aej8o5V8zNL2HN7AjzwxHWze7EQcNFPG7uYRw//0MMVY3HDR/Ck4YP4snDtUnbv7W0HYu2woIe4WCtsL5KzwPAVrMTX1uaw8P1GsypEY4cPIqfmJkDANTW4P+OFvHt0WH46rbj8P+2Ho6d9RDbRjPYPnKAcFRXGI+18yK2Csbv/WZr7W0DnRMKlIEaGIzHFR7atgaz1RhHzT+Cow/agh2jITYbjbECzIx2TOB2txcx4B0wlPtO8QP1GP7diCphitFoFW1BF7drS4BXAFoOTCVbEFrbCBcTWCxazCgAI4vKO2eYgTcBmPMmttbV2QVvJvCZPq+UHw/47B46v5jy7Qpe95WN3s8K0J4Fdew/A1JKuRA75BiSGzsUiw/I2p0sbnNAUgrz+gV0tBduA180thjDgCazA5QSvIS1AH86PS/L1RVQj/J57qfypS99CVdddRVuv/12bNy4EZ/85Cfxkpe8BAAwGo3wW7/1W/jsZz+Lf//3f8fCwgJ+5md+Br//+7+fbPJw+umn44tf/GKS7y/+4i/iuuuuC783b96Myy67DJ/61KcAAOeddx6uvvpqPOYxjwlp7r33Xrzuda/D5z//eczPz+P888/Hu9/97qKKl8v555+PSy65BBs2bMCmTZvwsz/7szjxxBPxV3/1V9i0aRP+v//v/9uFXlq+HFAA8D/8h/+AY445BhdeeGH2/De+8Y29GwCWIthzkQwggTg5ICVOIoL9k6CPD1h0LTNsbjh/lOyFcvY5Ou7z65KLQVZ6FSc2QKoB9hL1LxWrVGD9ODi1/lg9V2E854AgzTumcpqmsF0Y7fTBGL8wyaoIstxvxDp4lbQZMvsyC1Q7PeirI7PI4wkGtRqBV8rXIvEoDuUE/OUBHn2y7dyIFYwx/VTw8HW2X07FO1rrbf5mATNjHRiYM273i5EDpbQ9W+1BkV3S3snAMXp6poaunCpXa4uqMiCP24PmFnHYmm04/qAf4Unz9+PkuXvw+MEOPH5wUHrv0QR3T50hI+rZxjmSg/Qc/uMcsN08jDV6BsBcOFcpjRNn5nHizFa8ZO3/wZb1O/CtpRlsqhdw186jcOfWo7Bx+wK2Ls1gceS8hMdebTweDVxMQcCBqtoxi9YobK3n8MPKYKANxsbdjGpQw8wrGFW58D9DBwLJXlMr6x0hCARZ6Np54ZJKGJX/tKCb7/CWgneG8M8oB/WxsXFB4O1Yw2LB2w0CjtUk21Ot3Hhhhtqz4cptx+dNGfSS3zcYKtmbOjyXvprESbr9gq3b0GTJqTzJDtAMXLs0hbbxzKIdeJRYaWeDONBupx3yDvZ7BsdFFw+7wscxGhsIlNG4wSSzG0j4bqletCLz730DTMbxLlEFl4SPxSLsVd5kh+q+GyI5dJTV8gLetm0bnvGMZ+BVr3oVXv7ylyfntm/fjq997Wv47d/+bTzjGc/A5s2b8aY3vQnnnXcevvrVryZpL774YvzO7/xO+D0/P5+cP//88/G9730P119/PQAEsPbpT38agNMOnnPOOTjssMNw00034cEHH8SFF14Iay2uvvrqie2444478OxnPxsA8LGPfQwnnXQS/umf/gk33HADLr300h4A7gk555xz8PDDDxfPH3roofilX/qlPVehacWQayDy4M9YZ1iTW31O2neycdykn/SdAmTLFTG3m+Gg0hinLhEDWzJQVpnQL7l65tg+bnPI1b3EwoWdPnyaytv4BfDnmL961nm0Wg1nrA+AYvPFoMxuooNJJ9O4xVoEVsoiqH7Dbhc6OgCEPK0NwX+pzPCVbKzoOGNa4NkhGQ4mOnWwfISDR2D9hnQ8hnEZzyuM1gH1jIWZiUGbVR2BZAjXUivUOwYOSBBIqRUwtFAaGM6MsXZuCWtnlnDQzCIOGi5iRo/x5LUP4PEzD+F583d7hq8CIMHfrsuiHWMN2lfnC3oez50DgK3A2m/jO+v+BZ/b/mR8c/vR+NHiQW4rOSg8uHMtfrR1LXYsDmG8LaG1NsQYNEZhy6PzWBxXwflFa4vh3Bj10MAsVagH2rWVAi0rBXgm0Kli40LIKgeWddD7AqTKDQiQ2ZFFJhrJMxSE9hQG4vtJ736NEOBZeU9tU3knn6HC2ADjOYXhUGHmEQCLcDt+kGWHeHeDUwisD33jdgqBUs5KxMLvHBOv02PHfDoGXUHpCnpsHP4a1bHefM9gAnfwrJ2hfYIhFoq8cmzcAFLVr1xcszxUG6Dzmg5o7TyJQ1mZcVgurifZa1OdV1H9C6SPy67mM42cffbZOPvss7PnFhYWcOONNybHrr76ajz72c/Gvffeiyc84Qnh+Jo1a3DkkUdm8/nWt76F66+/Hrfeeiue85znAAA+8IEP4NRTT8Vdd92FE044ATfccAO++c1v4r777gvs4nve8x5cdNFFeMc73oF169a1tmM0GmF21i1a/+Ef/gHnnXceAOApT3kKNm7c2KEndo8cUADwN37jN1rPH3PMMfiLv/iLPVSbZUqG/Qu7f5Bwxs6a9pVjbpCka3le/Bhd17LVnKqNm6f89kpF548GkyVsc3L1ldcBkRHkonWcnDRgK8/+VdHjN9gBVhTM2O1d6mz0nG0esXRB9esH/AD8CGAq6hcfQ1BR6AsdQsq4cCHpFm/cYD+2k7dN/PasYsL6sWtom7bATNK1Cr5eBIS9ytcHcx6vAcZrgaV1BmbOuDh9RkGNVaxDiNXnQKGFRx/KutFkaFDNGMyvWcRj127H0Wu34EkHPYAnzDyIH5v5IU4YbmFMX5Phy8kD9TYsWYv76xlsqtfh4dpdt83MwliFQwdb8bjBZuy0Q6xVS3jYrMGm8QJqq/GU2R/glNkas2rYqawnDg/CExd+gK/P3Y3vjA5DDYUZVeNfth+LO2eOwsZt6/DwtnkPAIHx2CNoZWGMxratc6gqE25oVVnMzi6intXYOZhBbZVjUq2CHgDQCnoEQJGaVgXHIyjluDZD3qc2nA97UnNTD4UQLzCojbmHNWcESSSoINWyRnCQGvtYjwAwWFTQtbcHI69foLlwoWMK0d5wydsPzPktEGlR4hdaAMLWhMReV7VjWhXgvYYdCIzeLvF9TMYyDpo4CyilquLYBDQ1KzR28TFL9hktOuW4VtdNECi1KdTnpSgKPM+VQmF7gTzyyCPJ79nZ2QCQdkW2bNkCpVSiugWAa6+9Fn/1V3+FI444AmeffTauuOKKEHfvlltuwcLCQgB/APDc5z4XCwsLuPnmm3HCCSfglltuwUknnZSols866ywsLi7i9ttvxxlnnNFarxNPPBF/+qd/inPOOQc33ngjfvd3fxcA8IMf/ACPfexjd7ndy5UDCgDu85KJXdVgzpazVyRjE4Lk1L5yANVkr6Oa7B/gnD8So2yxQpZ1ICeS0nkuxsbAzrxs9kf7/UYnkJQtA/xEyQd8b9+kvcev9PoNZSPOQY06agSAaTzjSEbxqia85NRLPFRHUKchTuQu37SMJGCzPy89fckmis6RQb+pXB5m4NgdCuY8XguM1gKjdQb2sUsYDmun/tw+gIV2ILCG37UDcXL3W7apgUU1U2MwrHHowdtw3LqH8PSDv49T134bp8wseVUs0IXpu3e8FTfvOAY/GB2C+0fr8PBoHltG89g6chPEjrEDcwNlUGmDGV1DK4OdtTuulcWorjA7GOPWuSfiMzOP4nGzm3Hy3D147ly3LR7/w+wsTpzZDAAYqgpPn7kN/zjz4/jG/DH43prH4P7tB+PRnbNMC6kwXqq8yriCUtaHoRl7sOjB2NBgvA4wsxrVTgd2qiW/vZy1qAHoWgXPc209k+YZ4BD3jrYns570I7MEIHEaImciq6JdYOIQwlhAZfwwUFsMFl3+tbVsNw+EHXMcQ0mLGp9vg23zn9YCNXyQaB2CT5O9nvX7YbswSK4s48My6ZGGNW7HHVsptyAxJthIus7vCIra7KK5SBBoLBKVs2wn/11VUHUNSzseTVLbcvAX1MAMNEpQu0osoBvGd71sasoxxxyTHL/iiitw5ZVX7lLeO3fuxK//+q/j/PPPTxi5Cy64AMcddxyOPPJI3HHHHXjb296Gb3zjG4E93LRpEw4//PBGfocffjg2bdoU0hxxxBHJ+UMOOQQzMzMhTZv8wR/8AV760pfiqquuwoUXXohnPOMZAIBPfepTQTW8GnLAAMBbbrkFp556aqe027Ztwz333LMqbtmtYgidxMEp2St3WvDXplpoM2L27F8Af9zjls67yoUN1jt5ABNI4+FUpD1hLsQLEHfzkEIsoAeEUW3r1FQU70/XFtVON9lWI+u9gG00OvcAjYO/oAY2Fhi4vrSV2+ot2FBVkeHQ4zSOYFTnxeqG8B7+XKIGDoxe2s6wnRsY88fB3yCmsZUKwM/MuIl2aR2wdIjF+KAaak2NtQfvxLCqsXX7bApCNVzQZg9kiIHUMzVm50Y49KDtOHzNo3jauk149trv4Kw1Wzzz1q6G/c5oK74zOgQ/GB+C7y0divt2HoL7/n/2/jxejqO898ffVdU9M2eTjmRtlhds4+XiDWzggjFfcCCYLRBCAuGSsITEYQnxlyXLj3t/IXAD5AcESC5LWMISAiTcy5IEuDFmD5ttwBgwNt6QbVmWLFmWjs4yS3dV/f6opat7Zo5kvBybo+f1kmbOTHd1dU931ac+z/N8nsV13NGdZGmQx5q+unSvUhqMFVgtUJkhyzWl/04A0tf2FcJyY2sd7UyTKc0XOmeweWKeYyfu4NjWXrbk++mZFrkoObu9eygGMRcVWHTM4C52Tl3P5YMNfH/xBK5e2ML2+Vl6RUa330Ir6ZJkjMCUEukTRHSp3K1TSCdOPV1gOhLTURilXFygAJs58WhbhjCBkAnumUAhYvJFTKwK91CIXw1JV6lcC5WeXqguE5I0mnGBwoAcGDLhhpqyFDEjWZYkSRyuv64Unm/Pg9TaIibEAuJvdRvubRvv51B5JDxzqRklELnElsZ7OnyHFW5hYgJqZTRLZxrZumGITMSk3U0sq/GpOVYp5baP5RbTB7ZxzLjYFQ7IwehxNF1gj2IAR5WUW0G7u7OAt2/fXgNpd5X9K4qC5zznORhjeM973lP77oILLojvTz/9dE466SQe9rCHcfnll3P22WcDI4gUGnPrIW4zzs477zxuv/12Dhw4wLp16+Lnf/iHf8jU1KF5Qu4JWzUA8PnPfz7HHXccF1xwAU95ylOYnh5mIq666io+9rGP8eEPf5i3vOUt9z0AKGXN1QIjbsoAoMaCt4Z7I31trpCbmcDNbN8A/gIYM7YaYJvtjwF/lYi1TPq+jLslHSz9gDsU/B77Fv6mSoIIwshSxJJmwliyLqiBb9YHrosyYemSiS2enmfbIsDMhAd/XlZmQlaSMgMH/mRpau7jNMYvZvemhxGN440Bf6nLN0rRBCYlYf+cEHWI+RMUU9A/wmC39JmaHLjsXc+glf0MtHNZVuLDDvzJlmZ6pocUltnJLsdM7+MhM7fw2Kmf8dB2AHzLu11vKRf4/MIp/HjxGHZ1Z7htaYae1/HrdVsY7YAUQSvQCBd36HCFux2UpRB4AOBRecJQ9qVlwbut97Rm2JYfwRWto2jnJZl0SRuT+YDpvM+G9iInT+5iUg7Yku3ngfleTmvVg8WPzKZ5atbjqZNXsW32Mv557qFcceBobl1Yy1y3w2CQucQYf0+aQjrpGOuzorHkrdLdH8LjMSmxmUAPXJaw6ooox4LwlWKEqMrI0QB4mQeDtsoAjs9Eet96t7INSQu2yg7GN209+w3GVb3RElmKKnTAhxdY43QUhXTsXlwgCXw8XHV8wvG003gU2oFJkwESdCbASwypgWfJw0JLCSjcAk/EMc2NEQEcVyfqgWbAaf58w3WsTjRZPNbcxAcJP4mSMo12Uzd0+tkoC8dLw3Oa7mAYAxoPkem8H9iaNWsOGjd3qFYUBc9+9rPZtm0bX/3qVw/a7tlnn02e51x33XWcffbZbNmyhdtuu21ouz179kTWb8uWLVx66aW17/ft20dRFEPM4Ch73OMex2c+85ka+AOXd/CMZzyDr371qwdt456wVQMAr7rqKt73vvfx2te+lt/5nd/h5JNPZuvWrXQ6Hfbt28fPfvYzFhcXeeYzn8mXvvQlTj/99JXu8mjzg1QN+DUDiQ8lWyzVx6q13wCQIgFm4+JURq2MgzViWJaVf9HJCnxce+HzdFU/wg0cZF8iOFNVlnAq+hwrE5QOpAUtPjlw9Xhd0oapy2rQAH+JxIrJXbvlhKv2ESbYrOt3DJNSOmGOBJeNCSY1WZ1HlN8ITE5g/sJELYkVPYLOnxN1FugOlFMWPW2YmhwwM9Fjvtuh18spB5mrv2ucXEe0zJBNlKyZWeK8rdfziJkbWCN7bFEHeEi7zcHYvmAXL+X8675f5Zq5TdyxOMlSr4UuldMTtEDIKg63QgICo+sw3HZhzpS2+lBa329HMVlp0V2Fzg094dgGkblyciFbOcsMl+bHMtMesL6zyNmz29k1dR2P6QxqbGCw4/Np/vuGa/h0ZyeXTZ3ADQsbuL07ze0LU5X4dSkxA58BrlwMXClV7CO5QU9b9JRAdmXMErZK+MfKAz7h3gvhk0NCfWOdxASmqwWfqBS0JKPGXhrSmz6awt8/1gM0whBgEEZS+rABpwtoXQ3nwESaigWsEjPCMWyNCbSAKA1qALqlKCfcgsSJYbvM6Li3wJVlLNxvZJDI0vjYxkqbUDQBGBWArJ61BCzG7c3w89UosYkxVYm40J5PXKsO1gSD0p936EPCBMY+NMboNBs4lZG5j4A+vwa+W9q5Oy2Av+uuu46vfe1rhxRP99Of/pSiKDjyyCMBOOecc5ibm+Oyyy6L7thLL72Uubk5HvWoR8Vt3vjGN7Jz586438UXX0y73eahD33oQY/59a9/ncFgMPR5r9fjm9/85iGf791tqwYA5nnOy1/+cl7+8pdz+eWX881vfpMbb7yRbrfLgx/8YF75ylfyK7/yKwcVi15xCwNUyMZtJn+MknwJ1oznW056YFyQcur+jX83gNqo2Jwx4C9S6MZUAdlNF0t6jDFJJ7EvCfsXK39kfgIWolYBwwkeezZFEAWfZeGAXyz31pR9sM4dVKutmzm3r2lJiknpZWUc06EG1jNUvgmTMBg2AXvGxY3V3L7hmOFy1CYe6uyf39cGgOhfTebPN6vAXzEFetJSTljIDEWhmDMTDPq5A2EDWdWnBVftIzNkbc2amSV+9ehrefPmK5JOjnbh3Fwu8PWl47i2dyRdH6N309J6bpmf5cBSh34vxwwUFI7dEza4MkUlJCyoMrPTy5LG1gsHEiM4FE6yJohuCx9bZgt/b0jrhKutoFSWUln6mWFJtZnPNXtaU9y6sJbvTz2Ai2Z2c9LEbTxz+rqRuoO/OX2A35y+gitm+3xq7mFc0Tqa2xZmWOi2GRiBNcqxgNpd01i+zsvmyKnS4YqOpMgzTCbJg5C3y+hw94X0NXoRWJ8tKwNATBJDECCkB1shHjAmjQRQTC2LvVk1JNybgY1zrGC10LGqyoBGUctkj7GJ8ZlJfjNtndqLr3xjlaDsCLKe09msxNeJzLVuS58Y4+OHlXAJIaoO+tJFYYxNbIKzFPCNCRmJlsYCjhrj0oVo2ocQ53yoMYfLCfgPbbsygHClhKAXFha4/vrr49/btm3jiiuuYP369WzdupXf+q3f4vLLL+fzn/88WusYj7d+/XparRY33HADH//4x3nKU57Chg0buOqqq3j1q1/NWWedxbnnngvAgx70IJ70pCdxwQUX8L73vQ9wrtlf+7Vf45RTTgFcWbdTTz2V5z3vebz1rW/ljjvu4E/+5E+44IILlmUcf/zjH8f3V111VS1eUGvNRRddxFFHHXWnrsndaasGAKZ29tlnR9///dJqwshj4v7GScGMqgN8qBZcF2k/mnqC1iZujPD3eEayVhOzmfEW2g39NfWBtub6DeAvsH5B/iWTmExWIND6TNiQheiTIihslHpxrq+KXXBeN3d+qRtWWIvJlHf9uolqMCMp227yltqBv6xnvNizqcBf47pb4au1JhNWLc6wAfzcPkRZGwjvAztIze2r23jXtC/p1nbgz0w4JDBY9MxdIRClrABBZkFZ1GRJq12wdqrLf1m3m99Zdwmpvt4o+8iBTVw2/0h+Pn8Ee5em6BUZxgj6vRZ6IKGvHFAYSJdIosUQQ2WhRhsI07gu4PY1VExXco2EBzEu0NP6GEZ8BqvfPnM7uDKAlqKQFN2cXrfFHQcm2TG/lss7x/CDNQ/gDzd+I3Fx1+0h7TZbj7iEvxcP56fZkexuzbBvaYJut4UuJdbKCgx5SkVkBpVplLJoJSiFpZQZQitEGfromTEPciUWg6sYYgII9ADXATfn5k1dwYF/q8cDDp9DTC7xmbtCCq8P6C5srOmb+2dA+AVOCoQ8xoxcXvqb+P4Jbd2zseR+ZNX3cbKptqDxzHVLYAci3tfCL5pEc1GWvhfpzZDYwRJHmnWCm4L7yWKt9kzGCyiGk93ScXc5aZhRSXir3L7//e/XMmxf9apXAfCCF7yA173udVG4+SEPeUhtv6997Wucd955tFotvvKVr/B3f/d3LCwscMwxx/DUpz6Vv/zLv0SpitX/+Mc/zoUXXsj5558POCHod73rXfF7pRRf+MIXeNnLXsa5555bE4Jezh7ykId41l7wuMc9buj7iYmJQ9IRvKdsVQLA+7Wl4C+4DMKgF1y3yyVwHMxGyb6Mi7Frxv2lsYQh+cN/nrJ/qfBz+HvZwGqoWMhk1R2qCNQYsoT9s1Jg2qqaBEWldRZZssAwhezcIPQcJyEv0+LZhDTxI7iVywnFYEahW4JywrUXyrxlfcf+hcSPcG5DLAlUFUREBW4iyDFE16/bv2L+gnsvMoAiifXLhdP361RCz6btXL+2bZ3UiwV6EmFEBaIEzoXaMmSdkumpHuunljhxzR4es/baWFljlG0rFvjI/kdw6d7j2HlgDd3gUh549KC9tIwBoQWyqJJW3LlWv6cQ1vepEukeslBj2KYA0Z+Xdy1iPCDxYDGyhxbHFIYEl8xC4T43A4mRGbd3c+Y6Exzodfir7tM4bnovz5i9nPMmhp+xTWqKVx9xOZ9pH81l8w/k5vY69rSnmFus2FUAWwpQ1scFOut0CnSuWTIC05WYvnCPkQAGAtW3LosbJ1VkAvPn4zZjnKbAJV5IquzgUdcuWdSE+zq6cf11FdqXqvMN6La7Vtrfh9I4N63EQBmuazimv9f9c2f9Qiq0mS1qhIasJ+osoQfmYTur/DFKX5KNUCLO3awhI7nm4rZJMswogEi1Xc2a+qoj6wY3xqsxi1QR4y3TuOtlxuWRMdhVzeMVdQf7Bcvd0s6dsPPOO2/ZsKGDVZQ65phjhqqAjLL169fzsY99bNltjj32WD7/+c8ftK3Utm3bhrWWE044gcsuu4yNGzfG71qtFps2baoB0XvbDgPA+5uNKo0mYhrc8uAvxPM1Y2GgGngOoQTcUOJJWA2PCqxOBs+w31DVj2Z7o1zAQ1lyCQPY/N67fk3budNqAfOy2k9qh3RkyMgNWb/pYWzSpu9PmtUYQNlgRlDMOPChepAtWbKeRfUd+ydKE5NJqrZt5fatBc1Xxx6n91dz+8qE+QsJH7mruapbUE45BlB3qnq+espAWzvwVPoJWODi6ASuXu9EydR0jyNn5tk8eYAzZnbw/0xeywOyLqPkXK7o9/nS4qn8ZP4ortu/kTsOTDFYyp0ruZSO4dMO9EX2LZyrCcC2cgPGGD/vinYg0TNcAp8RSmS/HFgOoMOdT+omjuXIQnWNcJFNwiZ51klY957MYktBUUju0JIDix1u6qzjZ3Ob+c6G6/m92R9wZCN7eFp2eP6a2/ntmZ18fvEI/m3vQ7ittYbdC9MsLHbQpUTk4RkA6bX6BKCUQbU1pp0593zU9XNbSGmxpbsXojtYVWBQlP6e9NuHpyKUZQsuYREWbqYCRKNAYoh9DRIusnT3Vbz3Mh/WqoXT8w6MeXq/Ju/T7GOpwZY2lkkM8arKVzgJC6dwX+tc4iQW3e9uhUCkbuCU9QtjTXAFh8+a2cDNoXIUoGiKQxuq8a4JBKW7WoCPHWyAulEWq4KM8OwsNzbem3Y3uYCHtbN+ue0BD3gAAOZgChgrZIcB4P3drHWrxPh3cqNF1qzB5KVxds3kjrQCSOqaWC72LthB3C8h3q/GAAaXSW3fRpvpa/Oz9HMpY4ZeFHoOReaBkBUbdM2EAWUscmAr95OuA8GRIs1U7QE+i9i6IveZy/rNesa5fnvGCeC6CxD3E6WJDG7NlZ28D0H5EESl69cmSr2Euq3erW1yB/x0yyd6TEI5YdGTFptZx755l6L1BwoAzLGJFjVVsG7NEmdv2s5j1l7LcfkeTm/1WSsnaIK/qwdLfPbAWVy27zi2H1jL/GKnSiIpPduHB36aGsMXLq71v0cFBANYSMCe8OecggxFpWsXrkn4bQKTKT1o9yyXlR58eJcwxl1DxwRXP7gscXFuypOJSxkDkVF0cxa7LfYuTfGtvQ/k4etv4jfWXM6DWrImON0WOb85fYBnTH2dD8wdw8W3n8p2tY65BXd9MAJTCEqhnHahcDqC1ghsbjAdQRlvBCLDGwFj6g7294nxI7qrvR0ugHPlWv8cRxCo6yBwSBvQP4/CAzJZOjAmS8KP434n6Z4raUEEUXQf5hCr3yTahIBHje45EJlyLJ+qQKIc4FJGrDuuyQQY6fqgRVw4Bdd+JQnjkX8qNSMD+E/OCyrA1mQJYdgNPLLsZuN5zJS/9gaKRpvLivE32h4lFn0fSQY5bL+4XXvttXz9619n9+7dQ4DwcCm4w3ZoJpMEDGNxlEpj5RgGkHGgbRSDV/u+6QYZ0U4AbaNWuCH2L7yvfdVg/9J9mgHbze9T/cMm+5fE/tlM1vsc2KEUbFmiqzcmfvjkj8jM2eTYsa0gtSKj5h/ggthL4/XSLPmSQfar7OHUrexckaJiRcLk2LzMon4O4MBdjEkUFaPpaqw6l6/uQDEtKKZBT7iJXXcstqOhZbCFi0WzoRZsYNgy6xI9JkvWrV3kUVu28Zx1l3rxZAlUkiiX9Quu6D2AKxeP4toDm7htfoZuP2fQy7Fdlz0sChFBXwRmKfMWU0/T39lvK30Opc9CFhbPbrpYQeOTOyq9Q+rtBotMYwW+3ULAhxAIHHOVXvYQM+glS4RxoIwBLvnBM4J7ezlz8xPctjDNNes3c8Lk7fzm7PeHYgSVkLxkdgfrswW+1D6dK9UW9i9MorXAGIkppWNeAeVjAm1HYJT1oELG+47A7Gnr8IkHgTZ+WSU1BcAsjABtasycwEvGJAsdd+6mOhZUz6WlqhWMjEyzu/YuS9mGMm3SM6yiYhAreSMfjSiI4Rju2ahArlEgMmoJPdWPw+hFYrM6SPratDC+NENW0u9geRDo97dKVnGTYfwBt+hpZgM3bdSCF4bH31q/R391T1t6ue5qO6vRPvCBD/DSl76UDRs2sGXLFpr6gocB4ApZr9ej01k+mP0+axHM3MW4v6aN0qYa4YKNn6nGgBUA4cG0/+L2iXul6UaGuts6MGGjBk7PkIRtYgyfqvTxTF4BpwD+ROk1zyye6hkD/kiAZOYyfk0uYxKGKjyb6DMcZVJCrnb+0eXWYEVGWYxV9BNqwmIF15jxLjQTMn3bgu4mizmqh5SWcjGvavQKsLlPcPGTps2Mm1hzQ2uy4Mh1Bzh13S6eue77IytnfKWruPjAQ/jp3JHsmFvLUq9F0c8csOxLZF/WXK/R9SgTNjVM+B44QAAU4X28WCDBBNe0wMdVJfN92kXPYMY/FS7GL0sYP+uva2jfVoeyua0WB1U3nWtV+HPRAltYGEiKgWRfP+OHSx22r51lfznJ/vXf4/ETwxkWz56eY1ZeBvxXrs82cKDXZrHbjiyf8UysEDAx3Qegu9hGkwOSLFkhCO+2NuABm0UF2lOE6+g1AQWQudrFsgzXzv8mCJfFG7T3UqY5CeUQIbG1BDBY69lG4YG5xrGMsgJ9QxYwqvW/ZXBbe7du1O0TPnNdJN+H/oWmpXCLg2TdFN8HMOcB3LJ1fGPfGovO8HczBrC5UI2/h61n6PtEmup9Iw4whu3AyLjr1O4DqGmlsoB/WewNb3gDb3zjG/nzP//zle5KzVYlADTG8MY3vpH3vve93HbbbVx77bWccMIJ/MVf/AXHHXccv//7v7/SXRxrIgVF8UNZfx0FBGtu3gDQEvdEs41xxx9VcSMMisZUrpc0ueFgA1jqAk7bCxZiDANwMlQJEE1gmrp9jYvzM8Ed7F91LqIbUA1MDeylmmK1oHg/Mbm6wQ786Y6k7MhqBooTWZJNHGRkBDGzOLB/IhwvHL4Zx0jFfgRAFGU40ri/kO2bg2m5LF89ZThidpFWVrLLrMUs5I7RUgY7UJExsRYHDDNDq1OwZXaeR238OeevuZLHNNZFt+tFvrh0LF/edyo3zG1g99y0Y/z6yiV2FIlotBG1mMdQuSKCsHieNgFwNoKEVOPPqgT8BaFnUbVdNZVoFgZGyFDTo7Y+5g/ceYcYwsgGhmstwu+ZHCckm+BYUyssopBYLRgUkl0DxXyvza7uDHs2f5/nzOyjaedPFihxCV9pncZVB47kVrmGxV6LslQxmcNaQSvTtHOnfbNUShfmJiQqyLT4RJYAI1RgQ31/qzhKn4Bh8MxbWHxQJUlEQCyqBkc8s8J6cXQrMUI48WaZsIVF2F36pBRbRYOkv5cUKe72upvuvfZ9tpnwLt5qYRXOJ7iqY2WQFGtb6xakCQi0mLokTHOh6fsUz3uUByI1724PiWi1z42pnvMQolJLOjkEV3BzAd5kLA/b/c727dvHs571rJXuxpAtP9v/ktob3vAGPvKRj/CWt7yFVqty15xxxhn8wz/8wwr27BewQy3/diiByOFf02L2rWMRatU/0ji8AMiS5I9lwV8a/xf+Tr9rgt0IhhrbJ4LP8fskeSKcu8kd+NNtQTHpZWBkYyJItm8mgLjsWhk9lyGWMMQuyVA5RNua5IuLN0wmGhgGfiI5nnJ9t6FqSTh+AmKtZ0hcNnCIbXRxfyYDMRDMLXQ40O1gvNwKhXM3UroTEMogc4PqlMzOLnLMEft56BE385x1l9UyXOdMl2/3DB+eO5NP33Y2P95zJLftn6G/0MYuZYieRPYksi+QAw8C/fWKpJSvNZsCWZMlwE5Zz2raCsRlFtM22NzFLlppQVmXuSz9a+4/U9Yxm2EbQWQPrfL7Z9a1lRu3beif9J/L0OcEFAUXs3dLu857AKYFou+B70BiuhkLcxP8bPdmPnjLo/nTXWdxWb+gaY+f0Dx79ns8ZdNPeNim7WxZO0+7XaAyz6xpyVKvFcvgyVxjJzR6ylBOWspJ60B+R7i4Ux8/l2a2h7/j/eNjJ0N4RI2IEeGZIWabDwGkkPzgFzlhf+2r3uhWpasZF0RxfKiOU2vTkMguuQSWAKicfFHjwjXaCkAwsugSYl3vQ4lZHjU21RaejbEw/dv4MS4AswD8RgHndKG63CI97tDY5r4A/MKgd3f8W4X2rGc9i4svvniluzFkq5IB/OhHP8r73/9+Hv/4x/OSl7wkfn7mmWfys5/9bAV7dog2SpYFDg7yDjWZI5g1TpzZgz+kqLtvG3F5kQFMv7+rloK9UYkgcbvkM4t3icqo+eb2IU7yoSB9kJuI8i/B/ZsGijfPRYgIztJYwuD2xVKJSIdLITyjkQDBpuZfahH0iUq3Lk7SCeh0dX1d3J9uOckX4xmvYr5N2cuhCBMKTntP2FgBo9UumJnoc8LavZy19mYeMXlDTeLlhmKBb3eP49sHTuLqfVu4fX6K3lIL21OIwoHJAO5CQgWqmsgjyAIXYyg8yMuqLlkZWL0KGNhWYFFs1Q7EZJD4vpSRyRPKS40EORuS691EPOBcyQHYGZ8xW5E7cct015gdLG304AnjFfasYwO7RnBTsZ7bF6bYtngET95wJb+/tl4w/iHtNg9p38rSzI28s3MaX5Mns2dxin6RM7BgtKS71CaUkFMTGi1AZxaby3hvZIHts8SkEPCsn/I3KPiavdVzQGDJw3mmz+0IbBKyd0kSNdwxoWwJhM+cFjpJCLHu96gvpKrjpEkisnCNOlabSpIoWeSAB57KiVwTy8ONYe3CZ+lx0+3SZ3vU2BnBZEiGM1W4SrpvMgbWMo7DAtc42RobE05GgMDlFvLpsVYIDB6OAbxrduKJJ/IXf/EXXHLJJZxxxhnkeb1M5oUXXrgi/VqVAHDHjh2ceOKJQ58bYyiK4RX7fc5qYswJMEoBxqhtoQKBTb2pYOMGJenKLw1ZOgAKMXJlG7N+mxVFUiYxtDXKErBXi/8boQEYGDLTkuh2AnzCYf2EmfWdEK0sQ5ze6EOnx7XKsyeZO64ocQH4xtdr1Qn7F+aBGGQfWDw5HPuXuqRCFmVgbkTF/EU5mAQEhozfckJQTuI1/yxm0iByj3JbxkuxJPSJtGS5Zt1Ul+PW3MFj1l3LuRM3sF5qbvFVNy7tbeWyRRfrd9vCDPvmptBLvj7wwGX3RkmXMMeKdMJvXEMRmL7w+1Uoy9aAHZCZ6n0w4XXzLL6ihWtP+OQDwMmk+Di/8Ln7zlbVOHwbTddkdEWHn6MU9SQRrxWJTGro+r6LUBvXgu0qikIyVyiuMZvY1/+v3Dy4gVes/x7r1GTtmkzKFn9+xHX0TM735APY251kUbbo9x37FyzLSweQ2gIjMnTpOyUcwhbGJ4XgM4OFiNU7qiSFJtBLr78D7yIA2+RZrO7l5DGx1rvBq/1NBi4JWiJLHZNNRloYC0J8oQBRGqSUCfNd74f7jVzijDTu3rZ+berc52FFNgwGY4WT1BXsz6M2Fvrwjxp4TDwatf3iymYE8DyYLSfSf9h+6ez9738/09PTfOMb3xjSJRRCHAaA96addtppfPOb34waPcH+z//5P5x11lkr1KuDW82V0ARx41axh1L9I5UdaILLpqXZvw2361A8THxbsV4js3/H2ahkjyYTCDH7l8CU5RLdkpiWQBaufd2WThYld+yILCyqa1B9PboPzUlEVpOSm+yc6y1mEYdkEmOjLplIQK/QZvh6iuo4UfOv8X2MdfSA0FUucSyLzgU6d67AcgLnGpyw6CmDWjNACuvq0UqNscp1XgJtTWdywOa185w2u4vzZ3/CIzt72KSmKKzm272c73WP53v7j2PHwlrmlibodVvohQxRSB/rR5VQkYKp8JvI+nkQWT4cAIN6jeEAAG21rVDOTRvAnpCuIoW1AqlMjcixxidRACLTWCNDwqzb319Gq7RjiK1ImDzhHoEASEsf6hC0+kIsYYiZ9PeBYwOJMY1BZxDjnk1rBIt0uLVUfKU8hZ7JefWGb7NpRDm5v9x4Fe/O5/nmvpO4cW49WkuPO9yFLEsnFYNy2dwaXIawcMcPMYm2dCctS1clRAiLDPFqmpj8FJNc0sQcAlNth6qEpPdmkJARMkmc8m2ZDGTh7lvhY3ct9WOkmDAmbcc2gis7+duEMneVJI2L8xUInwwibLJg0P6mWCaeseqLrT+XqSRMOgaMEoRO2xg1FsqAYhML4/ahJu2l2x0KsLynLPmd73I7q9C2bdu20l0YaasSAP7lX/4lz3ve89ixYwfGGD7zmc9wzTXX8NGPfvROK32viEXJAf+3TgaSUWWGAgg8FBfwqADktPZv+CzdJQaT+6e7If4c6/02LdT/jQ0lA2k4x+SzGkDyySjWAz+rHAg0WZWZG6piIB1gKtsOQMmgg+cnQlcL1dbdvymzGNqSokoyEdUkF8FfBEJiOF6oMYE2z7meAEIlmxElPepiz2ld38EaKNZYdNtiOgY5XdDpFBSFcpmioQRZbhG5YWKmxzHr9vOYDdfz6OlrOCNfYp0HJbfrLtcOjuGHc8dy/R0bOLAwgRkobF8iBh78+fi31L07cmD3gKoZyxUTOfIQ40QEhUJU+wnpXdXSZWhI5baX0kYtPGOcLp7xCRTGuAQEITTWCspS1glmn83o818xKQgMNXqlcWypEQ5waVwCReL2ReC29xm06W8nDAS5cLuU0Ssle4zgW5yAwvCnGy4ZYgIB/mh2O/vKKfb1JukOcorCgXYpTczCFMIicxPjI4ssAyt9VrB71lzJ5Uob0Bqf/Z32NQKk+g83qryaC5nwrGeoOoJL5JCldd5k76Z1z4YHnz4hqMYC+metHnsb5Gh8YlSiBRkSgqwSQ9nFoSQc/rl08j02Jli53zKs2sYgj6b3IS6Sk89SCZhayEtY1NTHp5obOOwTSsMNVfpojN1NSa90uxX0nx7OAv7ltFUJAJ/2tKfxyU9+kje96U0EDZ6zzz6bz33uczzhCU9Y6e4dmjUzecduN0LSpWlxgBkV/JMyggn7B3Hgq4G/xgQyNgmkmfk7gtkbztYT9e3SAda7jmzm+htLWOGSP0zGSMbOBbaPYk49MEu7JEJcoUhilfxXBqQ2oOusyCiLLuCUNUsYD7eR/zsknQQG0id8WOni/fqz0H1AgZouMEtOXFhlmlbm/LgFYLR3T+aG1uSALWvnOXvddn5tzY98vJ8DI7eUC1za28qPF47h5vl1rmqFl5CJLl9DFHaOTFh62yQsXkwCcSftBJWTSiOhDJq1HuwFEJjIuLRaJSEzNss0mTQOBAkQwlKUCmMFEy2NkoZ+kXmA4kxnEuN/ROOBRXCtWitQmcVo95saz45Z6+5xm8Q0WnDvMzyDFu49T2FZB66soEp4CbWNtWJgW9xWruWr5mT6JuNNWy6tiUYHe8X6K9g9mKGvM6Sw9Aa5qyMMSGGRyjhGEpDSUBQ+I72Fi/MTAoVzBwewZ5X//WP8aXjsRPy9IrPm78uo5efNBteqJFbiEKVB9V2DIRnEZBaTC5SXRamVYkvDIcK9H12sriKPLS0iczGBIcnKjTHGHTeJ57ONIaMqCRd+kxRs1ceaoUVr+r1p7DcK/LkbyJ2E3y+42q1yF1iEDo4dAwWYMUxgc6EeWM3Ddr+0F73oRct+/6EPfehe6kndViUABHjiE5/IE5/4xJXuxp03Y91kOorJa8bvHYqLYdyqc1SsXROkNQGaNhXz5cFfYABrLGBz1d1kF4eSXOTwdsnxbRxkBbIwWCmQ3gXnAuFFnJjVwNXnTfX6Kl2+pO0h1zOErNCY7WjDZO/b0AmDGPseGIXqN6uJPgeQGbIv/fdRbzA5bnA9GwW6DcWUoLfJ8PBTf86G9iJfv+lEl6BhJIVW1eUNly8zTLQLTpjZy7kz9Xq+24oFvrh4CpceOIFr929kz/5piqXcJ3m4er3ggE81BVfXJlbu8ODOerA6Evi1tMfyvpqDcGyckAYpLUqZePlbWYmSFm0cA5Epg5IGJSy50hHgZdI4IJgXaCPRCXLXRlIkoE+0LKVWKGncd6WvwGGdq1WEuE4BpvRAUAgXR+nF5qzvs/u9qH5PkvfpZwMn5XKHnOI74nheL0vetPnHNG1adnj5xq/zt/bxXMUW+kUGwi1mhGc+3W1v0UjIDKblsoJBkHVxFUwSNs5GiRjhmFbtk0SkB4kjFkDRFRwZzwqoIf09L3yIhTUuBlJKl2E/gX9QjGMBM6Dwz0ZQCYAqPMJWLKMsbPUg+oVPBK7Js2WlLwNn3SLJuePN8KKyyeaHvte8JiNAYPO7YKnXQohaLGNzYepEov0iU4h6IghUrOAYE14b1boVkh+rVxAErhwBeb+3ffv21f4uioIrr7yS/fv387jHPW6FerVKAeD3vvc9jDE84hGPqH1+6aWXopTiYQ972Ar17BDNGr8ivAtBwwH4HQwohuQPKaPbFaheA+BLJRAag2at9Fv14XggGAbVcfF//jsrZcxKDEAwCvcawLMWsrAoBapwun+ysKheVaXDxTSNcLGMHNR9/J90E60obRJMP2a1H4Wxra8h6ptvAN3wdy3rNwETIYPZZE7KRk8AawvOXLODadXj+xPHRBeL1pKyCKXFQLY0k1N9HjC7j0euuYFfnZgnCOQVVvOTwSa+M/dArt23iTsOTFLMtx34G0gn7dJIyh2K9xMW44tWRK0/ZRMNP+8u80kbQnnQJ1wySnDjSmmZaBXuUklLS2mksCjvBg1sYFuV5EpHdg8c0FPSIIWlrzOMdXGBWV5QaMcUah8nqDNNLg290jFtpZG+fccUWgnWSISPuUT6rNrgJvYJEKGsHiFTNXwfrpN1IEFogbWSQubcIae4ND+ON2dd/vyI64Zul5PzKZ6+7ofsHzyKxUGLA4sdjBEOsGrn4s4yQ1m6G8LJ3KShAT4pRIH0ruuIHRKwGjPhfZwdsmLmAstXq5mrBEEKJrJ7pX8kC5C59TJEgrJDHJ/UwNRLxKUMeQqgjMDmHgiWdfDnFk1hweeeI+vBKAFAKuHd9YkFxrA51jS3CQzlOI9KGOdSwXo74mFI2qzpAabHSeO3x4y/QkoHNK1FaO2BYyNG+160wy7gu2af/exnhz4zxvCyl72ME044YQV65GxVph390R/9Edu3bx/6fMeOHfzRH/3RCvTo0Oyggsq1jZPEjhRopJ+nbt9mAoj/TAjhBqLo/pX1wTT9N6KvI9k/pRyYTP+lYC+ND/LuGpsyB02LINC1Hxi5WP/TOuZP9Q2yb12JtlT2Jcnajf33bcW/fR9i3JNvTwTCYrmfJkncEaPOwccVxjhDGc65Yv2c2LNzs1UTvTv47sEM+8qpyGKBA4DGuugrlRlanZIjppY4fe2tPGXq+pr78eqi4JKFEyvwt9BC9NJkD395w3kafEUI/6H08h2ZB3wSTMs42Rfp/ykXfygy429J585sdwpy77LutAomWgWZ0kzkJWs7PSbygsl8wEyrz2y7y8aJBWbbXabyPh1VMNvqMtvqMp33Wdt279fkPda2uqxrL7G21WNde4k17R7TrT7T+YCJvGC6NWC61Wdtp8dke8BEq6CdF7Tykna7YGpiQN4qyVulA6i5caA1N1F3EGUrCZvws8oU9Lq/Q7a0HEhXPaSfsXt+mm/uPZH37j9q5C3zpMk+5667ns3T884NLl3Si/VMaL+Xu2zYXGMnDLpt0R2LaZHUhsaHDxDrRNcFxP124Z5rMJlDVWpSB0NkzW3Uv5Sle86C3qPJXMa8ycZM+uF4tmLO43No3HMWkg+sAt1ysk6mFcIwRMWahzFEQtQFDVaLrw0LqxGLy7BtY/s47jVLwY2zVB8wtXGx0E0VBinqx4qubbH8Yv2w3a9MSskrX/lK3vGOd6xYH1YlA3jVVVdx9tlnD31+1llncdVVV61Ajw7NRgqKjrJmssc4yZf0s2a2cMK0Dbl9w2vqynEpi5XLotlv9wayDDI17KrBDMvEhP2NrQb4NBZQ4lhA6wRum5mKQZJE6GpikTqVfmm4gpLjRleuqiaTlGFM+1YDf+m5p+LPkd1rnF8Qd/b9De1HUd9U8Nn/PNpr/dkMbE/xjVtOZO1Ej/mlNoNejlQWo50LT3mQtXaixwPX3M75a37Ckdl07KK2hs8feDDf2v1A7pibcm7fQsY4v5jsYYj5LWmljlT+pXKT2wh+giizzDVSWYQ0KB/rl+clSlg6rQIpHNvXkpVbbCIryKRjAFtSM6EKpDCURpFJTS4MUhjP4CmMl0AprMTY4Bp27ZVG0TeOFSytpExKc03nljKT9MsM2SroldWwOCgVea4xRlBIRTnIXKxiMhfb0l2DGBeYsmyliEyaC0MQ2K5i0UxwfaH4ZPEwOrLghWt207RnzfyMm/tHcKDfYR8Tjpm0jiXVFvAagSiLmXAxBLIIDCA1fUDrkyscO+vZyqAX6GV80ls7SrjY5L1kCARW5drCPy+JZKlJzhglkRgqjcY6ax70/arSda43svSLCyti+EXov/D1mUMSl41Ne0YWmSy4lgFsTeY+ZfSNqW/TrAncAHSVuzrxKAQAaUz9OKPYvzAGp8dRyrmLVzAJ5HAW8D1jN9xwA2VZHnzDe8hWJQBst9vcdtttQ9Trzp07ybI7d0n+8z//k7e+9a384Ac/YOfOnXz2s5/lGc94RvzeWsvrX/963v/+97Nv3z4e8YhH8O53v5vTTjvt7jiVytKBpAkSR4HBcQNP05SqVqSNYO7Y3hjXLzTAn5SQKWwrd+Cr1I1BcmjnasUe/oZqhZ+0HVb1MUM3uFE9CLQmBYN2PHBL3L4BmNlMOhdbg9FwNVAt0voYQFu1GUvKkTApNXaF+uRRA3/12djkIjI5uuVq/bpaqa6h+f2TLC61MYV0cigQEyFUZmhlJVumDvDwNdt4RLsgrY32zV7GlfNb2XNgmqKXOfBXNCV9iEDPQtTFsz7WL4Ab13dbVerwWbxCWlRmyHLtfz6X2dvJS5Q0dLKStioj0Augr6MKcmGYyvpOAgVoy5IZ1UNbGQGfEoZcaJaMq+pTGIXGAcDcZ0IUXuRvUbcpjHvfN4pMGgY6wyCYyfuUVjKRKfo6oy8NmTJoI9DCuYixOrrDjBbEVCNdZQlHoBXK4oUYTH8fYgV2IBnQYidr+N/Zw9iafYnzJ+sapJvUFE9e82PuGExxvdzAXNfFbJalIl2JyFzHXKZSS5917VlH7V3ztqqrW5OCCb8tuOcFarqYYdsm+KtEsG3M0A3JVSEe1GXl4p9jL/qMj2GkejZr10YlTHP4TifDk0iOK3CanCUuOzm4euM44WI5R7Lu0Hj+UsbQv+ok5i60MUoLdZQ1XcqjwkNCEggMj8fp8UJ2cYgFXBFLVjV3uZ3VZ6961atqf1tr2blzJ1/4whd4wQtesEK9WqUA8AlPeAKvec1r+Ld/+zfWrl0LwP79+/nv//2/3+ks4MXFRR784Afze7/3e/zmb/7m0PdvectbePvb385HPvIRTj75ZN7whjfwhCc8gWuuuYaZmZlf7ASWY/GadjDZF6izf7UmHWBDynowNtQHs7AyhuXd1E0XSgiCjqtre/D+pgHXkQUMAz7ETEaZlKUKY3BpkpgivEyGn3AaA310ySrhZGUyn+UY6wgnANLiYgGpWJHadbS2cjuF92PMhpJegREMIFIRS27ZzLF/0f3Vl+hCErNvAZFb8lbJZKfPxqlFHjh9Oye1d9Vcv9uKBf51/3lsO7CeQS+DvkL0pXPvGu/+pYb/XJ8yW7GAomL8QqUPpKstLHNDlrnfWCnj/gnrXL7KZfQqaciEYTrvk0mDxGn9TaiCCTUgF5o1WY9J1cdYSVsWGCvRCNaqLgDGCqSwrLVLTvvQCgqbUVhFYRW50PRMTi5L5spJ/737zljBfNmJoLC0klJJRNF2/Rbueob4woG0FEVIsFEYjP+9ZXKB/EtufQIAsTyeuw9DjKFiQIvt+2f5h/wx9DZ/l6dPLdXuh/MmDLvXXUlpz+RG1nOHmWTQz2O8ZKwUIjW0NbqlsPOZd8cKtHZZwSERxN1P/vcLLGCSqRvcwEFiJRUyj0khAQymRJgHbA4AVmEKISTD5BJZVDV5Lbae3CEguoB9jW7dlvF5doAvAa64tmO/otxLvd81GxejO+77ppfiYEByRMxwrGFuqJg8qMcBNsdtr3soQlKLXqbPh+1+YT/84Q9rf0sp2bhxI29729sOmiF8T9qqBIBve9vbeMxjHsMDHvCAKPx8xRVXsHnzZv7pn/7pTrX15Cc/mSc/+ckjv7PW8rd/+7f8j//xP3jmM58JwD/+4z+yefNmPvGJT/DiF7/4rp1I7WDjXAkNUJUOPOl2qYVkBc/61TXqRH2ga3D6zYSPGP8XwJ+1iKIcASDHDNijLAA/7/a1uYqZtBUD6MBbCGaX2pVpc3VHTXWe8ZxNBLrptbK5dKDPA0AgkZGxLsBd19m/2nWM8YyNa5WwjPH7hBUMgs+B+TPKs36Zd/+GuDOLY9xChqpna6S0TLQLNk8v8KA1u3jo1DZOyeeAyv37qfkHc8Xeo7l93wymlznwV9TBSlPgOX4c+udr7EYLcX7KsXxS2ijfoqRL5phqDcilA4EALVnSUSVt6ZjAlixRGNblS+RC05YFk3IAOMiVi5LCZuSi5IhswbOBEm0lM7JLgWLROAA3ryfIhXOx9GyLjijRCIyV9ExOYRVH5Iss6DZd3aKrc/oi8wxkycAoCqMojYwSNEoaSi19YRXlXLDKOtkXL9mClxwSIWvYS5OE6hnC+GtXSJYW2lyvNvC5/CwK+xN+c/pA7Vr/+tTtbOvvYrFs0SszBkXGoJ85N7+/zu22Y1AX6aALie6rKA0TsoJNqIiiPaAKUimBiguLKx8fKLRTSxwCU6bxGpJitZPn0S03ZpRtx0CCRPVdlrbQAUiKSoQ6Yb8xeCaPKGYdYiwFNrq1IXk2qNzLUXMwYQEdWBU1Ri9kAw9ZCuakqPQAxwHDUfumf8dtq2zgofFuXH3gdJGMX1wfyoL+nrCEkb3L7axC+9rXvrbSXRhpqxIAHnXUUfz4xz/m4x//OD/60Y+YmJjg937v9/hv/+2/DdXouyu2bds2du3axfnnnx8/a7fbPPaxj+U73/nOWADY7/fp9/vx7wMHkgkhTeo4mAZgakOr2wZjOLJiiJd1Ue5z618FVINiwv65j4cBYfKlG4QDAGtm0wkxBFgjc5bEJIbKHzZzws8xOzFgXp+lG7IypTEO+NXc1f6QobuNwdu5fh37Z3InbxF0/7Kea08WDgQG8BcD40PVj1GDdTOm0p+jk00Jrt4KxAbZFxf/5ORfdAvKKSf8jLLItsb0MucKEyCUc7fOdPocM7WPUydv5YzWTjariXjMG4oFvr33RHbtn6HsZU7kWVPNxGEebL5KW8UjCp8EAa50mwCRG6SySKXJMscAKmHJlImALzB+HeWA2YQqmMr6TKs+udDkQtORBW1ZkAvNlOwzI7t0REGBIkfTszlKGGZkD3DAUCPZKJcwCPabNj2b0xEFHVFgkBwwHVDQMzkdWXBHOe3a8TdDW5ZI0UFqS1uW9KWO8YJLZSvGJy755Bp3G1oPrBRWWI+JPBuoXYZuJZrtXZIBCBiwBRgy5tUEV8ijWCxbaC7n2dNz8bdqi5wHdXZwU+8I9vamWMpLtBax2olSllZWkitDr5+jVYbJLaYtMKWTssEnRRmcRt/wfemficDO+frYgc0W2voEC4ZZQL+v0DYuunTuShOCq1iTZ4Ksa+LCaTkAZUNSV1iIhkc2spch0cstAglgNmQBS5xKQmDe0kVrc8wZZbXns8EAhrGuKWCf7tsIIwFfZ1q6/YWP6Y3nGPdNFuOx+omtfXanxvy70w4DwLvF9uzZwzXXXIMQgpNPPpmNGzeuaH9WJQAEmJqa4g//8A/v0WPs2uUKwG/evLn2+ebNm7npppvG7vfXf/3XvP71rx/+Ykgf7xCA4KiMt9Saq840frAZwxIHaFnJpgR2T+uR7l9rbVVDuDn4NgfO+NmI9w3gFOv+5tILwLq2Qp3e2GySrUiQvUjAWpOJFFRxhIHhCK5XBMjCTYpSV+7kkHUcXE+1mqm+rym7V11rhhNLhGP5XNYvUfjZtLz8SweKGYue0dAyyJYmyzWFFVgf56Zyw0R7wNbpOU6ZvI3/0r6VI5RlfTiOZQABAABJREFUwbhFxa1a8IG953Hz3CxFP4OBdELP4foEMGCDK9Cfhwd+IdM3Mn+ZIZRuE7ICf0q5OL9caTpZyUTmYtym8z5r8y5KWFqyZFIOmFZ9JlWfjiiYlH1aQiOFoSU0k6LPJrVALgw9q8iFoSM0Oa4KhbbQEZALgfKdz0WXnh2wUS06+ReEYwdthswMhVUoLBoR2USNZEZ16JmcJdNivuygrWCxbEfXspIGCwzKjDKU/BPCx15KV284iCiH66ZsVTYv3BMhXlAIbAnlYs4+JrnGbuSL6gxm5aW1mMCz27u5urOXXd0ZFlstSi0pBi4WUWtBoZUriKEMZAarlAOBoWRhCUaBMoH9cnIqQvjfW1REYMj0qe5bht2+Qy7gUFulejZ1W6DbICfBzuH1JKUDl+GeTxZ/Ia6vcj+n16tqG2Xr3wm/vRK+1jZYD7RiHGCIMQ51fkW1oBsV/xsTQFIWsOHJiBYkcnw/Q5zlUN1hiGOl2+8gaCjoJAavSujLYbvf2eLiIn/8x3/MRz/6UYxfRCileP7zn8873/lOJieHKwPdG7ZqAeC1117L17/+dXbv3h1/kGCvfe1r79ZjNVP/x5ZG8/aa17ymFjR64MABjjnmmDr7V2vQDDN69QNW78cNOs3yb4kUi9Amsn9DrtsxMTJDzF8QUE2vdTNeRobZhmGmLBwrDOTgYvqUhKzOGqTxeghQpU2yGm297Fva99B+020u3EQRYpqCu0w0yjOFdp07OmnDg78I9KxjNmxy3oH5C0H3UQLGu351W1BOefC3rkB2NCrUvLU44OGzU/OWk3w5c2YHj566hlNzTS5aXF+UfK/3AL574IH8cM/R7N8/hV3MkH3ps0ZFtdJPQZ8HeiHhI7o04z9czJ+yqEyT5xohbA385VIzmQ1ifN+0cjF/k3KAEob12QKTss+sWnJJHWhaPoFjo1pkRmpyYDJGNgjaIkcJQYZCNUIZctGjZzWTIsdgmDcF89YBKoVl0WYcIZc4YNsUVjGrcnqmxX5RMG86TNo+HVmwpFtMqz4Hygm6OkcKizaSvjQsFTmZcu5gISxaS7RQzh1c+kQl75p3MW/u3rEZxDrEGpelC+hexrzs8LN8E19qnc5x+bc4OXcl+o7Opjlr4kZ2DtZyR2+KRdly96FxGTiDQRbrBsvcSfBU2ese9CXXJybvuEwiz0oS3dPBDYxxsM5Jxbh7I63U4hqj1nhMsiLcuw785UsV0w2eMQxAqfb8EV25IckkxJuGB8r136+0pJM/ckAv6VccQ0wFnJZbDMMwM3gwjc+wj+97pSqQhM7EhA4RGUl3TZP20zF8VDx2I7TmXjcrqK9U70I7q9Be9apX8Y1vfIPPfe5znHvuuQB861vf4sILL+TVr341f//3f78i/VqVAPADH/gAL33pS9mwYQNbtmypgZVQGu7usC1btgCOCTzyyCPj57t37x5iBVNrt9u02+3hL0aBonGBxKP2rYG3gw84NSbNJD6AMQNROkilVUDi9T3UAcyvsmvu3wZYjOWotJdLsGF73ESmRGTRRC4dWCuqUwBiJu6QGzhJKrGi2keWRNeY0HVG0bUn6pJeNcYybb9iSYa+gzgRx/J1wrl/nQvYoiYc+BPCgtSUpXKTX+5cv2unumzsLHBCezcPbkFbdNinl/hB71i+sf8Urt2/kf3zE9i+8hp1boKOmZ3hlNJbTYS+2ErfT4DILEKZKPGSeU0/ISwTeUGuNDN5n05WMJP1mVAOBK7Jes7dK0s6wmX2bsn2MyUGzPh4P4nFIDg6g45ojyydNs6mZSeJdoRpCZusoWsHFNYwaZ37ea0tKBAUVrJoM2ZklyXbZtG02S8nWZAdCqtoy5Lb+mucDE0uaWclk/mAuX4HJaUry6YVA8CWygFkL4xN6S6m9ZqAIVmnlkRkBLYUlP2MvQemuCI/mi+2T+XkdTfFc3j8RJ+r+rdzY/sIemXmklGMRZeSsp9RKBd7ab3rOT4LmYv/k0XivscDT7+YiTFxlsaiJrBxtn6fB/cqfvHhnyOh3TmqArKu9ey5368G4uoW2XQLFs+ghmxi7wmI4BR3L8YM4pACHRZRytdF1lSVOEYeNHm4mwvZOwu2QoWmESEeh2yjxuLgCl5h+0Uuybh2VqN9+tOf5lOf+hTnnXde/OwpT3kKExMTPPvZzz4MAO9Ne8Mb3sAb3/hG/vzP//wePc7xxx/Pli1b+NKXvhSTTQaDAd/4xjd485vf/Is1GpM7li8jNGTjAo+XkxVQCvKscoeMbbdiwpZdqabaVo1YmSELLiHpt/X1NWvHTTIUK3ebqNyq1lYTjrFV1mxgA0NCTDL4p0xcqPsrjEV5b1yI+6sFkAtisHwK+uLfQwC4DvZcn3zfvYhvSL5xZd+EB4AWMpfRqbWTfAHHfNhCInJDZ2LAkVMHOGf25zxqYjtt4WDQVUWHy+YfyA1zG9h7YIqy58q8kbJ+sppgm/0D3LGDxp+AIAItlUUIS55r2nlJOy/JpWEyHzCZDVjb6jGT9WjL0oM+zaTqMyN7zKgeU9K5fmdll0lRMiUNk0KQC4lCMC073B2mhGRaVG1pazA41/ii1XSsRmFZY3v0pIsf3Cs0hVVILLQPsGRa5MIwX7YphaSfZRRaESqUaGXQpUJlBiOFr1YhfIKI+33dwsXfs+n11gI7cCBy59wavt15II+avI6Htlux/0+Z/ik7B7P0dMbSIKenpWOBtcBqX7TY1zA2PmHIHc/9XcnA2Ph8WDyg8gkW1j8XTRdsAIgizUoNGev+HpKlA0KysOSLDvSpTKD6DZYxsMmHyMw5stMDzwBsIzCtxgERXr37d6iUHSRMoysbKYJbeBz7Ny4BJB3DUgbTJnI74flPmcTUwhiUJoKMAIGH7f5tS0tLI0mfTZs2sbS0NGKPe8dWJQDct28fz3rWs+6WthYWFrj++uvj39u2beOKK65g/fr1HHvssbziFa/gTW96EyeddBInnXQSb3rTm5icnOS5z33uL3bAlOkzdjTz10zmqAJulm87jf8TotLskwLRL4i1NiFxa8jqc1sXgR4CggH8NcVUx9iQYn+q/xdiAD1Iq2EqbVEDz1j5ScnJSwSWwffLJECu5qLFJZi0vP6frHTOQoWCoYQSTyakshmuXXetgu5ZSGIZyf4l5xDj/3IoZqC3waCnjItpKmXUPsO7FZEglWWm0+eB07dzSvtW1kv3eO/Wi1zR+y/cuLievQuT9Bdb0FUuJqv0nfDnYLIqXs1pKXohXhV+bw+klY3JJqGUWzsvaPmkjwD+OqpkQhW0Zcm6zLl3J+WASdlnRnU5Qi0wI3vMygEzwtIRkmk5QS6SIPuG7dNLTMqKDVwyDp2vU3cujkYJifL7TVtNYTUzsmCvLsmtl68RJmYUAxHESmFZLFuYvE9PZvR1Ft3DtlVijEBoiZECU3jqS1kHugXEcnnhd9eeBQQsiu5Sixvn1vPlNafx0HZVLu7kfIrfWXcJ8+V59Mqc3aVyi4GguWc98JECm1nKCchDPKJncY0NsYB1oBclVeLfxP0qUWk7lAgSRaKtXwgZ96yoPuT+mNInTTWHINEEWRZE0O+MSQ+icikrp/0IVdxvDAuJMXcNwObjGYUQ9fEyuGyb4DBYjLFufD6KJWx4KYbKPIa6wE0bBe6aIT0h9GclgWBYJN4d7axCO+ecc/jLv/xLPvrRj9LpuEVot9vl9a9/Peecc86K9WtVAsBnPetZXHzxxbzkJS+5y219//vf51d+5Vfi3yF27wUveAEf+chH+LM/+zO63S4ve9nLohD0xRdf/ItpAIYs2lp8WiP2bxT4G8XINV3AzdjCsI+SrtqG0qMHMKhAYMOGRKAPxWqu0GQFncb/CefmsUr6pA9qorIRjHmXrSwM0msARvAXV97V9REWX14qgMvgarLeTUpSQs4fqzkoN+MHPbAaCfQEMf7PgYLAPuLLdYHuCPrrLBzZp52X9BfaUDSupQAhLZ2JAZsn5zltcgcn5fuYEJPsLBf40tJx/HjhaG5bmKHXbUFfubJkYff09gnMFDjw55M+bG4j0BS50/gTvpxbkHlpZQ4YrWn3IvibyvrMZD3Wqi4b8nkApmSfWbWIwrJRLbJRlszIjFyo6Oa9erDEvM3Zrye5sncM37rjgVx7+yaKq9ew/kqLKmz1e3gyvJiWlB1Bd5OgP2sp1mnOOm0bbzz233hQa3lwmAtFLhSTtMhZomcH7PFZxnv0DLlwwC8IShsrmFADbmc6CldbK8h8prOLCwRbKAeqMuOAe8iq8SAQn5BRZdI6960tJXOLE1y67ziunvlRrf9ntjqcu+Y6dnVnONBrU5aBAZQuIceDQDPhnm1dghwEtteidLjPrJepCQDJRgDXfC7CfRYSPVAJGEzudYGvO6xd26oAYywylBS0SXujhpPwrPjvnXvX7+f7ZZTra1qm0EoPCFM3cwBuIVMInCchWbwN6ZtCfbxsMnd2zN/hfTOuOX0/yj08DtiN0AZcUTscA3iX7O/+7u940pOexNFHH82DH/xghBBcccUVdDodvvjFL65Yv1YlADzxxBP5i7/4Cy655BLOOOOMIemXCy+88JDbOu+885YNzhVC8LrXvY7Xve51v2h3h+1gg8Eo8NfcZ5ybIQUvpYaidFm86Yo3bTNIxTTYv+X7J4cHwoZF9i8kn4gqaSLIwIRJM4wpJpdVnJFnEEbW6W24tyJ7WWPl8K7kRqmrRAC6CTjduVXnFQSpw7YxiSJ+X/U9Zg/GOq0udqqYgfIIV5u2DADCyIp19C5Z1dJsXjPPo9ffwCM6N3J8Po22hmuKNfxk6Rh+Pr+BuYUOppvFChVR9sVGorICrGnGb9phaRDKBT+qTKOU8TkuFuXj/mZbXaSwTGV9jsgXWZt1mZSDKOeyRvaYlH2mRMl6qVkrW0xK5+a8pVzgnXsfzZffew7TOzT5Qkm+r4vcv8Cxi7uw/Zuxg8HIZ2DCX/9Qv1rkGf21a7jwuD9i38kd7niI4bEPvYq/2vofHJ1ND+0fLDCJSi8yb0o0CzEz+YDuQO6YwSXdopu1oGyRtXquzJyR9MP9KJ1rvCwlRiu0sW7E9YAGLeqJN/jXUmCFZNDLuGV+lu90T+BBrV21Pv7G1E6uXXsrt3enWeq1kJnFCAfKTSkhdw0aQBcK1SMm+sgygB+qMnD+Nxee2QuVc5x+Xsp0Mfw8ha/SEAjrQCCZqMoqxueK+vM3ykJShQ3PnWOrrbSR5Es1AbG2whaezRcSd7BmObeDWQruaoLNI4DiMiEs8TVcwwYodM/cMv0ZFZ5zuBbw/dJOP/10rrvuOj72sY/xs5/9DGstz3nOc/id3/kdJiYmDt7APWSrEgC+//3vZ3p6mm984xt84xvfqH0nhLhTAHBFbdRgEOopwYgBa0R8Sfr3CBZQ9AauGkga6wJD4G9k90ICyHLsXzPxIhzXWBegPiRkXW8rTDJOE7DK/K25mwTVpBtBYd19Y71uX3Axx3i8XCALcG4k15bwfay5gMeZv24p0Euzfwnxi4JK8y+WWhPolkVkrvpE0c1dVmlmqtg9X3WjMzHglLW7+bWZn8TMUSUki7bF9u46ds9Pu7g/LRB9H7CfuCCtP4/q2H7CTkFgZqLOn6vpa2jnJRMt54KdygfkSsdM39m8y7p8kfVq0cX5yYIp2Y9ZvetlxrScZsH0+PTCGl5/1VPJvjjLhh932XzVzzBLSy4I3hrKg7nKwn2sw89RQBc4sIDasZONl2Zs+j9tdq9bz/NOfgXbfzXn/PN+yN9t/fZYd/MmNcWk6LFWDrhNl0yJAXvFFMoDosAITqgBpb9wUliWZAslMwal8reXdflHOY6pKz2Aj1IsKTAgJjCYUjK/1OEb+0/md9dsryXBTMoWT575MdcsbGZ/t+O0CIVjAoW0DhAW0uk25hbdceyi9HGBQjs3cJWh7p6zKiSCamEUa/SGxYIHkIihkIew6Aml4EKmryufaJFRH9P6LOQ6GLRSJC7pql2gkprx+wTAmgJKFxdYAb5YHzh8J73fOoBakcjB1O6tBLCl0jfhO79vbfsgg5MsWp3XJhkrnFZPTeC5ZqMS82Ks8uiEvXvDRON3uivtrFabmJjgggsuWOlu1GxVAsBt27atdBd+MbOmGs1SCyAprf4BSQxLGLDk8KQ5ZlBxxeN9fEypx7uID8J+xnbSWsJpG02XyagVdRCETfaJLtXgVYNYfirITEiL1yuk5v6NE8a4FXyQYMkEOneVDUyuyBe1i/9rlGYKzEcISo9JKZHZsbGv0U0WpF/SOSS4gAXo3AftW7BdxSDUlfX9Q1gH5nJD1tKsm+zymDXXRPAX7MbBRnYtrmFxqY0d+Dq/Fpf96ydRfBdrrt/MT9BB609ZB/4yg8pczF8r00y0CqbzAe2sJBOata0eE6qI+n4dUTKrljhCORbtCNlnRgqmRYttpeaLCyfwzssex7GfkRxzxQ7MHTdhBwPHlo2yNC4q/Tv9vLGNNRY7KGBQIBYWad+yk5MvneDGDxzFOY99OfIZt/OpMz7MsSNYwWnZoW01ij6LdkDukYLC0BEO+C6ZFgtlm5nMlZYzVtBWJQuyhSgsxkiktPStQHvUY7VwNygeBIbf1y9WBC6BRJeSGw8cwYfnjuMlsztqfXtkR3HmzA62z89SloqyBK29i7oU1SMq/LPR9sUwSoHIvfvXWvecxAWKuwdDxnCqBTk0eUcGPqkWYoluYsfe+USmliDrA71qIeXOt2LfR4GMGH4hLbotK0kY64utGGKpRZGAuvgqw01uKpfwKH0+kn0P1ZPRTAhptpkuEoXXKIRh9rrpBh4H8oRcfrF5T1ocy+6Gdlah/fVf/zWbN28eKvv2oQ99iD179tzjCanjbFUCwPutHWz11wRzIxX/kwkyfRXJqjW40SAZDJMBLgCncavY9HBhn6aCfsooNgfONIh61Pch/s8zBAFIxQoLVMAmyEhEyRdJfaLwfRAIjD/3qgJHEgsoXaOB1QgMY1oma6gOcCPRo5atXAN+niERfgJW/phZtZ1s6UriI2T/IhHKxf4dt2Yvj5u8BagA4G69yHXdzcz3Wy4RQYsa0LDpoO6PHeL+IGH+lPVJH66sm5QW6d2b7tScoPNM3md9vkhblmzIK12/Ldl+Nqouk8IyIxVzRvOJAyfz3k89hWMvWuRBP78Zs3+OsiiTi3IQV9dYzUuz7DbWSECjDywgFhbZeMtO5P+d5Xcf/ipu/90lLnvkPwxlHedCJYkiXTr5fmbVEvv1JEoY9pQzaH/RpAeIPZ3H69MtMjASqQzWCkzm/KzWX3c8iR4ZWXCMnJeFuX1+iotvP5VTOzt4TCMh+mGTP+dnazfz02ILC7rj7m9pMUk5P5sbTO61HgtRLzOohAPI3nFgpXcRB9Y8YdFs0ASkYgpri51gXpIlxjr6+9koJ6guSp/MYYn1hV3Gf0M8uemssC76wSiQurF4SX9jASiJKE3sY7wawSXbiHMMIRik28EwE9gsH9lkAYWo66aGtuK4JBBSxLhpgVts11g+GB7r04SUw3a/s/e973184hOfGPr8tNNO4znPec5hAHhv2y233MK///u/c/PNNzMYDGrfvf3tb1+hXh2CjQoaTrN3U9avyQCOmzTDfkIMDzwhDi8dEBvSKaPi/4aErptxf6NWy6PYuAjKZEwAiYN4qNjhtb9029fLFcTEgKDjN8710EzOsAH4BZwacmp8JnFgSGpmrMPVNQawUeHDt+/aDAwJFRvi+xJj79KfQVkmppx7dXGpTVkoMK4ObN4qmZ3o8cDJ29mk6uzfz4sONy+uo1/kTidQC5cY48uRRQASumedZ9ldBz+JS4toaYS0KOXcvo79K1HSkknjBJ2zAVNqwHTWZ1r1WJ8tsF4t0BEFM3JAjqUjBD8aTPCiS17I0R/LOeF712H2z6HThcQ9HeOUtG+NxPb6mJ23Mfkfezn+e0fwhMe8go0vuZF/P+mioV1zodiatVkyBYUtKWTfZTPLHJU5128mDUpY9g8mOGA7tLMSbV3FjvAPpANlSP8YCS+nYmMdZuFr5dq+ZJDn3DS3jotmzuQxnR/X+nRqax9Hd/azY2KW3iBHa1mtGmKWeFhYQMgEDrGyRrlnJQiQB/BnMs8CQj1JIiweZBWf59zZ7mtBCPsgJiVjQRa4usAeEFKQMIiO8axAJdWCCfzYRPUdrv9GCUQGStsKvIXnOckQFtZENtCaBAwmDF0tqz/9fpyNlIapHqYhEBi2S/+l1vTSjErOW9EsYMHwgPYLtrMKrakFHGzjxo3s3LlzBXrkbFUCwK985Ss8/elP5/jjj+eaa67h9NNP58Ybb8Ray9lnn73S3RtvYfI6FEmAceCv6SJbbsINoC1hymIEdvjeT95N0eeaAPS4pI/lAOGoQTLE5oWaucLX6s18vJ4Hb25bQNhh4NdQ9k9LnVXn7VgQVVinpZa54zn5F+pxUpYYOzjEAKbnEli1AAw901iBQqLr2sUBOu0/mwNGMBgod37Wa8oBqmVot0q2Ts/xgPbtQ4f9ztJJ3DI/GzN/CayQHQZ/1su91MCfsi7uT3r2L3dJH0pYcmXoZCVtVTKd91mT9WnLgrZwrt9caGbVEmtEn47Q7DFtXnL9b3DHx47hlK/fitl5G3rgxRVXKrA9BYNFib5tN7P/tp/yB0dy6m+/jLe/4IM8abJf26UtctoqR7NILrpoJGtkj93lDHN6ComlNBLZciLWpZF0MoE2Em2MW1wY4WRilMFaD9hMciOGe9YAUqD7iqVem5/Nb+ba9Ys1N/+szNiQLzCT9znQ7jhXcOH1AMM/AbZl3SGUqFhmaX1ihXsf42SDhfs7PPsyVDQJF42KtUsJL88ohoSTrG/RrWrxZJV1NXy1jpqcqYtZBAbRL6rCtRHaIrVAS9C5wLbdPrKsM5IxRtEDy9RFLVI1gab+31BMX3LuTTCYfh7a9G5eQtJc2taocWE5a4bzALVKSfe2HXYB3yU75phj+Pa3v83xxx9f+/zb3/42W7duXaFeDZHsq8Ne85rX8OpXv5orr7ySTqfDpz/9abZv385jH/vYu00f8B6x5RI4DmXfUdvXSlekLgjvpshUlXgRXwO4NKSVPzAWq80QGzi08m2CuyG9wmYfRY39c/IvHvhJgWlVwC/KtMTswZC5a+vHqrluk0sQJhzjEkmyvvunBj4WqTS1eKewTy32Tw6zfzVdQBK2T1Qu5ggCJVHEt5yw0NboUtFbaqF7mWP/pMvC3TIzz+kzt3JSI0t0Z7nANUub6RUZeiBjFqVINOFi35LSXmkFCZSNpLD0SR9KWNp5SUtpOlnhY/8MU1mfCVWQyzJm+04JFzN3SfcB/PZFf4T4/6xjw//+MXr7DsygqJiO+4JZgzUW0+tjfn4Tx73rat70Jy/g5TseMXLzdXKCWQnHqAU2qnk2ZfO0pTv/tiwprKQlSzqqdBI5ysVLdloF0rOoNQvMa9BZFLgYPQOUgmKQsXtphq8vnVTbbVp2OKG9myPai7Sz0rVriWECZBZaBtsyDmdm1rNn7v6qMmep6kDjWUF/P6fkTwRpIavXUlv0hH1CjG3Q/wsySlWGPRWTLnzihxDJM0V0DYfYQBHkZRK2LyRNLUsspWPHmEVnjdVvgr+mjVqsNv9uLp6bXoOwzShrMn+y2n+5EqKH7b5rf/AHf8ArXvEKPvzhD3PTTTdx00038aEPfYhXvvKVK5oYsioZwKuvvpp//ud/BiDLMrrdLtPT0/zP//k/+fVf/3Ve+tKXrnAPx1gNODVcBs3tIK7aD7lcXGpKOSFonwFcA1HBpKzFwLnPGgNV6saByn3c/Dzpu20OfuDipJSIAs26raKsikkDw0PFjhJE6aku615Drd5a/GFkBISfiFxwfIg3CpNOKAMHOOYgSSpJX2OUlK3OJdYpTs8pdTsH3UE/oelcYFqu7BuZY9+wOOYvmaU77YKjp/bzoM6tnN7q44VQALimWMOOpVn6/RwGEtkTdVbIHztOuFkFPiIgNHgQ6Kp8ZNKQKcNEXjCVDyLA2dw+wKQcMKN6TKtejP3TCD667xwu+sdHceq/7UDfugsT4vzuK8AvNd8nayR67gBTF1/Jtbv/C4/5y6385xmfrW2qhGSTmmJB9MjFgHlTsEZ2AeibnL5xQ2uZKYz/vbpFzgBFq1W6knEoB4oyfy0GaaiFexFWuMovA8mBXpsrF49i59S1HJkkrDyivYsfTdzBjQvryTLNgBAHASLXyMy6DORCYgaOWZYl2MKzccm6z4UeCPe7hyxhcPey1wvyd7h/VpLFg6gWYX4ngltZDajdb6HMovDvSUBdMwawWtC5fgczeZCY8YdSfiGmvLxOTX5l1PglahI3NU3AJvhLWNB6woaovtOmOsUU3Klk4WwFNlNVKb1xIHOEh0cIF6+5InaYAbxL9md/9mfccccdvOxlL4shZ51Ohz//8z/nNa95zYr1a1UygFNTU/T7zrWzdetWbrjhhvjd7bcPu9Luc1ZzL9yNE2kaAyjcQIWUdbX+AKKAIfHnO7PKDedQiy8aMxAGBlCCVQ78mVzEer8VK+FfjUUNjHcZmarOaCNLsFZpJBWHVSJKyujcfS8LixyYqKHmWIxk33jOybmPOJ/ApliJP4dqPyudK1t3oJiGYo1BrB2gPEAQMjByTuZj/dQSx0/ezlHZPtbKupbU1xYexK0H1lD0s+j6jXVowyEDlgx9lp4BVBZyg8gs0tcXVsqBv3ZWMpEVZMLQUSXrW0tMZ30mlYuHm5J91sgeHVHwhQMP4cvvPYejPn4devsO7H0Z/KXm+2d6feQPfsbUq9sc/7kL0CP6PS07zEjF1myeLdkcm7IDrMsWOSJfZDbvMpP36KgCJUwE0ICLpRTu+jqAH26MhIVNJ91SsrTY4Sf7tvLFpRNqfTgym+aUzk7Wev1Fm1R2iYyestjcYHPrmL9Qp5gGK+fvzZqnMX2fCpc3FmtNSZjI2vnKIEG4OWTMh+c3TeQa+ilCW6H2dvITRLdvWGQlz3Xa7pCLd1R4SWqjwN+YkBR3wPoYFuMJm2PcoYbtjPnskHVW7wmzd+O/VWhCCN785jezZ88eLrnkEn70ox9xxx138NrXvnZF+7UqGcBHPvKRfPvb3+bUU0/lqU99Kq9+9av5yU9+wmc+8xke+chHrnT3ljcRlsvJsn3stslAlmb6LqcnJYNWFnEQs1K4jLoU/KUr/+UGpiABo8f0tcaGHdy1Uok+u0kuuHmll9MAhisOhH6mzdkRYtB+YjJKUE4IikkJArIuCGPcZOYriqQZwFZVTKgw1sUBJSyjSx5pup9Cn0Ti/nV1f8sp6G8tOPGEXTx8/U38fGkDP965ld6iE0uWLc3ExICZVp8N2TzrVY80+/eKfp8f7T+axW4b21MO+CXVJuIlgJjpa9PvMlfmTWaO+ZPS0M40mdLOzSisS/rIBkhhmFau0sesWmRWLrFG9vjO0kl89h8fy9H/ej1m3z7HXNzXgV9q/hmxRQnX/JxT/39HcvLSy7jht987tOm0aFPILoVapCOKmBGshKE0kkGWMdBuqC2MpCgVGkBYpDQYL91CAH4mqdIR4vIsmEIy1+1w+cID+K3pm2vZysfke1nb6tHKdKw8Am6xAG5fpzsINrM+fIJES8+zy8mYEfXxbGDrhhc1NizO4iLM1kCbe+ZEBUZtyhDWLbLmvisxM7kxDpjMZRO7Z6gqqReOV9ta+nu/duOPYPb861BlkCbwS70GaVupm9eYJKlODAG7GsuIZ/bCcDwqvttYhJIrCwAP291i09PTPPzhD1/pbkRblQzg29/+dh7xCBfb87rXvY4nPOEJfPKTn+QBD3gAH/zgB1e4d8tY07U7DsSlwcmQxL01JDLSpBLP/qXCzcJYRKmrAetgK1jjEj/EqNXyqEDq0GYEqSO+bwpE+wlEFj6+KDILVaxQ1OqzDZaPEZNPMkiHuCTTchOMbrs4qciiBNAYwJ+x0RVcE8JNJ4hm3JGssyaB+YPACkIxYznlgbfy4ZP+mTdt/jHP2XQZm9YsIHz93TzXTHf6HDe1l2Nae5kRFm0NC6bHjwc9PnLHuWzbt54ixAuG5I90ckxZn8BCNmQ1pNIx89d13ZIJQyYMbV/mbU3WIxfalXeTS2xSC1zSfSAf+NhTOOaTN2L23nH/A38Ns1qjb9nJf3nnLo7/9z8c+l4JSUcoZqRm0otdz6olplWP6azPlBqwptWlo1zsZDsv6bQKWj67OvwLVV2AClSFV+OSfxaW2lwzt5nLB3U9mHM7kuMm9jKRF6jMSQbJzPqsba+W7PUdY8ypqhKcgNprTRYlgjc7tG10ASesYC2zXFcamZFdpP4chsSMNM4wMHeupJyN44DJqpjZoC+oW1QegSzNRiGOWTYdk8L7ZubvKM9AaqOSRZp/N93gyTgxct+4m6hvF8yrOdhxC+h7yyI9fDf8WyX2kpe8hO3btx/Stp/85Cf5+Mc/fg/3aNhWJQN4wgmVC2VycpL3vOc9K9ibO2FpsE5zUm1KuVgzGlCFbUexgNbpk1Vu0RGDzrg2w0CbZv+mQCgwgUnGHFAHeM3BcRQ7aCyitChMNZaEuKUsrQ/rk0A8cxnZusRlDFQZuUlMHjjmQ/WddIVLALE+pnBEPWGSiZBG2/47I2VNm9B6d1Y1mXmttBz0hOGM2VtjubK95TRKOgFmXSqEsGyeXOC31n/P68K5ahrXF4KvL53CFXuPZmmpjR0oJ/wcXGcOE4e53AFCQ6L/Z6Pen8yc1l+I9VfSMJ0PmMgKOt4FvC5bYkM+z6xaYlYtskb2uLbYxN//65M58Z9vQe++/f4N/tIsYQ16+62c+mbLiQsv4frn1pnAadlBMkDbARvVPAOrmNcdJJa2LJhQjgns6QxtJMYKcqUxRrisXZE8K4GwEjhWO9zn1pV1270wzXcXT+IxnetqfTixcxs/nTqShX4rSsIIYd09kxk/fAhsL7Ttj+VdvjY8nkFCKTxXYcHTiM0jxryOvv+J95jPnrcVQLRK+O99HWJpXRUXz8DFyh4+61hoCz7GT2gRQaIFz677utVh6MncCQovb1Otatw1iKBSj+i3P7eR78dtO2rMC5aOcSmQSxbFNgG5Q5m/HgSuZALI4Uogd942btzI6aefzqMe9Sie/vSn87CHPYytW7fS6XTYt28fV111Fd/61rf4l3/5F4466ije//733+t9XJUM4AknnMDevXuHPt+/f38NHN7nzAcaj6zrqySi1UJ0OohMuc/SVWUzCziAwJrgcvK9FHVmrpkZ58GhTcHQqEy6ZNuhc4GhcxnS2AsMWpJoIQuDKKsM31int/Qr7+bh0kV+erhmDJ+XmAnSFe15Q2vekC1qL/xsqTF6DWa0xvSNCI537wPorP6GwMa4fza3bO+u418Xp3nrHQ/ks7edxe0LUxgjXfyftHSyglPzxdhuW+TcUGxkR38di4MWeqAguH4TgWHCpJlowVVAILBQFqk0eYz907SUJleayWzAhCqYyvrMqB5TPu5vRvbo2Zw///qzeeCHd6F33obV+v4L/ppmTWQCT/7gXh5++bOHNpmULaakYEYWzKolpLCszZbIpCEXhpZ0GcFSWJT0Llrh4zo9uztK5UNo4bOBJdYIBqXiJ/NHsbNcqG338M7NHD+1l8lWEfUajZZY68vD5QZaBt0x7j7LiBm0UaIlea1niifjBHUypxb7l95qMSyCxM084hmHKiEiveSCpAJQWNi5RZnLLiaylLVFnfLPqEqe1eZMl45no2L5Rnkwmn83GcHmuJzuk7B7dsSitwbu0rE0aXM1uoD/8z//k6c97Wls3boVIQT/+q//WvveWsvrXvc6tm7dysTEBOeddx4//elPa9v0+33++I//mA0bNjA1NcXTn/50brnllto2+/bt43nPex5r165l7dq1PO95z2P//v21bW6++Wae9rSnMTU1xYYNG7jwwguHNIRT+6u/+iuuu+46HvOYx/De976XRz7ykRx77LFs2rSJU045hec///n8/Oc/5x/+4R/47ne/yxlnnHGXrtUvYqsSAN5444118Vlv/X6fHTt2jNjjPmIHm0ylA4IoVQ0gNVBm6q9CDgOwdFALVTsCkBwxcEeX7/AX9cEVRgPB5j7pvqmLJtUS9IHWcdAXCUsBMfi8asu/HzXxjPlcDiyqa1A9g+obBzotdQYw3d/UXVXRjSTHsYON6h8+KcRkbsL/ya4j+bsbH89ntj+Em/fPMigyTOkoDikNE6qgSNrNhSIXJbf1Z+gVWSX8bByjE4kkgU8AqCZy/OcBBAb2TwpLO9PkyjjmTxXO9asGTCun+zcp+0yKPh1R8P+97hmc/A89zPZbq4SPXybzIND8/GZm3zzF79/86KFN1soWk8KyRvSZVYvkQrNWdZ1EjDAuIcSLRQufsBFc7UG7Mh4udQnHLgiKQnHz/Dr++cCZte9Ozqc4tr2X6Vbftw26lLGCpJQWmWvnBs5sJaEyajHAMBBMRdOrhCoP7Cw1t25VGjF80DgPn9RlcumTn3y7xkZwKSyVwLRNFnteUiawinEB6B0YQV8z1CWuCUuPijeOIHGZ6XDcGAfjGcIUGDa3GRUmk9pKij6PMns3/rsTtri4yIMf/GDe9a53jfz+LW95C29/+9t517vexfe+9z22bNnCE57wBObn5+M2r3jFK/jsZz/Lv/zLv/Ctb32LhYUFfu3Xfq2GAZ773OdyxRVXcNFFF3HRRRdxxRVX8LznPS9+r7XmqU99KouLi5G1+/SnP82rX/3qZfu/adMmXvOa1/CjH/2IvXv3cvnll/Ptb3+ba665hn379vGpT32K888//85dlLvRVpUL+N///d/j+y9+8YusXbs2/q215itf+QrHHXfcCvTsTlhawzf9zArsoECEm1rr+qAjBWiGQeQ4Db7mQBmlDHCjsxeBTlelY10UwS2SDrBjYmyEl3tZzoTFyzu4/tum2yX4LYV/H7o4IoElWuoGNjjGRHu2UaeZffV9aiv7NP7Pg7+RwtAQgZ/JRIxrMpnvcylY2j/BjkHmy3pJN5EXEuNnxJmsR95oe5Oax1hJWapq4kxFe4V7DRO9CJpzysbM05A04PC3QEkn+5IrLwMjDJnU5ELTEUXM+v3I7f8P+h83Ia/+qZN6+WVh/ppmDbYoyS6/lqv/9gz+803fqpVna4ucGVnStwVbsjmM9/v3bUbXtGhpzURWUGhFK3PPao+cslBIZZ1On7Uuc9tS6TZGt6tAF4q5bodrljZz9fSVPKg1GY9/TL6XyWxQJaP7DGNdOnewKV1ik26BzMEUIL0odEz6gKQsW2jI/7Ph3hExznbUAid8ZhqamDHBw4NLoX3pQVMJQrsGvOyMtY7BlnivBD6r2G1mSEIcCKDP+pDHEUkh+Gup8WNGw7NxMPPPNekCc8Q2cQE4alwN/5SMQvoj2b1m8si4xfYvsT35yU/myU9+8sjvrLX87d/+Lf/jf/wPnvnMZwLwj//4j2zevJlPfOITvPjFL2Zubo4PfvCD/NM//RO/+qu/CsDHPvYxjjnmGL785S/zxCc+kauvvpqLLrqISy65JOYGfOADH+Ccc87hmmuu4ZRTTuHiiy/mqquuYvv27VG4+W1vexsvfOELeeMb38iaNWsOei6zs7PMzs7eDVfl7rNVBQCf8YxnAO5BesELXlD7Ls9zjjvuON72tretQM/upDUnV2MB7YSYzZgBopbZNiYGEOoJHE0X8IjBzGEsD4Ca8X/LnkPS3rhBbQQzF6QnHHNAPU4wYQBsqFMbJqjAGI45lxD4XgW5h9luRNdFVVlgLKsYguwgTp4iNCcSxkWGY/t/ymcNG4HWEiU0QhqfKeiOmStNW5Yjy4IuFG10KR2ACMkfISRUUU2Wwie4KMcGhZJvCBA+O1UIi2kEbedSszbrMqN65KJkRvZYtC2++h9nccJXb8B0u6Ovxy+ZmW6P2a/cwO//75dy3fP/vvbdtGgzL5aYEgNm1RKLps26bJGFsk1fZRwoqhJx4GI6pTIY66qDAFgbsnZ9NnC4DwuBEZL+IGNvf4o9ZpIHJcfepOZpKU0r0wwKpwdoDdjCl50rpSszp7wcTMgGVkAZmDuvZpmCpzAUCJCmeu+ekqr6Bun2foGWgsggfi6MhZQkHodrAuCykFZLCSy/1FXcbxWr6BaRthTIkJFrfadCokfo1qisWwIApj5eNEHimDExvoYSmtqMZhwPJbEj9bwcjDVcZbZt2zZ27dpVY9Da7TaPfexj+c53vsOLX/xifvCDH1AURW2brVu3cvrpp/Od73yHJz7xiXz3u99l7dq1EfyBUwpZu3Yt3/nOdzjllFP47ne/y+mnn16r2vHEJz6Rfr/PD37wA37lV37l3jnpu9lWFQA03gV5/PHH873vfY8NGzascI/uopkRIGTUZ6MsLTUUMoqlcG5fJWMdy6EamQ3dviYDGP4euVJtJoJYWzGLYWAeqYVF5b4RbtLSbd8/W4Gp4GKI+mOlHe1KSSaByPwJNxGaloyuWWEEsqC+4qfBeIQsvWTgTzFTPUOYeA7VNaSaGEN2Zm4RuSvBZk0C0q1AZpqZ9oBj23cM1f7drWcorYz1YKNIrsW7oonsn/veVvHxyvrqIgapjJu/hI3MX8gAnlJ92qJkWvWYkgOMlXxsz6M4+mt97NyB+3fSx6GaXzyZ/XOc+Il9nPPg3+S7D/50/FoJyXrZorBOIPqIbIFekTOd9SmsYjp3cj6FVgykJQvxekZQlll97RTYqvBZI5Ny3nSAXvx7s+qyvrXETT7BJLYVGDzlf/OQdORdwEYJpI9HjKcpwdqqDGLM9LXh2RXuGWteHhHYvKDDV30XGG8ZXLjaBjUXJ+CsqUCXP/+w6EsTEUL2ulECiY2v6aInikqH0BMloEzaHhXzl8bu1jKhExBmgs7UiLHK2hiuYpVy16h5rNJUbfnXdCFds5D8scLALyym7452AA4cOFD7vN1u026371Rbu3a56kebN2+ufb5582ZuuummuE2r1WLdunVD24T9d+3axaZNm4ba37RpU22b5nHWrVtHq9WK29wfbVXGAG7btm0I/DUDPu8X1ky8SC24JpvM3zizhlrtXuliCW1YxQbANiYOEMYMYG6D0X+PdY8Or3hTzT3dko65SCqAADH2p1auDRz7NyIOR6STI2AzyWBa0l3vXnVbNkpEMeTuskpWjKAbxat2TTV5AY2M5+q1qs2KZ2UMWbtESoO1Aj1QmNIlgChlmG13OaMzLC9w02AjB/qdCPpiPFcKBHEsY9D/q52/989J6RjAUPJNYt0/YciFJpcls2qRGdllv5nkO186ndaV27HlL7Hrt2k+HpBtO+h9YfPQ15OyxayUrFdL0VU+KV3s5EzWZzIbuGxqpVEeYEtpkaEqiCXeoFbZBNA4FGStYF9/kiu7x9SOWyCYzZZoK430wuFWO/Qvc42aLKGtsW1T1X4WeOacSo+O4Qk/XciMXKiRsHvBs5quF/29rjvQXysYTElMy41hIgF89bjh+v5V54JeYL1iSWQzRdXfGAfYTNpYxmJJSfwzLp0w/kElYhIRaOFfbVoWLmxrR4xHabtNAehfsgSQY445JiZcrF27lr/+67/+hdtqkg01T9QYa24zavtfZJv7m61KAPjmN7+ZT37yk/HvZz3rWaxfv56jjjqKH/3oRyvYs7toqa5f+tr8fkwN1hhLZ0z1Dxqr3+FBK9QBHmqrac0g61GVQ9zO9VdRV/WPweCJu8fkroqG8cDQAZ7GCn+U2zewf5lAdwT9tYL+EYJiymfl5rI6drCGhlnK8jUugn+tiJvR1Q4SJia3yMmSqck+ea4RYQY1AqQTZt48cYBzOv2hdu4op5jrdrDa1f4VgTkSFfsXXXMiAYIqsLbWZRoLSyYNncxlrbazklao+qEckDFW0hKaz+19CEd/fYCdn1+5MlUraLbXZ/N353jxLecMfTcpczbKkhnZJReatixoy5I1WZeW1A70+WQQJU1MvJGZqQCfSmgv8DeLcMkgWjFXTnBtUWWDzwjLtOo7cJlpH4ng2F2pXP3ovFMiJkpMbqt7A6IeZE2aKNwrIZnJg60gtVR1q764qVcIqT7X7aCx6Z6xYlK6Zzd1Faf7pUPGWNCZ7BPi+kUFZtNklKHntDnmjPJE+MVw9FYs05eaqkKpEYWu4rKtdeXimsltTRunu7qSIPBu1gHcvn07c3Nz8d8vUg5ty5YtAEMM3O7duyNbt2XLFgaDAfv27Vt2m9tuu22o/T179tS2aR5n3759FEUxxAzen2xVAsD3ve99HHOMWzl/6Utf4stf/jIXXXQRT37yk/nTP/3TFe7dMtaUchn1fbBxIPBgbWjtBqlSI4oSEeJU0izcZBCtycCkh1luVdR0oY5a4Y7ZX1ivzdczTpolwbGuukH1L048ITM3NDkqBlC6sm+6ncQBShHbjO7nwLo2GdZR3R21og+g01KfuKyfeFuWzuSA9VNLMUkAQGQGmRlmJ7s8ff0PaYt86HB9k2GswBbSsZXGn3TqNksC/WO/vfyLkK5EWSvTZD4mTWLJhGYqc+xVRxbMyC6zaon9ZpL//MYZdH56i2P/Vpt5FlBet53L3/sQXr7jEbWv2yInFwKFjeLQM6pHWzoR7Y4qYrweQJZp535XLgQgAPP4GwYAr1186EArlkyLJVNF8hyZTXNCezdrWj06eUmW+7hOaeOaKJQStG1bJR8lh0pfA9hzn4lqxhCiYtb8dlAx5JERp/o+xtj685Cle22yiSEJzApcQpZfZKWAM11cAfGZrxJVRgC51J3bZBrTNnHnHNsMnzfBW2o137l146YfS9EGSv9+jBKCbYTTxNCcRF91Rc3ejf+ANWvW1P7dWfcvuFCuLVu28KUvfSl+NhgM+MY3vsGjHvUoAB760IeS53ltm507d3LllVfGbc455xzm5ua47LLL4jaXXnopc3NztW2uvPJKdu7cGbe5+OKLabfbPPShDz1oX1/3utdFt/R9yVYlANy5c2cEgJ///Od59rOfzfnnn8+f/dmf8b3vfW+Fe3cINgrAhc/GZfU29xvVhrHYwPxpUwNmlayJHxCNqZi/5ZifmjvH1Jm4GH+YfNZk6kIfZPW3CJm52mXqCus1ADWuQoiu3Depy7YmGxM/xLmT/Ueqb8kXfPk3m3w/KjNZhklw1LVO9ml+HSZB4crORTec/84YyVKRMygVZS/Dlu5LpQynrd/JUyd7jLNaHVgfBxhlPtIuBGzpB2VXZ9i5IUPiR+HjD0P2L0AuNGuUq/X77fmT2Potjdk/tyrZv2BmaYmNn/opP/vT03jutl+pfZcLyXrVY6M6wIzs0ZaF0wEU1lUFUSVKuDhAf0tQaaAQ5Xoq9y+OASwl3UHOwGSsV0XtmL82tZOtE3O0stLpAWZOB8b6+DinD+jeG2V9NjqJG7XOxtV1LKsFRbQATBvbugPUQVvWs2SLltYB914VNkq/hGNH0enGcaPuYKIZGGp2G69n6IBlIhOV6m3K6u9aBtWYjN3oBrbWgblxtc9HsYEBBI7yoqSv4VjNxeKY5JTVZgsLC1xxxRVcccUVgAvfuuKKK7j55psRQvCKV7yCN73pTXz2s5/lyiuv5IUvfCGTk5M897nPBWDt2rX8/u//Pq9+9av5yle+wg9/+EN+93d/lzPOOCNmBT/oQQ/iSU96EhdccAGXXHIJl1xyCRdccAG/9mu/ximnnALA+eefz6mnnsrznvc8fvjDH/KVr3yFP/mTP+GCCy44pAzgz33uczzwgQ/k8Y9/PJ/4xCfo9caP4femrUoAuG7dulii5aKLLoo3grV2pD7gfcYCABtno4SY49+Gca7fIWuCwLTN5DMR+jMqW7d5/BBXeChxOE1GMO1y2N3a6IaSfhLJugbV014oOhHMXk7+JbRnQBWWrAvZko2TSJS9SFhDV8heRvDrYn1IJkESpqT6vHIvefdacKt5QCgMyJ6gN9dm9+1r6C60YSChkNhSkucu+3ecLZmWSwAxogqGtw7s1VzPlphxHMEoDjxqLaL8SycraWel0/+TpateIUq0lewo1/HZrzyS6csT9m+1xP+lZg3WWMzSEq2rb+G7V55Y+7ojMhSWXGhmZJeOKJhRPZe4YAWtJMnGAibUtQ2i3FC9Jj+itTAoMro6Z6axmJuWHY5t30EnKx2oF871G7ThXdaxq/wSFwcBKIVYQH9fWCliTB2kbCCRDQ/dMoloc6wHHGhHz0irgSVfcv+yrn92g4e0BoKqfyGuMGblhn74PppEx9AtBi1yYJLnLrwG6ZpkHBiR/BGvcfAkRJ1BO5rBS1nBECsdmg/7mPqC+qDj4H0N/N3NDOCh2ve//33OOusszjrrLABe9apXcdZZZ/Ha174WgD/7sz/jFa94BS972ct42MMexo4dO7j44ouZmZmJbbzjHe/gGc94Bs9+9rM599xzmZyc5HOf+xwq6NwCH//4xznjjDM4//zzOf/88znzzDP5p3/6p/i9UoovfOELdDodzj33XJ797GfzjGc8g7/5m785pPP4wQ9+wOWXX86ZZ57JK1/5So488khe+tKXrjjhtKqygIM985nP5LnPfS4nnXQSe/fujTpDV1xxBSeeeOJB9l5BO5RgUyE4aCm4cRaqr6dthYBm0/isdkgxBPiGysEZ4+Jo0u3GrJyH9AKVH7iFm7BiofhkdR+rgthqkopNhEmoeRwlPaPiTluUkHctugXBNWWVhZRgSQBo/Ciu6pM++zZdEkj90GnQem1gNCALgV3IsD3lju3ZPKEsrawcCwBvKRe4ceEIikHmTjho/HlGMNZX9f1019FrrXmtOSEsSvmYNGFpSU0mNG2pWZN1o/zLlOxz5eLRbL7MYPbtXx2Zvwcxayx0e7Rvqw+pThdwwF4Dxt+whVVIYWhJzUBn5ErT18qF/CnjqneM1UUhsoNlodjTm+amUrFO1TdZq5Ycu6gMJnOSPqUVSJ9IlLdKdK5cYoNTi8EogWqWRks9AMrdjDEhK8QDSncfBcmllEGMrJ12cjbhWZGBvR+RXV+BR+tcwLh7OV6TZNGGdbI0UoeFjnBDYEjCqC0efdk5cM9HyDgGr8lXbTwyyWVMlq6rtCQq70jCJgYAWauB3FxUh/NvjqOH2od7wVaqFNx55523rPtbCMHrXvc6Xve6143dptPp8M53vpN3vvOdY7dZv349H/vYx5bty7HHHsvnP//5g/Z5nJ155pm84x3v4K1vfSuf+9zn+PCHP8y5557LKaecwh/8wR/wwhe+sKZNfG/YqmQA3/GOd/Dyl7+cU089lS996UtMT7uaqzt37uRlL3vZCvduGYurx9EaflU8nal/Fizss8xkPbaqB0RpmOFuVYxgTaxUiKqaSFpVZFTfRh2zGR/YYAiMcnIwuiMxufsXd7cJSEtfh+IPk0MGRrHE6+U1aphCzTWGFPVrYquJw6pqEqyXnyMJTg8sg28uVDjQuBq+hUiEgC2tzAkw39woAQZwfbGGxbKF0QJRSl8+LLioqonYZrZWCQRpwWeeCmlQyvjqHy4BZTIrkMKgkUzKATOyi8Tw3b3HM3PjksuEXe3mnyerNfn88PPTFpIpUSJx11FbyYQqmFAFk9mAPEkIUcrL8EjPAkbQ7sFMWBD4z7tlzg49PGkckS0g/Y030R6QZ5os12SZZqo9YO1Ul3yqcMLTMcPY/asJN3uGr7Z4CG5gQe2ZDElVaU3eCBwCEx4St6QPfwjPhgyJXh78BSCaum1F9VwL7WII1SCw9eF4jWc8jfVLYxhpMI7AyAW2EMNg8FBAWAIEbSJ1NaoMXP1w4ZkNtGqy0FzpOMDDdreYMYbBYEC/38day/r16/n7v/97jjnmmFpy6r1hq5IBzPOcP/mTPxn6/BWveMW935k7a6Gub9PGgcJR26QAMJU1iHGEsj44+cFMHIJw6ci0eKVGbwz1CSTtSyOWMWUFLG6iMLmknHC6fcJY1ACkFlFgNu4TWEspq/CqNFg9ceNKzyJa4SeXQVV3ePw5VOcS9o2ZwellTMf+ACyj64oq6F2LSqZFEBHkoFTsGcywR7c4tvHk/qR3DPu7E1jtGI7Kreb2tzI2E0uMWc8UyswlHijl5F8ypbFWRACh/GsuSjqioGdzrrn2KE7dueO+HTJxb5utKlSk1hEZuRiwRvaYVYssqA6FVbRlSenBQS4NeaYxhUD4zGAhwWocSPcVPGLSDo6x1UayX0+RagECnJDf7sClcqX8HN0FM50+R8/sZ0oNuE5tZPtcG7sgoqs3uIOtFFgfR1fF5SUH8IAuyDAJz4TZTNRBi0pi92xAgs5tK/H3eXLNInMXtDe9Czhk+7tGiUA1LqZk+CwRpfasehOwVSwgvhGbJHOFY1SLxqZHoWbpd0HwOSSxjJGMsUq64xvtQakcXxEkzaYeFX95b1nwUtwd7axS+8EPfsCHP/xh/vmf/5l2u83zn/983v3ud0ev49ve9jYuvPBCfvu3f/te69OqAYD//u//zpOf/GTyPK+VhBtlT3/60++lXt0Fa7J4Qci5luCQrHhTQeEmUAyr1WYMoRoBBJfrUnDhNEHgiKzb+Flw+Q65jG198AtZcsG1Kp10i8ld9m4Qf46Zez6+bjl3cKzMkcQVycIFxEsvJO0STZL4nQiiRCVFE5i/4P4Kk5YfNG2TdQinVc2HdRYmDLbSgzRv/SJj32CCnh1+bG8vpxmUyrF+/piRFdHJxBESCQR+kvUgGaLr11pBJytoSU1pJRLLpBxQ2Iw79DS3FuvYcKnCBOHnw+bMGDq3W3466HJaayJ+3BY56+WA/cYwK5eYVxMsmRYTakBX53RUgTaSwkj6ReajOAzCqup3U9bFdQrrf7Pquhd29ALL1R12IBFAScOado8tnQMc276D+bLNLRPrMJly4M+DKtHQBBSmYqvdzQXocP/jmK3UaR3AoMA9x5msLZLCIswGoCldmyI0L0QEgenzIrSNINA91yIBmNYNf6NCPazvU8B4YeysiTw39ktCXSrWLlkEB9CYJmukY5iUzvWr/LiaVgMJcYRSuJKWITnuUBi+QwkDuifsMAC8S3bmmWdy9dVXc/755/PBD36Qpz3tabUYRIDnP//597oKyaoBgM94xjOi4ncoCTfKhBD3XVYjrMJHgb/m+18kJsvYuHodO9AcqhsiHeyayR+jwCB+okldqsEllL56UdYUREldAbrwWe2cmn1vAtIQZO4nmBBbFCa4yCoEwBaA3dgAbpzsRoz/aZ5vwgZGQOlFoBXoSYPNbUULWoHVAmsFA5OxR68BKjdw3xYslG030ZsKeKaVQISmCuY3fgb2YNCUEukrRzStJUvasmBS9ZmUTgZm52Atk7drKHxw5CqP/wPAGmxZsuHbO3nRa1/FHU/q8raH/2+ePrUEuGzgFoaW0EzJvqta4U0Ki/E3tBTW6/cpTGD/YnULfw/6Ch/W30Q9MywJtN90yIUhV5oD3U506WsjmS86XG82cevCWicZ5IFf6gK2Cl9WMjxbAajV2cDU1RvB2aghwlasdO1jDwJlWS2u4ndJHN2QPE3c1wPVkgbI9FVNlAejhGfYxwE2QV8TyCWLwjgmWfdehAVhmgU8biEUWM/l3M1SjpWHqTYXo8fOw3a/sGc961m86EUv4qijjhq7zcaNG2O1snvLVg0ATC/svX2R7zazBkZVgLVm2M3adPWOswbTNv7YyQAXMtrGWHS5HkqMzajjeDbSSlnF8ChRi6szvoap1NYXhHcZhbUswdCkAIGoWLzkWNYDZpfZKyLAq+IHg1uK2t82YRTCucXJSVbbBveuSSbY2r+waeZEoMs1BjuhkbnGFCqWARPSMXOlkewtp7ml3MXRmYtd/W6vzc7eWsrSH9gkrmhIzinMR36ytQKUKzkXfh5tRcwcncwGMVYtaNnlouQn+7cysauLPZRapqvIrLHom29h/f/exYavrOeNj3sBf/Xbe3nE5puYyvp0dc4JE3tY0B129deyv5hgqcxZKlt0i5yFXpuiVFgrYhk3IfBu0oC0iAjLAsYKbi9nmDNd1sqKdZwSAzKpo/teG0mmNItFi9t6MxRasWduGtFXsd0AxqIsSzhk6kYV1TbpfV4tnBrMWKp/6WMDhXUu4BgbmF7DwPhFds61X1svBTYyANeGxUzlZAE2lP07tJOo3M5U5xsXb00PxTjGrumFsdZpAKYlMJdpp5kIEv621jOsKzR3rVQSyC+LWWuHytEBdLtd3vrWt8as5nvbVg0A/KWwIOI8CtiFwbYZCzhqoBoXL5jqYYVVr5TVgG8MTRBXG7CaYDId8EaBv+XKKmlXms5KWbF/QeRZVX8bJZzLtnQzRTqpiHQiGpVIIkI9XFFNKpaYcWhz4dxFXkYlxDlhrJfZSyZliPFSIXYpBsw3T8+DxeD2dW5s0B0LMwVT033KUlIARgRWzwGz6bzPjOpSWFgwPe4wJT/pncbe3hS6VM41Z6ncvuF8MhuzfV2MV/jNiKOAlMkiyccAKuEkTHKh0UhyfHxgoVerN2e8WYPVDgja23az/jNzyP9cz8+nHoCebmOV5AdHd2ItXKNcZYxiUlBOwtQuQ94RdDcJhAKZW4QRkb3VLa/Z17bYlkSXkj35ND+eOopvTNwc2UYAjaAtS7R1zLHBPQqZNPR1xlyvQzlQDliGtY4KzJ8nG6Vn7QRxHEndt+4GxzFryZBklRdhb4DAANp07hdvpa0zez5sIUq8hEc2xP2mCytc39z2xNrCoS3hYxjd/sTju238B9KxnGOBVTp2+u/HCkGnLKAf92xzLExfhRheSI8Yq+8ziR/jyhj9Iu2sQnv961/PS17yEiYnJ2ufLy0t8frXv/4wALyn7X/9r/91yNteeOGF92BP7iFrSrjEz/2KfFQCSGpNQBgBZVMCJpFKaGbUNpnEphu4GWBtcC4akU4QDVeHd6caQXTFRA1AH2Oj225WitmHluFBetTgmgA0o0RkNEzmJmWAzj6LKCUyLY03Tvw5xBs1RKNtmEChqlMaJ0X3vWlb9Body78pZShCM8a536S0zGR9tmRzbM3aZCjmjeWWwTrm+p26Czf8TDJpI3P9E6XAtvySXuAYP2U80erchNpKlsqcNXnPJywU5KLEILn1wBqOWepjD7t+R1sAgt0eZvutgAMkApi5vP6MipAEIIRLBMhzRCsnZNCLwBzlObadQ55hJluYTk4xk6M7E2xbfzKv2XIKr9iiaW1Zot0qWVzsoOdy8jmFyS0mh4VJzR0TJbaU2K5CdiVZX5AtCmThAVUJMsgeJax3BH9QSyiqTiQQ3qLOvmey9pyloRXhn1U4keoQ+1vi4m7xi6XU1Zq2Y512Z3jmYw1iH5PoPNYixgM3Lvx48DUOdKXjX3MsC/1LvosxgGG7lPFrelT8NqMA3/251uxhczauZvCPfvQj1q9fvwI9crZqAOA73vGO2t979uxhaWmJ2dlZAPbv38/k5CSbNm267wLAGnvVAHNCehAGcfa/k6vHkQNNGKwaA9dy2WpDfU3bSsHdONdzkpDiVv9+stDGTwZuoog6YL4KCGG7xH0jzJhBXYiYEGKSvoZsyLLjgGXWs6i+8S6uapKo1f+1/j/fZjySZ9/ATwbC1+fFaaIZUTEYQEzIGAwyykJhCs/+KYvMDUoaMulOtLCaJVuw10zS96XA4mlYz/hZERkcAY7JVI79EyYwKs61bC1oLcl9BnBppItHE5qOLFgyLTZlB9AIFrfPIObvGP3bHbbK0sVSiH/TuvbsxnslLMAGBVSlfYdM+OdCCknbvWEqgEWlIM8gy2rMvMgyyDNsu4VtZ04kvdTYVo6dyBGFds/BRO5cpca4xVaQObIWm8vong1JGiE2rwkGI0soqD3HrowjsUxj7d4PhLXXIrTpIith9eN1ME4KJgDrCP7C92mf0iQ3S6UBWGtwDCBMPRghBnCc8PM4t/C4kJhgSvn7wp3LKBA4DkDcaxa8CXdHO6vI1q1bR5BGO/nkk2u/odaahYUFXvKSl6xY/1YNANy2bVt8/4lPfIL3vOc9fPCDH4ylXq655houuOACXvziF69UFw9u1vqg5oSta7p+09icoWLiZvh9LWlklLyMZxBD5YvE4iRzsDjCZsHzJgPos+ZGHjsFnoExMAEQWtTAlZOSpY8BbMT/wAi2ImlbaOvKoPkM4rLjziPvNuL+YqJJ1VgKNGuTVLjMivh5yA4GP4Fqi0gkMuRAIHuSIs+JMVBaxHqwKtMuhqts8/PBJo5SP+dI1aKFZlIOUDL9bYngLxWAFma0vIxUFmskMi/IM+0qgCinzWG8360jHC1U2AzbNqN/r8N2aDaKOT1ENjUCyQTBuDjWYtTmQ+ZEm3ESL4GFDt8lY0F4L6SoWEq3kctw9aDTKQU4sCikhCwDJbGZckzcZBubKxeu0c68XqdbBKq+rkCkqRZVUpuY7e+OiUvi0MmzrXFu8sKz2IbqOQtJKqrBRoZkrngxHHUYs47Tz9OxpxnTV9s/+bzpYWhq/i23b/K6rLD+CtnhGMBfzP72b/8Way0vetGLeP3rX18Tem61Whx33HGcc845K9a/VQMAU/uLv/gLPvWpT0XwB3DKKafwjne8g9/6rd/id37nd1awd3fSRgGvURlpgXVIX8P+wT2ZrjJrmnwMlYUbNyCFwUu4P8b3u/ldyJaLA6k7foj3w7ramhbpde4sqmciy5aWnooDvY+1E6OWndElm5y/hHLCrfBbC4Z8EeQgqQdq65NFfC+q+KQYb+QTSmKMYTzPBnsYPtMge8JNlrmJIM4Fb1l0qegNcm7rznDLYD17WjuRdIEJ1mZdzxwkpxdioho4LcSTBXkZoayL+cq8CLGwrgycKumoEpmUahhYhcI6YHp/TaT6ZbQ74Yq3evR7Z3rk+7Fz9jK6owFchuQ0KQRSyvi3EAKrNSLP3GcBUPrvApBEJmCylfvnQzrXci4xmYwdjDGCPulDGFcWDpz3ILCbURswWdRV2oCiHsvnOlR9nipEjHIZpx6O5t/Jdm6BOsJr0gCBQ+PsYXfw/cpe8IIXAHD88cfzqEc9ijwfzthfSVuVAHDnzp0UxfCKWWvNbbfdtgI9uhPWBHejhJ2X2zZ9Xc6aA1eqWdV0AyfB3rWV63Juj3Qbzy7UJBe08awjhDRaIStcFLJopXbunFDM3mSCWEDB2vrKPhwrHYiF0xMMAe+BUcA68Kf6JpaYG17FO2YCW7GF9cBvKlbQWu/OJSaBhAxhFxPlXdKaoRhCADNQDGTOwqDF9t46bu6spyN2+2D/wst8UIv9iz0VwR3nqz7EQEmwpQAkVlm0djp0LaUxCKQw9E3GvO6wKT+AwtKRA59gssqW8odt2JYBnjWXNwfx/I0Zj0RzceuZRpnETYpU/SC4v0Pd8TD2BO9FGFtK7fqlFHhwKdJYw5FuXf+cj0sCGer8GNawuU0oQTdCCqZWUWmlnzfLYRfwnbQDBw6wZs0aAM466yy63S7dbnfktmG7e9tWJQB8/OMfzwUXXMAHP/hBHvrQhyKE4Pvf/z4vfvGL+dVf/dWV7t5ds3SgGxLWarh94+cW5IgawM12oRqomu6KQ5GSaVqtCkljwAwDvGfQohC0CP3zp2csNqukXGpsX3oKIwbkUMweKsYu7/psP02VjQhDsU5B6DnNIo4xgIH5SyaVNDYwrYhQCex6S8u0GVH9U9br2VqmVZ81sseDWpLCDrhusBRdtu4A+GofohELVV0T4eP+Qvyi8LppIRO4NJKByWhLlwFsvB9ZW4mdcMkKh+2w3S02BkiOYyh/EUbSfT1ijAru6wRURhe3FPF7ssyNNcF7Ep7r5gJXKdeOZ/hsxvKL4HSRnoLAcbGEK8UA3k0u4NUEANetW8fOnTvZtGkTs7OzI71mgeVdKe3hVQkAP/ShD/GCF7yA//pf/2ukZMuy5IlPfCL/8A//sMK9O4g1s3mboC7EwIT341jAUe2iqlifIAodYvzGrEBHxarYdPU89jxsJZfit7Vp35vbBhevsV7CxIEuqwQmE5G1c5nEy4wyYYBNEz+EiExcAGZBGDrGETZjiZqxj4EkiL7Y5PMorp1cJ5u8imp/t33S/1T/zQpyaZjO+mzN5miLDm2Rc0JrN9N5H6k0Wua14+Bjo0K2ZYiXsgbILEiLUO6aSGlQHnxqIymNJJcaJUxSFs4wua7r2JbDdtjuS3YQV/gwoISxoPIXAZN+P5FIaKFUBSaDq9svuO2oPqfjePho2Z4ctvuqffWrX40Zvl/72tdWuDejbVWO4hs3buT//t//y3XXXcfVV1+NtZYHPehBnHzyySvdtYPbobpvYbzboLGKrVnQ+lsuaNn/7bDO8DGGVjqpDEyaCdwUWQ3vR62UPEAcVcC9WXd3ZO3OMecitEFkIRmkcs0Cldu74faNs8VQhQ9fb6AG9KzPvq1vGzXJGsDTSotsaaSylH3lxOJCgLtx+nzrskXObHViW0fILi2pUcpSSJscOz0e0W3u+h6+AGsExgrKUlEIS65cCTi3maUwigXdYY3sMoOm0yqweebvxfto1ZzDdtjuiv1CYBJAY9N60HcWSDbG5aCFGphJe4jJPne7HXYB32l77GMfO/L9fclWJQAMdtJJJ3HSSSetdDfuvI0bnEYBulqJoxFaf8vtF8BYKCHRdAPTYPyoKO16W3JYCzBYAgpFcOcm4NBGsOj7FPsFJpdpOJtvz4MrXwIqSXGswGciC2GFqFRzUoAUXkPsX4w096DR4uuQ1tm9ps5pLGeVglOdVCiIINAfalJzxPoFploDbpuboas7iL7CGrBWMNCKY/K6BMtprQlmW13nvvUuaGmqti3VTyi0B4MeVNbyU3wnlbBkwjAwGV2dM5X1AVg0bTqyYKpVYCcmOGyH7bAdxO40kKx/0MRLeqUWXIcB4F2yiy66iOnpaR796EcD8O53v5sPfOADnHrqqbz73e8eWSXk3rDDWg73NztYxt+ybtcxMYCjQFlYcfpMvBDXcshxKOk2aXBzmjnXcC1HF/AIqRWowFTM+rWWWHEjOSVXhL557km7qZtbhPaoQJxvP8bn2QT8xQzgZvvUY+68rEVkIxOgaBUV8LMWWXotQyBrl2ydPsDZ67dz7Pp9ZJMltuVKM0hlyaThuPx2mra5dYBOq3DuY+nc5JaE+bO+06bqB1pEECiFjULSA+3iQSezAW1VUhrJkmmRC0dtnDK7m/6mycrVdSis9GE7bIftrtth8fX7pf3pn/4pBw4cAOAnP/kJr3rVq3jKU57Cz3/+c171qletWL8Oj9z3JwsP/zhGDyqwIkawbWkbo/YZJZocYvMOJauNEe5fGK8DmP6dgqW0L2nbDWAo/KrU5E4uJsa4WWqae7V+JO7xsD9eVzCscoMmWSoqXT8fUatK4t74ZhM2temWFgfD7hqKXsbt3SkOlBNOhkWFzlWXrSOGWYAHTexg/WQX2dZO6y8A2to/Bw5rFR60wGqBLqXH5FX/B1qhrSsp1paFLwtXct7sz7jjlBai1fLtHJ6UAB//5QWZQ9nGQ/l32A7bfdzSyi139d9qtG3btnHqqacC8OlPf5qnPe1pvOlNb+I973kP//Ef/7Fi/VrVLuD7nTUDhEdNvEIcfFJp6gAGk2IIrFXVN2i4QkfH/llrnQxDbFPWX2Mfh+PnarGLnuGzo8Cj9m342DkrBTqIywonCG21rxBgQwkrMbrPPrs4JnxIvLQLCdCuzjskgKRagO6N+08YYl3Tmhs5yOQE0Wjqg6HQoLoCdUfODrOe/UsT5Eq7+r7KM53WMXW79DSnNVxBp7V2kctQDiW9XlQiucGdn7q5Da5MnBGYRGDcIDDWZQL3TcaSbrOo2syqRY5QC/Q2AK3c11yVqxsEeuCntm6mOPoITEvS2jUPt++HYkBI2rLa1Ou/GlMJqUPtGtpRcax31lbzb3LYDtt9yFqtFktLrlb3l7/8ZZ7//OcDsH79+sgMroQdBoC/DDYqoUMKVzEkDTIZVQu4WcUjaFM1EiUOxUbG/4XYv9B22r/0mGkWcG270AfrmK3Qt8D0WbyAsxd91ja+jgWsjWMIC0Y6FlG3pHOJDqiSQCABbaOBYPisOm8qoBXiF62NvuNYWz20q0EWDgSaLGNRdpCZwRRJEoiPAbxxsBEmdtUu8x49xYF+B2tEdDM78ex6Uko8pvGA3TODQjm5amNdQki/zMilpq8zdC4xCBZ0h55qMSX7DI7vwbq1MDfP4UQQkLNr+dkrj+LS33wbG9QUHzmwibdceT7d2yehZRBLvvbukkD1IF+EbNG5//MlQ2vekHVLZF8juwWyVyAGhdOsKwpsWUJZeikSW5cLSRdOAVRqTSilsSyYPAwSD9thu8ft0Y9+NK961as499xzueyyy/jkJz8JwLXXXsvRRx+9Yv1aNQDwxz/+8SFve+aZZ96DPbkLZk2d3Uk/N2OyeqH63Njx7GAK3u6E1tSoLOCaiGqwZmbycgkoUYNLxJJQMZlCCkwedP+SXVLAFZJGfHk3Ad6923Bt+xg/mwlMLjAtgcmI0iyhiL2wJgI4V5LKVNIuKbMXzi9NDAkgVbhjCi8ILUI5O+vi/6y0yEIgS4EsLbqvnDvW+BP1rttCS27obYK1dQC4W8+gkwtimyRrdEUTwSRpRLZ/q7VE+6xgYwUGQWkckCisomdzpujzG6ddwWWnP5zpHbuwjfq2q8qEdJmc69bw1Ef/gA1qCoAXrtnNCx/1sdqmO8sFbtUtdpSzXN/fwu3FNLf11zBXdNjbm2Jvt8Nit03RncT2JaKQyJ5A9QRyIMi6fqFQut/R5KBb7rW3WSN7kok9gunthulb+2T7uohegegPXAdK7YCk1lCW2MK9v9Ms5Gr8nVe7hRCZu6OdVWjvete7eNnLXsanPvUp/v7v/56jjjoKgP/4j//gSU960or1a9UAwIc85CFDGauppaV3VkqU8W6zAAjvzEA9KhFklElRQ14p4zfy2oa4u6Z7d1QX0kog3h1bK6WWgLVQC1hqi+rZeK4y1Av1INDF3Y1wA0fJFlGBwFAWzriKGQ7UWQf2yiR2Tia1Qxs6gFEM2utqu/hJvBC0R4IxBs/9LYzrpyxxzJyOOxAVqD0QLrTixqUj+Omgy2mtKhN3T7mGXBqEtO4Se9duFKCOANDVA06FqSMLKWzMBAYojKI0kq7OWSjbTLd7aCvo2ZxHzVzP5x/2CGa+NYUYDO4el+X92fKMNVlv2U2UEHSEZkr22ZAdqJXZk8Iy0+pzoNNhcapFv1RoLSlLhdESbQWFsE6rUVkm2gOOX7ufF239Jk+fWqodp28LXn7LeXx3x3F0Fycwi7kLI/Aq5aIrae9VdPZA+4BxZQ/nNXJgkIVG9DWyX8CgQBRlHThq40DjYBCPZ4OHoDHeHAaQvzx2uBbwXbNjjz2Wz3/+80Ofv+Md71iB3lS2agDgtm3bVroLd681Xbfxs/jH6O1HDcpe9Dmt4ZsmfogQuzTCxgHqaM14v4Oxi2l7QSg6cbta4RM+fLMBCGa9en3dALwoHOAcLgJf4VgrXHF5NbCYjAr8+dJpzq1qax5l17/qNxiq79usw2u8ziAQagQLk2QNC2Imc8xIls41C2AHEmsEg0HG3t4UX186mdNa22PzudAoaZDKYgQO5HkRaYEnj/0xauRfqJvnXcHGCEqtKJWhDZRG0TcZfZPTNzk922LKDjhCLbD5YbuwWzfA/jlgdbOAZiLnzMmbx26yZAbMG8u8aVHYjHkzwVw5yZJpUVhJT+csFi36PgPbel1GawRCGqxxv79QTrC7lWkmswEn5bcDk7VjtUXO8zZ+G4A9vWkGRjHb6jKhCo6e2MfewTQ/3b+FHXvXsn+ujVxSZIsKORDIwrPShQuDkIVzU6sByNLF16rCks9rgoalWipirV1RaDdWFC5jXJQaev0KJBoda+parX8xBrKx3WE7bPcHM8Zw/fXXs3v3bkxjPn3MYx6zIn1aNQDwAQ94wEp34e61IRFin9gRQMkoYDZqQG2IjpL+q20nh1yoo44xMg6w+nJ0HOCybKOj1kK8XZA1sUK4EKdUYSawbgZsJhAD17+g2zdKBxBrkdrAAEL2hm652sAmEw5ElVUcoEgnK4jvbYhNtLYq/5YmlaTEaYwnpO4ipnLvIS15p8RagS6k266UFIOMuX6HnYNZoAKAU7JPJg0iLtU9gA3u5nDaurpOGJwUjLTYUqItqMxQahmzgbtlTsuXmSv8jj3rquf87rGX8v6H/Tobr8+xXb36JuUknEKUhqu7R8H03MhNbzcD9psWu/UM+/UkC7rDvnKSxbLNwGQu49on4WgjsKFUH1TgT4DREiMtShrWt5bYqMaDJGMFPZ2hrWShbANwa2+WxbLFQCuMVvHGsxkYGxaJ7mOTgSzd4kiXAAJRukQncYRCasCC1C3/6q+Frvokwj0ncVV7lHuf9S1Z15AtadRiAiC7nlnU2oFHa2PtXqt9CZsQ4xjiIbWuYh/diYcLNwwim5WUDtuh2ypl7+4Ou+SSS3juc5/LTTfdNLJ61uFScCtgV111FTfffDODxJ0B8PSnP32FenQXbJS238HYuQaItNYi0ixF9+GybS7nVq+1sZx+YDNmMCSiNDcTXtzYOHclJKyZ9CXhcADKJpOQ9QXXazIz1rlVBUDpa+H6+r/CithuLNWW9kPJygXcBIOyqgfcZAGDGLNrZNR1SNi5gaRsKbJWiTXKZxW77OZ+4QSa50yXtdK5gY/L97C21UUERs+KeMxwOGHd9YruXw8OrfG/YYj9My4OsF9myLygNC4JJFQEaYmSns15YOs29j5Us/mitdh+f9VmAwslKWfabMjnR35fWM2ikew3E8ybCe7Q08yVE5RG0dU5S2ULbSW9MmNQKnqDHK2TjGyv12gNyMyilGEyL5hQgxhz2LTtxREs6haFUbGs30ArFso284M28702uq8QhQN4ovRgr/SgzVSLkfjMGVtzBcboBCV8lIKXOkqq3mhV3Xe6JSg7AtN2x8sXJWqgkEULVbgsfFkkN2yw9JiK2nMutEX1DXJgEKVBls5bIQrt4h+LEgaFA5BFcXDguBwDuQrv7WhhsXp3tLMK7SUveQkPe9jD+MIXvsCRRx45niS5l21VAsCf//zn/MZv/AY/+clPagAm/Cj32RjAX0QzbNwKOHyXgsBlXS7+O+0BopdPOailrFuwcPOnx2/qDGpTy0aO9XeFY/dM5qppyNK5Xk3mXMPRXewTM2qP2agkF2OjGzSwFS6TWAwBv6YmoGMhk3hAMXy+IrqxBda7gd35Od3CoDXokj+8+02DKCR2MaMopasHbAErHTPpwV0/mZCmRMG6Vpcs0wxi//wkHboWpGmMcHWAARtmViN8oonwyaQONBgrkMLS1TkTMmNed5iUfRZNm6OyJc59yLXc8uCTmPj6fmyvP/z7/5KbUApx9JFc/9yc31tzA9Aa2uY23aVvc3o2p2dyFnSHBd3m9sEUA63oljn9MqNfZO6ae1kea4V7rx1qF8oilWGiVdBWJUe2RrONNxQLXNs7jV6ZU3iX8oRybHK3zOkWOUXhs52MTzwqnPs3MHmidM+C1ETwF997gOi2tRGgpfKUYREkdZ35lqV7PmTpXMs1SUtLjT1PNTVNYBAzgW6BjnHArg8hnLIChRZZGOfC1ga0RZYOGIJnKUuD0NpX5/GMYwh38QthJ92jIzi0aThMmnVdW1weQizkagaTq9Cuu+46PvWpT3HiiSeudFdqtioB4P/7//6/HH/88Xz5y1/mhBNO4LLLLmPv3r28+tWv5m/+5m9WunvjzXpJlYOVgjtonN1yILACeMAwazbOkqzeg7qBQx/tCHptjLlkEDeZ6JZAtwSq8Gyf8syAApEEuDVFmuMxPUgL5dywIEoLCoQwiFw5oBUSRITwNTlD0CA+po+hUnBRD7BRE7h2/kYEhQ63a0gACQC0FMgBGKRz0QI21PgtBKWW7OjN8tWlo3nW9F6UkAyQzOZLZMpVDUFWMYBx9R5YTahc51bE28lKB1KtFWgr0EaijYtPy6Shq1q0TcmSaaNZoGdzfm/zN/mD3zqRU3+2Cbv9Vqc6tBomN//8yKkJbv7NI9n26+9hFPhbMD3mjWSvmWReTzCnJymsi6sE6Omc0kiKRIPRehY2zdRx8X9hoWqZbXU5pXPryK59felEbljcyNygQ2EkSlgMAomlW+QMSuUePe2yi0Xh77uQjFR4AOjBVAR8xoNDU40LkSEkGSv8cyY8oIvroggUHdsegKP0GpwBVMZyjiG8IsTzhksfjhlub0EMaxBhHaM8s63d/ezWPSrW3hWlgZZCaBWr9tgA7PzftepBvmqRSMdGbUZuU7MAEo2JSTQxoSaJAxsVBzkaOI78ye9xO5wEctfsEY94BNdff/1hAHhfsO9+97t89atfZePGjUgpkVLy6Ec/mr/+67/mwgsv5Ic//OFKd3G0SVXp+0E10TbBXDoINRM/mixiCv6s8b4a48Sck4zZJnhyiRVULOAodzIwtgZwaKeWuAKETN2atpmII4ewLlkD6hm/JnE7WQkyrQMcTiM0k4JQnwAT4vWECXV6JUb+/9n797hLrqpOGP+uvavOOc+l++l7uhNCQyCEkEQQkAQY7splxIjwcpGRAUXR0Y8MguLPCw6OgIrvKA7OjwFlUERF5x11huEdbgqoQLhEICTEJEDIBbrTSV+e23nOOVV7r/ePtdfeu+rUebpDGrqT7vX5dD/nUrVrV52qvb/7u9b6LsAW4hYToEjBDbbJwJxNSrkrLM8S1u1I+8gU2BKRgkmXQkq6NTJ4GahCIsgNo324rn8AFxTAgIDtxRBLcyOs9uaAsY2JMsoCxn4EMEghpIo4VFEpSEAtA3VtURiPKjCBtTdYq3tYsMLyrbo5DKjCHruKf/uoT+HvH/6vsHjnYfD6EGdKjBWVBepLHojn/PA/dn5fscMdrsayn8O672Pd9+FAGLoeJr6ITG7lLCa1ZFyPx4W40gH4SmL/tHwfe4J3BoOixlO2/wu+f3466/i6yQZuHO3FXaMFVM7CkCycKmdBxBjXBSZ1gboqgMoEwBfcwA6wY8RQiBjX5xPoigBO7yMkAAhkz5fe757l2dF72AVZzDoAvwAGQ5XBsE0bRGHqPYWhClC2X14X4wQ8Ne4QjoOcUjbmoLW4bR8ijG9p3AqIMwN5nDH9jfGtsIAxUYkARAI4g2fDVFlGNVECgsHzFFlHtYx9NM4A6zO7/e2z7Pe+x+2cgfazP/uzeM1rXoODBw/isssuQ1mWje9PlfTcGQkAnXNYXFwEAOzatQvf/OY3cdFFF2H//v244YYbTnHvNjETlrmzsnlzywcn3T5n/tRy0GhsigP0eeZAC1Q2DtOMAVTmr+Ee7hKD1r9drGXuIg4uVg4JLuQkTihOEhEbhkkmDv7BBaypu/k1y+IRdcKKUjNhcxGHTsxC2hax3+qWju7iCK4Cu+ik/2CAEI6hgfZhWwqsivfpuKYKnxkAc04AgCaCsDBEa5MevjlewteqXdhr78Buw7igfwjbBg/EgWIJtQlZxzr36nVSQOgJvsgmagCoNY7SKvEIQORgJr5A4T02XA9H6gXJOiYPB8LjF27Ef/833435Aw+E+cKN8JPqvg0Cg/af3b0LN7y8wIf2fGlqk4odlv0Iq77EMT+PO+utWHbzuKvagpV6AAAY1j0MK0nIqJ0Nrl8jDKDWaQagGdpEjLJXY76c4Lzy6NQx1/wIf7/+UNy8vhOrk3503w+KGn1bozAeE2exOmzF/wVtQVMldo+8gLKU2CGATd26eVweZYutCAbDLR5jaBkxsYRNOpaJcbeMTpBBgZ2LKfsSoxv1NEPSFYfkEh/cyhT2I5f1jRHGkOy+zNm+rvfhmPIdNxk/oLkwBmSc8+HiZGMdF7KykkWzlZ9WF9k6NumYVHaPt8QM43unBgCetXtkz3ve8wAAP/ZjPxY/Ox2k585IAHjppZfimmuuwQUXXIDLL78cb37zm9Hr9fCOd7wDF1xwwanu3mzzLoHA3NpMoJoOTl21gzdzAwPNlW0+wIWEChgTV6w5CGzHU073NRsYG+wjJ5Co24Tv1c0qQeI+6vYxAVxkzB9BNAIDqxEZgCCo3HZRpesD8Rs5gIxMfnYsqZDktJ8JcOYu4HTwGecIGbi9MTEeMI7tlLYXdxtFV5y4pQlcm2b7DNRji+G4h/W6DwOP7WaANT/GueVRnDNYxc1zO7A2KsAugE+mWKwjTsoBfFJF8P10blwboKhBxBhNZJVaGh/jAdVW3QAHq21whcFOu4Y3Pfxv8fPP/xFcdGA3+Jt3iMTHfdHU9Ts/j0Pfd3989vv+bwDTiRhrfowjHljhPg7WS1h281h2c9hwJdbrPoZ1ibVJH5XPhLcD+Isu+QyFU5AEstZjz9wqdttVtF3O/zRawvXDfVgez2FSF7DGo1fU2D23hvMGxzBnK1yD83B4ZQGoKci+kICw+C8wcpzdhzFcADDqfs1jXJHdU9FrgLBIQpI1IkSJJSaOYNPUHGMLI0sPNGIHVfg6CriHxZf2haippymLxNSWjmEU+90CePp510JXx4mQId0FDmPMYnvB7MN/LYUFNhkr2HYd554XAFO11E+BnXUB3zM7XWXozkgA+Ku/+qtYX5dl1Bve8AY8+9nPxhOe8ATs3Lkzlmg5ba2RONFiWdoVQdoM4N09jiZVtF2yLUawKxkk1gSOA2HoZw7yPJp9DQN6jLXTPuj3TlbvxhE8GUThZQKoh5AJLB4f8jK5RQkXvQ46yUTGrw18w6QUdM90UgTS5MQkrtLoSor6fU0wmn8WmUIf9ARVHgY5k4LYv2hBpkWNWBIEJDavgIdBSRbzpsQCTXDu4BgWB3uxbgcA2QYz09AZ1DnGyDEIEHezFeBRw6Lfr2IGqYpCH6vmUBhh/4a+j6HvY5sd4gHFYfzcs96Pd9z2Azjvz0bwR4/e97KCFfz1SowffSH+9av+oTMLd82PcMR73OnmccQtSoavlwQQBX/rVR/jwPxVTkSfnRPwxz6gpgwNkRHwNyhrbC3GONdOkAPA6yYb+PLoAqxUA9QsoJKIMFdU2NEbYm9/GRaM+WIC7wxoYmLihyZ8xDhARsoG5vAcZOycMn5tBlDBYMygdxzZcAAhVpca22oSiDLxSRcz9wikl76QrGM2EAYQHN3JmmRiJz6UVpTM/xTHKGCLFHB5TKkexGQzoAnKZsX3tS2Cycw7oOY4xlhHADqVpDc9vkZvTPu6fCct+/3vcTtnoJ2uMnSnfmlxCuwZz3gGnvvc5wIALrjgAnz5y1/GXXfdhUOHDuGpT33qKe7dcUzB0ayyb2pZrF7OpjW38d3vvW+6ZmcNOgpujpfwsVkf26xce/DVVbvjpMGXBY1THQZ5z8IwFJIhyKG2byM5QwEbd/SNdcJLE0Zc7eeTUutcuS1Xo5dNT6sdz5Rv6rIsyuAOi9mRcVImmeg0GSRkbk7GEgd4qN4Kxx59KnGOneAhg4PYt7CC3lwltZNJgJ3XIHk9VyDEOyIG+EuGDUUA4kMSyMRZbFQiVzIJ7uCRLzHiIma2jrjAFXNfxaNfdA1W/9UFoLk5Cbj/VjLXT2OjsgA98Hwc+ffr+PXd101979hjxA6rvsRht4hjbh7Lbh5rro/1uo8NV8KzwUZdhiQbkooflQ2JHwACyJcG5a8tPAb9Cjvmhrh44ZvYVyw2jnvQLeLAZAlrVT/qCQKAIUbP1CjJwYFweLSAaqMETQIDWCe5l7TgQWIFVfoluobT/argKn8fE5kimJRnWhdnvocUVtFgydCIL9RjxXszM7aIbGI8z1qqApn8eWuDFp8BTO2bHj8mvGRjUBw7zczxNl4T3T6Pd27FB1KIAZwlqt8Y+9rbaL+ON6aetdPW/vRP/xSPf/zjce655+KWW24BALzlLW/B//yf//OU9em+NTqfoC0vL+PIkSONz3bs2IGjR49iZWXlFPXqW7TjTbC5m7f9+ax9c5dDPijlr3O2a8agxNySijEmDWxtMLXZwJbHGCrzwNn7jDnrzLzVGL18EG8DTrV83FV3VaH7KykT9tGScA13UnaIyGpwcyLKXNpp8pR9zUQC8e0kiFAH17DskI5RTyyOrM/jpo1zcGstpcDuVyzicYNbcNnSN7FtcQPoeXDJse9tcJpPkOQpToQKPpwj1LXBcCxxaqO6xMQVGLsCq/UAR6sFHHPzOObnsc49VGzx0j3/hOWXrqB+5INB/X5o/D4wzJABWQu7Zzdu+Mmd+Pz3vLdzswNuiG86i0NuEUfcIlbdHIa+hzXXx9gXqNlg4q0k1zgTZVo8E9iJy5918aGgPFivcNi/eAQX9g5OHXfEJVbqAZYnAwyrEkQMQ4y1SR+r1QDb7BADqrE26YGGFsVQMs1Ttm96lhT4qbwKabJGjNlDvKfzeze5ZZvPgwksulYXKTY47peyiTkCNHIc433ztmLfsoxldS9zFi6SJ2fE/kTGzadnMmP/Gq7frhi/PP4veis6QFlrPNHFa4P9UxCobuX28dRyEDgLNH6njE/ivzPQ3va2t+HVr341/vW//tc4duxYjPnbtm0b3vKWt5yyft0HRua7by960Yvw3vdOD+B/9Vd/hRe96EWnoEcnaERAUXTHAQLNiZZa7Et0tbZcxl2WDzY5i5h/lsfNtHX14mYkbuDcTiCeJQ76OYupkithAFXmDwigLGcwOJsYulwnHQNuAnUBSBqI5ticgevJPx90CdkamXB0YjGtNroSWvRtAIWR9XDST5XD0M9MJUDQjAMw08FTf8aJxcaoxIHREsrsEA8sF/GUxevxgKUjKOcqcMHJHd0Vs5h3VV2PjuAmBj4kJtS1wbgqMHYWq1Ufq3UfY1dgzfWxXEuCwzeq7VjnHraZEf7o4e/GLf/OwV/2IJjBvRwEhoUSGYLdsws3v+z++Jfn/5epzRx7HKjXsOwtjvkBjgXZl7vqRRyt5rHhelivezHxQyV2nDPC/EGAN1dB+seHRQcxyDA8EwrrsK3cwEN7R6eOv+rmsFzNYeIsxpVE9ngmrE96uHO8iDuqJdw63oGV4QBmHGL/6sT0Ndi/TKNPtSkBRDBo6ozpi0xdYgc1cQMICyh9PiugXJeyjcXIp/ud0WTn2j+BbwNBbtzLEtLA6Zm3aErHBMBHmmiRx/HlbuD2IjcHanps56f6o+c5yyUsXgWXNFS1fR+Ooe+BKXmYqEmoi+e7G8pzkixK+JyEf2eivfWtb8Uf/uEf4ld+5VdgbZq/H/3oR+NLX5pOIvtO2b10VL5n9ulPfxpPecpTpj5/8pOfjE9/+tOnoEcnaGRAxoBs7mZogbi2qyJ3w7Vdcnd3UlYw1uWimHX83PJYlvZgmYHMxmCqg2aenadMQYMZZNhKapaqRlhbP4xDAPlMl3YGzNgSXN+g7hPqeQPfExHmvDYxTNO1zl3n1mYYAsOR3EYI4I5jyJepWcCfBumPgwuYA0gLr11lcfvaNtxSN2vBPqY/wkWLd2BhfgyUwgKy1hTOjimxXpTAoAJN1wSBmoHJTBhWJZbHc1h3PWw4Yf2O1gtYDVUuVn0PW6jCux7zx/jaKw34YRfc60EgWQuzfTtueckD8Hc/8WaUNL0AW+MxjniLY76PVT9IzF/dx4bvYcOVGLkC61UPo7qA86LnyEyoK5tcvoXegAjxnwBZj6JwGBQ1dpWruH/L/QsAt1U7sDIZwHkDBiS2sLbYmJS4fXkJH7rjYnz8wIMxXJ4DhYofGmqgYA75JK2vPWeMWw6E9HlElInJE5XAiPqcbCXRRMq/BZHmPFGji0HP44ABtOt866JGYxa7YganvAFEKZRE37dvyTajryCta7zLPqM2kGtvpzqCMf6Qm9tm4tMz2zgNkkHO2rdmN998M777u7976vN+vx/zEU6FnZF31Hg8Rl3XU59XVYWNjY1T0KMTNPbTg0OXrItaW/pEP2ubaTF8bRdw2w3cjnXpsJgZnLuLTYuh1DbzYwFTq+vkRm1t6zL2Qd1MIenDlaE6CMkEFCcMZeBabmxpE/JEBFkJnwlMs0WUfuFwvaLcTMYiJjmL1NfoltJTzydKIE5Y0S2mmmwToBgS7JhAVWCFfACBoVLEkeEcPj1siovOmx7u3zuMLYMxTN+Be16yL6O7DE0QqMesg9s586UzA96Ju3JcFTDEGLsCR0fzWA0xbRVLibjD9SIOu0Xc6eex1w7x3se+Azf/gsHksRfDzA3uXTGByvxZC7tnF25/yYX4o1e8dSr2DgCOuiHucg7rXMj511txxC1g5OXaHJvMxcQP1fyrnA1Zv4CWNQRT85bUdYZl9Ho1dg7WcVH/wNTxK3YYur7I9dQC2Bmi/TcelVhZm8PXD+7EXXduBa3ZkOAEJLevPnfpmHJ8ju/TM5Ztw83t89AMeeb0GZF7Lmb9unx/ntpXF0ly8uqBQMjqz46lx1U3dav/xBDXKyMBsJzpc5mcVLa4BNL2nXHJM153jVuNxWJureS3TdsHmuEzp8L4JP47A+2BD3wgvvCFL0x9/n/+z//Bwx72sO98h4KdkVnA3/M934N3vOMdeOtb39r4/L/+1/+KRz3qUaeoVydgzKkguv5V65pYu9wFsz4LgqXi1gzZxHYGwDMBIFgrLovoTmGJi8tkYdI+psHy6flsmtWWfx8HaJkwG17cMJCbWiYJ1w/ZwBNCUYhcTcpEFKmVXBRacgkhoMiH8wjgyBPJBM0Zo0AUVusZsxfOvV1CjhhA7aMeYCMrMAyI5ESzT8GYqWRHnTx9QaBCOsSlHg/giUFVFTgwWZq6dM9Y+Ao+ufRgHFmfx/rYgkudIKl1LukzWJ0s9VoQfGVAPS8JIewxqgqgrLHYc/BMWKmlFrELyTAurCkHVGGvHeOvL387XrnzhRi+5RIsfOIm+NXV0z87ODxLZC3seXtx00+dh0/+m9+ZyvhVrb8jHlj1PRxz88KCujkcrRZQscV63cdKNRAw5gpMnNTmraoCrhYXMBgC2jxJLWeDBLxCBviWwRiXb78ZVy4Mp7r7+YnHrRs7MKxKTOoC3hOM4eBeJviJBWoCTQzsyMCG5A/9raMrmDOgpwuDwLzn+n5T2nrhOW3eU4igzRdy30uihkjA2Co9Y+l5k0Yl1CMjx0meAV9QSPBCEpLWZzj0L7qn9Vza/cx/5vYYlesDtscdou6Yv9xYTzr8BVKISHvsa7CMx0kKyRfQp+qxOVng7QwFgL/wC7+An/mZn8FoNAIz4zOf+Qz+4i/+Ar/5m7+JP/qjPzpl/TojAeAb3/hGfO/3fi+++MUv4mlPexoA4O/+7u/w2c9+Fh/60IdOce82MaFjukHcLC3Axr7c3H6zbfVfm7XLB6XcBUtJjf+EagRrG/lKONfn69hWZCWCoDIhiSznk1WIBYxZh4VkO+alpeJpKggExK0MgE3IJqyzWKd8vxwEQvrSAIGN6h+c2MKOWEBGmISybFxyDAMCBxedz4LeYzAVINfNEapJgeuW9+EL26/CIzTpApIQ8oRtN+Lraztwy0YPrjLgWiZf0yoRFyf3IK0Brd+qrnQP1JVUktB4tXUrEiRFVgbCkodxHgtmDNQAsIwFqvGOC/8cb/6178MX//PDseODX4U/tnx6lozLngfTK2H2nYPrf24vvvZ/vQ1trT/HHmt+jGXPGPoSB91WHK4l8WPNDTD2BY5UC1ive/ChBm8VdP7qmPUbkj58AOCOwPnqoWBQ4VH2aiz1R3jC/I1o1BAMdtNkL1brZvYvBeFoWzhJLpkUkvlbIYKIRtZ5zqKhCZ4Sq4fIsMc4W+QgEFHmhUsFbfKXwwKTmGPN4RycNRKlAlPd/G0g4Rhzgb0M7mPNoldgqucQY4Rz1k9vt/br9pjW5SGYEd/XjieO8YkK/NqSXPnrzcbJthQMcOoTQc7at2w/+qM/irqu8drXvhbD4RAvfvGLcd555+H3f//3T2newb3EH3Ny7fGPfzw+9alP4X73ux/+6q/+Cu973/vw4Ac/GNdccw2e8IQnnOrubW53Nwg4l3PJE0E6E0TCCrzL7auvc1dye0VN1PjXae3BL8/Q0362B8swkDdi7JSp0t08gwJoK0YsweZj7gRvDeAX3bd5HyU+yVQMO5F/pgolphqTRLZPY7DH1Ep3KjtSJ9gIwuR7U+v2iDF5EQASN55Yqg3cyOLAylb8zcoj0bYXLN6OS7YdwMLCCDRw8D0PGKQKIO3z9pRcfAGQaFaw9xRBS+Us1ic9bNQljk3mcHQyh5V6DkereRytFvDNahvurLeGDOE+DIBf2fthvOyX34evvvLBwMMfAru4ALIWm2ajfydNWT9DsFsXMXrSpbj+Vfvw3h/4g87NJebP46CbxyG3iHXfx131VizX8zhazeNItYDVqo9h3cPYSdm3cVVgVBVwIfaPVXLHEdCu2xzMWo+lhQ08YPEIzi2mw1Ounwxx42gvjo7nY1IJEWOhP8HSwgZ6PRfve1NLTGkSGucU+6eySj69BjL2LzwTef8iIwbEZ1jjb31BqAeEek5AWz0guD5i+EEz6xZTzHk8TvBOeIsgBJ3c1yZjIvPnhGpJMKFaw0OmWbsp9i9n91rsn7SRhd90gbOc4cvdyRpDmO+v2+Q26722eYpjAE9VEsgDHvCAqXmFiPAzP/MzAICXvexlU99dccUVjTbG4zF+9md/Frt27cLCwgKuvPJK3H777Y1tjh49ipe85CVYWlrC0tISXvKSl+DYsWP35JJN2U/8xE/glltuwaFDh3Dw4EHcdtttePnLX35Sj3F37YxkAAHgEY94BP78z//8VHfj7lseS6KxNFkmahSDDkxUZOa8gdAumJ5wFZgYSvs7F/SvgKkybvk+wbSkTftvp3UBSmXPNnML5+DH+aDzF85T3ah5NnDLtdTud3swasTy1Qw78iIBwzm7oP0TZqEp/pz7fhFZDs7Sd2PFAEKYXASNsrphof3WusMp/gkW4qYlAFoz2BHWh31cffT+uGbpanxXbxC7MG96+N6l6/C1tV24cVSiqgzYhTYNMhYkdI9CIorKzliAEZJf4OHJwDmGMYzaGayO+/A9EaXuxcAuoB90526rdmJ3sQILxpIZ40e2fhVPesl/wm889ftx3V9divv9r2/AH7gDXNex/u13nBXMgB/1eqBzz8E3vn8fXvlTf42XLx0E0KzZmbt9h77Eqp/DMTePg/US7qokPnDsS6zXPYxcibErgmtWsnPVLQsgUWiNxYdeew8yjKJ02D7YwP36R7GlAyj/8/h83L6xHWuTHsa1sLSF9VjoTVCQx3AsTG0s+1ZJiEGj2kf7kgRAGPvG6VnS7xuxe5m+ZmQFw/PnbYjFLQAQwY4hWpZIizbZV56tlLUf2lJ5FyP9t/p865DV0iFM+qAJhClxHqVfcvbPtS7ALHko3b49PrW3nxXiwhmIjIkgHYkjGbiM9dTb7Z4K61jUfsvt3A377Gc/2yiTdu211+L7vu/78PznPz9+9sxnPhPvete74vter1kh51WvehXe97734b3vfS927tyJ17zmNXj2s5+Nq6++OmbkvvjFL8btt9+OD3zgAwCAV7ziFXjJS16C973vfXf3DDvtqU99Kv76r/8a27Ztw65du+LnKysreM5znoO///u/PynHubt2xgJA5xz+9m//Ftdffz2ICA972MNw5ZVXNlK0TzubBcCOIwpNxoDhZUTNKlgc91h5TMsJDEDtcnCxnbz6R972Zi7fLlMWrO0fyj6KMXORwUAo7B6O066Kon02JAM0hSLuFjEGMALPSmcdSBKGQUNjjIJUTbM+cDiu1gVW9qMVi5fircLkaUNcVp1YFdaKILHAr/SjGhX45spW/P36Q/Fdva83Ls2z5lfxj1sP4rZj21CPSmBiGk3EMl1o/dVyIRyuuxFQ7+r8+ahROSt6c7W4nz1TrBNcsYWDwdD3sbtYAbCKBePxn+//v/Hlf/9R/PgVL8Xe956DLZ+5Fe7IUcC5Znzgt6OecAtEkSFQUcDs3IHlx54P9/K78MWH//9n7r7mx7jDGaxzgTvdFhxzCzhSL2K5nscwZPtuuBJrVV/cvqHaRx2TPrTeb2gwgpGwAFBkYxm25zDXn+CcuVU8eHAQW82g0Zcbq3XcPrkQh8cLmNQWdQCAc70KpXFYnfQxGpfgsRXmL8T6mQqwE248Iyr+LH0JnwcQp/cyZcCpETqht2UWB0vMsBNCsQHUYCCENACQhVvbOLGAxCnMQ8u+2YrB47Rt7q6WNqW/iCAwMe4NWan8djoBt2xjX6AB0NJG2SKwq6Rm7rqd4faNJTSRFtNxAZ2zgCcaXnMfsd27dzfe/9Zv/RYe9KAH4UlPelL8rN/vY+/evZ37Ly8v453vfCf+9E//FN/7vd8LAHjPe96D888/Hx/5yEfwjGc8A9dffz0+8IEP4KqrrsLll18OAPjDP/xDPPaxj8UNN9yAiy666B6fx8c+9jFMJpOpz0ejEf7xH//xHrf/rdoZCQC/8pWv4Pu///tx++2346KLLgIz48Ybb8T555+P97///XjQgx50qrvYbe04vi6jDGzpWKSsHGUsIIBN4wCNkbq/XeBt6piUHSr1L65gdQDMwXV7cNNjZNnFwvKZ6UE3dJt0Qa7nygw2JoIaUhYhs1jGLa8YQJKAofFLaq5nMNliAALsWMCQHQuDoIBSgFTYyXMCgcr0IWNGwn4a5B6Z24xlkUL2EjCv8hl5bBRZD3ahxFvQEERtsDbs4x8OX4gXbrm2kalaksUTttyAa7ach42NHqqJAWoLFIKaG+W7vCS8RHDoAOKQyQkAMIG9kd/RGI/hpIQhRm0NajZYd7L6rthi0Y7h2cAWHvO+j28C2MYbONdOcFk5xGef8F/xvx95P/zqPzwX9/+f98fiF74Bf+QoeDIRMAFk9/PJBYJkLWjQh9m2hOXHnIc7njfGBx7/n/CgcjrLFwDGXOGIG+OYN7jTLWDFD2LSx5F6AWNfYLmaw3rdw8QVkujhLDaqApO6QBXc595ZIdmr8Bv65j0nsa0M2/OYmx9j98I6HrpwEJf1DsBSU+7ny5Nz8LWNXVgN2cXOGRSFg/MGq5M+lodzmAxL0FgSP+yEmgkeCgjrGbF/QGLQwz3clILJnvXA1sU44BAiYmqgGMlzYmqRgrETn5Kt4jGz5yJbJAkmltemloSSFPOr90jrt83Giqnkj5z53syIkrRLeN9w7bZj+3TMyjUK8zFuFqvYsnwR3elBOUVM4MnS8LsnbUwmE7znPe/Bq1/96sa1+djHPoY9e/Zg27ZteNKTnoQ3vvGN2LNnDwDg6quvRlVVePrTnx63P/fcc3HppZfik5/8JJ7xjGfgU5/6FJaWliL4A4ArrrgCS0tL+OQnP3mPAOA111wTX3/5y1/GwYNJxN05hw984AM477zzvuX276mdkQDwla98JS644AJ86lOfwo4dOwAAhw8fxo/8yI/gla98Jd7//vef4h7OMPaI6GfWhNgCdZsmZGg7ZJoDWnCtclmkgXCK1aPOgVQfzM4BbDM3SWtAjTWBdfD0AJEHGyOTRRiIzcSJMLOlJAOjGXszLDKCbQsADs6DCoqTISNn4QBAqoNQLcCTrYkTWDuTEapZNpUEEhJIvMx4MTYqSmUQvINkaVaAHRHqisCliTqAMAA52bcelfjqkV34L1sfizfsaQqLPnXuCD609U4cXN0CVwcXpFYaCWacnJv2SeslMxhUGzAzmCSGkD2DPQnjVACOCcvjASpvsaUcwXMfPszKDgYlOZSUZJccCOfaMXZQDy9avBM/9Kz/gg89eQde+7nnYelD98fuq+4C7joGXl8HVzXYuemFSpslbD8THQub6Obdsgj3wL24/cmLuN/Tb8FfX/i72GMXAHSDvzU/wpAdjnmDb7otUerFs8Fd9SKW6zmsVgOs1z0sj+fgIXGSk6zOrw+Cz7HWb9BajKsD/WsYZBnGOmwZjPHgLXfh4XO34uJeE/xdPxnihtGFOLCxhKPDOckqdnLOvlfBM6GqLFAZcf/Wch81av+GhUf+KKgweS7b0ZBc0YULFBACuSizvhfJFllYKcA0VdD/m3DM4J31nOYC7pzLMmXkd9zWUIxPjNIvyszr2KHjSi77Ehvgzr9TiWPtUJITKcfZdawORjBXTphSUchj/zYpLflttdZ9co/aAaYqbvX7ffSzJLYu+9u//VscO3YML3vZy+Jnz3rWs/D85z8f+/fvx80334zXve51eOpTn4qrr74a/X4fBw8eRK/Xw/bt2xttnXPOORGMHTx4MALG3Pbs2dMAbN+KPeIRj4hsbleZ2bm5uSk1ku+knZEA8OMf/ziuuuqqCP4AYOfOnfit3/otPP7xjz+FPTsB8wyYTZawCuba4MtzmiAb+oAmazfbjxlUuwTA2u2pa5dI4gXDdp2Ak7nJ/ml7bZd2nljS/r6jTVN7+ELjE2XyMRMBiQCiS5UNJJavSjE1Chhz94q4yhEBpJl4lOsy+cRMyMKAKi/gNGibIWQDT1lgJSm40YWNDABZgbJuw5As0OyJJA/YiuFVuHdk4CynGD1lMzzAY4P1YR+fuPMCvLVcwSu2fQV9kvi1RTPAdy3ehhu27MHGqIS3hYB8oyA0nJ5HTDIlZRi9ZA7Dymt5D3jLwmgxYTjuoV/WGNcFLPXQs4llrtnCwsOQx6qfw067hpEt0YPHmCfYYirMk8VzFtbwnCf9Cf7uMRZ/cujx+MRXHoTFz81h9zUj9G85Al4fgocb4Mkk3Ms0zRJm8Xz6nqwR0Le0FdX9duLQoxcwfPwafvORf4vnLeok1MzwBSTL14Nx1I+w7hmrXOBgvQV3uq1YdQOsuQGWa0l+Wan7GLlUKzmCv+CWrWsBf74msGtJeTilW8NfA1DhsTA3wf4tR/H0bV/CEwerAFJc043VOv7X6iPw2WP7cWRjHnWInzTEKEuHXuFgw+sJA2YctCSDG9ZqBm3FDTbNqLizV4CYZwJPP9cajaHsuVbQYSthGK6XWLF43CzjWNlF1clsx9RGax061uoO32nCFtU+xulqxQ55tjjF/uWgLE9iicdqvo8gUD/X10Sbg8DWgrkR/wdMuXPb42azutJ9L/v3/PPPb7z/D//hP+D1r3/9pvu8853vxLOe9Syce+658bMXvvCF8fWll16KRz/60di/fz/e//7347nPfe7MttoERRfbumkc+wnazTffDGbGBRdcgM985jMNl3av18OePXtOadjZGQkA+/0+VldXpz5fW1ubCiA9rSyXGdmMBcy3O5GVar6fgcRiIUAVLYSeg7actctW1O1BLF/RNrLY8my5LmCZu0zULRz7GP4jCdKLBdZhgEImOK7EfUqeRQYGBuy99ENjIPPYnvyYGvMY4vAkSF0mMzYU2IwwKSgAUxwSWQYPLkx0Z+kxSDG4RcPFJf1AnBCJSXbxDKoploUrhgK6fZ/BRQCCBrK9A9xGgW8cXsL/4O/GqhvgNTuvjSBwm13H7sEaDg0WUU8KyUC1YdK1COek56MC2hzZIKpVK5HBjuBrgxoAM8EXognoCiMxgNZhYi1qb+BKgmNCaRxKclhzA5xTLmPke9hm17HTDNEnh912HQOyeNrcAE/b/w/A/n/A+KkVPj0u8ad3Ph5X33E/rF33ICzdBMwfcugfnaA4tAJaG6bf0VqgV8JvnUe9dYDxzhKr9yuw/BCH+z/0Drz+QX+KJ89tPpk69qjhcMSNUQFY9RaH/RxW/SDG+626AZbdHFbrQYz3G7kSw6qHYVXKNWFgUgepl6zUW2T+DDeBjeGQ4COJHzsWhrh0yzdxSe8Q5k1iJm+v1/CF8Xn4ynAPlidzGNcFCFK32ViPxcEY2wcbcN7gGOYAT82ybnUAeHnMKSOFGrAuavR9uKe1rw1GTJ9Z+ZxLKZHoS0LdJ7hBWMSMCeR9EmuvFJyl5yZPwGpqZeozmfoL6LMRnheHlPnrWtc1J4VnMH2ynY8Lv3joNvhrmy6kZ4yvMQwkH8vuhhsYCGPn6RD3d5IZwNtuuw1bt26NHx+P/bvlllvwkY98BH/913+96Xb79u3D/v37cdNNNwEA9u7di8lkgqNHjzZYwEOHDuFxj3tc3OaOO+6YauvOO+/EOeecc0KnNcv2798PAPCnKYg/IwHgs5/9bLziFa/AO9/5TjzmMY8BIOXhfuqnfgpXXnnlKe7dcexEJDPaci+NIOiOpzhnBBU8ehZmTzaYZudy4GRMtu0M01W4Md0Dms1jFxNz0AiqDqt5FcxllgklSbOEicJxnIgASNgjBRawztxO+YCcD7TZxEQsSdFAYDZIyrKRo5jBmORlwvFDcki7DnHSTUvuX3IICRZhgnISo2gCehTRW4YdEXwJVFsA7ntQ34FrI0kdOjjXBFdZ3Lm6gKv6D8T/HhyILNej+t/ALUu7cGwyh6/XFhu1CXjfJGHs7NxFV03oHfkNODGEDAGQRPBIQFBOVRrINek8GxzEVizaMQojbODIlFj3PazbPgZUYZWH2EIVtpk1LJke+lSgTyWeOACeeP4ngPMBPFrcsUd8jdvqeXxk9VJ88q4LsFELyJ0rKnzX9ltxxeJX8dDeHdhfEBZbiRObmbYNAMd8gVXfg4PBEbeIg9UShr6Poe9h1Q2wWg8wdgXW6x7Wqz7Wqx4cS3WW2hlManH9OgWBrgUS8tg/QmT/ir7D/GCCnYN17O/fhR3Z4udAvYa/Hz4A123cD3eOFlE5G66vVBCx1sMaD0OMCoTJxMKMjZQUzNy+RmWFkNg/vS9jibfsXmiDPw2HiMbh2SLA9wjVvEG1QPC9cMw6AaEI/PR+D2u3Lmtk+Sv4yyRqGn0Mmb8aT5gEojvCV4Bm9m8XIASaoS9dbbTHUqJG2EqMAc7HViCyfyesl3oamN6iJ6MdANi6dWsDAB7P3vWud2HPnj34/u///k23O3z4MG677Tbs27cPAPCoRz0KZVniwx/+MF7wghcAAA4cOIBrr70Wb37zmwEAj33sY7G8vIzPfOYzDTywvLwcQeLJsBtvvBEf+9jHcOjQoSlA+Gu/9msn7Th3x85IAPif//N/xktf+lI89rGPRVnK5FHXNa688kr8/u///inu3d2wnAXMV6LKTsmbBBpzBiyPm8om68T26e4+DHhNMAMgsHMUV9mdFUC6TG9+dSErMG2LQufHyd9rd7smD5KVu+sLa2cCO8CWYFQcNp5ne19KcYBMQM0g62GMicLS2j5bQiOgvMUCpr4jXboYIJ65HjzEgRxAoCaDcGAMRZJGKjuQF3d0b+sYC3NjjKsCG2t98MRG5s6PCowt48DqVvzj4kPwhLmPY49dwIPKRTxu/iYMd/QxdgVudwYT3ws1aCllJpNOtKGbHBJSPMV7Q3UiPROYPbwjeJt+COcJpfXwLOXJfAgS82wwZydYpnnYglFxAQ+DLWaEEZdYNWMs+wnmTYUdZogtxmJABQpY2HAPL5oBFg1w/wJ4/ODLwO4vo9vmZnyerGIHDw/HjCFXWPaMVV9inUXeZcQl1n0f66G+75obYOTLyPwtTwZYrQbYqMro8vVMqAL4izV+ffht66b7l5gCy8pAwTA9h/n5MXYsDPHAhcN4aO8Attt5VOxwwG3gqtF5uHG0D19d24W7NhawURUYVyXqOlxfb7A8nMPGRCqCVCt9lBvCIEv5t6T1ZzLmPpZQ03s1/P6N2L82s5aDV0DAjxXmr5oHfF8SNjRxXcEftWPYdGhSMKht6lBgAC4QM+5zwKqZv1T7JrvnObl8I+DLwFfDpSsH7Vps6nnFfY5jbEhY6Naiko30MZ1zWDC3x2yg8Z6yZyomh7Rla84A897jXe96F1760peiKBJkWVtbw+tf/3o873nPw759+/D1r38dv/zLv4xdu3bhh37ohwAAS0tLePnLX47XvOY12LlzJ3bs2IGf//mfx2WXXRazgi+++GI885nPxE/8xE/g7W9/OwCRgXn2s599UjKAAckq/nf/7t9h165d2Lt375T7+SwA/A4ZM2N5eRl/8Rd/gW9+85u4/vrrwcx42MMehgc/+MHHb+BUmur05YHvbVdwzvpF90Ng57oGsU0YxYYOFTDN/Olg2xVvmA2mjViKNhWes3D6lUnHikHm6grymftX29bJIwzyOrn5UkAb+VABAQHjEILMRGAKZsV5sNYW9mFSal4rka1IMX5d5y6MJabjMjM2UILqwvkFTUDJcJbvdNIOOwgYJEavcKj6NWom8CSAC0dwowJrZR83ruzB++YfhB/Zehv6VOLhvQmw5Vocrecxqgvc4bbCeYJmoHhOUh2xjxkwIA9wrX2Ty8JsAMvw5FFNipCJauALhyqwURtUomaDkS0wLoS1suRhwMKomTks2XWs+jkMqMIWs4GhGWHeVNhCYwwIsETok0EJi5Lk392xNT+CgUFJFmOusOprjALZve4Nlv0A69xDxQVGXGLFDTDiHsa+DDF/fanrW81j7C3Wqj5WqwHWJj04L7WSlZHTmD9W5k8lXjyE+dP7R9ERAWSl4seWwRgPWDyCxy5+BY/qSziKh8eXJztx42gfvj7ciaPjeQwnJcaVZBeHmxGTyoIdYd3NARMDu2ZgN0R7L9b/1RJwcivFRJCYgd5KekhJE+meBTIQlsm1uF5i3YEQbzjmJDnTWiQx0UxAmC+0vKUoHUOZ7l+jLnBg/BoJLZnblXJQFgN608aNhI/2Ii5fOGfXpvk8Z+Nbq5Z6ZBL1X1wA54tamhqfc01VafsUMoZ6jU9GO3fTPvKRj+DWW2/Fj/3YjzU+t9biS1/6Et797nfj2LFj2LdvH57ylKfgL//yL7Fly5a43e/93u+hKAq84AUvwMbGBp72tKfhj//4jxuxd3/2Z3+GV77ylTFb+Morr8Qf/EG3CPy3Ym94wxvwxje+Eb/4i7940to8GXZGAsALL7wQ1113HS688MLTH/Qdz7hjMImsoJleYarl8hpdILAlKN2oF5wPpm1JFe3LZiAQQCxunsm+NM6jKz7QM6AZt0jbqctXQSK5kGUYYgBFiFZYKgMfJhA/W5LAs2RjspwbZWyhL3QiIpANfrvap7mxDf5mxTu2JtRUio7i5CZMDcC1vDcTwA4NRscGmMwVKEonP0HpBcgpuHCEybjAN5aX8E9zF+K88iieOT/Gohngir7HsaVrYeFxtbk/buftcL4MrmdOGm3ZgE8+JFwoaK1JwAsTUMsfOAr43aBiwBgGgu6dYwJVQL8oUXsZdDdcD4Y85myFeTNBVVrMmzFGVGLEJY64ReywazhCLlxWj21mhC00QQXCFmIsGQFIY65hiDAgGc5GXMOC4MCwoAj2AKAKJzFicfGOuIQFY8UPMGLxBhxzC1h2c1hzktlcscW6E+Z03fVQe4PlyZzU962KCADr2iaPoQu/B1OK+9PrCjR9apZR9GtsW9zA/bYcw+VLX8NzFtbirVHA4hvVdtw22o47NxaxOu7HxA/JwRKw6ccWmBiYDQNTEYoNQjEM2b+Oo9ZfZNK0bFqM8wt/Q7LE1POR458Y3oAku+SFZTSVMsqAnYjmoB1L7J8+l52WSchwEJDWMnIcE66SaTUQZRblX3quY1Z+w2WcAbEO0+evsc1mXo1sYUc+e35yZYP8fLtiwRrft5jArm1OgZ1KGZinP/3pnZ6lubk5fPCDHzzu/oPBAG9961s3zbbdsWMH3vOe99z9zp2gHT16tCFefbrYGQcAjTG48MILcfjwYVx44YWnujt3z3x4Ck3u1p2RDDKzzm+2r+6Xf9YF3PThcwLAOl0X7WDl1gA2lU3VlkK4u2WOckDF3Fi9MxPMmGHLxDxw0ChjFcPWmLVW6GIe79QITDdSiN6XgA/ATyqzqR/aB8mYpn5YQ9+Mg6vXMUhj6fQ6xXgh6YSZSDwVORYi1xDsCOitEIgL1PMWk4UaVPrpzFIGfGUwHPbx1eVd+Gj/YuwvPomLe/OwZPD98yNcWP4j/qx4DP5P9TAc9ovwXMJLukw4f5oarPPYL6rlOqb6z3INnBfJgzGAovACAL1Br5DEor6tcWwyj56pMV9M4NnAW0LFFkvFBhbtKIAyjxU/BwuPLXYDA6ow9BIvCADbzAaO+RoeJFIz8AAqWGJYMBwIFQvgX+U+PBtMIBnJALDq5+BAWPd9DH0fEy5Qsbirl90cHBss13OY+ALHJnMYuQKeRetQBZ7XJyVqL8BPNP5MjPdT12+U7Am/iwClkFlNDJQM23eYG1TYs7CGxyx9HS/c8lXkLuwNnuDm8W58Y7gN61UPdSgl1yscjGFUlcVkVAI1gSqCqQPrNxYWLrp+c/AX/wVGrSUCrc9A/N2z+zneZuG+5iI9J+QJxZjBoVKNqRm24li9Q4TT83s1Gz884EupPKOgki2Uso/izlqPGBHEZqLPjOj+pTaIU49Fx7HJ+fgsiih8tt+MfeI1Mtl7HQdVv9SGBLTWOMPtdoHZi3GgkyE8a/cee/7zn48PfehD+Kmf+qlT3ZWGnXEAEADe/OY34xd+4Rfwtre9DZdeeump7s7ds656vm02T8TG0HAFx33t8QeSOKiFZusaZIzEt7RXq+3AaWqWg5t9HmYaBE5l/6EB8hrbBaAEVXzOtyVhBooRow6f+4JAPQPUDOtdkDjJJzM0JNnyfrAxDcaGDUJtUpHWIIJkQLK6qJI7qasyAIGCWzh0N8Y0ZSyRxjxpLGBgV4oNim3WKMDzTgKtDIDCA5WJzJOrDQ6vzeOr87vwtS07cHFvFLvxkHIBv7brSyjJ4f3mEhyirfBrJTxJvVi9JgiX2dSqZ8gJxEDd3wSGByNcp8LDe4O6FiaQVfOYAYIkZSyUQRW/mKDmAdbBOFbNY85OsKe3GrQDHRwIIy6xYMYoyaFiYQqP+XkYeHgYlFSjhFQfKckJ2GOLKmjaVFzAsYElD8cGFVuMuIRjAwcT2T51SW+4EmNfYL3uY+ItJq7ARl1i4q0keXiDcS3xd96TJHs4QS3sCVwFBKMuX72OAfjFuL+SUc5VmJub4Pxtx/CEnTfhh7degyXT1CP89HgBX1vfhZXxABNn4bxBaUXuxWhpOU+gOiR8VICpQuKHAj+tk6vhBDFRAinxI4v7a/wNXlNl9RrMdf7IBqAm4RYK1gAzma7M0aWNGd28LG3FxYVeP9cEqm0msQH4gPiadMyYNR5xM/6vk6Gciu3NxitN8tI2FPzNOqZ+1gZ1myX4xQXuKYoBDPfKSWnnDLQHP/jBeN3rXoerrroKl112Wcw9UHvlK195Svp1RgLAH/mRH8FwOMTDH/5w9Ho9zM01A8aPHDlyinp2N0wHCx1EcjYv/16tS7Ig36Zrv6BZQm0QphpYbRdJtt0JJYN0sX5tFwi3ZhxlQeMKHMl11JiMEAWVmThUEKCYNUzhGOybgrSxpolmQyO0UzHKdY96LrjeGFHsVpM3tIJBzIjVjMcwgUaj7LzyCdaFiTFmM4d5JDCGpiKYcZBUDNvUZMB9L5U9CAIGQ3tcGYxHPdy6sh0fW7gYl/f/Cbts0ryzZPCLO6/D0WoeH6sfjKN+EVwY+JGF0bJbPrvOVsFDQMmFgMD4e1UEWAZDMozZUACD0ob3Jv2sAGoWV2ppHOaLiVQUYQPPBn1TYc4K27eMeWyxI5TkRE/QzcGQj2yeHJ6xza7DglGxxYQz8AcDC48Rl6jYRqYPAJbrOay5Pmq2MGCMfYENV2LkCgzrnugchgzfygUA6AwcE7wn1JWNLlgwwl+K8ZjxZIFYAxeGgYJRDGps2zrEuYsrePT2W/CjS9dgl22Cv2W/gQ+tPBZ3bGzB6khcv4YY2+c3sFBOcHhjHpM6DePkCGYiDKDE/nGSgMlYsqmYPL0/FTS55r3bSG7Sl5QtWoAoZi5VPyT2z1Sip6k1e+EzoDTLDUv6/OqxO7aNnwNR30/jkV2W/au3SHuxmbWX6nO3AFsX+3eiunBZjPTM2MITSSyZBRZPhZ2h4O1k2Dve8Q4sLi7i4x//OD7+8Y83viOiswDwO2lvectbTnUXvnWLyR0ZwwdgZjJIO9BY/+agUfefdbx27c48ESS23WL0uqwNFI/3XThOzJ7NXb7M3fNHzBJMbiPfM5LBC8BMtLKAXC+5bByBn4JIDhl45BmoGYZ8DKB3/RDszoAJAFBdUUwUk6YjIG2Bv/h5AHasNTcC2weW70TjT4CrxgIWozQJsSWwMagV/BXCKkHjz4jhxhbHVufw6eIBeE//KF61/euNy1WSxa/u+SesuT4+4/dj+dg8OEjEUB365UkwNucXKIBnT+CSQ0USluN6iPZd6eFqAzLAOAAXCv+cF9ewNR6lsdioS8wVUsFi7Ar0bQ1TMQrjUJLHnZNFLNox5mwVWMAJKrYxmcSDsGznYCG/FQB4Nhj6HhwbzNsxlut50SuEwTjcEFq7V2MTPQhrlcT7Vc5iHEDfpBbmzSvwC/F+Efx5Atfhx6313kuMNGsWd9D7K+cqnL/7KB6x/XacPziCJ8/f0ADnav/P6gNx8/pOrE96Me6vX9a4ZNsB7Omt4jN4AI6tz4k0Uk2BcUOs+GE07s9x1PpTN3DD9PMIVhFlgaYy28M5xQSnwgQAJcx40urT43Kzna72smxgNgYwId6W0vYx1k8XbAqucpCUxyP7Vt9bHotGWTsvD15Dty/v6yzwF4AjZxm7MiZn2cYKJI9Xy7cdiqPt5+/P2r3Sbr755lPdhU47IwHgS1/60pPW1j/8wz/gd37nd3D11VfjwIED+Ju/+Rs85znPid+/7GUvw5/8yZ809rn88stx1VVX3e1jMXPT/RK/aAG5hnt4BtgyFGrJzgCOreNOxfDlwDKvqHEizJ9aO2NO91eGMdMGJJ8xKDrIkwWRxJmp+yp3W+YizVOr13AtGQSTD/hZ3J/sJvFBBhKfRMzwhUE1RyiMuEabk1J2DTIA2BC7DUxF2z0s9YLDb6zbKgtoNLuZYAqGtSIJwwXAGwZuoUHpBBZK6Jt6VOKu1QV87K6LcG55FC9YXG4cd7udx+v3fhi/aZ6Cf6ILcIwXpW40GaAKIJAzgBzajxVJSNgf0tdONoxMjvXhfBnjcSE/b+lQOYtBWaMihjUelbOovIC6+WKCIlS8McQwYGy4MrKC69RHP6R2OyQ2DwD6IZXZwmPoe5j4AgU51GzhmFB7K+XavMUwaAh6Nph4C0OMlfEAlRctPz3vSV1Edy8QgJ/G+nH6O+UqUxYNENdv6WHnamxZ3MAjtt+OH9z+z9hr1/GQchr8/dXaEj6/th+HhluwMRF3MzPBEGNnuY5dxaoAWmck63dE8m/STPxoun8T22dqjv2N2fAhfjW5gBUAIf7WkdE0hFjqUO+NcM/GZBMFf7WPrFgeYtFwBRNCrC7FSiKa/EHxuQjHb4FYBYSNjF9giu3LravU21SpOI15blvu/m0vhvNje5/+6ZgyxWaGMfd4Gq+nyv0LXYienHbO2uljZyQABKQQ89/8zd/g+uuvBxHh4osvxg/+4A82dIZOxNbX1/Hwhz8cP/qjP4rnPe95nds885nPxLve9a74/qRUG2m4gDMQ15XY0U76yNvo2l7LVbQB51SsHWWAbZPBKTB4U+WN8kzg9jE2ywYOMTYxGzi6U+UvBwAp5d6yNjQZAxBWk+W7PO4vgkhlQ4hDVY80EfoSqBZlcio2chcYpVinbKBrFKf3iWUgn7rGlmBiNnO4ZiDAhImaACaCAUs8XsUwhcTrUQXQhKCSLBITGPpgAK4Jk0mBb6wu4cODS3FJ7yO4pNcMe9hXLOLf7/4oPBt82uzHkWML8OuFNFArK5JmemUq2SBcY0TQRwRwwSJSbVjYQCv9cbAwhlEToyg8JrUNwsUWhfWovcGgqDF2BQwx+rZGYTx8AD5r5Bql5gBEUCiag9LHwkg5NAV8gLB7dWDxRq5EYTwmQbplVJcCppgwqgp4L25eBXxVZWNFD6nuIckeRJCMX032UC3FjP2LYQqGYfqi9Xfe1hU8cvEWPHEAtEvR3eXW8fcb5+KTqxfi9uE2DKsSdaglbIxcs1s3dmClHuCOtS2YbJSgsQBAM0Go9cvCAmbCznqfR3ds695suj+zvznwyi17ZrxFEG5GXAxRnYG0NvhTVg8JQCLcYlpKzpfhnndNGZkGi6dZxfq85uegyV5t7bxssdeoY+wyxg7I4u5moBZl/3KJpzz7lzP372bj470h8aO9sLkn7Zwh9upXvxq/8Ru/gYWFBbz61a/edNvf/d3f/Q71qmlnJAC89tpr8YM/+IM4ePBgFHq88cYbsXv3bvyv//W/cNlll51wW8961rPwrGc9a9Nt+v0+9u7de4/6PGUnUt6NPZIvBwnwdQUUt8Hi1PEyRrE94M16qtVd3Yg7VIBnmn9jn3XARDO7jkXigXVFbvPPGVymPqm2nk5MxMqCcHCbQpidAqBK+hiwHjRJAwh4JwCyKMocJiMFgcWYQF4yYE0FkLpB0QSBqfYvNVihKKUDpEE2nJ9WPlBgaRxCkob0zVrphxkAPJaUCGbIU205XD9BmL4yWF6dw5eLc/BnvcvxpnOumfq5HlQu4g/O+zR+udjAh/FQHMEC/LAI90SofMKUJuPWLUih4koUB2dIbWOSi8mWRU6m9OA6aObBwFq5D2tvUBiPKoCuXuGimziygChhKmEMx65AQR6jokLP1hi5MrZhIPGEchumjjovTJ+2q25dBYLOU4ypUzFnEMM7G3KrsgxfDvdRndonn/2+ehsoKC89+oMK91taxmO2fx2P7N8GYD7ue8it46rRbly7cRG+OtyNO0ZbcGB1S+zPXH8SbhnGvxzbg8pZHDm2AKyVMfnDjgL7V2WsX2QAm9nAcnGai5/8r7wOqT4Zgw0Epi4ydule0LZjneE2IxcbbrPfMk7J8xkkYKwCNIKptHNoyDylfgIx5i+AuAjoFEj5tOKSrN/pbkVzibFsdjRbkIZ4ZPIMRljI5qAtMoAd578ZsOsCfqeQ/Ttr35p9/vOfR1VV8fUsu6f1hu+JnZEA8Md//MdxySWX4HOf+1ysD3j06FG87GUvwyte8Qp86lOfOqnH+9jHPoY9e/Zg27ZteNKTnoQ3vvGN2LNnz8ztx+MxxuNxfL+ysjK9kefjrxBjjGDmRwTSfjnjNyt5RNlA70P2gX6eVtEzLc+sa+vh5dVA8jbb7TVW65QGZeeDe0YAlGgBMtiaRpA5GxMBHJtQnooNMPawmn1LUn6NgRg03ih/pTIXwaVlxww7FqbClYR6zoSJ1UksVkB+pLE/hpryGcocUDg/T0AUtdUJF5Jg4SnK0GiiiNGJciKuYDcIFSUmosUnwtmQmEB13dYGvmAcW5/DP9zxYPx2sYFf3HlT58/2pnOuQd/U+FDxUNxxeAlurQBqGzOTo1Zajuv1uulP5ih+Hs/cAyikL0yMKpS9c3WIDTQMZ8Wlb4xH7SzGwQ1sDaMIzF8ZGEHFWTUboOqjcuLitcQorcO4LsAALDEMSeWSyptYps55Qp2VUwME9HkvzJ6rzZSrVyuuJLBOie3TE41EKcvvSgwaOBT9GjsWh3jk9ttw5dYv4OJeAn9rfoRPjs7BJ1YvxIHREu7Y2IJjG3MYjvooCodBr8K2OcniXhkNcGx9DhurA2C9gNkgFBsq+RJkX9T1y6r1l0BguhETWxfv9fg5h0zcjDWPPzZai5i0sCG9FzxiabbGMxWe8TxhS+SEwn1qxPXrC8D30Ng31qpGeGYRdP8ywNUJNpGOCyDKNE1l+7ZDQWaBv9xL0R6vuljD/NnfjE3c7P1mtd+/A3bWBXz37aMf/Wjn69PJzkgA+MUvfrEB/gBg+/bteOMb34jv+Z7vOanHetaznoXnP//52L9/P26++Wa87nWvw1Of+lRcffXVMwtg/+Zv/iZ+/dd//fiNH08aoEtXioSt6iwJl+/Tzhhumw6QbSCoGbZoDnb6ulMPsMsV3HE8SbLgxEI2zpXTxKVuJZIyZq6nk0tgBIskdaLnwYEVaLIfoV1NQvECfOyEUa4zXPbzKZvQ1kkjvc5ZFrYmteTuLwpJH4zgCmaACwWCMpkbkmQH8oCpBIgp6yPaZQBIwAz3vGTlEgsQBOArg5Hv4QgT/v7QRbhf7wj+zZbDnZf7/7fri1ipB/hH9yAc5kUBSE4SHchxZPXCiabkFUWALAAZdUiK0QpZLDqIcs0YVAQWxTLgAO8MjPXw3sJ7E+vbVo5QBqBVG8aktiisAzNho0rDmMzJjI2qDGGkjAoC9gxB4vpCN5034RYWV6/2z2fnxbVJgFYBINK5U17jVxm/IJWj2b5UePTmKmxdGOH+W47i4rlv4pIyhYGMucIHh3vwj6sPwe3DbViezGF13MektqAAXufKGn1bYxh0ADdWB8BaIdU+xqIRacdhgaDyL8r4xUz3BAqhgKrt7kT2vT6zrXs6MmdG4lBdz8RSbVL9w8NUHjPdy/E46RbKBaVZAWEErqkiUBxmlO1r9T0eS88tr8KhX2vsXzvRQ23Woro9dmXyL1Njk5ad7Dh+o/2ORXInSDzVDKA+3yejnbN22tgZCQAvuugi3HHHHbjkkksanx86dOikVwZ54QtfGF9feumlePSjH439+/fj/e9/P5773Od27vNLv/RLjZiBlZUVnH/++WkDz5gSgwZmDxIhw03YiA6Q1bVfDrA8Jzdl3Gd64sgzgbk94BmaZgHj93kSCk8PtPnxGkkiBPIhCaQdv0TK2Ek1AteHCDirC5gSi6Dbxt0pW6nGPiMyDFQzyqHMXg1tNQQmhDR+UABdBIHh+yS7MeNc9dCc9cVzqNahE2IAoxWDhwLAYtC8C4kRhWjwRXkWBri2mBjg4OoW/OXB78GAPonnLU4zzH0q8ZIdn8Kdk0Vcz4RjZh71sADBCjCCXl+dkZEGd5ZsVGbVACSgTmsPEfcFpEYuS9/0+hce3ln5TQzDOQKRZNzW1sKYdK84L2ydtUlqxhgBTAruKABCICRuKCPKEssHlsQKr65bCCDk2mSANtwUMc5Pf6AAYjNgKBp/ch5S4cNhcWGEc7as4iFbD+HRizfjcYNbYCnJvXxxAlw/Ohe3D7fh4PpWbFSSgey9iX2fOMmUXp/0sLo+AA8tinWDYkPi/oqhLExMYP5sJfeYZgEDgRlsJXVIeASja2KeyaZliRq+JKi72zjATrxUA8mzcUPsn0SjyLOaL37UtexLI+LnjNCGfC9VRFL4hfa/EWubu3zb2b8dr6PYcwzCbYG03LrGJB0f26oF+llhgbql/txlHQvthpYq+NSDv7N2n7UzEgC+6U1vwitf+Uq8/vWvxxVXXAEAuOqqq/Af/+N/xG//9m83XK5bt249qcfet28f9u/fj5tu6na/ARIzOIsdjBm5bRCoNou5i6XSfGS1ADT3zweaKEOAjNVR0Ndq128OZPK+qxGw+T66iu86l3zQ1r8+uHZqgvEeXFAatzmwfiZnGSj9zcGeMn45seMCeGY5V1N5Sf5gyiYSgIug+m+zNpVdzGUusgQWlZ8AkQAl9bLrxOy1vBTFSY8oyMJUMqtaRZtezsGX8t6pJqCBgBcLwDC8I6wP+7iZd+Bd/His7/0s/u3Wu6Yu8yP6fbx496fx3+l7cFO5GwfNFlTUA2Al7o2ko5THwDFCdjnkc2a5rCEgX/XduAx9qynp5VnpG4yAPzbBDckk0jEVYCyDjBeiJQDEalJEoARi2AB2JdJAKnSESxpuZWmPmeBdqNeL8Ps2QB+SpA4Qrq8ehuJ7JgbK7HvLoJ5H2a+xfcsQl+08gCdv+xc8sn9bcPsm8HfVyOEfhw/Fv6ztxeHRAlZGfUwmBZgJReEw36/gPGFcFRhXBYbDPtxyD8WqjUkfCv6S2xeR4cuTktLf7DnqYP5yi/eqxugZwJcEF6SV2pIvcp1ke1Nlma96i7TBVGjXFwTfI9QDIzqCIXmLWM+Ns0VYaov0vYI5F0Bul/sW2UJvlqv3eIkfeb+B5Lq2RlcVrfY84Fxost2n8EOEkIToRciZQE3yy7c/BXbWBXzftDMSAD772c8GALzgBS+Yot1/4Ad+IL4nIjh3Aqu4u2GHDx/Gbbfdhn379n3LbTRkWdrZvqY1SLTdwDkqmrWNWlZ1hFnYtkYyCNAEnC4NqoRswGu5OZhFKLoB7dor6VY2XWObKZcNQOSFUfI6ARBQGmGirIAlNhAGMIAiX0qpMKqRrkeYABrsm35ODKpFXkRYkKQvyFYuIxchXixjASOzlCep6GmHmLq2KzgHqfFzBgDJBPYkEjQKHrUMF3mgXiD4gmHGBD8HYRFMYn54YuDGFuu1wVeqXXjH6In4l3O+gpfv+CQeVDaFiJ85P8b8nn/C/1N8D76A++EO2oKJKYGNAAKDS1qvVeOnIYSZPwMeBMnOrsI2Jm3L4fxgQgZ0EYC4TwDCG8l+BtAMi6KQkesB77J+hN+AawOQaBqSYYBNtg2l2D6f+tMGfm3QF98X4YbpyW9nBzUGgwq7t6zh0TtvxfO2fQ5XDCzyhI+vVmu4rd6KL4wegC+vnSsxf8M5jMclmIGydNg6P8L5W45hZTLAN5aXsLHRgxsVMCMTXf+FJn3UAv7kNUcAFZk+n4M5JLewAt38Nwv3JXwA4lkCk+8ZuL5BHbQwJeEDMPo8B7etacnJpPblh47xvIptAqvIJAAT4KyMnWYBKwvY/Nu46QxkAdJY5CaQ1yX90vjbtvb3+bg0wyUs/fTNfbo8JrHPlMYdHSM2cwefCmvfJ/eknbN22tgZCQBPZkDm2toavvKVr8T3N998M77whS9gx44d2LFjB17/+tfjec97Hvbt24evf/3r+OVf/mXs2rULP/RDP3RyOtAF3LoChn1rkMwFRmdpAebgLgCg6K7VhJD2at7auOKdOrZJg1sEgTmoU4CZg8tsPyAAprjaRsiWDaLQTtghLkwCIyztqNuUAxDyBQXWkCK7J+CLIgPYnryi7ExgO0wt7FyUwKizSSZ739i/072NlPQhW2b7oCluSxBXMEHq9kaXMkXgrJmTNUGycMNlgOXUBgM8sph4wp1M+GD1UNwx3oqf3/uhRnICADxxAGzb9Y/4H+WjcFXxQNx2dBtG1AePDVAZwUkejUkiJkboa5aTMY7g1fXdIl/IQFyoysRpnGaQkIFhwBF8kHWhQpBhZPtCfeL4w4UfUYAhRVCnVTuSDzJ0IHMDC2ClpotXT8lBajrrdwSgYJieg7GMxYURLtp1CD+w64v4vxYPok/Nsk9frdbw/65dguuH+3BkMo87hltwZH0e40kRYyCt9Thnfg3nzi1joZjg0Noi1tZL0NBGvT/N9lW9P632EbPZNTwhE4DWe03ONxMvz1zDMb4uZ60NyeLGSE1s15P4P/KZDmasNcwxBk/BZsPybGKi9Exkj4YvAsstK8nsXoIkl6i0S2D7pli/nMlrLbg2dffqPnlf2wtQVSHIE0IybwTlGcft9uIxskV3HiKTg9XO/c4iqLN28uyMBIBPetKTTlpbn/vc5/CUpzwlvtfYvZe+9KV429vehi996Ut497vfjWPHjmHfvn14ylOegr/8y7/Eli1bvuVjUj4QdbmBVeolY/BkRzPDpdrhWmjoAjLQsdumLtw2C6jN5oNxljgSrQ0C045pPy3crtuEbGCCE4YPiK4ZBUd27OUcyAStsSCkHOuPhlW4jvU5SZB3xQvTQU5iAQ0xUIbVupHsRTIEVIBxLsMiFCUx2q/1/KL8TKgQQi4xJWwSw6asi7yWyZJNAH8VwxoBQmzFHcwGQI9h52vYwsHVFm5kJamjMqhMgTUM8KXD+/B/4+n41X0fwANbTOB39QbYv/Nz+MveUXykfzFuuGsP1tYG8MMiuMFJEj48InPGkXWk+JcpgG6jiTCI25KTdrhMAIRT8Fhi6QIQZI3JA0R3EIispNwXDNQmkpAh8FO+i3I92gFE0JeOhQTwcgCoYREEcOFBPQ/bc+gPKuxYGOIBWw/jxbs/jWfOjyG+4WRXjyf4+Pp34Utr5+HrqzuwNu5jY1JiMhGdQTIe/X6F3YvrKIzDwdFW3DHcgpW1OdDQolgnFEMRe7ZjSQaiWhnAwJrFyhsZ6AuLiFgOLoun63L9IsZrpmvkLaGeI1TzJAsLD9jANppKFkRRXBpoJnlkxoTAxFMCljbEFBayoEr1irPnXsGp/l4K5jThQ2P/ZpR9ayR+dGX5tpnBPMwkdoK6x9Ac/OkxfeoLt9zt8mE2Lodt4vPQZgzjtpuMud9OyxZ397ids3ba2BkDAK+55hpceumlMMbgmmumNdBy+67v+q4TbvfJT37ypjT9Bz/4wRNu67jmfYoRAzoyYf3s71qrzc7vuoCgbq9uYKA5CHVl47bLws3IJu6uMNJyV9sOhpMZQHP1Td6DYQAnMXrOJCCQJr0wEQY3MBeAd1LmjF0Y2DlcDpdYQN1fjiqzGlGSIqQQtwaECTO4GrkwKRtQG/CcLneb+dCJCiQ/RZ5Z7MMEQwiJJRzc8oH9qQgab8gUpFpKSOk7ixjnZgyDjYdjG0AMg0cWFQPH/Dw+787Dm+gZ+Ik9H8Nj+k3wsmTm8OItX8Pe4hg+0P8ufPHwubjz6BZUowJcGclariiC0ySHoufR+gmzSSXmjjNAEwWQ4XPDYMsgl2SMmAQExmtXte6jDIiSCzI5CvDy4yOAPN2Hw3XnbD9KnwnoYwGXlmEHNcrSYcv8CLvm13HJ0gE8eev1Afw17UC9hqs2LsY/r9wft65ux7GNgbh8Q4UPBtArHbYMxijI4xtrSxiOe1hdmQNWSpRrBBvAn5R7y8SefUgACYuCKdYtu/5Tbtmc8Gq5U4kZ3hqJ+xsYjLYbTLZJTer+MkeX81RSBjDN/mX3BBxLLWmDmEziC0hIBSFK10g2ebj3YztNMJt/lsJH0BCAjtvmjN1mbFob/OWvSRdl2TYK/nTbNgs41X7L6xLG2ZlzySlm/s7GAN437YwBgI94xCNw8OBB7NmzB494xCOiG7Jt3464v5NtUVJFkyTyUkKbScIATS2/ru+BJqPYzgZu1wVWgNhW29em2te5JYkyZW05mAaTyXHwbbzPj+d9BEYx01cBYO1BhQUg5+EtgQqEUnYIbcsklruA2VBjAGSECaXyMERBfzBMCAZRKkMqkQT6Sfe1psVqBLcykPoQz10/Qzow0mtyCG44BQAEjjGPEh8GEgDo5xBPgHPXp9axnVhUnrDs5nGV24+vrT4Pl+/8Op645QZ839wGbLgnFs0AVy4MceXCVfirpSX8+YErcMux7VhdH8BPLJisxKy7XBpGA/Up1sQFEhOol6c9OUTW01M2+UOYRgO51toeIzKO0f3s0j4U9CJRyzGJkwuXKkoxjIYT05gThAoEAaDwKBcqDOYm2LkwxPmLR3H/uaM4p1zBZYPb8IRBjXba/IF6De9ZeTiuXt6Pry/vwOpGH1VlQ8Zz+F08oVc4LJYT1GywPu5hbWUOdKQnwG9IsOPA/NW53AtiEka73JsueqJbWBchHRNxvC/1UW64gA3qOcJkG2G0k1GuEHoroR8hQzeGWrRdqPF1drBQNUSkZAT8aRKEqVMWc7wPCJGhF3ezJrPJM9+wTrYtAbUpmzUW6X5dn5HKObWYPxV+Dq8bY19bt3UGCOxkCil7Zs/aWTtJdsYAwJtvvhm7d++Or+8zljF0DeC22aCWWy4K3S4nF4WkkRITlLVrgLq72ddZg3PbpiakdFzVBYsuIHACjuoC8wzfNyJBovs5pSHCijswEHksIOLlmO4nh/6TZ6C0ME4ApweS2zln/MLnKf7qOKxD65rEbGFwzDhWUWulVLS2sAdLpnNgA2Xyp6hXWJYudUurWSBdDlQG3hHWqjlsbPRw59oCrt1+Lr608yZ838KX8YhWZvoLFpdh930K/714NG7vb8PR9TmMih78xEYXLdXyTzzxikq4OZG1mEJTB3CmGa2Eprs2bMwcZGhyTT6jv30TbLJhid0LczM5CpO4nHskd7yyfkE2p9T7n4EyaPoNKpy/8xget+treNqW6/CAYg0DIsyTxaIZoA3+bq/X8Derl+Dq5f342rGdWFkfoK4tfB1CF6yHCdVCHBOOjuZQ1RarR+dBK6UAv6zGr51kbl/N9FX2T68rQUrC5TGBeu+E3zvei8rUKesc3L9ymZv3iKnSeSWBaU7HAUImbv5bpQus+pzaNhOi65eNyAfZCUcpGVYRdZbjaWaxANnm8xTjAOOitAVE2zF57eSM9rPZFf/Xfp1bDjy7GMYGY5kt2mdto9vl7Z8q08XcyWjnrJ02dsYAwP3793e+vjfblAt1Mxcw0BxsulbDCgLbg1IeS+gDLZOvunNWcdYqu91eVzbcVH+7zqENBMLkYlIyCDHD1B7ekAgMQ5nAMNEZgEFBj47ALrB1ynAy4uQxnQiCCATJeTCZANQQ2RUoJlHXocaVZaNfHngfa7VmgDF+ELJWWWVgGEicYWIspTxc0gZUtyYboBgS3KrFqOhLPyqTQHWpjYbzZgLGBs4T1iqDr9QW61UP/7K4Dz+4859x5cKwcT1EQ/Bz+PzCfty4tgffXFvC0fU51LVFPbHwlQ2AVJg2TbSgGsLEKSsYL0y8QAHYKsgJpeQiUAvXNb9V9TMFOC5dgzwBKP6WgSHkQMKxJslo7CEhunqp9ChKh4X5MS7adQivO+/9WT3lZrykmmOPq8bAx9cehc8duz/uGG7B6lDAH7ukNWhKoOzVcb/V4QCj1T7skQLFupHybrW4fSP4y8q7idYfN1jACPDyUzYE1AwTEj+SC5zT/ZCFHsiXiFJJdsLoH+XsWUIEBjFbl/N7vPn8xHjAwJJr2yL8LN/bLJaQvFz/CG4DSKN6OsFiKhu4S4B5lopALmWVf3ecxdpURnG+X5uV7NwuG2tnjYlt5vIUgcCZJf2+hXbO2uljZwwAzO03f/M3cc455+DHfuzHGp//t//233DnnXfiF3/xF09Rz45jrUoZm9YQbLta2+BP/3aBQKA5OLXYRHYeZE1zQM1jZohSHGA7mPlEmcnc8ljAxoDYsSr3iACVKsAYka6QfZG2gQS1cw8wIZsRMDATpTUC69aaxIAMoKkMBTzY2gjYVOqELcXScKyoMJ90c9MJSDGdnhqzMFfBc50fOzJj6qqLACAgoND5cl36UlelsKYGcH0Gl15AmOXkqlLdu8qAPWGEHm5323B0OIejkzkc3H0dXr719ugSBoCnzh3EecVRfGN+O67fei6+OtyNo+N5HBnNY3ljgI2NHupxAYYNsVGUrpNJICUlhyggTefRAH6UwEWSgUECLi22ItUupgYwhEnXmU1YGAT2D8HlS6VH0RNZl21zI1y8/SD+3e6PZeBvtn14Yw7//a7vwU3Lu3FsY4DhsA9fyUHZU9RS9DWhNhbGeoxGJaphD+ZYBv5Ctq8IIgfmjzPQl2dgK/hVxlmZuRgD17w2U6bPlQngjNK1N6EMYv+YADYVlm4kmGTsXyc4opT84QtJANF7Pmf+Ylyhnmvl03HCIiwxfh3noP/CWKELtk4mz7UAZXtczcfLPPkMmK4qEq8hpkOMZpXbVGuH2+Su366ElLN21u6hnZEA8O1vfzv+/M//fOrzSy65BC960YtOXwDow2jfLpm2GajK2TtruweQmavPFhvIAnZAJmWszQqSzoyyjIl2NlxnIkg8VtZWwxUd+C/PyQ0cagMTAHYAEYf4uDAYB0ZOypglZsiVKptiUGxI3wxMRH3EHLQFU78agDDEjJFjyROwwaXMLACTDOzEBxeuJKlE6Y26K/ta/sui3jLwk66JVPyQvnjIJCoTMqIMjE58dsQoDYlrlQA3kJ/REYFLAgoPWzJ8LVnB4j6URBRmi4kzqCuLm5zF8uTRuHb9PPyrrTfiob07sNc6zJMNOncrwOIKvlp9Dsd8D1dtPAjXrZ+Hm1Z248DyVozKnhxjbGXi9xCmkiHAU8GgslfhejZi1lTaJQLp7LKF01bWUPUe5dohAYUIPAPyIEhiBwEIoNgUHkXPoSwddi2uY8/8Ks6fO4rnb//slCu8y/5hBPyPw4/GTcu7cefKIiajAr6y0gfLIKtJS4Jm64kFGQNfWdBqgWI9lXeT8mpJ6sVWynql3zyCPZeuXdT604SmzGUaGR29Jq34Wo5ADfA9qdDhLUWgFlm/unneCs7SB9R8lkNsbMzEz+L+lEWUmEKkZ80Lo99IMslDlhvhKG3QxU2A1gZqs2L82u87xrY8BrAZEjMj+UM9LO047RNZEMc+zACP325rLaruUTtn7bSxMxIAHjx4sFOIeffu3Thw4MAp6NG3ZjPBEzA9qDQYwJbfbLPBavqgso830wkhQFolN0JXZj/1jf63s4dnWZsFbLtJNCuPwzXyDN8zTRDnkhuLSeLk5L0BhfMmp1BsxoRAFJk7AXPi0qMwuWlf1IVGeWxUu8nAcKakkI5Jx0P6om5lQLhF1S40JBNyEcACCxg1FVAMGWZC8GVwH7KwtHWPw6X3YGOkWwqiOGQj14Ang+F6H9+oLFZGA3xtbRcuWLwLj1y8BQ/rfwOPyTCRikk/qn8bDixej7+cvxSfGTwQt65ux+HVBbieg3MGvgql2SpZIDAL8ARBGDKN51MGkBHrGqcYUKQ4wZzNU0mdQkCOMp/RDWyyH6HwoFCz1xYC+ga9ClsHY2zvD/GgxbvwoMEhPHXhRjykXOi8JdVU4+/v7noovrm2FavDQQJ/oVtkGUWvBhFQVxZ+bEWuhgk0IRQbBDvOdP4yqZco8aKxf23wl8W9KXiaAn95vB+Qnpt8rRdcs25gUc8b1AO5h1Vz0FacpF+qTPsvt+z+5YLgNQGKETUF43MSXbn5+XB8DU0ycY2BJas+kiVfbGY5EGwkZFBz37a7OGf/WiAwfq9jlzFJC7UNSNthNnfXG3KK7GwW8H3TzkgAeP755+MTn/gEHvjABzY+/8QnPoFzzz33FPXqBMwIwMgzZZul4TYZTDR+zwCdWRs5C9jlqjhR162yCszTbuD8WHHzLKmkq9JIl5s6G5RFGJrScQ0kE9gYkWAJsX1RnywABUOMYuRBPkhQWEI9ABTE2bFP7p2ugHLth8byeQC1Bwojk1jWb19QmltzBjEXuGZGQxSX43/C4MCk2KnsPBLIVdAIwIVqISCJBwwxdHbCcD3AeXXrEXxh4I2F0yzX0ov7N8iskAvwtzbwACauxNGqwMakxLHRHA6Nt+Dmxd04tnAjnj6fZQgE21cs4lXbv46PDW7FRxcvxg1bzsHR0TyWxwOMqwIb4zImRHBtwFlZOa29y4UmeyCCFA7nFEIjgw5idoto7GfRuneIgVJEm6318EwoS4eyrLFlMMbOuSHOGaziwfOHsL93F84tj+Kycojtdh7AbPD31WoNHxs+GB89+lAcGG7FymiA9VEPk7GUdRPZHtnWFh5bFkaoncV6bUEjCzOioIMIFGtJ58+OU7avsn3kExCcxfzpfdO+v+QNpBoK9HqmBVsuVM6W4AaE0TZCtSh96q0AxYYXRjJW6ZC4vGl5mfScasyf16zfXpCWCbWEqXE+iGNRO1QixgF6n57JrvFBmb/8+yk3L6dxb9YYE/qfgz8dFxoxgAoovZ+9iD2eC1hts/jos3WBz9pJtDMSAP74j/84XvWqV6GqKjz1qU8FAPzd3/0dXvva1+I1r3nNKe7dJua9THItF/CmTOBUG9xwozY+b9usEnHhu6gL2BZvzhlAk2RPOuVguvo/w5U8FfcXWQMfGTT9Xly9XiRDrBGXsDJxDKD2MJTApisBN5DJyY51pk6gOM9ejNrE+RyhMXyOw+n7IMRsRJYlMCUGSHVLNXYLmAqy5vb1CPGFeWmuyChxujaS8CDnaoK8DflUAozDxEesGbAGlQecVtEovLBsXk6a1e3mAUyMsEITYFgZjEclVkZ93DHcglu37MDqji+GpJBpe/Kcx7nFZ/DPg/vhYL2EAVW4dbwTXxvuwh3DLVgb9+E8oXIW3pMkkVRWQCEjJkzAU/wBGKFvueC0upFD8oYpJMOWIaDfFh5F4bB1bhTlVnYO1rGrv479g8P47rmv43GD1ZDNqzY/dT4AsOZH+PuNHbhhvA//srYPt65vx11rC6icBbOwexzjHVkyfQEUpYM1jNHEwK1LrJ8wfVLb17TBX0z40OQPbrBx0TXKGVMTFkZtEDjlQtWM36nED2UBCa5PcAP5rFwLfdBSbBoHqH3Q5yRzm3IAeGwIXAbg1wvVREw4r8BQRoCnwFbjCpX9y1m/tinw6nLzdj1Ps2SogOZCNI5rJo4z6roWEJgd53jgT1/n8dXA8RfXsxJYvlMW7q+T0s5ZO23sjASAr33ta3HkyBH89E//NCaTCQBgMBjgF3/xF/FLv/RLp7h3d88oB11AE7C1V4vt6h7SQNr/eJm5UXImG9wVvLX7Effx3SxefrxZyvp5P/M+dIlDN77P9nUMMwnyJ+p2ClmMxjFQCVsU5UIIMkH1DTBGKK3sA9BNrIK4HSkek63Jro9873Xy7IXs3AmjMAQ7duKqpeb5dZaJyz/LQKDkRoRjhRgvPTaApBHoAKbg8pZGIltYeGGczMSg3pBJ3g9CJY6eFzCooAoICSIAPIHZoPaEtdpgY9jH4fV53Lq2HaPzP4F/s+Vw50/zkHIB+4tDGPpvBEbtG7i9XsM/bZyPO+utAIAdxRrWfR83DPfiprU9OLC6FaOqQFVZuNqCg1uaTJhzPcFYRlHW8E7cqMYKyCusR7+ssdCbYK6osFiOsau/jvv1j2JHsYYtdoQBVdhdrGCvXcf+ohfKtg06+5/be1e347NrD8Qtwx04Op7HsY0BRhNhMzmKTRNM4QMmCsLdxLDWY33Uw8Z6H3bVSqLHmGArBIHnlO0bgV+dNP5ilm8uVxoAYUN0Oy9FyIkFbMbMIbGqeWZuoYwzUuzhJLwOrLImgUjiVWDUWharfmi2rwVcn1APEtsdY3n1mdC2wsIjsowNGZWwkK05aZBm40xj286FpJ5/u00FZtmiNlbjmbEwRZNBZAWBJ6J0MFN/MAOzXePnWTtrJ8HOSABIRPjt3/5tvO51r8P111+Pubk5XHjhheifQHD3KbdZ7J9nSfJoZJJl/rK4g0+fA4kNnDXAbMYCOiffEctra9Fg6LS/AQTqN41EkFks4CzjMOBn2XhtRX5NCIEnEHk5fW8kmxaIkxzVIXFjwrA91RxDLBHHRkBjmlUJQNPVlbTPlDkITFqQ5gBBJjsjwsymFnrFwos+IRDitJRdVMZRwZycV9JvCyBQ3b3h/AkQl7fRiYrjRGpqYaA4/NbCNhJcL0zkFcFUhLoCamfgFryU+rIMIk6sWgmpKOIIqAXw8sSgrg3WHWE8LvHWyVPwvqUj2D9/BJfM3Y4H9O7CbjPEXgssmj76VKJvU4WR+xWLeNGWowCONn/npW/i1noNf716Ka5f34ejk3kcHc/DgFGzQUEeNRv0bR0uO6NyIke0UI6x1BvBgLFQjLG3t4KLBgdwYe8Qvqs3C9xtHtundmu9hvetXYxPHH0wvrm+hNVxD6NJCRfAp3eipajyQ8Z4sDfwHErXEWG41hdGc2RgN0j+TQCqU6avACzEOD9l/jTxA8hATnTfIhN9bjJ+bcmhtkUXrWavG1kIEQPFhjCRxQZQDn2oQJKSMqaqbITXeRk4JnH71nMST1jNS9tmAkSpH4cUPhJ35LjIaYSXZOedtgvsYZcW36ZjXLadAr+ucpT59u3z9dxqh6cX4Mezrn1meUO+w3Y2BvC+aWckAFQ7ePAgjhw5gic+8Yno9/t3z5V6qqzlophiAOVD+WtpZoWOhsUg8BksYKRcPJq16HT3PI4vc63kzGBeE7Pd3/b5HacWcPuz6AJuVRFRXUDJ0g1SLWhOjAwtp8ah+LzEA1oKsYWhdJy4QMK51b7JULYnAhdOPdMz873AfMwZlJ6lBF1okzK3WaaI10gIocB8RhCYVQ9JzA4kYxlyHqoJp8wLAgMFEEwV/taAd0E3kBDi6gwcAC5ZYgELxmDrGItzY2xMSow2enBrAQQCQOHhNwpMaoM7qy1Y3ejjpt4u/PP8+djeH2KpHOHcwTE8sH8nLuwdxEXlBnbZ4wOu+4f4wavnb8QxP4d138eIS1Qsw9aAKuwtjqEkhyNuEYedJJ/stGt4WO8w5omw7BkPKOaDbM3xmb0u+8y4wtcme3BbtQPfGG/HrevbcfvqtngtvJfSgMZIWAQ78WsSQVjLkOnLXsAzbRjYSoBfuUZR6kXvQU32SPp3Cdh1lV2LGnl63zTYL7kP2WbMX2DVNKwhyrKUoS4vhfKBhmBqRm9N9rMVw444iDHrsVusY4e7NbZtCXWfUC3IP2LAbsg5a1u5oDR1uX4V5GWvj2uzttOxMf+urbDQ9bmOa9zqQ7v8pc8S6WjGa2+a427MFG71t+VW/45bWFSclHbO2mljZyQAPHz4MF7wghfgox/9KIgIN910Ey644AL8+I//OLZt24b/9J/+06nu4gnbFGhVF6gOJDoQAdOry1kgrEsLUF8fN9kkrNIbenUd22s7eSyg94HNbAEsoNlG+xhQN1K2yo/gEDKDeorlqjRux/dMzJC0FQfXr7Atkj2bBXwrlg0yMnHS05jDwNARCwBEiMUzFcNOGL6nVUcg7mUGiL1kuGKTlbFehsxdBiKw425VCCNxewoqNVNWGSHj5Hs5Pxb3dA0Yw7CNxBsDP5AavFw4bFsc4mHb78DRyRy+emQXVt0ceGISO2qFmfQTi+FkDqOyh/WNPg71FjHXq/C13k5cXdwf580fwwVzd+GiwQFc1juI+xX94HadbY/q9yAXddjxbUjvxTj8UxMwuGtG5cMu+8y4wjE3jyH3cbhexND3cVe9iIPjrbhztIhh3cPyeID1cS/GKHoVmwYgcX4OPlRBEQI3SOvUBJqkWD87lnq6dhzcvgr4NN7PNeP98vq+jTAEIC68lPmLbl59FPJs/cCgxWelEfsXgFqUjpI/dpKYR6p9AKPhyy7B9ByomMAqxnq/CgaleRP60WDVXQ7wEJNM0jOdAa92ogcwLdDcZv9OxDWbW+7+bX3eAIHGgOu6+xhTzN6MLOCZpTzPIqezdvLtjASAP/dzP4eyLHHrrbfi4osvjp+/8IUvxM/93M/dOwBgxgRKFihCJLUGR7VkCL7VzN5ZJYsiMOvYJxdLjUHmrYxgPe7MGJiWSya3LPYun8DItyY7nTACY2cgkwOsxDeRgigwTCWgjK1oA9qx6AiyDyXNkPodS8S1soOJEQCioEEyBDP2KEYmutRUe5A8gbwc0+TXJXhvJbuV4utUrUDPNbh0NQ5MAWJgLIX1QQb+EOOwCCFejAlcBzAQmEViYQXhCc6JZqArDcZVgS3lCA9dPICl3gjX2H1YXZsLP5FpeOB9ZeBrg9oUqKsCGxs9rJQDWOvxjeUlfLE8D9sGD8H5C8dw7uAYvnv+FjxnYa37Pvg22Jgr3OHGWPWCDo/5Pr5e7cb1G+fia+u7MKx7mHgLz4SxK7A27mNSWzhv4JyBU8kW4vi4NdYn6iIPGc00MTATCrF9FOP8tLpHXtfX1JxAoGavA1EeRS0mHgBNt2+4R6LWZFwsaeeyztqUnRvvKwcAomGJkKARjxEyfYkl+WOK+dN7VRdIVqRfuDAC/ELFFaoZxVDYxWIIFGOGmUg/Vbcw/WuxYV1xjNl3UfOvi0FTM2hm/uoY0zXWhLFsaoEZbnbKK46caOzfJiL7x7VTBATPuoDvm3ZGAsAPfehD+OAHP4j73e9+jc8vvPBC3HLLLaeoV3fDZg1WapsNKm0gmDNxbZsV+5cDoLw83Ky+ZjOQ4C3Ztq0PSDnrl8fidMnDTK2cW0xAzizG2MCQsciA71lxuZEwFFSzsIBjiuAqlakiUHADK4CKh6VsAgz9i65YL1UNbJCbkaxHabPuN6+LxFTl54EEBnMQmE1uCurAMjlzYdI+yMBgAHtghkrkiYtPfhFv5cPoagwA0NQEMxF5kqP9RXxtaRcum78dly1+A3eOFlEGGRXnCaNJCWYSgGRYQBDk9qidDULHDLKMdWKsbvRxeLiAr/R34Yb5c/DFxYN49MLX8K8GR7Fk5nBztYbb3CIsPM61Q2wxhBEzKga2GMJ2M9eoRtK2NT9CSRZfqWqM2KIkjyNuHt+ot+OOagkHJktYD0WSV6oBRq7A8mQOq+M+KiftSjYvYTwu4AOLbojhmWJsnyZ36M3gObh5RwZUU8zstWOKyRSmQtD1yyp7BLYvZtiygryM/cvAfGTNMuZPfvTw2qOpX5kJoIMZXJggnxS+7pmUDBKkWiT/h2G1OkfU3MuOn1sAf/ocSDKJsH3K/onEktzgxZglvrDizN0bnlHn47MaY/0i29hm1ziBv9iXFuu3WRZtPo7mISitfWSBmSWJ6Djl/PTitiueb5YLd7N4wdMlJCm/x+5pO2fttLEzEgCur69jfn5a2uGuu+66dySCdEgNNFhAoJnoMcv90Lbcbdve9zjaVXJ8P10XWP8aCFrKRVK72mi4s5vxjo0BOXcBB/dL1hDyOLlYI9hLVisTy8QJCJMTcJgdcdAQDIcPExZ5goeB8T5k3FJkWeIk2BUTGECgnQgAJGck0zbEWHlLMCaATasu3tDtLMYrZgunU0qXOIvlIpfFeimDGORAAHWdIciDAEBinmRyA8hSiENjAS+1uCzBPVzf34uCLsPO/hBjV4CIMbAOLgCgjXEv/FweFCrj1a6IiSNsGaiFtKwnFuNRD8NBieWNAb65toSrB/fHX/bEzTty4hYe2Arn9FexaMfwIFTeYt5OYMCw5LFkhzi/J1nHFRdwbHCwXsKaG2Doezg8WYQHwTFhtRpgWPewUZcYuwK1N1gd9UN4p4BXHzJ4i8KjruW9qwW8GuODq1yuvYOHd5L16x3Bk5TPo5GFHbakXYKQMwWwZ6tWlm8m6RLj/iJ7j/i3AXI0I1hDDzh73b4X8+fKZqXYFOwV4X5HAICBFVR3dBRlDkCtAbDy+xSIFVi0HXUrs5G+FSPEe8xOPBDOPyaW5FnF3JRHojw8ZDO2rz1GdoGv/BzaY82sffO+ON+oOdxIbtsM/OVi0CeivtDY5zQBhGftPmFnJAB84hOfiHe/+934jd/4DQDCPHnv8Tu/8zt4ylOecop7dzdsFgvYLjCex/HldjwplnZ7d8fyQOlGbNnmg10joURNz7M9EOvpZFnAqfQby+BMFNw4VvJXlC1wHkwmaYrVgCEvwschTgmATIxMMJ5jRrCyMUwEWJ0cEwMYLwEzUDNMKEXBRuRYOIS8KbuIbHJkZXgyJm8K+HUAweTu5ujaE1BAwpyEcD11EYaLJLF7IBhmuT2UjNCSa15ADHnCxM3h82sPQLFYgYyHtRwSIFiyXzMmrNevUNcGtvDwRgB0rAGs3fIeI+5hMi6xMe7hyPo8iHZElo2ZYI3HXK/CQm8iOn7BJ+nYNDKCrfEi7k0eEy/u2rErsDruiac+ALvaG3gvwK6uLJzTZ0N/tHDLOU1aIljrUZQOC4MJiBjjqkDtDJgNvGewM6BhIZnftVTyMBnjZwPgIcfxM3X3Ru2+kDUeWT9uafxl1qgoQ81tGhU51HWpzJwy72EBw1bkjlxf3LNSwjAdw1baR03OyO7z/D5COl4jscSm2Lm8lrMJbLupOCakRFFpPV4o/RZj/zg7vgKt3O2aPwctN20TrPL0dsD0IrPhMjaR0Wy4fk+kapEeqwEgWy7g9rbZ9ZS/pvn3FNlZ9+19z85IAPg7v/M7ePKTn4zPfe5zmEwmeO1rX4vrrrsOR44cwSc+8YlT3b2Ta7NYPU3oUMsHqK59ZpnGG5rsViJKpc08UiH2lhFRpxt4igmcBRqZkyZgl1soDvxBCFmzDRt16gAJdhLXHBeBgIguYIIvEBhVD8MGVMksLZNta7JRIKpzsg9MDyUtM+Mo6rmRTmaEKOfC+QSv10WBrZ6LAmI5O/lOJ3plEQOIND5kQwe3ntbJVbaJA/unlUN8YBHJE6hUdopANcGOSrhBAV9CyshZTlU4eh4gwPYdmAlF4THoSWLG+kYfk2GJKObsCWCRTPEGcJUJ1TJCpjJBXMYAqtpifSzZtupu9V6AmfdGGMdwu2gmblXZyOoplta/UafPScYuWbkfVF+RjMQ1EjGMFdZvcW6M+289iqVyhK+v7cAdK1vgPcHXBhhLJQ8zppDggSjlIrp5oX6vVyAYftM81q9RAk062yiFpvdBFu8HIIknz7BcwDwHNSJSLjqV1TzB9RBdwsYxynXATjzMxIdSdAkIhpsuuzmzY0XNv8QuequMeYp3NPF6JPevCqSnEnf5IlCPRQ3WLQKy9jVIN0R6r9vr/neH9ctcwjHO0Ic2vE/s3/EYPaKmlyR3/3aNYY2TP4XWxbR+q+2ctdPGzkgA+LCHPQzXXHMN3va2t8Fai/X1dTz3uc/Fz/zMz3TWCL63GDNHMNBIxOh66Ga5dqeybzdZdeaxhs4lYqqwMsgxg3XwIhKwlg2snK2gFfgpINS/1B6c266cNoOZMYFMHGIIhWYhIIkt6yI8DuSA6veREfZGGLrEmABSJ5iZxI9JwpKpnATls6IylKFMHdU+ug41sF+1/qLcjNEJRi+kshVZv+N+6TsEl6+kqoTrxgEsZm1oTCCDo5C1Vg4BpHwcm8AGMkVZElcmSRk7DtmcJWI2py8Yvgf4voHveXjDGCxW6Jc1dswN8eAtd+LGlT34+l07MNkowS6kgDoFJhxBGUhYN3hE+RQiDoxdAV8ZwEhVDVdzAHQFjJFtxGtI6dpkRjYdhzKEzUHGRZnPuFCwkpVe9Grsml/HJVsPYNGOcOd4UfozLsAbBcyGESHnMaWsXmX5JhzdvxHgMSLTp6wfBc1IuRxh9cBoVPaI7FxjMYd4P8eEKzS3Y9WEzBY16R9ijF5Q1wGNcnd1csE2FiX5Pdhi/iTr16S4P0r3dMxsztqLsX8+W1R5cQ3Hv0A3u9cGf22mL8vgbTD1m1keZ5zHAgJoJN0BMfaPKDx7qo3a1R4Qv+ta/M7c56ydtW+TnXEAsKoqPP3pT8fb3/52/Pqv//qp7s7JN88SB+hNkoOBD5ODwXRsStjWADA2fUYUwUtsdzOLTBYDtZOasqpVmK/YgZjYkQ+Cs5jA1ofN1943P8/BZWQx/dRkpe4k9gEFUkh8CE+DqcQ9jDKxF1FOBSaydwq8plb9+YTJouVHITvYGE5kBjiWi0OJ2K4hD+N8YMk0sxFR70+Okd43Pg/HVcnGODlq/5U0ofAZBMTJMUjKwIXsZlIwxhy2kYQRDu5CLhCZI9cH/ATgwqIiYMu+MS5cuhN3jLZgw/WwZ24Vh+cXcLQqJHGZABgG9TzIpnJt+hUDEewlpJBecwB6xjBgOMmxOJPAJANU+gajyC7o8QXwruyfxF1SY18OGT91bbEyHuDWjR0AgG+sbMXGah80LAT4jQh2IuDPKnhyqYybqRKoazB9HlHDrwECfQtsxfsKESR2BtPHezJjhIEI/hQkcvj94/3jgGIksajkRPi52PAwlU+JH9B99E3z8wgwszq/vkjJJICC3QSeWNdVrGMEYtwsAIn3058nJl2kcWTKq9AB/sDZs9raf1PLwZ96NALrTjmDmC1aUz9mJXQk8AdrQc6BdbUxy3LNwJPFwn0LdjYL+L5pZxwALMsS1157LU57wecTtVluDEM4bswItQChIQFeDs3P88Dmdps5C6j1gZlBtYuMwhRAywZowjT4Q/hs6jdqu4Xvzm8YJGME+IWZzFNkAdkjVgrhwCCaOmgDlgCXEsNnjTAxFk4qeag7FZwmyOx8qQ7XxwTXtkuZuDpBqjwME8FOOKIzA5+YxuwatQGfHEv+i8fn4EpUD1jNUMk8Rph5VTKkFsBMxKJXpyDLAt4KBuOgo2gCi+RLAQymEvaIHOJ5gCy+cec2LPbGWJv0cduxbQCAiTJ4Phy/9DA9J7F7pYMNYMx7kjg968EsCRnGaJ8E0Om2zhl4Z4BC4gZBCpwBhFJsRSFtMxNqkoxk9gQCgayKNwdUxIjyLYC4eEcji4OTAkfW5lFXFtVqD3bFwo40SxqwlYA/iZnkhgs4AjyPBvBrAEHXZP1kkYKU6IEEIhtZ3vnzAPntY9wfsnsRiDF5qcxbkPwhBVQCUMX1qyLmCVRNuVkZ6dnX+0L1/lTzT6VfXPrXYDej5h9C5m84FwVtet7t82TV8+wARe2Yvzb407FjlrzUZpa3pa5foBVO07HQbh9H9z3etne3msi3y7L77h63c9ZOGzvjACAA/Nt/+2/xzne+E7/1W791qrvy7bfo6g28SmNF2T24kDVIC1NlD3k2oMxBoA6EPiRUBFcTxeoZ2eAbwOum7hAdpE2WMZev8Lv6gMAOZO6fBigDwA4geHANEBNQGHE7AgK8yICtTIIuuDpdX2L7fCXxcI1KHlHMupUZHCZOnayo8jE2Si+H60kcFhthX3oAiH3MPGYENi6ym8JE5Gxgw3Kg7SmCQCAwfQYJhKnrOWR2Rn1BAqDJIUaQrdcSeRo7aEIlkQB4lBUkTwAP8C/L50ud5TpkABcCMM3ISJWRgmCIUfbq+POU1sGRAawXQihqDDL6vRqeCaV1sIbhPKG2BlVVwNUGRSGxh96ZSJYVpcPSwgaW+iPUbHDn2gLW64GUYrPZhQuZylQZ+RsAG8Jiwa8XGHMfVBF6Ywj4U0mXKO/CCfSF+D6pl5sYQaU3E8uVfr+cXcvBnwK/vEwg5UCmxXi1wR8HFtsr22zSvUSeUWxIv6LLugrl3lzOwCmg0ntD/kbXbx7zVxJcmRY25IAiZPjmcY1yvbIEE713PUBBKWAq8UO3gR43A8JtBrBrn/wZ6ZKX0lAVtXwM0X5k2oRTY9esih/5oXO9wK6qH3lbaafu8zhrZ+0e2BkJACeTCf7oj/4IH/7wh/HoRz8aCwvNslS/+7u/e4p6dpKtXcljswBlzxLHpwHK7W1PVK7AkMTBGAOQByEbYJlTHGDuvmkxgdODKiWXTHBbzuxLCxySDzIoyipod5CBwBgnqK4zQtRfc5K04QsktoEgOmreA4UkhUgdVh/2z7oegJLKzkBTYGHkkgbA5YMMB3mgro0EywMCAqsMJShDQumjKQtADjEuKXyuLmUguoRJL5l0KSSHpNjAWEpOMJnMWYZC4ogkjFiNZ6sFJFItLlG3YlMZOgOw4eh6dj2CJ6AyEAYOgLUe40Abl6WDMRzi/0xgAmuU1osgsyf0yxpu3AtzuYEJ7KCxHt6ZyGRa47FzsA4AWBkNsBZKsrERgCyVOgxobFBsUKxJa+ogEYQEZNSlG+P6FOS5zL0bAE6snpGxJxpLqfdmBFi6mMiAn3zOU79zBDx6j3PznmsAv/DXF+KadT0FtwK6bACw2q5U+9Byb61nUO+71nEANOL+NLYwbsYcWcAY95jp/iHE/TXYPN86TrtsG7e2V8tBX759+zUQs3sbx7HZeKXgLzLqXsY25vg3jlNdi+n8M5V8iRes4+HVz3IAeppYXBCdhHbO2uljp9+d9h2wa6+9Fo985COxdetW3Hjjjfj85z8f/33hC1841d2759Ze9RqJOUlAqp1YkQ2umwHErn3a5pwMirlQah67kgM0a5sZcdp0PlA3VstpsojWEkfOGjkxRkAZhywwPU5OtQ9ZiyJaq249BTUcAtxjJY2WqTuWWPqpE3dkPcIEaMcMOwHsOEh/6KkoM2IgMUjUfZwpJjADDZ2xO4onGU1Xsm9NzNpGADMKaEyVZDzsJF0fOwKKEVCuM8pVRm8Z6K0AvVXI62OE3jKhWCMUQ4JdNTDLBepjPbjlHiZHB6iODVCt9jFcnsP66gDry3MYrfdQVRbjqsRwUmJjUqJyFuOqwKQqMNko4YbyV4Gfqw2qYYnRch93HF7CdXfuxfV3nYNjK/PgsQVNDGi9AFZKmNUCxYpFuUIo1qV/vVVCsQGpVDEEinX5W67JXzuSurjFiEOWL6KUi52owHNK+IjxbwoS27p/WmKtDRABRG0/x6nyTHDnqysUoXJHBH8aXlAQXM+gXrAYbbeoFgzqOfmc6sD4abav/tPauxHItp4vBUfK/hUC/uo5g2reoO6H+D9K7Kjc183s9lj71/mUBewh8X7I2D8/A/xNPQjZeJe/19d53HDepsb6hTg/LizYmgbzRzExhePY0nD/zvKOaBWlrpJvXezfZtvlGcPfaeOT+O9u2Otf/3oQUePf3r17U7eY8frXvx7nnnsu5ubm8OQnPxnXXXddo43xeIyf/dmfxa5du7CwsIArr7wSt99+e2Obo0eP4iUveQmWlpawtLSEl7zkJTh27Njd6+y90M5IBvCjH/3oqe7Ct81i7Jxmo1HIBgAEbGmtyi7zDKGLOgqothnAtntCE0m0HRV7brtU9LPCJJBWA3AuxvxNB1VnrED7u3w8VDdwyyVGHpKNrAN9GPSJQ4KG92AYGPLwhYkMGflQIWTEMEUuAI2Q7QjAB1ewVjpRgJqXifOh5q9eQ/3rxG1YDEPsWynMo6kC+ApMGwhRw5CQ2LnGJY2TI1LWcuYiJFCTmQzagEkyJgOXIVtYr21MEgnn7gsBvbZiee0DK2jknJRFzDNbI2gmcafbibCArMxRSC4RdpDTvRROa9IvMJlzyVNXeEnoGFlQLVU3MDaoelZczRMDMzIAA369wNqd/ajDaFhKslHMzKVUkaMOmaohvlNdr5EBYUSQHkGNgnbFH7men1431/zNNDFBsrU5fjZd5QLpd9F7N7j2G1m+PvtxTWLk2AL1nMF4q8Fkq7CbvVWp7xuPqZVHQrm3Rsxu3o/82dKPbQCY8wajJQPfC4A3AGA7CTGRQfNQmLTsefYtUKhZtTnwy2P3kF3Hzdi9LmNuhJ40Plfw13L/plAKl8BoLvtyotYKUel0D+ffMwMqVaDbGWqOd2eIXXLJJfjIRz4S39uMNHjzm9+M3/3d38Uf//Ef4yEPeQje8IY34Pu+7/twww03YMuWLQCAV73qVXjf+96H9773vdi5cyde85rX4NnPfjauvvrq2NaLX/xi3H777fjABz4AAHjFK16Bl7zkJXjf+973HTzT77ydkQDwPmf5oKYxLZoNzBkYBJAyAjcJPm6o1AeU0DXA5kLTeaydJoM4J6DTeRlglTkow20X3So+DrQKYFUShoDpc9PjhDZSv/PZsvUdsu0zV7BMnCyuYA8BagEHGwhwk0tCsXyaurc4y7ImE5zd7EV6Jbieqe64xp5lGzIwzoMroFwPMXQWUSbGhzhBkRSR8l3afxGOTucpmcbi5m8kieQsUg4Y9NwV3OXJIax9DGAurBlEtBqpMgRBpGNCRi0HF7KCaxv2l9gw/S7UWJ4ANlSgYJJrKdnFQFEE7cXg2yQWcOxXZbD2ZQBVDNiKEBMnSGrPwjAoVDER4EYRSOm5RFmWqMUn7zWDN3d5qXuXCSkrlhWwZdvFZA+O36dtOV7bHPzBh6QgNEH8lCQM0j4c/faZZYseTfRwfYnDqweEel4yte0EKQs4xt8BpvZpwZIzbNw6Rh4TZxCSPoT1qxcI9RxQbCjoUxDoA/OZsYp1YP4U2CnoU4CobJseV7+b8kR0gEGfrsWUd6AN/rJM37itxijnGqO1a4SJTNnxxtLcciavleA1dS5AAIHu7gHOk2ynMgu4KIoG66fGzHjLW96CX/mVX8Fzn/tcAMCf/Mmf4JxzzsGf//mf4yd/8iexvLyMd77znfjTP/1TfO/3fi8A4D3veQ/OP/98fOQjH8EznvEMXH/99fjABz6Aq666CpdffjkA4A//8A/x2Mc+FjfccAMuuuiib/2ET3M7CwDvTWZMc0BWaw1qkQVURo9kUkyr2Y5GNsvw1RiyNgvYfp1V5ECIbWuUh1MAp2CQBYpQYdPqXl3I2bkgZzU7XMZhQ8RYIXV1cxqwZeLgrJYnELOCY4xPmJ0L6R+HbUzFQM3wpYlZjmwBMGKAPdUcwKKJYItcSP7gvA9AdJ8xAMcwQTrHaO1UTSgxgC8lGSUKAPtQk1UrfCiQIPl9OhNDWoBB2cBcIoYCKOXQxpTMTfiNWbUFKbQLEsClZE0hTKCCGjlXTsCZBNgCgA2JJQrGXdCi0+xjtikZQ+PZvM2uX+yD/J4SbwkBjVlsXQOIuQT+gMTMJU26BApTRm4T+CkYVNYsgrUs4zcej1tgEGiAv8Z2+rtR9lkeRtYBQBqxf6ECjC9NEHiWmD/fC19Pgut6EmoOe7lvjfNR6LnZeOqLssS6CJBj54xWcCcX6TNyodpHOGdd2OQhEClpDGho/oV92tbI/N2M9esChkBaLOf1fjPJl5gEhXC+FBay2k7+Oh6rg1GMVLVpjq2zAGxu7X1PBzve9b477dxNu+mmm3Duueei3+/j8ssvx5ve9CZccMEFuPnmm3Hw4EE8/elPj9v2+3086UlPwic/+Un85E/+JK6++uoo/aZ27rnn4tJLL8UnP/lJPOMZz8CnPvUpLC0tRfAHAFdccQWWlpbwyU9+8iwAPGunkXW5MDqsAQJVF9BgegCaVSauy+KE1bGtVhaJbqJwTOLGYKwAjI2RCY5artkOm6oP3CUO3X7v0eFSAcj5zM1D4p41QTsuxFRR7WVym4rHCZM7ZTFOHgAMLDy8UxYwnA+ExWiALT2yD9dIxaUDc+dhgMiKmeAmNSLRNxJ5DpjAoDALoxXBfgYktMuU2K8EChU0hvNzGVBGAoII20QXZYhj5OwvkNydcXIGxVhJqVoCMFPyZNUcmEFxFcY6sTVHRlDZUHWzapxlLCkWMHCUGlJXtpxeTMhQpjRK9Gg8nsqRhN8wsXiAMnZRqoVTuzFmD7pf0mKMrGDOnkUQ2QR9ucu4bY3kEL1/suvbqPwCROCn19GXAv7G2ygmfdgJw0wAOwbKDYYdeYlxDZm+ImWkLJh2pPUXgGYQC2Oros8CqntrSfTajiVONMa9RoDNceES3b+OkWv+dY4Dufs3Z+ry7RshKjQ9Tm5W+UMPk+uHVsKCU+2i61cOx91jYcbCps8yN66/G2NtHJd5esy+D9jKykrjfb/fR7/fn9ru8ssvx7vf/W485CEPwR133IE3vOENeNzjHofrrrsOBw8eBACcc845jX3OOecc3HLLLQCAgwcPotfrYfv27VPb6P4HDx7Enj17po69Z8+euM191c4CwHubzQJ/Cgxn1Qfusi7wF5gy2PC9xvIBGRPU2i9nDtuxLmqBmSPPYOdThY+2C4ZSPY1cJJrywX7WOeaTgvYlF7M2zcDuqb6yAAMOJCN5qYgR3yuWVfBhdVspASYSKRAG0XFwsYprNoEjpPMOoA+Vusg1LC+AdZbJfLRNmMHeMqG35sE1S91i1TMMzTGa7t9UwUGYu3SeSKyVTqgUJj/9SaNrN4AiQhbTmAF9n22DzEUZro+CIgV8eh19QTFeUEvJMQFcBzd4xVOglS3SZzlI0bYzQBcZwUDKNpg0RnL95swbEjBrJ2I0wCCj4ZolzmLckPaNoDNnXwOIVMDfAI8RyKR9pur4Gor7p6z47KctDFzfoJonVItSsaXYAGgISdQZc0r8cBnQzEBu4xrnzF84vrcE3zdwPf1Bpb+mAkqnbl9dpADKrgsj6KHJTQKI9WIpwPNN0NPFPOlz3l40xqpEm7hX22YosoGcjQXxmXU+uH/D2Jq31wZyx3MPd4HFWabAUX/jfBw+BXayXcDnn39+4/P/8B/+A17/+tdPbf+sZz0rvr7sssvw2Mc+Fg960IPwJ3/yJ7jiiiukzTYrns8XM6y9Tdf2J9LOvd3OAsB7o3WxgB3AsAmcshVoW44gB4L5yvN4Ecdd+zUy8EIsoLqBFbx5kkHVUBpUTUbvbHrMbIUONF06etwMTLaZAmWm4rYeAHEASUaArw+gTZX7M4xADNixMHcq3QIgZFUGHbyKs3OSv+R4ekKKLtgsIaVmGO/hS5F/MbVMdL4E6nm55uVQmUOZG0hd6b4pEJ2DvpwZTOweEuMTXkfQ5Elq8ToFIpSYIBO0APP2kIBP7Fj+e1q99hQAEyJRqkkkxof4QIcG0yfHQBBrRggtyO8JpPhDBPZPfzAgJLEkMBeFvjNXroK7PM4vinx3gb62a1ZBY3a/GZeJgwPiZg39SjqACaTnFs+bEmBsMEwZ66f7K/unbl+vpd2CUHWxoRnnPotVzJIwWmBYLcYcBiFpX4Zs3zkJSTG11jIO8YQu3TdyfI01TOea4vww5epON0XWhi5U9PvGttnCJHY6f866PBbZwjM7RhsEttUMIvt3oq7Zthu3DfymkkMo7ZNn/55qyxdd97QdALfddhu2bt0aP+5i/7psYWEBl112GW666SY85znPASAMXl7C9dChQ5EV3Lt3LyaTCY4ePdpgAQ8dOoTHPe5xcZs77rhj6lh33nnnFLt4X7MTpIrO2mlhuYRBzoDNeg2kAasN0OL2rfc6WHmeLrqug2V7nzYD2OhzKLnGoT3nQbUDVTVQ1amsUqO9aWHoWCe4zQjMGtybO2eTG6dYqlZ7KrVBPojW1uIm0wlesxHJiQut2AgyIFrbV/XWLMXJstENZXOQgEXDLegCO+IZZuJgJx52xOitMop10dyr5hGFqaP4bowZykVrE6jorhqi1wUN8CfXAclVFxkizvZLfY9B/vE6aUYpgj5ekj9Jn6XMUJWUsRMBiPGzicqpcBRcFvASJGcmQYombK/7iFyPfG5D28WIo8SOSLYE/TsvYDHq3zlOtXmDKzi2XzfPQeIJNZkBUSolJTn4RrtaUzd3D8cauHlWrMu3ab7Of2M2BNc3cAP5Vw+s1GIuQ3Y6JOZPpGsY5dBH8CdCz16OxVnb+vtS/i/dW94aiYPtE1yfUA+Aeg4xHAJIgDbmXMVVQgaAFcxF8OfDtcnGiXivdiR+IOtXl7VDRnI7Ee9I/hxlwLOh+Xe8KktqxxNw7gJ/Z4Bt3bq18e9EAeB4PMb111+Pffv24YEPfCD27t2LD3/4w/H7yWSCj3/84xHcPepRj0JZlo1tDhw4gGuvvTZu89jHPhbLy8v4zGc+E7f59Kc/jeXl5bjNfdXOMoD3VssHtq7XU8xYNmg1YlSyQS1+1hrgTiTzrcsNrCyiN80EDk5AampgDEwhtQfd2N3AauZsQFdMYFefc1Ywb1ezlLU9DnIYlmBqEpLQEpgJPrjAKExoxAzXF7kNZwh2AvjgGrOVMKBgBGYxm9g13oqyiQYJhMIQUDPsyKG/DAAGk8XscgeWi4MrFRQqZriQfex8gwHM3cLx2iKBxfhCk3OMnGMuMUIIbUMAULv+MDwDRYgZzJJvNGawYaQMmzCLxBzj+RKg1fchFosT02dceB3dfsqA6nbpHokMV8YMRrc2EoOn7GS6aCkjO2c/yEOSqhTE6Xder32eVJIBvtzlC2gIaEiA0MazmMu26GNwB8Z4PysgMHetA3Jtig1J+DC1xI5KbV9xwcYEDKD5TGTnHV2/BMk+V5bVAq5nJPZP87Eoi6skuTeZ5D6JmdG1j0LpcaGgki95JY+c6Yv94ebr9vMfrv3Mbdq2CXiMwvHt+MKcZewCaSeSsJGzeV1hMsA0W9ixoD4VdqqygH/+538eP/ADP4D73//+OHToEN7whjdgZWUFL33pS0FEeNWrXoU3velNuPDCC3HhhRfiTW96E+bn5/HiF78YALC0tISXv/zleM1rXoOdO3dix44d+Pmf/3lcdtllMSv44osvxjOf+Uz8xE/8BN7+9rcDEBmYZz/72ffpBBDgLAC8b1pePm0zyweYuzOARcmX47SfMYasA34OAhW8eYkPhDVpAlAgFtjAznJxuTu4XdJJt1XXa0dWcIOh0xhFkjQIjW+j2otrsjDgvhV2L1wqo4kQATwkFkQmZxiCmYTZ3SMlVCoQIZpydULdhnJiwlTF0zah/JpWDxGaJmeSKGZJUmJ39CdmngKCDRCnk1943cygRhT2jX4Dav6VjEkO7zlmjTcqVRCleD0gSOaENlzKwmQLqVEcaslKjGDICg5gijxirdl4hbSv+a2Z3zaErJIGYuZu7Ht2viB0xMjJdTETL2BPgS/QjClsH1cP3wbC6ja2lGIsdfccIyj4C4yvZqO7nrBxAKIot50kUGVqoNhQhhYpwaTF/so5tpJ/TDqmVvjQ+r6+0N8jMbx2Mj1+CKvqETOmvU8Lv65axjkj32ICG892/ux3AcYuz0Ce+Qtk41hg5dsC0hH0ZTV/20oI8Zgdi+HGZ3rM6V1nxk13bXeqrL1ovift3A27/fbb8cM//MO46667sHv3blxxxRW46qqrsH//fgDAa1/7WmxsbOCnf/qncfToUVx++eX40Ic+FDUAAeD3fu/3UBQFXvCCF2BjYwNPe9rT8Md//McNPcE/+7M/wytf+cqYLXzllVfiD/7gD+75+Z7mRjyzCOtZO11sZWUFS0tLeOrCD6Og3ont1AJ/pCCoS5W+HdOSA7u2iHM73qadCJK7TqJemJU4N2OkX6qx1QaoXlzE7YDr9i0a4xrbK/kuncB8m0zuIZ5OYRNboP0iiiwAGyPu3MLAlxb1vM1AUui2xl0VCq5ksitGgXVRF2lwA+agqJGhqn2idB3ZELg08IVBPWfhS4qsii+yRAIfaqu6rMZqLhMTXGnKQOVAcMpFnBPE1jQAYOP66jzXiCnEVGWUxn4KlPPfIMZk5ttln1F2jHb/NB6QEWP9uGOSbcqwZJ8HV2TebluyRZOXGpYnh4Q22y73PO6tneGakmVo+vo27lnENvW6+lLi71xPAaD0uRyGJI86MXymCm7q/H7QkAY9546Y2Sb4E9ey6wdZGSv3vC8FQJfrHDPU2xV1TO1BVQqpiBm/Lr82Po0n2XPfiPvrmqbyz9rb6qKwnfmrz3/O+Od/8zaysYhrpdx9Wiy3WciZtdJdurbHs5kxjXKNap7g71beg+Xl5UYM3bfLdO654l//RxTl4B63V1cjXPX//tp3rP9nbXM7ywDe2+x4MjBRCNpPAywAqWpHh+sk36aRDILmQMmJ3ZliDn1rUDYUvk9afzAkwMvawAiINMvUGrilCRi7l7uB2/E+Xckg2m/PzRV42x2csw81i1QNpEoIEQOFTK4uaP/FOL6aYVleq34dG0INA0sB8Bkb4q58Sm5tJQJon1QaIzKBIWOz9Bxcb/KPLISRpBCHZUlkYuBF604alMk2ZyszFyu3r3oOQiJYyMBOxlrmUiVRSBrZZwoKKQFC9sJSRnCvrGL+exDFDGFl4RqsnF5Abs65VIUXnDJlI8DLsoTzWEY9L3UfNxKG4nbcYPlyuRnZPwPRGRCM1n5c9doyortXwwIaLBQlto+tADH9rV2fpORaKf1R0WVTJ0bOVKm83JQ7XPsdQxESINUFUGT+CkI9MIltZPnNiloWIiL3gsRE++y1a4G/NpPU8ezJde4Af+3nHWiEVaTfKrvg7UWhLjwDyI0sY7tPGpucJ6m1x7sTAXXsu/vcjv3bDOjGc9Ef6Ttvp1II+qx9++wsALw32WYu3VwGpvP7nJkLIPBErMs9sRkI7FoF6wSax9YY0xjQGu4ePQZNS8J0tp33adZ38X2T7Wi4gnXgDxOFlojTKiFmktrSAHxJ2AiJIWMGFTIp6zjNBWJGr8R7UYrZQgBE7XjAjomOPIMmHlQQ2IVEEzZAP4A/Q/BxEhfxaE1AkDYTKxXj0UDTYIXRSCRp0GXhfXLJZtc2YHwFXA15lQC+mJJbOmbsMiKjOjUJZu3nWooanwhktx0jXdc8uaEFVqNUTBan1yiRF5kobQMJNNKM6xauZ7zWGtdnMOXWjbuopp/2M37BiaUycm18z8D3CNWcieUCo1i2kcSWlKjCjXNLmbeh7QjKA2DPATHkeivQjFp/JaFaMKjmEbLgJfxBmGZE5llFtzXOMMq9tMFfm2GN4L4FhLqAURfr176H83GyLfocjsPWdIMtztoMos8zdf+0z41jU3MR3GYL29ZmINvjoB5Tx+FT5QbWZ+FktHPWThs7CwDvZUbqlgQ2T/7Qz/LScLk1WL4Zg85mBc7b5eFmuj84soDsAKLgDumqx5nH5syYONPmYWJrg6YTEHttHy8CC9uacLI2JLaNYSoHGAF1rifAq4RkWHKYDDVeLR7KEphNqCSVMmOlMgY1NBLziYp0vtaJW1CUxBZmKIOJpN3QdRWPVlBqJz7FBkYR3tA3E+Iu28xYDuAiK6h/MwbLIMmnaNWHbFSJQtR6HmqZfEnjGEiAjGIHAAquY425i3/1dwMik5i71fMEjfy4el9qzCJlfZgSaebUz1jSLT+f9uPjMfV5w8WfsX5pg6ZrnDNm1/dE2HmySHADSqArZEcX45CNHjKp89q+nfWz9a1e88wtz4X8i4uKnjCNrg/4HqEYZpnZdWL6BPQhiwnMYv1YQx98WhxEkNVi4JR11s/aC7suADS1zSYekpzhbcUbN44R+ne3a/6G6zmzr/q9jottD0pManLd+5y1s3YS7SwAvBfZpqKUx2EAG5qAJxp0rCBQXadETaCncWDHG+ikAwA82BOormXuKVpl3dqDcQZ0CQn0zTyvLhdR3jaQBndlALoYRAVFCFVCHITdCnV9yRCo9GBj4XoEW1GUCRG5CwBFPrkLY8O+zepJv9gaqJZf/E675bjJUOmLWsutSXYJhbbZSFzYZFGAZG9VJl+D8HOGLNVG3deuSxap13DeudxMli0cY76Q/QYO8d5o6A9mB8pdujmoiixhqy+qO6iFY2ICBpCyprP7cNbdrdeTWK4hoECxtSDIG8gBrIckrij+1nOOB2iymVMae+H8IuCiBFijGTkBH9y+yshKrKnIu5CHyNsE9s+OvcSaKvAL59oAVOEcGpqOmUufC4LrGQGAZZI0qgfi+iWXHbNuMo4mSOKAOcoZyb2Qybu0wV+8vln/2i7dKRmX9piSXffc/btZqAxzM84z74f2uyvxo52hm8f+bVYLuMs0HtkQYl32rgW1sn+6zynSgz7rAr5v2lkAeG+19kDXjnvpYAEjWDoR8DfLokL9CWQNZ+60qbJs3gM1GnWBp2L2WkxhzATeDMDmE0c7HrArbrABKintS4QpkehCmElTedixR2/Vo1o0oZpFym4lZqBWJgfBNUnwRQCPNlREqMMRfZNl6EoMycWolaEzFYNCti+5IA1SAK7flOgAEGVDJF4ssZDkAwHXBj16HEICf8oS6ucxhjJsHNi+6OZlNK45aYHg4B5tZGHrdesibqfwWCYrkx1vKsYP6X0z8SUB01yWpVGRI29D3blofdZaPMTzNgnkJTZTr1W6/2KiRdZ+0nZETL5gI2xbua6xfVLOTfQNpY5vDsamwSfi+TWuecY6prJuAgJVTzBWuwmxflH/UIFfLfdulJbRYwe2eabbN9f/1H264vHaloO/9nazPCJqHUlgzRjiDJxOMYKbjHXH0wXc7Hycm963HUedvT5lOZutMeoetXPWThs7CwDvRcbMyX20GePXVSWkERcT2mgRcI3vc/dEmwUE0soVPk2Ox3u4A3hjAymwrmYzoJZ/RgR4AhxFlwgBEkuIxAhuWrKnHUcUXcV6HdM2FFyxeTF4OJ+5dLRusGT1lms1TG0TW1LKhFqMfajRC9FEKxA160QTTeU9R1cAAH3YSURBVA5MFCQyasjKXjN/21mh+WvPMl+ou7MGjHMwk8AWuVAP1uaSMRSBiQBEAzvyIY7LR9WWdI3Chc5Yuc7fMl5j3b+J1BrMHrjJXniKySONn8vzTICYHy/JzbS+z/9S872wfM19cl3E1LdwfAWHzHIfdky+UzF8aL5vMB7hPmv+rgTuUYqD9EmHTlhOjteqt8YohxQzzClP+tDrlgHRrsxkickM95mCv0LBnwkLBQSpl1CjOWT6Ghdcvwr8WPrbYP804YOb4K/B/DWyWzPA2BUDmH+2mft3luyL/s3AX6PaRxeuy9k/AFPMnx43NqLHydqlpOd4XMvZvzzW8FTH/Z21+7ydBYD3RtssxiW3DjfIVHm4zv06vtdM3raMDBmIj/QELWQhi3yHTyArZwI1aFvPQTo+dS456OsEgV2Z0LNYwEYcUDapBCaQQl0wJpnsDLkY+F/PW/jCxqB85wlFVtGBIcBP2RQ2BPYEYxioIPF7hJQ5a7Mkg/YkoNp60LaNxMdBwCQzwRJQGnEXho2gbmhXqpyIAU8EjJiaQwyhxJXFZIo887Zx7fLfE833LReovtYMYqAJbKMrur2fy5rVn11BmefI0qV6xc1JUrdr10WeSuDI2m6weq55i8wCfw0pH3WHx8uW3Z+B7YOnBuhVMWdfUqxDrbI2UadQ2b0A7BqZtsqutYBfni3dEJ/Wc8kTTULih+8T6iAsnZhrxKosWiFFYy1j1ZS8vm8IL4iALxd5bvxAHaCmxZCmC90BDFvsIbrionVf/ZvXAg+fCcD16dgh8UPamgE4u7wfhqbGoym37izPRRf4m2GnrDYtAyeKZ4/bzlk7bewsALw3mffC2h1PCibfHpiZEMHOd7uEp+pXqjuZZQbIZWRU5mBqgPepLd0XCJNfaIPCgFsUzZV1tkonjyQeXYdzypi/xiE3A4GzQF+Hezplm+r1yM7PsQC0KjCSRChGSKAqMCaxhq5JE7vX4HqS87ITFlWKiZekDgWNObixuYsSEguXnTbVHr4w6n2VxA89rqfUl/wULeAkDVREq3Vw9wBU4JcTf9EUQdbXCVQ1pGW6JnoFJHoeaLIjOYvWiInLXa/KhOVuZEDea1MK4NTd7NG9fVddZjcN6DqZvNyNyhxBXtvd2tQqpNj/+D78Vea4HkhtadcnmBrorQVdPW5KrJjaJ9Hqdv86QFU8VsvtKVqTiKEL6vqVxKYA7hixVF8shefTb567fimIPWtZN034AJDFAOpvkVy9DbkXdJxDfl9pctisOujtkphEaWHZAn+ahNWIOewEpR3sH7KxLXxPGVvZSByJDGU2zmwG4trg7zRh/whojDv3pJ2zdvrYWQB4bzMFNF0gcBYwbA2QjQxadfWqaRHyLmOfZuYuGZmcqeqKiWkBTWYOMXChXRVhNhQHcC7DPlUmxusS+Jrp/u1iErq+Y0Un2eddYDGAEQp9ZRuqhIQ+lB4wldRKjfF6OsEw5PyCK9gXCr44JG8I/WT0WEZTazlOtAhN6N9GpQ7mFBdHAGpGseHAk0yzL4oIUyojFzQLFWexR0wmid5cjwjWUhyb9qNDRibsG3Zo/mWk7N98guywGE+nx8wtY7zi9zmgy289TYjI5vlZx9IEjcb21Jr4sjjCRoMzzqPN/MXazZTF+FlJ2vG9tDCIGcd6n9TC8MIxTM5+RXCNGOc4Je6tCx2S11ykGtJsAB+AX90nuKD1S2OSBco4ExbPhgXyWoc5Ky3XofNHMRb5OEBPP8sZO/27GSMHTLN/bdHnNvOnfcuZPy/Akhv9nTUOZkAw94hMeRJmnOdUR7J9TiS2+qydtZNkZwHgvdE2S/joshMpgH6iBc49xxi8qVJHxxvsdBXMDMCL2K+1Eg+YleWJA3dhpQ4pwmCtuoHWRpHoKbcLOtwkOQs4s1+tz5inq0pkjBQ5gOGBWty71jHIGfi+bUzwbJHcd+PA+lhEMMaGYAqGtQSMBQROAbqWC5habjWpwZq+B7wwey65+EAMJhO0ChHlW3whgtICaCWeS0CPskwQ4IFwi2jGrR4/v6QKRnTu9u2MU0QGrYtRI58YNbUo0KzHa0UbxO9bbt18vzzLtsHuESFnXBsnQ5nsTAvkxb7n28T9Qlf1GmkEg8bZ2SxBJLhZmSSpg8eS7CE1e/MEC6QMZO1PBKoBJB/PlAlU8GeSxp+KPMfEIa+ZxQw78kmvEIBK8Kj0C3xKPKGMnW/E/eXGum323SzARNQc0yJY2wQgtUtCalNd4JE5JaOo67e9Xbs/+lkreYRNGHe0jbb7N5eG0fGzS4Yr97YAM8e477jNYki/lXbO2mljZwHgvdnujit4swoh7TJwx8t4cwDUtdbFmHXt0+UKDsxEjAf0ppGUgdoleQ79mwHNWfEwnE0s0TXTzpq2tjkYNcBpdjmcyLREU/ehNeKSJHF1sYEwM4Hl8r0AOH2aNKiWeqlMJrmE+4BxBF/KdSgAmVgJCbUgc52EJIFYPSNzD8ul5rirMnggmXTsxMPUHIGpuv98IewklQQf4rpigkTN8beTSTTFZErlivzCo4GhGuAvv6Yt0NhwK2L6vmpuHwBjfh8EQDWVSJB/lwGnVIlkxn3bAfRmTVwN97X2Sy26WIPrv0hSOnlGLrHIqyjjZ+pw3RX8+cSsafjAFPNKECCofxWMI9xGWtlDK4qEvvmCYkk5JoDqpCtox5IolNcvjuUMtcqHY6Buuy2z/rVdrAr+8uvaZv5ysDGL/dN9umL/IvNHzTbarL7+ywWfuyRf2sAvH4/Yx8VrdP1uNn62S2vm/csTP+KhTwPwB5yVgbmP2lkAeG+0E2H08u02qxAyFQPnp0HgrOBlYPMV3WbVQeK+WTygb1FuzgHOTccJ5ed1nEExupl1IM3ij+Jgru/1lPPYPyCJNucWS7rJZErMYAcY8oFNIxhicIEI2oxjYAwU7GPGsJsnTAYEMyEMjkrTNog2kw0MVeUjWI6kQcY85QAnihjb7PITZMIOYETBQQQlluAKkhwfTUJAYAELBoeMT3IMY1QCBOIabgC0aQDWCbD02mdZwrJt5w+YmDZNsvAt8MYZc5gtGNru3EbCShtodPU3B2nIhJqzthvVUChl7ir4ZUpl3FyfYiUPWyXhZoBjrKZm1Ma4z+haza5Hy+j/a+/bw/Wq6jPftfd3zklCQiCkuU1DSAdQNFTDRQRtQdQglntHqYxIppWO5aI0ts5Yi0QfC+Ko+AwODjB9glYZ6bS14GWQqICIYDESpVyiIgg+kzQSEeR2zvn2WvPHWr+1f+u319rfdy7hXLLe50nO9+3L2muvvb+93v3+bpW2SjlXWqk/jvzp0lauqYbq7WyeP6tEA1Z9LEcMOsMaxTDriw9uYX0h5Y98/ojcVZExZeMZVf5SBJsrcvJa8d8zj/aVpm/+2Yi2dN3vZMLntvboOclTuRj2fOHgL5j+vuWKqfvbI0XXlAWBZMxKZAI4EyEfeny53E6CbR/1n6MHGX+gyYcSrycsJ1Ju6ujHpOxIoDHKqoBkknHkTPki7Cbch97+nT+gfDv2OQNj+xAhjtZK5tKJUIikGmms2cs4Hz6lFDBqAGPrdKhKwwwU0KVTXJRzrh+GK59VWPI1B+juBYwOKxRVAVPU1TuKUQ0MFICbiAO/O6H+8b6qykYK2+ombnMnLBYjFUyH1RIpjMtl6Npy5FC5dwFvqu5a0sJ9vygnoTW7BhfAHjNGVD1hQm0OlhMmqakKAeEK07sIEh/4dcKfd2iCZvtxiHUBsUOtotnPRVCphlK4+IALp8TRfjbFih3TasC9CIwQoarF9GJUg5vcpSk7UM8AFwxChIOfp6gqUiif3HlkviWANj1Q3Web2BkYeK5OKE2RvQB8XV/7IuDWdxnZoRcofm8Kspc0wxL4epk3VN4fMb8/eU3lS15MXeTpqHr53jV+/+xlOVY/XZ6TbIuv5wmfpyPoxXIy2smYNsgEcKai31Qwsf0kCdRokjwyhbSVi4v5zsn9/YGEmVm+8VZ1iTg12oWRVUI4+ETv/AEl4ZOf6yoowlFckrzEG3ZQLs77+kAEhriNKwPlCKE2QDEIVEVhCYQz0VplBc6BvsDoPOV9Di3hKuwkXRbWN68wtsuVcSlSQl86SbQa/Xel7GCsVma0M22bAspom0i6dCZdGl6nGFaDrrycUiwBsT2HYpQRNeqfUwWDRMd0LWDcOMCZMhEqQQAak31wIuIvQ8MMLLfhJIlP5pwoxshfWat5fGxkVQ3r11ffH74kGxeutHFpVWwePwA+px5F+kpi7yt7CJVKFYhE8IuybmR+LukvrA8qav/FYtT2KTD3Mr8/In91fV/Uyp/7PXEzcVDeTapubeDPjJjy1yvRszv/mIrmldyKEVPXbt+mVU4kozXPWywSdG4+IpwRvz7gn2FTRKCi+TLH2U7G9EEmgHsyHBmsSaCIamtLQpoKGqGHXGo/nlzat+VUF2dWBalcMTJGPjReJdH1hCtVPwiTCVcBo+fk1nOTd1SZYn3TsITGOLOoAhQcIVTKqmyFzflXdWyuNQBQro5qMQIMPaVRDls/LO3SsBRVTQZV5XwHh4GCGIVTrAyaxMAjdh2Y/5WqbNCJMQqqcmqR8xVTAwBg0J1jyejoXrYebDVXYc6vbJBJQfOoI3LG1GlaPKczpq7Va0ztEwlGVFUdGAHAm3N9FLX0wfLXwfaRtxGYloVa27jcgujZe4MRPUcYebSsT9hs4AlekDqG/ukwWKcYBcrCqmyd52wlGZ5GhyqzNO83ce24wq6Zf6ogtnqgsP0t3DV1pl5dog5k0s4UPUrkzy1ntYRVt47yrckhq/Pr/P1s3kVGgLxJWLuURCboX0DshN9kI2LYHTMKeqGVfn/Urv+9shc+r1iyhM/9qm/8hZi7yrQRG/k7jB1LLGtNbp+RMUnIBHAmoSicejZO9Y/Qtj837wK9SSClg+Hbx7YDEJiXgwojym9nKkChC5jS1gqmBzsRPYKf+NxDXhZPp0OTmhL4+rHz59HB0h8wwhMDJZC29RHKpq4dDOuvZwpAjbqmh0pXXcESQq8AjRoMaIOiKtAdUlDKmueo/mqhDOsMpYupJ1UDZUko9UOqKBGoSlt1sdJeFURpI4dNaXMImkLZWJcBS2C68yxB1WV9HUxRK4ooFQzzlSNFjsyJgDN/gk6HKRrcpEppZ0zdjt2a1c5lART+OtA1LFh0LvfPKxAQTfmCQZG6tn/K1w0mH77RvQp3bID8+Gw0rDOn0ouLASM8tTpWuvuuHNHehO7PjczpgAgQYdeQq0gB0YEngsZFGldDBfRgXc+XfFgLF+xajlBewVqBtP1ASP64+udN/TXRI/+/uuoHI1jefCyeNzGyFCPpMeXPj0UP5S/wyyxCMkjPAN/fSPv8fmIvq4rGOZX7PuYvnSJ/IuI3PB32GxurUrk7oFH7SE+0nYxpg0wAZzpSSlm/CCKE3cMrRuxigSFArRpKk24sJ2AqKCQwJTN/QF14dc2DTxSFCv2OgKgKSKjNKC1jFvgwIeK4bbx6ZjgJZeYdL8bA9k8pO9mWwxVMUUIPWjWmAFAO1z5cpbE2YFMC3SEFqt6hvZmxsBN1YewwjzpfLDj1KJbrjBGeRgSeEelmjN3Im4NLBZB/oy6gtA0UGHheW9MvNaMAdIo6T6FLL2IJrPGpTZQ2MFXzWqrKBrx4/zdKmOwOz5NMG0EU/KcKjWtkmDpoWY+rn+LIvQ+Igf1cDRXe3MvJmB5QGJ1rVVCbcgcudQvQeQEAmXAZ+aOADvvdHZLy6RkeWAH/O+GRs/J6Bv5+fJ1CUOe5ci8Z1ZBCd479hwIoRuFM9yZQ/qiqCI23J32k/JG/H1P7Gp+p31yVB5qqnwS/ltSOrAdMzycZxc/bACJ+yvW1V9rAoDZhE/nzz4lY5gPZ38JV+gj6PAb1j/cvQTqns+qXTcCzE5kAzjSkSh21BYNIyIeo1jBFYR8+nARyYgeED8qY0ifScwTmqliuqxS0gY8K5u1KZ3/AEccwKrjt7bkvEiiPYXcMz41/ZiXjmhHEVmErlAJeADoGqCpKGG1qnyp3uHJYQw/acm7eJ8+ROErdoktYk23Hqpeqy1QtMKG1qhUmma/O5vM2daURRyTJDFoPrzP3jhh0nreN2ejVxIPcma1H5ymMLLBK4sBzBsWo8mogJ1E28bF2ka+AVoUnU7IGMQVXaFUriaS68S2NcpGuLhcOJ3oAYAbgJ2YfwOEqYeiOU8C0b6xOk1KibscF9fjvjPh5BY2pneUwKWW0vSN9XK2N+a6Rqgg4ZdOeU51j0dXwLRWqOQVGFpTWlaAEtPPdVJU9fsH8Tr1TvyN3qjIo6BwcCSx4kAcpf9wfkZM/4VcXNfkSUiZ9MvfLrAXys8z11/Y7dmqf0rDkstutyR89l1SBhjmXlL9YEBxvOwZ5LXtE9hLoucWtFvLzlKqAGbMOmQDONLRV++g3PYw0gbplxn32kx+pewAafnuJCSs8jiCP1A6BK4KUSqEAAGcK9pODsuZg31bEXMQng34elOQLmAo88BMbW1aEx/bKScH3Iftg4X0CUQJqpIuia02uqlvCDBSemJDao4yp+WUF6w/oSB9N2npA2YpYKOpqDNpOUqRweOJUor5O3NxIx1SqYTZWxDa1ZWjKWLNwaQzM87Xq5IdJ1Y3aqiL2ezWo0N3LnZ8BitKaH8mvrhpQLkUOMPCcsuqUi3y2io1tRzNFjge5mLL2vwNshLJdaclc3T9HAPmt6m+rwtfeJX/LasD205tF6f2qMsCwqlPkVAblaE1UFWrVj1K30Fgb6jsphLF7M6UUCXO7bZSCdcJAj+7cAsMLLfEuKnsPWeLuontHXboZ6jPz7eP9tveVM5FWpq7mQcMXmFLZSxAnf71+f3y9NB1L1S8YJ0b+Svb7bTsOr/jByZ8fZ1H4OfgsnqmBciieQ9LUG3s+pnxyffPxcZty4kcvC5PRTsa0QSaAMxG9Sr6NBSKarmGCSPnvxXIHAr0f/P3CaJgugEJDEVEb6NTH4McpVOBDRucROHi3kdUYCYxNLIGpOrEvqYHdypJApWp5rjT+jyazK/nKlVSeyylkBii1cZM7grQd1aBC4VRA44IuvNqkarJhoBrzlw9acMyG6gv7cfTbGWtWrUzNrdn5UloUZ1StExwra+rsvGDQfYElila176AeAEbn26CSwrl72rEofGAMAOhBhdF51vRcDhun5rmuutq0FHmtXR49X72FxOcBqnyBgPzY/sCnySm6xqukViVjKhZIqbTjqrQlhJ5QOeItSZQ3cbvJU8XIglP1aB3Vf+aQ0cfez7EIk0zDWFNvMQrAnW85bKuM1JVF3DpSK3nuQRbpG5A/cocA0Kjry4hVMs1LjFxxEhUNigifS0GwB+3HrQIpeNMyS/bsxp0HRAX9iaCZVooFvBAiEdnBufYRaMKPE61sNFUESj5zJ9JOxrRBJoAzCD39Q/qtDBLblkcE03E4MUgpgDIyMWX64P6AMV9AXinEK23OD1DVk0zw0OfmJaXq6h4yQXQb+eM+SG3rVeIcnfnMEyNhAg4nOtgo2ZEuCl3Y8S6VG18AHfiavKYwNrmvNii9j571qbPRnAooSeQroEry5zJOcXKTtmbjRv3RVFHCLg8CIwjaeHIXjp9Tjwplfd/gFEq3bQFAGY3BZyxp0gPw6l1NzqxZ0lYhgQuMYYEUpSV2o/MKPL/YKqlDT1kzXjVoVTgbuerEyg58EuNi1I6VdiogtW9Pw0BpBTILV4NwefncJdLG+zmWI9orgETILflxQ8ITNtN487rDtD0bz+ZYuuNKlwmERJXUF1MqX9HDRyYPFD7KFwA6z9uAHVI2y2FX0YPS9QCgknLWzCuCPQwQRPmS+dcTKWYmTf12Yr9Vud6PiSCSErz2uR8cp/41KhoJsql1oCyaRjCK8CVsnEf9zAteJlMuLJFnQxQtwR/0/E2VtZyuPoIZMxOZAM5UxMjeWBTAmBnYYUzOyCyCtxHVK7eTJFASwaANeBJo05RYRQ1laQlHFXm4cn/IRFSwPz+gnlwCZUY3J5vG5CSWse0V+ZXRZEmKjjumcX5VCtpFpVrnch9woWxAhEZhE+06EgjF1DanXBkF75umus4Mauyk7oM73KRIJmRL3mBJIEWTcj80OaTGKYTcTFzAkx1rnvYD603GlCNQd4hwwatY5YhdUHQBGKDzPHxwQn2R7D9LcoDusEIx6sziBVAqBVOZurYyrEnW9kkQcSJRTmmjsyy6VgUkU2g54kgslWKj81e1bx+RPauUsWtOhNqPG7+n2Pj1MAEqp/JagieUwIHC1xO20a2oFcCCxtagM+yujYIny41ybk7hDPz9SMmj+4bKvrlrGyV83OzL16kEEeKmY0mQ2p5fXAF05M/ev0Xdb42wj5UO/QnpGsQsFv2oibp53sHzTr7wygwKsSC6CJLmXuv7MSXIpeBmJzIBnGFoi3IdEziBjJDB4A1UBoYAcZIXI4EyKCSmBKbeqKVy1a0cEWrx3SMoXxwsOJ8GUpMOVxdFuw31k8y+7h/lPvMgPzt4DuTS3dgAEWsCtO2pQsGYAgU0jFbQBZEG2w89YBUx5fK5mQLQUDADQFEpm5Kk49SpUkGVCkVX17mOScBgZkYihFEl0BibfkX6N9G+mkhpYYcLsP5wylYxIX88w/zVisKS0c4wixLmkbRuOAee15jzK4XuXHizbOECXoqqnvBLDeuPp12EbZfURzemlfJ57ii/JAU4FF0XJPGCVb9UV9epamgIyF/OkyJxf5DYxf0vJbgCyMeSTMAUVU670/1UwFaScaom1XH20b+FvzVY8AknZKgTPNP4Eol19YaLLhGl+ponSVsE3ucv9luJ/e5kpG8/KMua/BE5lsEgNBC8ohCP+OXqHZlw20iftHjw/STkM0+6ivQIfIs9n+hZ37DITAWyCXhWIhPAGYhWEthvNHAqrUKsUkjSH64PEkgP3lR6mFjtYWof8NUzfFiAUvaujRFA/kCn80qMk1cBCamJgE9igTk3ogCwYymNWgn027ttHTk1FYDCKYMow0TJxqpzhYInFXViZKuY8QoP1SDQVQrlqE31UUK7oXXE0+UdpEocvnawNl4VDEaK+0cRBHlRfBvKK+jXkzLk/BqVVS/Ib01xc6k7XV55wkbYFhh6qsLAcwpkRq4GVE10WIcpH583N5MfHkilNE5RVChYapNy2F6jYlSYc+l2LBCoW5xYhddb3GexyZr9BoLoXgVr7nd9BWBNvSqsI+wJH+3Dx8zAp5khEy+pecqbcFGTWFL/HHmLmnz9C6K4/43pnduPf6ffEHsR6lv946qfUrXyx30B+b5SXTSRoA/Zz36Uv5S5WLrB8H75PsTPjT/DUxHA2eSbsTuRCeBMxkTNwKnt2yKKpRkj5udXuG0qoBGF0Aa5LRFIGxJcm4L5hNDmwN0HCWRf2Ju2rhWHlNlLifPmXXfrvKpDY+z8AH0lBsCSIqWgLDtyQSCVrf/bKWyuP0cETMedMw1z17gcdNY0WM2xx7CJiV2UrXLqXAWoAWPrvHa1N916BSlmsiqayl9Qbk65JM18Pz7UCl5BJGIBZQlv0a2VwSDlC/ujjEY5gjpViwJKnqfPwH/mKVhM6QjmKLtkxDtKFaqNnkCZQN3ziZi77Hqz7f0+4jcgU7bIiF9/noUCfwWhsnn0Wfr4WVN/He2sNHymm6Ki/Ihw/orCZK0ZwQOphNqSuMC/j0g5I1Bg1zdmDg5OLrxX/G+CEzBqRz53+BjzlzigJn6UGF6CSCD91qkfVZUmf/L3TO30IoSx826QQDpxDXsB2Asuf4ESL/Ip8sf9AqcqGpgU+MloJ2P6IBPAmQiavI0ZW+BH3+1HSFsqwEM6t/NtYuSPzCNcBSTEAk2oTfcgN9BQ3S5sxARTAmRUHxA82Cn3n2lMUuJhr1RN/gpH2GKTRYME0riEbXlzcNAnFbSpABitALiIZwBwKhWVZkNhyaEtDcfIjgI6lba+hKbwvna648rKlQpFx5oFKXmzP2UNqzgaAxRl45wa6UoEITRlPeamLIJExj5JtrH/eaWRkzd7EKvY+Whi1AQajkSM1GOrO7xdNtTkn2hMvb0fb/j7zlSkJprw2jI/SU8Mqa/KnpONsKZ+RtQ8QZ5toZMUOeSdV4Gp15Q2yEcPOtXP+frZIBmbxNkTV9hJtZDJkQvAaJ6TsA5g4T6MMp9fNMWLeAkK6i2nzKH0N3g5YNvzlzP5IsdRFEBZ2PupKJwfnG70KTi2jPgFwhfX2HG4cgcg8EtugzbOJ5HOF/APgx4KoD1c05oTI3lTnwYmca3H007GtEEmgDMJnEgEyymCNvKgkevGQRj922iMMJUu/JBSw0hCaJiaxusMu4d0gwimqoXQOl24rP7azYYJhZHGiUcGMyIIwJvTGmaWqrL7VZFJJlaEXu4vHnIUJWxkHWMimaSCMWKoKtjzJEbZrR359YBCqWFNeABMCZQv2O+cLOiBOkDAKKa6kUlUs8TAlWU63Nzp08hIYsNP1RE/n1vOOOXJnaMpnW1ZG9uWceSJCJsfJNQkjBYaA+OYkjKWTBXDES/40hJ174vGr0dA2MW1DpQ9RoDcXwN2XYgM8kAY6roR9zzQUDTtuBch8SvrxM42Ktn5+rnUNdWQJfHWd9H+pfx+Nt8h3MtFfe184nAXMay0jZZGF0FJN64IeuWPq+XSr4+TP/ouJ3P/m6tf2HwgFN8+ZWGIKX/8L6mUrE+N4JMYIexF4oI+sAA1niC6jehK8h+QZ6b8RVxmUsQupv5lZEw2MgGcSdCmTu6L+Ntjc59xmIjHklRaPlyDN3728OuUdR1NY9wMqmvFTJpppBrIl+sCptuF6nTSvoiFI5z0MKZJSLMJiZoUapz1aXNEgwgzjQefnGIqiAYzXZt6W3ug8NjOd44++8TRgPMNLGC09gEi9GPVgwWb8IBiVEOXCqXzt6NSbFZJgs8faIyBHlR0kvaw2viIXeUIVx0w4HmTPZQ0aRKp45+1CUhOqvQTJ4xkvgSX9TjhMKTYMVLFx9SE+/CxCY7HlVdGMlPJmcnPzfpHunOXZnKGIABEKHxe2SzgI3xNgdB8qIDu3MJHTmtH5m3KG0fW3bWx5QILVIMK5YjBwLNkzrXnxP0pKV0N9wsMxrhxD5uGX10r0Yrd16ltgfAlNEbI2bgFyZ5Zn6JElCV8lu4dvj2+PGbybXsB5ZD3gHwGtbnKCMjnuHwhnRbkzwBSdR93OxnTBpkAzjSIaMLg4dGWPX+8voH9EkHqG6UWkaB0LjEFUz5Mk3WH/QJAFyzVSxE/Lj3cC8DOqCYgd8kHLZ8wZKQ0T0br+6uaEyjQ6E9QP5ja9MqqPS6vfmKoroZWQMcGWHS0gXlBBWSCyniZgnXFAKYwNthXAYDxvm+mtMEUtDHlveNJjW2yY13X2HXKXE3WUJeRA/x5BYph4/xtihyuskGH+QZ9rV9S3Gg7N34+Z6LWzOxc+xDy/HncJE2VVvj3RsSuFpHQzM1BUQBP5Lzs5WLr3H3nAzqKehtK30O1lr2voTa+frLuKF+2rRw1/trYRmgw4c/RV/NwtaGJ1FO7arTy/n71uTrCSPc1vSgJ4tST+MnPksBJ5a/X9gQy97J1RMhlehwANfmjZ4J8CZXHjCmY/ljCLSWmKra8CATLuTk8dqgWEzA9CwKfwCkiULkW8OxEJoAzGX7yQJoETpKPYGAGZse2HXCETT6Y+ZuvezibfoJCUupf0B7LD0hBG7HSUKTUAbWkBdQm6GBTkYCVKxspx/CoST5GcnUwiVmCwNfTvqxpN5eZ0ik/MCiM8f6Apix8lK89vZoIFY7MFKN1kmDA3itWYbJlz6CsmVEPlF4FpAoXGIVNXK1NnX/MjYcPlvCEFSCfNwVHpIDgfjHaBCqiL6HmSBcnZMmoWu/rh1o9BQIS6ZMyxyZpdg8pHpVKvoyS/LHPnGQCqGsMM0XSsBcRXsFDu4Tf9i8C3z46sDIsF+FonR7HRzPT8bWBGgVKZVCOwEc8KwMb5MMqejQSO8NeN8Xr/NL5c5JH5K8X8YuMa1/g5t5YffNC+ZyfdEwbPa4BKBbZbRrkr36RYypjqv+N50Uf5I//5ctjz8QExqLqycogGRmThUwAZxAMt8dx8KAQiUkMEGnkpOJ+fjHw9bqoHaTlw9FHGbJ1/ZhinM+TAlwtYauUsQ7bP6ROkWlLqcAJnZ9XIx0Db0uatgjSjNUYjsjkaEwdhcvbkWqnUqDoWcCSQqO1zfGnq5pwGBclXcIOMQBjNFQXMB3ne+b+FaNOLaQKEgrQHVeftyxQdG0pt/J51IoSkQxtGY+9PIwM0ukpwBSlC0BokjCuABAB46MZTaAMNH0P5YtIbGKOfWbkLDiy8N/jJmpa5tcHKT8MK88GH8HrD0ul6LxZnhrxl9S1ZZdRyTZffUQc36fP0TZ3Ifx1VTB0j7D0Ln4fr2SjWc4NCBWxfoiGsET4Zfx+Tql/QTvCN5kUdlJQGXmzSdYLb5Uw0PW50W/Z5xjs8dyLvbjxtFRtkC8WMUWwJfWLUqov952oWXiqOGCbYjrWdjKmDTIBnGFoC8jYLc7CkbyAdKx4FG3izVeSwBhkveHUg9ifo/MHJBIYMyvBTRx80hZm2DbdoqEIiknK9yflZwTUx4soD95xP+iwCiZTJXcFgC4jKHU0C0zl8go6darQBhq6TvysFEDKkan9zPQA0J1j043Y5QoDyipQRRdAaRM7K9euGUCYZsRP9JE+E6EiIk45A5lpNBhz1TTXerSQwsYyGbyihamY+sOVTNd5CvxomInJn4/QKXxuQ6BWVylHn+4odOcV6M5xUdnKBnKUI1btI5WXSs9RcmtlEOT9U+7ljwg5tPHZlgBrrg/q+RrTJH6S4ElVjBGt1LrGWMttqSxibJ+Ukk6/p06nblepxm8j+A0XCr7Um9YwgXlZqJsxSHWfP3uojdT+sedejPyxZZz40fc2xFxlplQBNEg+tsfcTsa0QSaAswxKKZiYWaXNjDkZZmKp3HHIB2Y/DzJJ/vxDlS0nMlkBRhVQSuQIZA/5oEwU4FUzG+3bNAdL1D44jAQG/W2hkT3OP6wlrOoJUTuGVbhKIUQ+CuNJlfcVdIEiKAv7jCXzo1OaPBfraldtxE70RaFgSoPKFFYFHHKEsGPQnaNQVMrX2NU+ohyuHJlrn/zPNABXWg2wZIaIkD9lUyuyMV8un/TaRSBL3z5/W0gfvlKYlkkJSvhh8ihdH+UbEALURI+Ws6hd6r/PL9ixFTooObc9f5usuzukMLzQkmzA1utV2gV3aONVPw/ui8jYJkVs27E28JHPmhE/Xr7NXSsavyCxszD3Un+D5bGXGdofCEzwAaTyJ/L5BcsDdxWurKImsYqZfAEYpe15ditxLNNb+ZP99J/ZC2eb6ZcrfanxiaBXYme+PJXvbyp9ADNmJzIBnEnQGiiZKqXR7ozM0UpQ+nhoppRA6gMQKnf9FkzvB60+gXAPYls6zTu1B9GVTKnjKAu3DZuU+nmg88mUT26SHPIxp76kJlj/WdVte5WRmcEAlzOQKYSVG6PCBooYU0BzoqJgS7LRoZw519bWdWpLZdmaqiwRLEet4qQ7gNKqVqeUVQe7c23jRdeaLcsRS2isb5k7NrfGmfocebLldG3QUJULFDk3THL8/C2nEAbbuOFCh+3Lr48i4g3r6+gTT7NjKtikzH7MTb2PAfSgQkVpd0p7TYouXUOwqFz4+rzlKCN/unYJoPyPAKmr9T1UdC0BDPz43Ha2wkd4DzdUP+4G4e6zRqCHH/TEcokGWRLkjv8m6LOv8OFs4jyxewSK5f6zfr/uPHiy59Qzpx+iZgwo4XwU0ic0tl2PWr89q3uwZ7n0R5aBIS82chDI7EQmgDMNUn2KmMiSKuBEjtkvpBkXEOqXrlU8+VDth8g2+sZIoDZWzeNmWlLXoubCop6ZjQn8Av3pCLN6oAQC9diULNIiBmNCEwpPFSP9nHjgDJ0jgGikcFlvp4yxc5ip7KYVqWeFLzXmi7pTk10DowwKozCgbSk5Mh/b9DHWZKmciloNKnTnKIzMd5UpRg06LyjoAYPO8xolLKnWjoyqrrGBJCBSVdSVKQrXDe3Ojau0qiaHJILxCF36rHy78CXuvOrILrn/zidQd0xSM01hayrHo3zhI3SpPbvCjk01YH38qkGrCpaO4BZdg3IYGHwaqAYsKewMG3Re0ChGTK2SspcDSgSttPGmYSjU41k537euZi8BXOETxM8TJK54jSG1S0z9apvI+fNJKoG9lHNS+2LqIkvzEvj8xaL/Y9/7JYIS/BmbeplsbTIkb1Ldk6RORv9OiyAQ99I2Ke1kTBtkAjiTYIxTVuzDNPU2abhCNRnoh0zGVDpZAqlg6iDVC24ci08ybjupKMrjeH85bevrAlAlEb/abOnbZmqDKQvnz+j8iZQCqoqliWu+eUcjhXnewHpDMUamnkCYebfdJAym2NAY8XNX9Xet3bnQMLngDwN0dNe216EJjA4GQNn6uKaroLrKp2vhCpcv0aZZUMMg6rQuRqEYpfJyTvXqKqhObX4nvzbVtUEsQE3WbMUs2w5F8XITsSltyAYFQRiqHNJRnkAaF1CiusanWvH7A7692q8OwXamo5w/pPLXQVU1maLztpeSKZimbltVdqiKCigqU//rKgy4Y1ql1Cl5AAtMseu1suOtKgNF5l4gMPfa/hurWJKSxyN9bSeb5l6+Ti6T36UZnbeVNA+3PCf4ixm1Qe275YFbAP1eeIk35q5hKudyMpaSk8I1pHHOkuxSkFUvF48W9W88vtm5DnDGi4FMAGcq3IPWFIVXQRoIlMIJEMKWxNDGKUOWyLSZaol4RJy1aR/u3K9N+qEeixBmJBCAVcKoDq8vr2aCCYCiDD0JROXIRK0E8rdwHr0XZOqnPhAR5MTTblR/5gqC9/NDHaTRUAQdYaHlgapJ5rB6gqIoU9XVlk10ChstTBG3lfLEhQgej4alNCRGA1DG1/o1TiErujZ4oXzBqlm+ljDsZ1PC17FFCSijnOJX36OKqoMAIBOr0nVVEtU1NuE5rWdETlUmJI3GkdVO7Y9XFO4cRN99EmZnovXtF/ZvRXn43PGKrkE5Cu+fZ1PVwO1vSa4unBm8skm0yRdSORVOdeFT63jQebpzkFHSdA3UqHYl/1jlDvE5qvaBtRnxBU4qfylyx4kQqbRcvY7lDOX3qwQnfvw7raYXMX6cVJJnoH5BlL+zFOnqh1hp0RYdx59fFb6oxvYTGA8JnDbg99ZE28mYNujztSljWsKrWyZ8c+XrJguUaiG5PvIwpM8x82gqWIT+0oST2laSQ2k2BSkETDXgD34+2Sk2ZqQOMqUipv7RZ7+uX4dwPnFycPOWVAQ1y8kmJ0U+MSpXxUPDkkStrdrW1TWZ6GoUXZcrjpaPughS+qeNjSqtXEqSbu17VowadIY1hp7WGHrKYOgpg87zzqTZpQ7bP7pjK5HojjUbk4m0GiygB22t2+6cAtUcFyk7t0A1ZP/pQfuvcv+68wqM7lVidH4JPWSX2fbcPoMFqjkF9ID9251bopprt+/uVWJk7xIv7FNieGGB4b1LjM4v7L95dv/RuQVG9yowskChO9cGw1SDNldiNVBXVCEfSMrNWDhfv3LYoBzWdiye1yhfsGNFlUxs3WWAqnV4P8xK23Gt3L8RjWK4sv9GKnutuhro1tfS+r4JNU+SP+7KIO8peR9xSFMx/a4qHVcTjQn9+2iZfAki8y8leC7Zd/Zb8KZf3n6lvWuH9/fjqlssaKNBEhOkT/rp0jnz5w9ZIcbouzxm0y1/EYiYhVXKleXFgJ7Ef33isssuw5FHHokFCxZgyZIlOO2007Bt27Zgm/Xr1/uxoX+vfvWrg22Gh4dx4YUXYvHixdhrr71wyimn4Be/+EWwzZNPPomzzz4bCxcuxMKFC3H22Wfj17/+df+dnaHICuBsgiNOioIbMMlvkW0qIKlZpAQCIUnrkRg1qh7G3qZlolZVNLdNKYFAbUotnZ8Rr8tLoPFjpl1aG6seEvgEehMvO1ee40yqFDKPnW20+Vkprwb6fGj+fIxV8sgUSAqndupMgTpNTqkAZ8YtDCvbRlHRykYIWx88XSuLZO7sahTDBcoXjFP8mKJGihypZAY+/yClnKFzMMoqc3rABk9YM6ndryjgzMYIImurQXslOs87lcwRTtNhwRel3aYasCpk5Urf6bJWRwH4dDcw1lyrS9jausrVM3bBGnY8679qtC7J5pM0G3tNihFTR6u6oBQVU5KAoAazTexckzcKkgkUPubf569xhZogcQhlru5DhPBFzbhC/fPEso/ZW77cxGpm00tXQ2kURE6+9ATH4S+aptnWRBDz+Suc+l+AVSCK7CfQz/NXmnunlfI3hbj99ttx/vnn48gjj0S328UHPvABrFu3Dg888AD22msvv92b3vQmbNq0yX8fHBwM2rnooovw5S9/GV/84hex33774b3vfS9OOukkbNmyBaUTJ8466yz84he/wM033wwA+NM//VOcffbZ+PKXv/winOnUIRPAmQZONIQvYGCOpfQmkwmZtJU+I0ICCZzgyPx+/A3eH8OEf2PgvoHRfjqio1jfgKZ5lqulfOIypjZ3RdSNVOkmAHUtYWqHXSc/SdHx3ATf6Dv5BUpfKTL/AXVZOT85Olss83MMiGBp21Rdu0zBkR3yaYMjCuTv5FmPI5wd5cgRoIx2ARiuW8xEa3cxNgClMHXQhA4JmFFkkrWEUIPyvtl8eUVlFU1LEG0/iNQVXdteASLDjiiWypuO9YD9rgdr4gmgjrLtuEvhSKTSgBq1408l2IpurfJZM7bvPYKIakfYiq7tCxHyogpN6PTbLUbrVC7KKWt1pC/z56N7iN0njbq9UpGjNki91qKdNvR6CeHtS7S1Tfcve2mpk7Oz/Und85/Fby5mZeDtp0ig/D3Kfrc+a4z9DcQUxES+P3vI8amFMgAkaMsFZ00FpiIKmMgYYdOmTViyZAm2bNmC3//93/fLh4aGsGzZsmgbTz31FP72b/8Wf/d3f4c3vOENAIDPf/7zWLlyJb7xjW/ghBNOwIMPPoibb74Zd999N4466igAwLXXXoujjz4a27Ztw0te8pKxnuaMQTYBTxD9yNTGGGzcuBErVqzA3Llzcdxxx+H++++f2IEjJKTx0CkStXdjiEXojblLgrwZ3TRNtzlrJ9M4OLJHpuRUjkCOSgO6sv9cqgjDJxYe9AGEE0NMwehzbPwxYhOzJHUxXyuu6MRMdUyNsdGgOjwnb/aul1NQhepqbxqG1lDORIzK+La8iZjMjTQJdd3+Tu1SzpRZVIZVr6jz2dkSZER23LqR+l85rNF5QbuIWONzDXpCBYD88+p6uQhKn5GSqCq4YA23Twmn7NlUN53n3b8X7D9VAcWo893rkq+fQTlsMPC8wcBzdZ98qhY6h1FjzbSj2tfeJfJHORGVduPlAkBUVe9bDmuUw5UdXzLD6/q+pG39NTU0JizFC7/GMjKWkaao24C8H+ULVxtR5EQqBfm8kb8vnkSd/HBlm+zcYVykb4r8tcEfR/gm9kOGOYyGqew/704iag63vRSOBdJs7M2+hWo+915MxO6j8f4bJ5566ikAwKJFi4Llt912G5YsWYKDDz4Y5557Lnbu3OnXbdmyBaOjo1i3bp1ftmLFCqxZswbf/e53AQB33XUXFi5c6MkfALz61a/GwoUL/TazFVkBnCD6kak/9rGP4ZOf/CSuu+46HHzwwfjIRz6CN77xjdi2bRsWLFgwsQ44danhHyIflFLJSrXV7zF5m9FtjPCjUfXrRuqNezwPOJ53MBodrOoHtmJVQ7QGOiVMp6yJpSNVHtScYcod4CdirryOrc9u+7YJVRLn2DY0STizaiPC0UcTa69M+uTRyip0ME4dNZQc2QCFe5lQyqUaceqf7Zhtp2CVSJyZF85ExqNlbQeZgmYcwXPXpmM0igErJ6ou28W4Mn+VzTFoTdV1oEjh8hRShHIxSvvU1TOMskmXKakzr65B360Z17Zjx8YSRB/1XLllRvSd9dOTYsrLV1r12CcuLsR10WHi5rodNkE2lGGxQIvtjVMTY36u8t6RSpg0U6fUv9h9m3rB5ESPKe1BfkZqlhKd85cZEwn2iPUj9RlAwwUFujkWbepfcK5u/PnzIbLvZJlyA9UvWDE7NJunn346+D40NIShoaHk9sYYbNiwAa997WuxZs0av/zEE0/EW97yFqxatQqPPPIILr74Yhx//PHYsmULhoaGsGPHDgwODmLfffcN2lu6dCl27NgBANixYweWLFnSOOaSJUv8NrMVmQBOEL1kamMMPvWpT+EDH/gAzjjjDADAZz/7WSxduhTXX389/vN//s+T36nxpCHol/ylEry29aXhT9PsIwBEfQf9cSMPRG5W7gXjJCkqHefNUiXMUAdUI9WY0XoiV25S4pNWpf0YUE94ZHB0nImAlmUrkfPHlOfMJ3I+0bHvNnVL0dyuKOAjN2kyNuS3aD8blw+xjiatK4746gNUZ9aTR1ZLVxlPCjWZ3Uu4VDJugq+swlZ07RgqDUAba8alag9keSZiC1puHIlk63iqGgMoZawJlwgpwErlue+FPQAFc1jlsF7PSZ7PGWgoZ6GqzbL+usGXwVNdImRoVOPwpmPh3xdL26IqXuJPrOfkQ6wLfA35/ZEiaan7sI3UAennhFTNOYGRKqBiy0ip9OqmqMojU6zI/saIH5AmSvQ86kX8Ysdq6UssO8CkYTqQvgmqd0E7AFauXBksvuSSS7Bx48bkbhdccAF+9KMf4Tvf+U6w/Mwzz/Sf16xZgyOOOAKrVq3CV7/6VT/fxrsRWsxS6dRmeyqeTAAnGVKmfuSRR7Bjx45Agh4aGsKxxx6L7373uxMjgPQA1Lp3ImIgJGy9CF9qu9h+rN1mrWAN75hFkXRV5UhggrxJNa9X5FuKBPIHvc+3Z0kglPHRhapbwBT2n6IIBHrYlUVzQiQSyHwsOfmL+gHRdfJ9K9IPVCJqMZ8mqXgE/oEa3qwmSQCBulDA718nkDZeGaR8gqYo7Hd/DvVn40qjFU55g1ZQypo9TaW8f54mgXXQpXuh0zQ2+ME4n0NTKk+S6oTPLFCFD5GBzfdHbZeqUe6v8Gqauy6lUyaNctHNpGTXx+XtQ7EoXtT+lzxpdU3onIrH26Gx52NO7xY84IH799E62l+aZum6E3EixAgj7c/5A38hCwKnVB1ZLIkVEJiWoy8hQP3MIIIn8m0G28o2RPRx4PPX9pIn+yG3pWdAn6laokmlY9sn/P5SxG9clgIy+8au14uNSSaAjz/+OPbee2+/uE39u/DCC3HTTTfh29/+Nn77t3+7tfnly5dj1apV+MlPfgIAWLZsGUZGRvDkk08GKuDOnTtxzDHH+G3+7d/+rdHWL3/5SyxdurT/c5uByARwEhGTqUlCljfS0qVL8fOf/zzazvDwMIaHh/13KZeLg9oHrDG1Q3Ub+lHtOGJJoKUKmGjb90m5SYierRSgUioXyTgGvx5/LPEwktHBAIK6wRxGwxgF1e1CvQBL6AY6QKesJy/5sOOESyoagvDJVDFAfep+v9iYSvC+yImIVFQVkkAoFRBBVelmcl0AFPHrq4u44ynA1VZ2XYC2BIXMw0BNEnV9zsoRwgI1EQIs6SpVbZb1fnGkmJVWSeR9JJJY1wGmFXXXg+AKWH8/wI4Jlazj7dGpa9jTsL6OnqkB9ek1HNUVbUcKn9vWb5cgfUE7xoR5KAXpa5AhvgxwPpuG+UNGJmNJqvy+iYmbEwuuLqbIH63jf4Hw3qXP9FsCLPkLtlGe8AXqHzf9Sp+/mMon+8S3p8/0kpkiL23ZB1IuNYL8xcq2xQhfvySwTi3F+jUeH8hpjL333jsggDEYY3DhhRfiS1/6Em677TasXr26Z7u7du3C448/juXLlwMADj/8cAwMDGDz5s1461vfCgDYvn07/vVf/xUf+9jHAABHH300nnrqKfzLv/wLXvWqVwEAvve97+Gpp57yJHG2IhPASURKpgaaEnObvHzZZZfhQx/60JiP36vYuGkjfpLotRHFlAoo+lJ/IdXN/aUoZW2sH5qOkLc2c7BSPqo17INJ7yOja6vKliVD1yk5BuiyqOmIacmUhSVXpJbE8p+lxiBc0ZzISMUl9a90/oluneq6PCux8+FtsutAplVPHKR6aEzN9EihoX3pxYJHvnqBxzIwa6rUTlUz1o9L26TParT2R6MybbVPImqSSj5wwfjQ8WuCZPw1sONjGPnzFTIc8aPEyWQe9ufjT8GEwRYCAZmj9t2Y81JzDYUPaJI+Wu/VP9MkfQSZAy+yTdTU28/nxv0W6ScwNlcQ3ylGCllydW8K9pHl/GXG3dM8cImTv1SaF3k+sWVA8zmSQi9Lg0yJQ9vpJuGz3THB38bhWB9j2zR8/2jsCkx+VoexQLxUTaidPnH++efj+uuvx4033ogFCxZ4MWXhwoWYO3cunnnmGWzcuBF/+Id/iOXLl+PRRx/FX/3VX2Hx4sU4/fTT/bZ/8id/gve+973Yb7/9sGjRIvzFX/wFDj30UB8VfMghh+BNb3oTzj33XFx99dUAbBqYk046aVZHAAOZAE4aUjI1hafv2LHDv5UAVoJOycvvf//7sWHDBv/96aefbvhMBKC3Z8CTPPmg8YlEaZlsQ6Z4mcxE0tpYK3ClnTW4hBoYsCRsVKd9AoGaPEoVqygBcur25xVpI1WdxBjAlY7zLVOSWjlZkrKm2UTDJyBBBH1vIoSwQdBjpKwoYcoCZnDAKmQjXWd2FqYgIoG0jo8FnzSZKgjAq3GBquknNwTkMkh0XRERM7VZWMMSP1ru8gwqNi5BrsHw5N1YsmPSOJMqadyA+n1prI2tn+s+FxWpSfW4Kqa4kUm3GBVjT5coouoBTTLo+wXUZemU8NkTKp/fVhI/7o/G/T15O3TMVJSuVOtE/xvb8GvNtwea5E++qMgXHkn8JCl0JNCUwn+ycuSPCCA9u7jyx0258jcTU+Nj6ENtS/6mdISIEljkb+yFO6YIxrZNpnoB4E2/KtK/KcBUpIH5zGc+AwA47rjjguWbNm3C+vXrUZYl7rvvPnzuc5/Dr3/9ayxfvhyve93rcMMNNwTBlVdccQU6nQ7e+ta34vnnn8frX/96XHfddT4HIAB84QtfwLvf/W7vqnXKKafg05/+9ATOdGYgE8AJopdMvXr1aixbtgybN2/G2rVrAQAjIyO4/fbbcfnll0fbTEZEae3d6frpF4AG8fPrUvV9ZYDHWEvIpcijj9ZlE1GnY328ut2xkUA6H5nrMObc3SgXJ1Qzqh9MD+hOp57Q6FjGBlg0SmixhNvWnOkujnNkb3vbN65ubzAxkArookQNP9de0CYMVqH2AlXE3RMaTfMwXTdvSvU7BWPmlWRm4rQqoXHJtd1nN7bBJE2Ryqw/StWpQBRqwuWjdukyAFb5IzWTk4ACLpWN8RsrbWqF0h2zYGZO7u8Hw+v6CnLE1DtP8jhZJ/IXBIjQOAsViytI1BfaT+b9A8KqGJKMEbpVeK827n95v0eQUpYaxNHdI7yiB63j+7BjWb9Lm4hRjVZx8pdS/gj83FO/B04YOTkMCC4bf4kJVNiQpt2oC0hCKaR1vg/8ZYDOBUCQUmsPQS9z+dy5c/H1r3+9Zztz5szBlVdeiSuvvDK5zaJFi/D5z39+zH2c6cgEcILoJVMrpXDRRRfh0ksvxUEHHYSDDjoIl156KebNm4ezzjpr7AeUKVh4hQn+kBZJovlDxcY4mJCotfn5SVWwFymMBYVo2IAQ7YInul1LdsrSii+eBEbMwb5drpRoAGVNAun8uWmYJhSeeJq3LwJDTAGobteRitqBnYiVrfKAmnRQG17xMbUiKKsa0CkJYujTrdQb+OuohkeAqqxN0zG1h5lVA5UwPGhjUvQJpckpDrDRtjHwY4CUuXqZX1PBmfTZvkEAiT/p8Fz5eLr1RLZ9lRVHbhQQ+jQCgYrDFTuv1NGx6Nj+/qD9YSt8EGnhih7fjo+9i/S1RDWhynHSx/eXZE+QpsaLBt9f3gNcwSoQ7hcjf70UGHkeMcJFzxOphIN+I3Se2gZVobL3W7eCGu0G5M/4F85Iv2J9lcsaOUEj483b5/dO5OUo2LYH6RprxG/KLzDoF71EymfVVJM/eY9PpJ2MaYNMACeIXjI1ALzvfe/D888/j/POOw9PPvkkjjrqKNxyyy3jzwEYc7oGQhIINNU4elgWuiaBKbQRwjGiVriMJYFGwYyOWpJDipsqLIOIRe0BNZGjiU4pn9vPHYRNBn7GFh1JOXu7fXQB4xQvPzXw6GqlXCUJMYl4kmIsCeOKHlArXbG3frc+2EdZhUihW5M/LSYjqlQiSYTchkhIoSKTp0KMgDT6JYmEJyK6JshKucjWeluuFNZmYDj/yfoYlqDxa2NYAEjkWgZmSdhAIn4+ACitD5SqCR1QEzZ+vvxWI4JO6h+o/8p/5n0JInaBtIIjry+/F5wSm0zlkiIqHG2pTWL79PotS5Iu8/pJlZ+r3VxVHu26CitM+TPGJ2cP+ykU07Y+Ac3fc9DWGImG+82NJchiTAEd/YB8gI1BKkPClJWJo4CzyWgnY9ogE8AJot+HwMaNG1vzHI0JbT56KVNR0KEiJIG9zL3c9DMOEthIDQNH3FQhTLilfeiREhgjgXDrPIGo6vP1E08BaFLNCiT9AP35OUJCbekCBromAsbUpdeAOhjEnlT4lyZipeq8f1TRoe26SNWG9oupMFL54/sTYuZAmRKE76tU7TMHxscCwmdqtZkvM6Y2abJgEm4C5WXplDH1X0aM6jQ0pEyiJvvseEHtZc3H3wRkj/qvtK7JnPR/5EPmffqaJDHpu8SVX67EStA9oEMC6Y9NbfBxjRHz2PKYYigVm16/W072OXz1HRWQ/Sjh49u5qGXoqr6Xu1X4ew8Ir/TnZe2lxqUfNF6aGEFve/nZTUSlZyQwJayO3CO5RnDGZCMTwJkOmVsOaKgOdY1gOQuK/WIg0jce9S+WFoaISaEBXdnHXMr/pp8kz1z546YbMitqEyeB8nugkjGTME1YHffwJhLYKcOqITTmLqmyJ0WSIMrtY4hd07Z9Y5OiV27ceKdMbHIC5GTQ9TuIIJYpQTj5A+qITkfI6vNg5A01oWqkXAFcaiDqTx3tCwrjlf52Rb29Amq/PfrMj0P8wwh1kI2Faou2TI2jVBXl59gyqazGroVcTiRekr4kkenjd5tUFZm6HqngAUTIn3Qr4aXq3Lgm/f0ipDz6YgM0f9MyTUvKTSCW54/2GSNiQRxtwR/SAhAQOv8Mq8K+sIAT+318VpgJQ75QTKSdjGmDTABnA2LKnCAEQZ7AQrPNxpGgtB8kzNABCURVP6wLlixawUpAVeIBz/1jXFqQoIJAYHJWIQn0x4hMaDESSD5vWgMdA4VO0wctNUlRkAhXAuV2bF9jmL8ctSvVXkkOyeRPn6WSE5vYuD9U6tqzPsTyS9rEz7EVpu4TP0ceKUzHjh1TEimpnDo2aLzJ2aAuY8eIXlfcCwmC1qolybHjKpRsi76TyseIW9S8y5UtfzyhKnvSKnw72/zlAnU0QRbkC0NKUeMvL4ntfTqfsqhz/1VhfWPqS1ArvM3cK4kgJ33BdpFnA0GmbGkLAImR0T6qhbQ9N3kuwJjrR+ALHPXbrV0+pofyN0kEMJapIWPKkAngTIMMxKDvMiiEwCcBX/O2fkMOkpbGgjxSwR/jNAc306AQmatCNQ8IHdxTaiBTFoJlfH9uGjbCz6eXX6AqamLW7Vr/QG52TE2mXoEDACKhqp4UYybIho8T9Tty3lzt5Z9TSpA/drOpKGKEgvUpTERsmqSY9z9GwjRqczKhLELVlCuJon0ZYavayA5/EWhFQnnjbfF1fGJPpVYB4kpxm9KVmmhjhJT+yuskfRP7NZvGfPti0b50jJg6Sfd4pb3pu2/yl1oWQ6926HhSpQzGydRkq4+KG23JnfspHdYgcxOIPs7ImCgyAZxp6GUeTJiBGxHBPMoy1oYkgW39SIGbj1Ol4gCrSFawZKzgREk+vNkbf1Dtgz1Uez1Qk0Qy4SdotMt/V0CVBTAyWqttsvYu/xyoViYkN8oplm2+XvK73DZVSURe95jSFLTTJFeNNmLnJ8hHkOeNKV9BO/L4ksDIRMjBRO13RhOmvY+0f2p8+djKZWK5rypSSBIs2kwQxcZ2HLFrRgRYEkzezxgxi7Ubuzc5eKCHX+a+y2AzcWylDQwqqFET+vuZHpU9Yn3ky4L7NuHCIgkd73sqH2JsW7FMmm95Sq1YwufWJPyRtho5/zimlfqH5jNkIu1kTBtkAjhbIBXBBIwx3oeq9W2135QvttF6kuiHOMbKxQE2xyGP8uW+TjGMp0h6oeyB2vIFgo7LyZH2VTFUacLJGqj7GkszwU3CpH7JHIa9EFOIytIrLMH154RGmhXpM68wIM1j3BTeD3mRapknS+6rvEwxUhTrZ+yYMaIn19PftvWptgFfOaUmeOw7PzdJxHh7bceLKZJerWZ+d/6asm3bSCzQ082gca1k/V6g+WKjVHj+1F5R2IAol9ZFVah9/mIpXgLlPXFdYi8GQPPFra28W+olMKb8taCRrgnhC2y05ndwOBP9LtNyBaB+8Ws+2Yn5x4NE8NL42smYLsgEcCYipfz18slqeYhMyBewzVRJEMQwWpbOMCYoFUCZ0y/Ynh8n8jZNaFMH20rPAW7is6qdzXenfGSrNWWSsqfrSElCzCxMJlDf7+a59JpgglyDkvAZE6awkRO/UjaQhZeYizifBxGTEjEiF5nYG2lz/ETSbLNBFnlbKTWTfZb1cmPtxWrqBgRHCZ89raFQNI+b6oeEHEuZJkZcX98Xup4x8ictAfwlgG9LxI4fp2D3p2J9Uircnq0PyB9TahUdV7u/8qWmH5NvSgEPSHWE/KWINH9u9PKdFOtiZtxYbd9Usuew+4m8fyk/xELV56mZ2XwCKbgyMtqQCeBsg/TZi5GMKIF0SY4LBVOJyWWyHz7i+GGyaFXn9+MPykLBB360RQfzABFRzcN/BuLqIjcxy8hias8YQOQMhHYpY5Sqaxx3xCTbUF7cf7GHPJEQMUZKnkcb6eBkkNqXY1KWttIaTeqcDHj1oUVlMWwbuqQpJYcvi5DRgHgF6yNqEPseC7Dw6hxqFVLuFyRbVqrdTy92LpE2m6qm6DsfY37uoq2gz0Ss2q63/H3GVEn5mVQ+fo+SylUoAGKM6G/wT4V5Kk2Lrx9vR4IpjY2+prYF0kQqhob/pI4vR5zQper2pshhbN/Gi5x8jhF5ln2aDuRP+k5PpJ2MaYNMAGciUmqeJHspv7Bom/Vbc2DumOjDJ6JwxPqfDA5pc8xORQE2lEKaYIqa3CjARyFTW70CBWSUsGuizt5vgsnMOJOvr8MbI6FUHq/STcWO59Hzi03wPTzvyHWOvQxwM3HM74uZOusOyGuYIGZBEI3Yv0W5Cz6niKLskyB7rccJ+ijMzVLNk8fvR+kLyHCC5LX9/qiNNuLM+06QVWfkteRVfLiJtxAE0O1vSL0WLyO1qwEbKxZ53yB+/FxS550y96bGhiCjovnvNuZL1/BxjavtY0naHCN4sZQv/HvjGN4fUgfPnYBsxlTdjIxJQiaAMw0yL58kgm0qX+Ih23gwefMYXDWHCZDAVtIZBoeEgSHOHELBITH0epuMPPyVUkDpVE4yx9K2nAy2tQnUfoqArWpQlq7/up4we/kicWLQKUMSAdTX0FVNiNV1TrZPk6u8doyMqpGIIsX7R32LkTGJ2ESbapO3S5/5NvxYMQLXpihKMuf7p5tt9uqrJH/yHFPRxbGUL72O49virhJMbUv9Bkk1iqijHkE1INVQ+7y5ubE/I51E/vizRyp+QP2b7KWayvP3/WtzDUE4tilTL0fgP6nD/USgRcpnL971OGGM7ZMklxFLRk83nKkiganf1XjayZg2yARwpqEXGevHWdi10fDDa5vE+wkK4WrDOEhjEFFH5mCgqegBafWPHqq8dBzgCFvLw7ivNCGNDock0KmI1LoC6vVcdZLjIxUinkjaHcO3lSAnDV8j3kfZ567w0+JKDX/QtylhbehLhWHEoVThWI5lsoltK/sbI5OpY8RIYqz/bSbytr7Hxpf+VpHziJl3pTk3pqDGSB/g/VMN+fyZOsAlSPgNhCogkVGmNgbRvUDvF7I2yPRPsXFt86VMKYDyGIk+9u0DHclo0Auxl+tGEvqW47iD9XWs3YYcBDIrkQngTEeKaPVTKo6phVEFTrbVL6nrZ7tYfsGiCB/EsYlXPvRj0YH8c+DLVwEowzJnsQl/LGQwmMzJN1A7v7qqru9J7XKyJxWvho8QTdplfGJmfe9LGaTUM0BzcuFmP+k+kFLf6C+Nl6x8IkkUQZrv2ia3NrImiU9sHfdPJJAJMXavx44T84mMkY9eSldqeYwUjuUFihNJpRr1q5N5/GgT1/+ozx9Qkz+e1oWWA2niF5iuTX3/p1TRmFmXR/vKpM58W/7b4n3noH5G1L++McZo3EbKF9kfV5YzCPrgv8OMjN2ITABnC8aTtqWXWc8FhvQdjTbWRNHSXM2igxuBITxCWKJXUIg/XlEHf8QiE1P+hjEFMhYcEpBAO+FFI4VTkISgUIgmbo4piCmzJSKqZ4xg8IlN+o7ytmNmV83W03eZXoab3SSJCnwr2Xd+bLmcf49Fgcbal0gplfIvIfZ7aXtRSJEL+TshM65MjB2DJPBSWebbAPFgj5hpNkZGWUqXpOqXgjyPaHqk2se3US6t3xRJPcitbVSYfqPdHZ8y1aYcttf+jjxTgLQFpZ/n9e5ENgHPSmQCONMh30j7jfqN/BDjCUp1SAJjx085po8VqbfrNhOcRM8I4UTVEN5mTGXsB76tOkDEm4X5w5srgnzSjpkG/aFJEWFk3PcxMVm4zyo26UszaT+uBbEJKGVGjZEzec28H2ZiUpMKEkeM9BkTEmZ+38RIodyfmxbb+i3bSCnJfv+I2s3X0X7jVXxiufx4P/ly5wsZRD3zvtPymK9fKpJWvlDKMZCmfaUASqzOXCIMT3lD2yfPOUIoJWLXMPLckDn9xkIGo2le2voa7FwT02TgR32g8O+LDTNJx878b1ohE8CZDk7yYtHBsSARaf5rKHFsMiQS6AhI028wQjLHOpG15ChsmKbBCFwQ1ct8/2gd0CSDMeJI5qNYF2LmYPn2LhWjYCLUcSJYlo6sCLOpPem4YsMVQb5tzETcRkj8eYjJNuY3x9sE0n5JsYm/alEs+PG4vyfY5xihkKXiNNtOqiTcLEiKJCfR/ah5jWsvSGZMJY2R6rbfxFhfrug49F2a4wltpnt5fCJ/9DmW1gWo7/1YRY/YPUDbKAUUJQIzrIRU5lNBNm2Qx+8j4ne3VNtIkT5xLtFj93qhyMiYJGQCOBvAJwqZ7kMui4EeOM4EW9ekHQORmwx/lVjeOoQPSSXJQqDslOFEFUOy5FtigiRTLD8WTYApR25ymJamYV5Srqpqs3DJzrUsrOJaFs3KC/48I+RQqoPSlOQmc9VmZowRQrm8VxBQrM0q0ZbsB5/wqWpKqk+pNlLbadPc1t/3TJmS90GvsWqcgyDKMVU3pZDJtmO/W/liUBRx0tdr3BpKpCN9zPTqVb9YmiV+vDbzoDxfJX7XMeUzpsoTuBtByk1A9jHi75cifW21fhvo9VyVL6Ex8idf4O1BaYM0qX6x0XaNx9pOxrRBJoCzASmzUpv610t1I6IlzK+NByJ/cEWCOsYdONL2cJUmYW7qoojSNheiYAIrWn2DxvwAln5vQK0skp+TC0JQ/AGvFNApoSoN0ymBooCxtndL92LkBWCKECMklFOQCIIbW24K7lllJHbMxmSe2JfILd8mRfy4CgiEZtWUObBNuex1HpIMcSIXU/FSBFP2X4JP5rHJM2YW5f2TUbyEkv8mBPEby7UEQh8/MsNKxS/Wzlh/E4Xz2+UvUrHoYUnk5POnTQkMCKFuqIexhM29QL+N5H5t5E8boHAvicItJVAgZVovu0GsM1NLnrQGog7J42knY7ogE8DZgDb/ohjhi5ErpgL6qODEb7VhPokloJYPtfGeTysJZCqc8ytyK8O3715+gakUM349qS1ceezhF5hKS6FdJG7MLKxUqHxJ0zBQL4+tkyoTTfByOyCeSBpicmqujBMXfu/489S136DsW6xNua7S6e34Mv5XnicpsXK7XiSmbX3q5UZ+j51rrI9yGx41ntom1i43gdP32Fhxgk1qn/sc+Pm1lW9rI7Oyf8aA/x6VUjZASrYfOyfut0eRvkDcAgDEy9D5LsbJXCP4hC9vMT+n2vEoVPS5E+QcTKX4ib2AZOUsYzcgE8DZgFaiFJmUU/6CMRKoVJPMiAdr42E20be8WFsyOpj6VWgEkcGFsuSscJNZKoBDmnGlgsDXEwm0HWDH6eOhHDNV+Ye5RhAx3O0CprSEUPr1pSZJOelKJUlOKACSPoLK5htsq4fat9KmVJh2BqgJYcqvrdcklyI3qT7I5XTPy3Q4/KVF9iVG+Ig8BWRTx9VFTtbbzi9WkUVGuMr2+DLevlQcufmbnZeJmYGB5stSm9mavwi0vjjY9o2MAuD9SkV1p45L5uk+grRSirckcf1WBIklja5VPfnSZ6L7JBruvc1UIKZij7edjGmDTABnCyZLWm9TLhJQSk28YkgvpEiuNgBcvj1j8/y5TiFIRSJVPV6GKSCBvuF6e/4mH5jj2MTYyzwFNCcGUkcAhPkDFVAykhbLH9hGLLwJ0ZnC5LZcYZUTOdgkySZ+lSJpxvkWps5dEs8Y+vErTJEzuZ4rj5y4cB/ZmGrZK/caS4USnFuMfMnxps8yPx8HKU5ynVRIOQl2/0yRqGUc8yHlwR2xe7aXMkd9aLx4FOl9lUKjPJxELEq3iNzzMaQqhSBO1NoQkL8+iVuS+EXyDiZNvf2+KEwVMgGclcgEcE/DWHzynAoIMMUNaLyl75YoOglB/hr9Ih84VPFJRioLUgHklUOC5MSCCDYQIQYptPka8vyBQDx/IFVx6JTBZBGY6uVE2TjvCBH0/YvcG1LBa3PYR1w9bGzbMBFGjiUJWkx1k30mkjaeiFt+zBjZakPqHPj3WJ5FGbwRU3GlGV1uw/eXkzR9Z+PhVb9UShd5PjHSG/SZ+yry31LkXOhvL7++2IuSvDd4cEqfUcJ95+wTJubYfoFayDMm+D720beYqTd1XTMydgMyAZyJGGtljl5oyxcY3T5UtIiABCliJlMN7JXKBqirbvAIXL9/n4qmLB8HNAI4gvZ8+plqbCZhDt4+S2FjfLUKbdU3IgJlAWVMSAKBuNJD7ZIS6vvNj8nIDpmd25QIfu9xEu726Vs7jrXdZr5NKU+x/fg2pFCmCBZHbEJu65dcJ8kyX05EIcg3WPuvmpi5F6quzsG2U+IeUkHuPqH6yXQuQNrUO1H4+yuiBsrt+iF+KVN3H0jV5I0h+cIi8/Ol2mp7sUsdN6Wu8s+TpbpNBui5OintZEwXZAI4EzERciVTxsTA1ZcYKZQPu7Hm6horEulhAKEEVlXdtwq1ytcWsBFLcRHL8SfMtaosgFJZouZNfKpWJ9qOl2rfT/46OAdvGgacebgME0s3jiFIEpFAAqWSkaa1Sjf3i7ULxNVAua0gmFE/wrbvMYJGy9uUQ/FZyYmVbxf7nloXO5Yco5QvH33vFGG7itXl5SZurn4KtTdq8vWqGFP9XL+TwR1inJKIERyu/hWqVsl6PQd6kCXfNlD/fnuZjlssEqkgD7m+0SbfJ/EcTJp+I9s1/KRj59PvS8cUwBgNMwkvDJPRRsbkIRPAPQ2xSTvlZ8UejoFpL+HTFjxsx+ITmFI0U21EHsbNhNFwASK0ASNe8m8qzxlNQEQmC/gxqcvjqZpgxpLcygkqWv6Jk0wHTgZZoAiMseTPhGZgnw+O+79xAiYnHL6cvncSgSd8f2NqopiK/k5M2Ir3jZG8vhzv20gA3yaGXmpKimjGlrXmfWNKnySddN+4dZzAKW1sfWryT2TXzRR2PSeEqjLN8yHyxyJ7g5QubYpcr3FNkT+yAEgTaduxqD9cDeWkkBNLXgc4di7Cb5DuI96fNvcU/rxqCw5pI38+WwL5d0ZMvw3yx5+tbWp7RsZuRiaAezpivkmEiT6U+iWB8g07lQZGppaJqIExJ25PBPuMGASAhlM7tVcAgFAVuerot1ONCaoV0vk9GHupCNaTv+IETQPeF1ISt+DcVDgBxcig+27Kwk5uRA67FVS3stdBlhMjIuq7Ldbzv0F3VHMbqcI1d2oqcG0kshfJkeD3YFvwhjyGI+GmI2pW0/UisseWGyqJxhUlzdaT4sfJN2uTK37jyuPXixByRS7aZEJhbFMEA1O4eMEwMsI6Qi4TwR7j8UeeSCm4wAdQINlOm8qd2o4wVXn0+lF3+20nY9ogE8A9Hb2y2XMH8qLO5VWvFyadQtU+ga2qQoLkyeP2euAJQshJYFIVjOX9a6t2QN99kAjsJAU44iXa4xNbTO3g7aeqivAx5USnYR622yp3/sG20q+sjUzJ79w0WRYwHftPjRbACwBMAVUwhYZfByIpMpWNRErxTe0jU7bEzic4/0SQiySX3PwqUQoiJyf8yNiZsgAGOoFqZ5Mfa5gyMqnzcm60LVONVKXj/n10ToZF9cbuMTkuvSbhmGlbIkZ6TMu1i4H6GyP+KfUyQkLGkuQ5GuzRZ0BbX2liYubjuvGe/QswnciSMcBk+ABOp3PKyARwJsEYoH8v+z7Qb6k4gnuY+WCPysQfqG4S8ulh2L5BWxTcIPtDn/lkT+hjcpIlnxoPbEm4ZP1gviy2nwwSMZGyI/LtXQalcNLYjyqZMg8DCFLIcPLDgz1Spkl+CF5mDk6tcoRFdbW93nxsKWk13MRK14mqVXiztyCz9Dem7sYSLPM2iJBJhU6OT+w+8WY607znlWq/r7ifHgua8uqd1o3gDKOUNXt3q/TEJ/vqCJ7idXlJ+YspfUBI+GIVcMYy6SZfEiSZjrTZ6zi9cvzF2u5B/upDN9f1TNbcY3u+j0m5KsjqI7wv8pnHr/VYiVDseZmRMUFkAjjD0G+i0r4QM7GKCa6XKc4Y0ySCQEgCabJvMd9GETMhB0pJQh0U59XwXyxUTeb4BCN99fpxWO41oY03YKYRLRwhUfXGdWURt62S142nkyGUglzxz0REupV971eMYPJce0Efxb0k1S7eNk9ODIRKW5vJlcZPqnw0qZYJoiJzyqUCg2K5+Oi7U0WVi6gxnRJmcMCOy2jXknA63mhXKOXMv0+p2uePxqOq6n2J6CWCOhrn1m9gRz8mSSCtiPd6QeL9ousk92uL9G30Vyd/K/2ofu0WiPC4QaBGxNIRBHzwPqXyDra9tM5EFUxrJEtDjQU5CGRaIRPAPRmShPn8ZJHJkT/EeqWN8UTEmbA0ahJI+/dLBmMkcBxJp+NBLNxHTSh7baXjYuD7N3z4BFJKSCLPYrA+anojIlB5k7SvuECO+jHTKC1zfmuqG1eC1Wg3NAvTvv34kwFNE7RSgCJiI84pZqaUBJX2bR7Iq3Teb458It0yAOFy3m7U762ZesWw/ioiZsb4bRSPppb95O3FEnFzEshLtYGTixbi13ZOKcRe8oLk5wniJ1XIQA1jgVZ0P6fuX5/ySJxXj8jesSL2DGiQxFiVpJRSWUTaasulORHi590ext/EhJBNwLMSmQDOQEyaCiiT6KZ88WIPRa4ENToY8bPr1Y8UCYw9UNuUPyDeX9QP+4YaGPPDS0UIp9bFysq1pbyIKYENM7EJt5Of/XlL4smvq1OrWG5EJYlOUViWrpSdjLkyyE22xkU8FgXqycAGMdSBDSpUsrhpNUKmonkWY/c2V+BIGaP+cXKrXKJsY/ulXJoebqr1fWLEJ+hXhBDRen9sGoFRRv4iptyA1AFWnR0V48O3Z6pgQPi4ouY7NYnKkh+/WkX2+fzaSB8Hfff5OBG6hfBzIVSC7CWCPKQplj6PF63P0NizSBVhminWx6TJl99Hk0F8imJSOFhGBiETwBmMyXgrbiBFomIRwszvyxSFIwdMBWhDvyreONS+IICkRV30KRxQhWZhiUaZqx7qIFcDZYoLE5IBv9x2qLlPIuVOX2ZkIoP+WjEyyPoQVB2h/bjPYEN5qrc3jRyGiX5x9ZC2k0RL/hXrKSjFFMIaxc39BSN5cixY38jf0at2fDzF8Sn3XuOUKt0kYJwwR4M2EL+fUyofgKhvnyR/MbSRDul7yNK6NI8fOVav+68tN55UtxOBHtGArknAmAikfJ6lAkZSz6iJ9rlf/+zdDKM1zCSYgHMewOmFTABnKFqLkY8Hkui1OeTXBw1VEk+oeLtOdWIP8uBYsWjf3VVRhPWT+mTYJG+PnVACY6XjkgcQpmUAPno45pPmj+H2pcPHUslEIhcbIJOaPVn2V/pTWqLq1UGt4dPKSJ9Bfr9V9XVXYCSQTp9FgtcLTZNIpYgfX88UPkqhwlU4SXLq44bkUXXD1CJ+u5hKwwmkW66qpiro9+dKnyc0TNFrUYIayZPlvcMTIcvzTZnb5fFiCpQkf/6Q1rfTSKmpjSzFlGlJMKkNSfh41ZAW1Y//nQjG1EYLiU2ajusNwr9A+/VI9kE8cyfrRX+syCbgWYlMAGcrUlG0cj1BErCU8tfLVAxBRmNqVuqY/aZ+GSsSPovJyUAGiJBJq5dZu+HPxsgfQZrCuMkNcCodIw1jUf5i6wLfLLmejbNIKxOQQTmJAfBBIKWBqhBOTLFJikicrDbC9jHO9BxUuRBtKI2QdEkztexDarLl+3Ci6YkcAoU72mcK1KB2jKmHlEXr+vQhSCh8QIL4ibHqNXkmfA79334Cm7jpeaxpXUQ7AcGk+sCVNCnrxlhMlmVjXDn92uDIa1/KX/og9d/xjG0mUBmTiEwAZwHi5YxayB+tHwv6SUOgde0ZVhRhvxwRCXIEjpf0jcUsHCO5iXMIFUzh7yNJbGwylWRNOtG3+QTCXcdSuawyCTNhmwLI1/XyG6T2gu9OJaPYA2kWZPt4szEFKsRSqkgTNylrEYXK5xw0lPi4T4LXUNDcPoX43jZxSrMt4P6a5jHJP9IYS2aqqtmO/8qUKx1T1Xq4EvA2U2Q8pggGY9wjoIsfjyLJja63a/NTlctl2h9+/8TS0wDR+zjm7zcejGvffk3X8QO232spJTd5vOlh/gXgXoCzAjjbkAngLEDS/DuZSloqZ2BMcZBKoDRjynal32FsHcdEzksez4FP1g31MjYJ9poMgomUKYoUHenbqIDCKow+kII74AcTOB8bxH2p+GcZiJIigvxcAxLBfM8EkTAFgmvfCCwB0EhwzEkhwNQ254dYiKoXtI0kOVyZS5mDq1h/2LnSOEjyyI9BJlw6l0AlbCp8HjGTbjS1iiBicl3qe0rpC1S3tpcXcQ0kGexnko6Z8vktElO/ufo3gfQuk4m2WsAAGmOXVP/ariVHr+3a/K6nEsYg+lI6rnYypgum0R2WMRFM6gOTp2npJ1I4tb/W/i0+lWAVQNrkPNmm4D4fqI2xlJGQXAWM/aN9ZBscfJLRVW0Kq6q0uscTGdMy3l6h4n6Dqc9tJJaTHWNsH6mfxilf1FdtYCpt/xljHca126bbrbftdoGRUUsEulWd3LjSXk1Tw6N14mS/nP3rVvafNvX+xoRKHB2vcu10u+6fOybdn1TSzn/vhv0lkqc1DC13f42250vnHlw7eb/Q9Y8R1RjRS/2WpQqYNPeyezGlaMWOw03gqXtDBssUZX3PU/8Adz9X9b8+yR//2y+o/m9PuOdJNGcp/ZPLXX/9M4zfL3XH679tfY+puBLTifRNE1x11VVYvXo15syZg8MPPxx33HHHVHdp1iArgBlNkEo2ERLYx/bSyTs4vjwu71e/n1OQ58eP6dBQLylKGGA+TYnISU4CZQ61WG41e0D4iiJkiuWJnUkVUc5HkPaJpYvx59SiZKaWyX0luEJI58TBFEPvT8iDUiDUQr+QmcZIRU5Fy6bMaI4EBj5kvL+cJEZPLULMeNRnygk+FSHOTamyXd5+vz8nOfYS/H6U7gaemEbOIUVI2sy/vZTLmI9ji68fR5sCmKru0V9Eb+2WEiR2li9tPG8hb7st0ref40/kJd2nB5rkl+I+YbSBmQQT8FjJ/Q033ICLLroIV111FV7zmtfg6quvxoknnogHHngA+++//4T7s6cjv27MIiR9ZsZaQihGvPi/9k4034RZe20P9uabeUsASsonMRXw0rYusT4YT5oQaCJNBXjEgkBiihAt5+1y5cWY3g976WvXK2FtP0ilAmlM6Cb+z69nSiEQVwulatit7PduBdPteiXRcCXOHYcUOK4w1ypNOHkbtm9wzCpcFr8OOjyf2D8+HrExGi+4yTZm2gUCtU+VBRSRnNQ17+W6wJVk+U8GlMReYvhvhP/rddwIYqoej+CPVuoYC3iKl4Q/bythmSyrSy8/6N2QCWHMaLv/x/pvDPjkJz+JP/mTP8E73/lOHHLIIfjUpz6FlStX4jOf+cxuOtE9C5kAzkI0HlpS7ZpMtLUr+pEy8cgHefBwbyN4qcjlXn2UbcTUTkFao2Zh34YgDikiSJ+lf2DKPEwkkJsZU0l5CZwMSjITiygOfPLYRM3/pqKLY+ujLwCkbCYmBGk6jRBjTtCC1CnCFB0QN77cm4TZMfnfGNGrWL9jiBLfyDI+XvJzDIE6JVQ3un/Kslb8CgUlS+DxY/H7Jkbw2+4RIp+S/NExY6bTNneHPjAeU3A/kcOB6tfnS1HtDxxRc8cS0NGGNp+/6UD+pggjIyPYsmUL1q1bFyxft24dvvvd705Rr2YXsgl4lqOv/IBtZlMZ3WkbDbfpxyzcIwI3aoohR/62VDaxY/TTj2gfivhnhyBnIJmEiUTJdC7yM893xtFI+SGCRWCAok/C4I8bOX60T6JdXraLm4dTiqfcv0EoI/1OmXDJ/B0zLcsAipglt5+I2ra+xLaN9ZUHW4wllUfqvogRLsD61gV94S87ziWgiJAdp2g29gtMzuIlIQWlwqoecnzci5oJAnLY5xbEyF2/wR8psy/t3+pvLDHWfk4W6ZthmGwT8NNPPx0sHxoawtDQULDsiSeeQFVVWLp0abB86dKl2LFjx4T7kpEVwFmLMaVQaCNFMWdnjl5m2EQfgr41JkHbXk/iytU7bhJOqYH9klT5Odb3hvKVmPi4mbZkk3rMhMbXBf1KqHCxfaRCkfoHhESgLd9gjPxJ9OofDzBoM43GluuqubxXG23m6djxWs3ZfXzm4GPMl8UQNfNG7otIUAf/fXhTNwVb+H+mLrcG9KcM+/vE/Q5J6eMvaFUFMzoKMzpqA2Oky0LR7Bv/HHP5kC+rqd9/6tmWIpUNU7Y8/wSCoI9mw+lrOhsxySbglStXYuHChf7fZZddljx0r/skY/zICuAMAD3YumZ0XPtP+Kdi+ITUxxuwAgJ/eYP6YVnBEzEFtgwIJxnAvp5UlT1/hd4KH1eGiojiJtfHciUaPsmJ7Tk4PzLcZFewQAg2kdJknDIl+20Qfg+2jaixEQXIL5eXKFrDWKp4kWX9wmg4WarZJ66c6HHekTLViVTlphNSfWpMXMaOeRDBq5rkzJMVR5yMIDzSPcA377aJpcWh9XQ9qB/8HgQLQPIm8QgJ7qH82UTYTLnzl06ofuK5MZGUMDROMGxsja4fiD2ike2XPqwKk+kL2Kj8geD5NKpH3SFf3Pu9i9Hm82S87QB4/PHHsffee/vlUv0DgMWLF6Msy4bat3PnzoYqmDE+ZAI4A7Br1y4AwB0jX5rinmRkZGRkTDV+85vfYOHChbv9OIODg1i2bBm+s+Nrk9bmsmXLsHjxYsyZM6fnsQ8//HBs3rwZp59+ul++efNmnHrqqZPWnz0ZmQDOACxatAgA8Nhjj70oP/o9AU8//TRWrlzZeBPNGD/ymE4+8phOPmbymBpj8Jvf/AYrVqx4UY43Z84cPPLIIxgZGZm0NgcHB3uSP8KGDRtw9tln44gjjsDRRx+Na665Bo899hje9a53TVp/9mRkAjgDUDizwMKFC2fcA2u6Y++9985jOsnIYzr5yGM6+ZipY/piiwBz5szpm7BNNs4880zs2rULH/7wh7F9+3asWbMGX/va17Bq1aop6c9sQyaAGRkZGRkZGdMS5513Hs4777yp7sasRI4CzsjIyMjIyMjYw5AJ4AzA0NAQLrnkkmikVMb4kMd08pHHdPKRx3Tykcc0I8NCmRc7njwjIyMjIyMjI2NKkRXAjIyMjIyMjIw9DJkAZmRkZGRkZGTsYcgEMCMjIyMjIyNjD0MmgDMAV111FVavXo05c+bg8MMPxx133DHVXZqx2Lhxo69DSv+WLVs21d2aUfj2t7+Nk08+GStWrIBSCv/8z/8crDfGYOPGjVixYgXmzp2L4447Dvfff//UdHaGoNeYrl+/vnHfvvrVr56azs4AXHbZZTjyyCOxYMECLFmyBKeddhq2bdsWbJPv04w9HZkATnPccMMNuOiii/CBD3wA9957L37v934PJ554Ih577LGp7tqMxctf/nJs377d/7vvvvumukszCs8++yxe8YpX4NOf/nR0/cc+9jF88pOfxKc//Wncc889WLZsGd74xjfiN7/5zYvc05mDXmMKAG9605uC+/ZrX5u88lyzDbfffjvOP/983H333di8eTO63S7WrVuHZ5991m+T79OMPR4mY1rjVa96lXnXu94VLHvpS19q/ut//a9T1KOZjUsuucS84hWvmOpuzBoAMF/60pf8d621WbZsmfnoRz/ql73wwgtm4cKF5n/+z/85BT2ceZBjaowx55xzjjn11FOnpD+zATt37jQAzO23326MyfdpRoYxxmQFcBpjZGQEW7Zswbp164Ll69atw3e/+90p6tXMx09+8hOsWLECq1evxh/90R/hZz/72VR3adbgkUcewY4dO4J7dmhoCMcee2y+ZyeI2267DUuWLMHBBx+Mc889Fzt37pzqLs0YPPXUUwDquur5Ps3IyCbgaY0nnngCVVVh6dKlwfKlS5dix44dU9SrmY2jjjoKn/vc5/D1r38d1157LXbs2IFjjjkGu3btmuquzQrQfZnv2cnFiSeeiC984Qv41re+hU984hO45557cPzxx2N4eHiquzbtYYzBhg0b8NrXvhZr1qwBkO/TjAwg1wKeEVBKBd+NMY1lGf3hxBNP9J8PPfRQHH300fj3//7f47Of/Sw2bNgwhT2bXcj37OTizDPP9J/XrFmDI444AqtWrcJXv/pVnHHGGVPYs+mPCy64AD/60Y/wne98p7Eu36cZezKyAjiNsXjxYpRl2Xgj3blzZ+PNNWN82GuvvXDooYfiJz/5yVR3ZVaAIqrzPbt7sXz5cqxatSrftz1w4YUX4qabbsKtt96K3/7t3/bL832akZEJ4LTG4OAgDj/8cGzevDlYvnnzZhxzzDFT1KvZheHhYTz44INYvnz5VHdlVmD16tVYtmxZcM+OjIzg9ttvz/fsJGLXrl14/PHH832bgDEGF1xwAf7pn/4J3/rWt7B69epgfb5PMzKyCXjaY8OGDTj77LNxxBFH4Oijj8Y111yDxx57DO9617umumszEn/xF3+Bk08+Gfvvvz927tyJj3zkI3j66adxzjnnTHXXZgyeeeYZ/PSnP/XfH3nkEWzduhWLFi3C/vvvj4suugiXXnopDjroIBx00EG49NJLMW/ePJx11llT2OvpjbYxXbRoETZu3Ig//MM/xPLly/Hoo4/ir/7qr7B48WKcfvrpU9jr6Yvzzz8f119/PW688UYsWLDAK30LFy7E3LlzoZTK92lGxpTGIGf0hf/xP/6HWbVqlRkcHDSHHXaYT2WQMXaceeaZZvny5WZgYMCsWLHCnHHGGeb++++f6m7NKNx6660GQOPfOeecY4yxKTYuueQSs2zZMjM0NGR+//d/39x3331T2+lpjrYxfe6558y6devMb/3Wb5mBgQGz//77m3POOcc89thjU93taYvYWAIwmzZt8tvk+zRjT4cyxpgXn3ZmZGRkZGRkZGRMFbIPYEZGRkZGRkbGHoZMADMyMjIyMjIy9jBkApiRkZGRkZGRsYchE8CMjIyMjIyMjD0MmQBmZGRkZGRkZOxhyAQwIyMjIyMjI2MPQyaAGRkZGRkZGRl7GDIBzMjIyMjIyMjYw5AJYEbGNMSjjz4KpRS2bt061V3pifH29YADDsCnPvUp/10phX/+53+e1L5NF4yMjODAAw/EnXfeOdVdieIrX/kK1q5dC631VHclIyPjRUImgBkZ0xArV67E9u3bsWbNmqnuyouG7du348QTT+xr25lGFq+55hqsWrUKr3nNa/yyv/mbv8ExxxyDefPmYZ999knu+/Of/xxDQ0N4+umnd1v/TjrpJCilcP311++2Y2RkZEwvZAKYkTHJGBkZmXAbZVli2bJl6HQ6426jqqoZpegsW7YMQ0NDU92N3YIrr7wS73znO4NlIyMjeMtb3oI/+7M/a933xhtvxHHHHYe99957d3YR/+k//SdceeWVu/UYGRkZ0weZAGZkTBDHHXccLrjgAmzYsAGLFy/GG9/4RgDAAw88gDe/+c2YP38+li5dirPPPhtPPPGE309rjcsvvxwHHngghoaGsP/+++Nv/uZvADTNqrfddhuUUvjqV7+KV7ziFZgzZw6OOuoo3Hfffb696667Dvvssw++8pWv4GUvexmGhobw85//HE8++STe8Y53YN9998W8efNw4okn4ic/+UlwDnfeeSeOPfZYzJs3D/vuuy9OOOEEPPnkkwCAm2++Ga997Wuxzz77YL/99sNJJ52Ehx9+eExjtHPnTpx88smYO3cuVq9ejS984QuNbbiqNzIyggsuuADLly/HnDlzcMABB+Cyyy4DYE3HAHD66adDKeW/P/zwwzj11FOxdOlSzJ8/H0ceeSS+8Y1vBMc44IADcOmll+KP//iPsWDBAuy///645pprgm1+8Ytf4I/+6I+waNEi7LXXXjjiiCPwve99z6//8pe/jMMPPxxz5szB7/zO7+BDH/oQut1u8tx/8IMf4Kc//Sn+4A/+IFj+oQ99CH/+53+OQw89tHXsbrzxRpxyyikAgPXr1+O0007Dxz/+cSxfvhz77bcfzj//fIyOjgbn+JGPfATveMc7MH/+fKxatQo33ngjfvnLX+LUU0/F/Pnzceihh+L73/9+cJxTTjkF//Iv/4Kf/exnrf3JyMiYHcgEMCNjEvDZz34WnU4Hd955J66++mps374dxx57LF75ylfi+9//Pm6++Wb827/9G9761rf6fd7//vfj8ssvx8UXX4wHHngA119/PZYuXdp6nL/8y7/Exz/+cdxzzz1YsmQJTjnllGDyf+6553DZZZfhf/2v/4X7778fS5Yswfr16/H9738fN910E+666y4YY/DmN7/Z77d161a8/vWvx8tf/nLcdddd+M53voOTTz4ZVVUBAJ599lls2LAB99xzD775zW+iKAqcfvrpY1IX169fj0cffRTf+ta38A//8A+46qqrsHPnzuT2//2//3fcdNNN+Pu//3ts27YNn//85z3Ru+eeewAAmzZtwvbt2/33Z555Bm9+85vxjW98A/feey9OOOEEnHzyyXjssceCtj/xiU/giCOOwL333ovzzjsPf/Znf4aHHnrIt3Hsscfi//2//4ebbroJP/zhD/G+973Pn+vXv/51vP3tb8e73/1uPPDAA7j66qtx3XXXeeIew7e//W0cfPDB41Lwfv3rX+OOO+7wBBAAbr31Vjz88MO49dZb8dnPfhbXXXcdrrvuumC/K664Aq95zWtw77334g/+4A9w9tln4x3veAfe/va34wc/+AEOPPBAvOMd74Axxu+zatUqLFmyBHfccceY+5mRkTEDYTIyMiaEY4891rzyla8Mll188cVm3bp1wbLHH3/cADDbtm0zTz/9tBkaGjLXXntttM1HHnnEADD33nuvMcaYW2+91QAwX/ziF/0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\n", " " ], "text/plain": [ "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "if load_your_own_data:\n", " datasets = fileWidget.datasets\n", " main_dataset = fileWidget.selected_dataset\n", "else: # load example\n", " datasets = ft.open_file(os.path.join(\"../example_data\", \"GOLD-NP-DIFF.dm3\"))\n", " main_dataset = datasets['Channel_000']\n", "\n", "view = main_dataset.plot(vmax=20000)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Finding the center\n", "\n", "### First try with cross correlation of rotated images\n", "\n", "### Cross- and Auto- Correlation\n", " \n", "Cross correlation and auto correlation are based on a multiplication in Fourier space. In the case of a an auto-correlation it is the same data while in the cross correlation it is another data (here the transposed (rotated) diffraction pattern)\"" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "center = (1090, 1182) which is a shift of 66.0 px in x and 158.0 px in y direction\n" ] }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "48bb63df79db4eeea328cd7bc3492962", "version_major": 2, "version_minor": 0 }, "image/png": 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1V+QVdLrmmmvwile8wu/v378fD3vYw/AvzDOxxWyVG7LzaTpcMkx1qBfS6L96zUyxyeuwclFX+C9rXoDlBxBObdN2aRmjlGnrGqnsTEiT2uV5pIxN5EXtCHk2aA+h+DniP1aic0jLZmwBEK8o7fuW2pOKRn1Uzcny54y1Sezwfhhr/cEYa4E5/N9L88K9NpOWyWkelokOg9qgRdmfu9hWUJdsk7q+nlaW91ErR7aTNoN+JMoJbVoxb57pFzlYUi8ajj9nJ1Q6n6xMVIR9l/yefNgewt+s/SWOP/742HbVUa8KgEuoY445BmeddRZuvvlm/NzP/ZxPv/nmm/Ev/+W/FOts27YN27Zti9K3mK0yANo5YFaGdZDfxYY+SIvKJsIeVoFAXoc/lCNYyACgSQBgBu6S5UgZI0LeTKhbAIgO4ArKBLZSEAkwiJPOu1IvV1cCQO0SUSAwag8oA80+1y4DwKBdI/fDAaAHHAkA+8Ifv1x5NQ1s+GkvBcA5gBWhjgqL1pcvgr+57fpGoY+nuWPneQYNaM3CNEvLuZNs57FdZ7vb6TbJybX8Z4nhP6AFQKQ/DoL+tG1G15/8o7wO41lOVQBcUr3iFa/A5Zdfjic84Qk499xz8Za3vAXf+c538G/+zb85Mh2acjK6s1VyU7PzNASW1JnbABxSoXTfv/W44ZJ++T7RtufzBgKl/rBjCtSWN3MbQqBQRkwjecZaGa4y50ittyANbc/YAZ7AOTbu9Lwxf6cpj15pWc3zp8hI5XPevZR90Qu3DgtpZI61aDEPISJj16PvVRtWFQCXVM973vPw/e9/H//23/5b7N27F3v27MEHP/hBnHbaaeONl4Z+F70C0XqBFpAGJgda69VeToVwVpRXUkbqq1gO04DPen3vFqGHRWm3GALX83qVJMBA5P1boIo8lJpycDkmjYdiUQhci5TQpzC/gl1VXnUdwKpBOnDgAFZXV3H+7FlxCLgEANfzsss9VDMewOFjAYVwq9Qnkhd5DrUxgFFeIqw8RShYyuOh4JKxgEo5711LjQXsNQ4wcW6gAFmfMYDeNt/XQsiqabl+4TjASUPAJQDIbSjj+KL2tHrS2D+aX+L9S4V+U/YSY/vCduMxfcmxf7x+qlzpGMBEXlxPAlv5nnxo7QF8bP5e7N+/HyeccIJYpuro1UYNNFRtVm00+Ctpb6rJKqlf3blf7GPV95yWej/62Jcenk6lHonUaaq/VTeWhn4fG+Hvfz29f1N74/reS5T7Ww3/VlUArKoaqgw4jnauDw3xAqqXobcK6ppUmbFQmWq3AuHRqQnAUrwmS3+YDBn7l/L+FWrIRIwi719VlaIKgFXTaSN6/9a73Q1+AxahVPIolIDbULjbZOA2xWST0WPpNtcpW6z6TCbJ1U+lrcfYvzE/8ko0VXSj6qhUBcCq9dNGfvAnbpRjQiXBA2MzhIGnLN9DqjdvI18zdeWM9dPQv8FFD40AFg9ZpfeQHueohn+rgAqAVeuljfwgH6Oj7Rf22GUuNsH33GcCyHouNSMpFeYuDoEv6hA26NpxySEJVIsYGtE3JDvVj8uqqgGqAFg1jTYDCG2kG+ZG6stG0ya4lFQlgW2aZVU27NjHjfw06T1xY0EX4XreJ+vkj6qMNvKfbFXV5tRGvMEuuE/FXpcqD4JJIDwSEFwyHm3wKxfTy/IcURXC4aI9bus6XKSqChUAq9ZDG9VjwbWgcYDrptSDNfdwH/nAUd8Isozqeb0HECjU7d5jK6T16daQWaa5KgmbRzp8XlVVlVYFwKqqIy1tUdfNAJ1HUJMBzdDxfxN+PaInsC+TbwSnUX2ilOsI/H1vih+yVeum+udaNV6bYfzfemozesOmelXdkfL6aG8BOVJalNebm+3RzNCxgxE0R2+dGXG+Sy+71FtvmBbljR6yTl+gVIRhs0RJqo4qVQCsqqpKa8gDNfWwzD1Ie7zS7ahUKgxcqPV8h28k8v3ZId9fn+95imviSFxXE7w1aDSQVi29KgBWVW0ElYSBU57W1LuAS+toaSV566xNMb5sCq+O9JUzs0dkVnDOC5i7/MT3M/e8Hvuor52cR3xCL2P1/lUdKVUArBqnXPh3s93cJg5nJ3+lr9e5IQ+rYq9BCQiW2Cpsb1MA3WbVEf4TzHoBpaeQWC5jpy9AShA3BELpj62pr+M+9wh+PCU/AquWWvUKqaoaI36T3Qjj//re+FPejoLj8WOupnjYavlJ22kzC9M6f9Ubdv0/p77wM1VIWPImpq7bEZ7GhYddc+HfqcbqVlWhAmBV1cbRImYDa96/1EOwb55WdogK7khjvIWlY+OybZR0YZGw0OeS2AC/SUrHAua9hQO8gKX2orwJw8A0sjDqDSQhINZxgFVjVAGwqmozaYoQNX1oDPX+tTam8LSsZ/g3u65diY7mZ666JM4QW8PKDhoL2Bf8hv4AmliTj//LhIHNRohQVG0YVQCsWqyO5l+oGzH8S5Ub+zcTxi4N9f4NDP8GD/sNMvtXBVKDcvhbdJ+Jeam/ErBNDtpTz8CdaixgK/HHyQReQPFvqY63q9qEqldt1ThtphvfOoPEhgzPlHo3UuP6hk4Q6RNGnkrZJWdKx6H1aG9R3qIhdofUmdILGNQvh/qsFzAFd6RccnzqFF7Ajfajr6qqhzbR07uq6shp04ROBCBPev+kh3Kh5yR6uPYEySLvX6oOr5epWyIZPAoqDgQ/a7qPqIFh1EjGtVfYx2Iw5iHHkZCa8wKOmf1bcp1K5Uu9gMm21/FRW8PAVYWqAFhVNUSbyfPpVPLQKhxkXzT2rzgEp5vqBRR94YP1rzf8Oejr0S4FPhX6eh2zXl+zb40JPqqE70+0mYJA9t0O9gLmfqgk4C4ZCpa8ikOHOlRVbTJtwqdY1abTRrhplvZhKNhttF/VJeOaSsNdfcK6Yyd+jPH+ZWz1DmGmAK3weioCPm7bSX2jhtROAbRkgFBUKQRqbQJlT5mi4+7prR4TCo7aKZgsVXrv2Gj3iqqlVQXAqvHa6N6wkQC6oUIm0rlOHJ9JgRmX9JAsCf2OsDXY+5cL/ebgL+f90zxdBeexF/Bp6gF/QZqrl/ECShoFgb28oBmoA/q9Ti51rQ0NBRccT9EY38y9Y93GCdcwcJWgDf7krjpqtN5ewAHhuXLbQ72EuXXFlPzi8VgF/dK8f7lwLQ/9ph62GVtF3r8I4BIepUXDX+I64h6+Yu+Y9ukh3m+/nxpHZ8hHsSl+PzMjnDelDWl/EU+aXPiWXZc2FTLu4wUs+Z6OdNSjAl5VgSoAVk2joe+e7dVG4sE54kHa2d84fw5Zz0AyxDviPEsPROkBqpXPjCEcPfFjQviLYIeDkXIt9fbw9b02C7x/Lt3nS2a5F1ACXQUGkyAYlJPbFPf7hHYHle8JgVz8Gu5zHykJA/f5gTY0v4eqF7Bq4zzxqpZD0kNwkVA3truLfL9m32MaG/7Nef8S4bLe3pOENy+rEm+hZLcn/IV1M7YxwsPXRz3gT1LkBcxBILUvwKAIgswbODQcfMQhsMT7x8X+hgaHgUvfz11gv/z93vVxXxWqXhFV06nPDeYIg12kMTdH4QY/2diezMOja3Cm5/VVCdgVeId4ub6LPicnffSBvwhYGFjRssI1mQW/qX6oDIQ/7gXMv8Yu09c+IOjzhTak7dIxn1NDYK7N3I+iPqBnEqHiDQZh1Qu43NpYV2PV5tcGu8GN0breHElop/wXvV5usPdPAoxUGW5Hs7FO8BfBWi7kq9gRbfGyQ4Fvpnz6Ktd0yYSQ1HGUgOAsce77At2QOjlPswJ4yVBwqRblBZwwzFtVlVK90qqqpMWTp4Y/flPvHRYtGFs06/FAyrbHHpSph6uW5sFjQfDHwGVqr5+ovtA3APR6vfGDe/0yXsBiTyZvQwBBr9S4wCMFgQVDFtQfNrkfR32WhJnCCxj9PdTHdtU0qldS1SiJoLSZvIC9wtaLPy6TeLAGaYY9aGRjbZ2e3r+Ul0TyAg5Z8HkK+PN1pvP6OXuihoDfWJEms8vBaP0A0udLbDcPghEEaiHh9YZA2qdFq8QLKEGp03p7ATfTvblq4apXQ9VitBluNEofx3r/envgcjf7kvF93Ps3hRfQt5+wmXkbQ/adrlpZClAURoZ6/YDh8Ffq9RsTzvXtrwO0+LYKZjRroWFvIx0SFu0sCgKTfT6CXkBJE3sBN+R7x6s2vDbBU7pqo0sFpo0KgWa2MPgTNST8W7JcRREYjvT+DQn9tkou38Lq9A8TE8AQwC8Z8lX7m+6jqp7Qx1/Fpr6WrfRSNJ1dcV/wAsr96gHAbFfzBiYhkPZv1tnpOztYzKd9yaj3rGDFs169gFWbTfVKqJpESQjcKDecTF+S8DfVMSR+yYsPEA55iYfM6IkfJaHfoO96uSzQjYQ/qQ/FEDUV/PUAv6J37wZtx/UnUYGdJAgG+yjyBgb2OEz2De8K5Yu9gDyvGPQKy4P8Daa8gFKedu+hENj3GqgzfKsy2iBP5qqjQVmA6guDtA7/DLGRLDbwZpmrlwwVKfBX0hdt4seUoaAR3j+vIfBHIYFs57x+YZ8ge/2mgL8ekzl6QZ9ve2Q+6wOA+HtQzkVYV1nepa83kNgL7EjbQ2f7Ds3TPN6lP5pK3g7Sc0JIcTi3TgapGql6BVVNqiKQSoFdKeRNYaO0zz2Ac+yiruGYOsX7N8Ur34Z4/3KQKnn/uA0iFf6EOr0mefQAv17w1xP8ptIgW6VVKAwq7RR7A4M6hRAogL4aEpaujRIvYKFHeyoIjLyApX0qCQUnroVe4wA3SlSm6oiqXgWbTNdddx2e+MQn4vjjj8fJJ5+Mn/3Zn8U3vvGNoMwLXvACGGOCzznnnBOUOXjwIF760pdix44dOO6443DppZfizjvvnKSPm2lx0VHwN+Y4+4Z+E+1PFfoN20/kZSZ+dOUQ50mQmCzX0+vHj6EP+PE+UGXulIO9fVH7sd1UPk9PLhRdcrfvc854WQbfC1kvMHF+S8r09mprf0OlmioUrNrPfKmb6F5ctf6qALjJ9PGPfxwveclL8JnPfAY333wzDh8+jAsvvBD33XdfUO6iiy7C3r17/eeDH/xgkP/yl78c73vf+/Dud78bn/zkJ3Hvvffikksuwdra2iT9NDOzoUFwEf2LQK7gl3tx6Jd7/xYAf5NO/EgM0k/CH4EKzesX2WDgMRj8NIhV7pKDxvXlPsz+KEnVS+/4fUFQaXchS8VE17Z8CGGZwuu39J5Q6gUM6owIBVcvYNUCtOVId6Cqn2666aZg/21vextOPvlkfPGLX8RP//RP+/Rt27Zh586doo39+/fj+uuvxzvf+U489alPBQC8613vwqmnnooPfehDePrTnz5Zfylk2bmdzO4Q9Qa+dfD+ifbGhH4HatKJH4lxfyVlmnJym0mPmPLwyy5+rClxuodO5iiVHNKUygHG8jQDY62eNgMwL+yI60dkj7VrTFjGALBKf2YGaO8FgR3aFrUn9dflu//bMr4t3h/arpRH0uzMwNByUVvMjk+fAfO53zfGwNLyUns0z8wAOw/SvA2gs8/PN02XJLXv+1EhcJlVv/1Nrv379wMAtm/fHqR/7GMfw8knn4xHPepRuPLKK3HXXXf5vC9+8Ys4dOgQLrzwQp+2e/du7NmzB5/61KcW1tcj5RUc1G5P+Cv2/m3A0G8Af1IYTfKiaGAXHEv/Mk05kq/BH/eYMdtF69tpEKd4/Yo8foZ9BqgP/NH/5RnPSiMz5aNJ8QYmy5Dd4vUCqR3BE5ge68fKSHZSbZSUy/1NaevzlYSCc2mFEu8rGzgaU3XkVD2Am1jWWrziFa/Av/gX/wJ79uzx6RdffDGe85zn4LTTTsPtt9+OV7/61Xjyk5+ML37xi9i2bRv27duHY445BieeeGJg75RTTsG+ffvEtg4ePIiDBw/6/QMHDjQbA35BrodXcDBoTvGLuGB2nhj6ldrm3r/1HvdXWs4fi1wmO+avVTH8Sf2RbCTKRUqEelUNuMyGvOotrJ8pbwu8gJrcOZAcSoI30PVF9OKR/oh9YJ7AyI7iCUx6+TRJHjeeR+S9gFJfNE9gxmaX13r6gmNztto8kjbECxjUqapSVAFwE+vXf/3X8bd/+7f45Cc/GaQ/73nP89t79uzBE57wBJx22mn4wAc+gGc961mqPduGLSRdd911eO1rXytXdHBiS+NKtGoLCCNBcJRnsQ/0lXj/wkxSt+evfw5/peoBf8Xj/hKL5aoLDpfCny9H2h4AfxsN/BYxhk87xmQomEFYkXIg2CckXAiBkZ0+EOihTMmn9iRwE9oKIJAflwSUPq0gFCxBoG+DQKBvdsGh4KqlVA0Bb1K99KUvxV/+5V/iox/9KH70R380WXbXrl047bTTcNtttwEAdu7ciQceeAB33313UO6uu+7CKaecItq45pprsH//fv+544474kIj1utzYdo+4dq+5cf2cV1Dv4kwTtb7F3YwTmslwp8Yftuk8GeMfvxK2DP5Vg76UeqMng2stiEco5tUMWPn0NB6Jkjr3S/tzyPnveVl2DFp4WDRDreVC/Vq+VQTTHgS85W/yd5LwwhDQfq+7q2GgqtyqgC4yWStxa//+q/jve99Lz7ykY/g9NNPz9b5/ve/jzvuuAO7du0CAJx11lnYunUrbr75Zl9m7969+OpXv4rzzjtPtLFt2zaccMIJwadIEwGh9OlhrD/scS0C/njoV3w4jAz98v444Eo9iFLwRzQV/AVKTfiQ+ooCYAjsQ7zrZaFPKd9rPGDJJ2gjA348DWXjAYtfRedta8cXA/aoGcKSHe16GQqBKbiTrvGSv5PceEANAo1wv8hAoFfBvSZoM6hbIbCqUQ0BbzK95CUvwZ/92Z/hv/yX/4Ljjz/ej9lbXV3Fgx70INx777249tpr8exnPxu7du3Ct771LbzqVa/Cjh078HM/93O+7Atf+EJcddVVOOmkk7B9+3ZcffXVOOOMM/ys4IVpRLh4cFtj1Rf++tjciOP+oj7GD+Ep4S85ps2XF/qs1RWPRTZbPuEiA3oTST0XykM7CJm2IT6fZuDHAwIoCgcHZYP22/8LQsKDZwhr4WBan24PDQf7fBOHb/n/QDwrWCo/dGYwDfdK/fLn30w7HtBdT9Os+lW1SVUBcJPpTW96EwDg/PPPD9Lf9ra34QUveAFWVlbwla98Be94xztwzz33YNeuXbjgggvwnve8B8cff7wv/4Y3vAFbtmzBc5/7XNx///14ylOeghtuuAErKyvrcyCLBMEFgh9QAH8579+U4/5K4Y+oaNxfn+VepoK/ktBvLgxWCH8lCyyr0JfpQhHQlkj4DiTbwQQKBQKbcmRMILp0SUkQPFohkPeV91k6Dpo2BQT686znFU3wKJ0UUr2BSy1j61ShqgE6cOAAVldXccG252KLneh3xFgYXDD4ARPDX2rcXx/vnwZ/dNvBWWrJl6Dvct4g+FPaGAt/2XDjAPAr9QiqfUhp4MM2O7mF3MI9dLl15Ojd3fFT6pavTVyV6kh/rqwcn5gSwRNlQpo3F46J1w/KMxv8/2y+kk62DS+jlaflvP15VM5Gbcdlory5VJ98Efz8skkh/HF/2B7CRw/+J+zfv798WE/VUaM6BrBqvOhg9LGzcYdAXJ96vK/SR2tmLPzxPrv+ZPKKJn2UjukryTsK4S8a42ZC+2p+BIjhJ2xz2HXFpbbhYJ9CP00HKU/GBPJxgcnxfupxC3Wk8ZR9vyf2HXS2lWtF8SSPHhM41HOe+jsK7Md/s+qYwL73i9RbQkrGBFYtrSoAVk2vsUBYOmmjFPwmgNNJ4C816cPIecXj/iI7hQ8wXu8og7/B4EfaEmEsA3i8Xp9PcFwS8Gn9kiAwM0M4OQFEgEEVBIN66wCB9LpKQR79DIVAeu2O+BsaBIGJiEHxq+IECKwgWAXUMYBV6yEOXn3Wohoa1p1obIs8i24C+JPqTz3pg2wXeS82G/wVeP1Em9k8xEpMwkhqggdtSZg5GCsHwIKEgMm4QCA6XNCxeFRBSNbIZYPXywFdWNjZchMpXP9A8pVQdGqxaH2twXabjPnz/XN5xgAzWzYmkKdL/U3lFY4HbMwoYwJ5nwT7RZNCeJ7vvply/lLVJlQFwKpRGvR8kx6mUy1QukjwA6aDP23Sh9b/UvgT+jZmKYsc/IV9TNjHAPhjUuGvEPxS4/9KoG/wQtOpun2UseH+guikCQ997ljoBBHNrgCEHsiGgCCBQN8/ltfnjSGlEBjYmRACixaIpv2eEgKHLhLN86qqUEPAVRNokpDC2DDt2PGH6I5jIfAX2FHgj/UlakODNqlPqRBVzk4P+IvKqOVIfin8afUV+AvCk6azJ6b7vERol+QHYVb+AaKyelh3xCdlA4iPifSPh4WL+8jOrXR+o3MMxNdDyXcp2OzsxedZthFfj2LId2Q4uPgNOjzN2x8RDs4tEp0LB/ddsqrqqFX1AFZNJncTGj2xnHgrisqNUBG4SjfMvvA39k0ffcCOKHpQldhBAv6o7SMJf9IDntnR01lbOU+fyeQLbSSllbOZ/KAPYSHDp+9a4nFrDUZhYSoSIvY2LeuL5PUzibyMN1D0BKJtk9jr9do4up3yBAJBuFj0BHJpnkCpHvfcCfWLPIFc3BNIyiU9gUD1BlZFqgBYNbkmB8GJVeytzIEfK1MMf4G9wnF/Ud8SQKd5KaSyQhkR7LjtjQZ/fcEvBX054EtdPkPgjYdXhTK5dmyb0AcEu/aRBUIJBgeBIIGRICTMISUFgW3/mrxyCOwOhrSVgsAZ4ncGa5oQAkO7LBQs5ZVAID8/Lt9Wb+AyqwJg1TjNZlDXDqMP8iO03OTg0PQi4c9DyzpO+kh4HLPwx8Nfi4K/HPiRNiUbcprWB4RKQV8PAMyCm1DfSgZLQNJdHvOufB8QbNIVzx+9XlMwqIGglEdhrMQbqEEgoI8LTEBgZEPLD7yEpnw84EQQ2GtSSAkEAvq4wKqlVgXAqvEqCCeUgNhYSJxkaQPN47ZR4U/oozjpg7e/2eCv1OvXB/y0NqO+hVlD3xACyA4XI/zpFDtmTFjW2VJBEOHvtWgeqBVgT4HBJAgizst5AxcCgb4s+r8xpO3bqEkhQR/WAQLb7yiKwuRCwlVLqQqAVdOI/9IcoCO6NtUA8GuyBfiTZvtSW1PCX8rDx/NKPIgbBf5SXr+e4FcEfX2AT7lMk9CWuLTVeqV/DvR8UK8g0iDY5HNThuWzcDH9PunbOoI63R59/3DOG7gQCAy8eVg8BEreP8mjKOVPAYGsjWxIuC4Es9SqAFg1rSYAwXVVKfgJZTci/GXH/eWWe1FsLxr++nr9kuFeDn4iYCKUBJVSf9Ef2HJhYRXOBvwgcrYiEDTGQ5TWHpABQj5ujy0t49NdFer5k9K4NzA1LjAFgbT/FQKjNpIh4aqlVgXAqnHSHlIb8UZTuvxBBv6yId8oXYBDqb0c/El1poQ/ZbmXdYO/Aq/fEPAToW8s8AlfydDQsDgGsLCuZouDIIDIK0jLKcbCcDCpRz2DfI1BIARB3ycCgkGa8wYSSJJBDjIElswOrhAYDrGps4CrUAGwagrRGyQXha4+N5wUrJXa6bve1VCvHyDDn0nni2t3pbw+Gthhk8Gf6JGL21Hhbyj4adCXA75S2Et8ddrSMdHs2sJ6mlxxD3kGHpS4VzAo5+tbuhO4BG1QrvubjxabBnx4OAmCojcwtLswCASzcaQh0J/YERAIxItF5yBwDVVLrAqAVdNJuMEGmmoB0qkXMs15MX2xkfAnLdyqeo3S4LbZ4S8V8l0U+I2BvpJxgEWwFtkFUk64/h7AuFrKKwj0AELSiDSjWFpnMAJB251L35+ENzAKCU8FgWQM4oaAwNy9EwTgNAgM7Lk/poLJIVVLqwqAVePEl4FJeQM3mgrBrymagT8p5KvkT7LcS6sND38C6E3u9RsAfmOBr9fagFodUtcofy7DPYBSWghevo1CIEzNKO79HmLq/TNsn0IgEHoDNwoEAojWCZwKAhUvYFO9BwQCKPYGVi2lKgBWjZc0nmRKEOQP4zE2NehzSnn9gI0Bf+5BexTB3xivXxb8SD8C2ElBXwr4hEsoCWq5ay5Xv4f82DwCPtwrSCeENOk6EEowWLq0jAdBaYygZJN6B2etReYNjCCwbXzdIdD9v8khMOl9rjrqVQGwahppkz6GgGDugSnla/YLHr4A8l4/gABVZrIHLSON9+sLf2GnAGwi+JPq9IC/onDvCPAremtICgbp8QiaCuzC9rTGmr504BfCIA03m6BaaJACXu9JJBYE8tIgyMPC3pbmDZQgEMxGanwd10aDQN6vBAR6TQGBVUurCoBVoxRDUgYEF9eRYfWUMTCDZ/rSMtpSL7RdDdzCzgT/rxv8SdCK/vA3hddvCPhNBX29XhMn1NcULbhcUC4lV8yDngCDvgyrSNvXAC+aREI9dgNA0I8PJLayIeGBEDjqvcHrBYE9ZwYDGOcJBOokkCVXBcCq0RLHk0y9zMCUy8okBj4XhXyjdKPmJ9/tm4I/Be6WAf6Kx/kNBT8J7gqAr3TcXxbYhPwpPIWSh4/DYLNvBeiTuyfBYGo2cW8QdN5AxY7fn1kdAtEd06aDQLD+9IDApsiAcDAQg2DVUqoCYNUkimaXAeOhTQI1njbRkjBiKKTC3+TwV+T1KxznVwJ+yXUDRRBUjpddHkM9fwsLCdtuWwv3qjBI6gXlABEGS9YYLAXBXt5APy6QgST1Bk4IgZEWAYFiHyaEQKCzCcjewKqlVQXAqnGamcB9kARBIA9sfZclGLmMQRb8ABn+ArDoAX8SXG1w+IugZcbqAjL8lXj9OJT1CfeWgJ8IeXxfgD6pHj9WpmK4mxACpRAsYcG2TJdoWJkgTEyAMF1XaJN5BXMg6KCt2BvYJyQ8EQRGgFdSZqNBID/GKCSMqiVWBcCq8eK/LkFuSFHZjbHulDr4WfP60byjHf6GeP3aeiUh36zXL/Ig0rKs7gzhvmQbvIzQBjuWRXj/JA153VvOjvfQJcEPosdP8g5qdelsYvUVdAoIdpDafg85byAJCS89BALTQmDV0qoCYNU4cQBiEOg0dM2p1Cy1vjaTM95KvH6NkbhMn2VegryjBP4iYBPgz0jbne3B4d4c+EX7AlzyY6VtZ/KopoK5SD3NiuP2BFPBX48EhBwGaRlmTwsP9wHBnDfQhYSDcYFAEBLWIBBAC47rDIFo8ieFQLc9FQRWLa0qAFaNlzS7jN1cxNCwZKrHQ3SSJQxS4MfzNxP8JZZxWTj8lYZ8Na/fkQA/dhnkoC8JewvgwD5jB0PIY2CmlNPycjDY5SPwCg4BwZw3UJogwr2B3WxnQywj9AZKy9EAi4FAD2PAwiAQ6IbWWOW1cc3JFCBwARdr1aZRBcCqaaTNLlNA8IhLXG5F8foB4+GP1l8Q/JWN51t/+NNm+KpePwkYR4BfetKHkAYpj18P6K3RE0BK6tuwnQ6DYvDiP8UCcDRdAYZSAajJ+T1BsAXI0d7AgSHhTQ+BwrjACAKbk4RockjVUqsCYNU4GSPfZJwUEDxiyoEfLyOBHyszCP4kr+AQ+MuBHbW7KPhjdpMh36Fevz7gl/P20eNIpqehbzDQjQDBXJs8WwvVNmlyOJbbir18bj/tFSwFwdHeQAd2NCRcITANga5e1VKrAmDVNEqtNeXynVIwuJ7rUqXAD8jCX6+3e1D7Y+GP1ykCu2Hwp830LV7iJQF/fbx+U4NfsbdPA0Uhv1QL8wRy75/tyvq/OAI6AQw6QBJsSXY6oHT7HbC5/FIQ7OUNRAOCFGjlkDDvTwyB/rgXDYH+nB5hCATkcYFVS6sKgFXjJAFOCgRpuSMlaeab5vXj5TcZ/AUwI3kHWyXhj8HeokO+Yrh3DPilIK4v+AmXbi+gm+jS521SSPNllGY5xDVpYWUtVOzBqwWpnFewLwhmvYEWzbU0t/6YKUAmQ8IcW6k3cAwEAszT15UBEJc7UhAIxOMCq5ZaFQCrxove3IB4hpkGguutHPgBDNAKQ77A5oO/Us9fKfxpsNYz5Kt5/SYFPw5KAvgVhYshl5E02uuXaS8K3zIgFCFON6eGilN24n3TCwQjb6Bkj3gD1eVi3HbfkDCBwO4cFkAgzWNlAKXcFBAIhEvNBPkxBAKQQ8JVS6sKgFXjRG8g9EYkjf3re7ORgHHKG1ZPr19TjIMZO/4gT7G/nvCXmA3clIuPsXS8nxby1bx+nQ34elHIVwPJicEv6+1LQZ8Ac0PBUNVIYIyAUMpzQATiwRPLp2FwKhCMvIEsLB15AweGhEsg0J2TSSEQYPkjIRAgHj33R0DtZ5aJQde/quVUBcCq8ZLGlKRAsI/dRWiM14+Wr/DXQZzf7uypsMaBMeX1GwB+U3j7enkAS9MUTeIdJDDn2yf7VimbCxPH6TEMTgKCFNxGegNzIeHUuMBFQqCcPyEEivYJBALeG2j5/blqKVUBsGoa8TAvvUEB5ZNAFiVx9i8HwQHwJ+ZtPvgrmuxRGPIt8vq5bQ5/AfAhsDUU/Eq9fX0ni4j7Uh2uBT1zU148FQgpDNIyRZAYAtpgEHTdW5Q3kIaEU+MCOQQC4bjADAQCUGb/AsnZwdTeGAhs+ytCIKCPC6xaWlUArBqnmckvM8BvNLlfnX0Bse+v2DHgB5SN99Py+8Afr7No+JPAze0n4K9ookf7fwR/kq0AAmOILAv9ZqAvWz9Oi72J4b4GdpOP/0tJAzqWR4HQ988q9TMw6JHLNABEPXu0jgiCWLw3MAgJp8YFknIA5Mkh9J4mePn0JWAw7WvjaB/cNhCGhDkwCuMCN8y6rFVHRBUAq6ZRahkYepMp+dW5qLCEdLNbBPxpdTX442X7rPOXy2fbU8Df2JBvcw7Q2QqAL2yb2ukFfguAvnRoGbEKL+PkW0UKZcjflebJy+V1odCujAZxeloHaiUgWOoNDNYNLPEGksWj+cLRQ8cFijOEjxQE0j7wbT4u0J8oG0Fg1XKrTgHaZLr22mv9Lzf32blzp8+31uLaa6/F7t278aAHPQjnn38+vva1rwU2Dh48iJe+9KXYsWMHjjvuOFx66aW48847B/Un+BXpvIE+c4ZoHJ+DGvpZhHLt8L6NgT963EPgj/Zvo8Cfa1+CPwpqrddP9Nb5ciYY78fhr6sftm0DG/B9peUpXNK+uX7EfUFk15quT/wj5dtZmM7r2plpPoZ9ZvJHarfvJ2qT2A36mzoWmjdj+XxfOkep71z5Dui1Q8+nJXZgALsSXjfBdy3YcX+TVuqP8PfChy0EP1qA8EcOeFlmj9ZTyoj5maiAeu+QtlORCHofW9T9t2pTqALgJtRjH/tY7N2713++8pWv+LzXv/71+IM/+AO88Y1vxOc//3ns3LkTT3va0/CDH/zAl3n5y1+O973vfXj3u9+NT37yk7j33ntxySWXYG1tbXCfDL/55EAwrKyDWnkHymxI4EfW9gtm+dIbZgr+aB8S25sK/lqb0YPTEHtCyFeCP9dOAB4E/kJICO1IsEH7zWFAhpE8xGShT0rjkMeBbsY+SnvlkCd/gnJa/2YJKOQAy9NnYboG03IZev0I9antdsxr+GOgOw7pGpJAMLiGCAT6657WZRAYXP+0DhBAYAyMrgy8Fg6BvAxPl36YcgisWmrVEPAm1JYtWwKvn5O1Fn/4h3+I3/qt38KznvUsAMDb3/52nHLKKfizP/sz/Oqv/ir279+P66+/Hu985zvx1Kc+FQDwrne9C6eeeio+9KEP4elPf3q/zrgbDl9rCohnAHMI1NYF5AAnhSpKQVEDTxZmznr9aHoK/jQAy/16F/KngL/AYzEA/lw5dbxfUBeB3V4hX8FOOvzLH9LkOIX60j5InZKQsDauMNjmfcmpT1lFQXsuhgqEawH6cX0GYQjYdjaE0HAQtm3LRKFdUpendc3TsXisbLTdhYVhOzvORvA6OReqZWMDeUg4OzkECMcFshPXhY6NPkPY/b9e4WCwtgFkQ8LR5JAJLsCqTav6M2AT6rbbbsPu3btx+umn47LLLsP//t//GwBw++23Y9++fbjwwgt92W3btuFJT3oSPvWpTwEAvvjFL+LQoUNBmd27d2PPnj2+zCCRh2M0uJh7BH3BGbLeQWe7r4dPs8v6EvVVgj/p13bJL/FWSfhTfvUPhj/Sn1L4izwfI+GvKORLPD+R95Da1OCP5JWGeSOPGuuLlEa9aLKXjdRhtlJeOxrqnPSTCFWXeAmjusxrGh2bdq6B6NxL3lq5XHhdRN7AWXdtUW+gv0YC211ImPclqjtj1zTI3wTtP7mHHHFPIM2TtqX7FS9XtbSqHsBNprPPPhvveMc78KhHPQrf/e538du//ds477zz8LWvfQ379u0DAJxyyilBnVNOOQXf/va3AQD79u3DMcccgxNPPDEq4+pLOnjwIA4ePOj3Dxw40GxINyKy6Giza+OyfKYvhbUhbwxJQaQyqaSX149u9xiLs+7w59qlh5yBv64v6MqZcNs9RL3toC6i8s2xI3o49/H6xXlGzeN1NW+f6hUM0kyUliofta/kj1KJLe/l67YDb56SDkPrGnAPIfXmcc8ea5o7HBUvn2nzrFyv7Vuz3fanwBuoL0tjxKViJp8cMqUnENA9d8QT2By7MDkEQOQNlOxVEFxqVQDcZLr44ov99hlnnIFzzz0Xj3jEI/D2t78d55xzDgAGNmgALDfdP1fmuuuuw2tf+1o5k64z1XTAGQ36E6w7xcPDVKUwOBb6ukRSLxHypXY1oGsl/kLndZYF/hiQiTa8bXYMku0e9ZJluH2WloO+FAz2hb9eYWNN7iv2U2mJ7UR4l1TtdnwZAmsjQTDIY6Fby/ptTWgjWDLGFzMdpM6QDQlH7xLmx+e22aLRSQjkmgoCAR3aGCgGM4RdPdoXus3tVS21agh4k+u4447DGWecgdtuu82PC+SevLvuust7BXfu3IkHHngAd999t1pG0jXXXIP9+/f7zx133NFkcHjiAEXyxXWnXDhFW/qFh3RzYWPFltg2/wWcC/lKYZS+8OfqpEIyi4S/tv3R8Ec+Uch3pUsPw3cy/KXDvz0mEfB+8TAmrz+LQ59BeDQq36VpIVVeVwrRZidyjPzkw75xPg9H83p8Ikb8ncp9oPvydndtquFkf97cZJbwvGkTRHh/gqEGyuQQv80mh/i/FbA6i5wdTO89Up3cPYfbkexVD+BSqwLgJtfBgwdx6623YteuXTj99NOxc+dO3HzzzT7/gQcewMc//nGcd955AICzzjoLW7duDcrs3bsXX/3qV30ZSdu2bcMJJ5wQfLw0kFLy1QVIUyCY01jw6/tmD6kcCuCP2pMAbxHw5x+E7GElwB8HLr7MSxB2ZQ9aaZmOKOTLAFJ94BMb6XI6+IkQyKGvYMyc1EYS9iQgHDLmb+i4wZJxgLljFsb3pYBcO0damdx3nfq+6TVEbdDzzOFSvAZn/Fo0vSEw/FsjaesJge7vWoNAsS2WX7WUqiHgTaarr74az3zmM/Gwhz0Md911F377t38bBw4cwBVXXAFjDF7+8pfjda97HR75yEfikY98JF73utfhwQ9+MJ7//OcDAFZXV/HCF74QV111FU466SRs374dV199Nc444ww/K7iXJBCirx8C+oWGgfRYQa1c0CUhXQROAVT5duF4v+yg7BL4U+r0gr8ZTeseaKXw1+QxL0lbPnjAI3zodvU6OOjKkfrUPniZuN+ldXh+uM0e2uRUhw9tIV3I1+pEeVSlz9uScloZK24GxS1JNMKfllQvCN2aJiEIvxJ7PARM7ZrsNlnk2YWBSQEf+nX/uLGBc1eF9KkNCZeMC8y+OSQRDuazg610Xl35RYWDSRvRuEBXl/bDt0X/gKqWURUAN5nuvPNO/MIv/AL+/u//Hg996ENxzjnn4DOf+QxOO+00AMBv/MZv4P7778eLX/xi3H333Tj77LPx13/91zj++OO9jTe84Q3YsmULnvvc5+L+++/HU57yFNxwww1YWVkZ1intRuM0ZIygr1t+g5oU/GjbKaDDhPA3y+Rp7feBP8nbkIK/oC7iss5rFNgidnh92t8EqKUBEeTY+oOfBHcq1GWgLwI+6XItuIRVcOwjCh8tRHnbqTGAuXoO7tp9Q8r1AUFtPGC4rQBb2w9ez8DAztoGrWu7myASvEGkG9jYgBqBwOSbQ4ZCoABogyAwqG+yEAhAXiqGbvN7dNVSytj6RuiqATpw4ABWV1fx1Ie9GFtwTJfBLyfp8prPk/l9L8lJwI/ujw35SvVK4M+lbzL4S83yHez107ZdfZavgt/E0Jfy/mmgl4W7HoAoee3CgsSsldPdtpYvpvM6Ntzu8m1YVtjmdfVtTqpCWf+/ZftdXxwE0rTQhu3szm1Yn/dlzsoHx2u9jbCv5ACoHVqH5kllojy2L9UHOghUyhyeH8SHvv3H2L9/fzisp2opVD2AVeNFZ/RK3kAnv7zBTPUGNknhE1ECwuSsZp5XCn5AhT8Cfxy4Bs3yFQCsxOungmMCEkvAbxT0peCP1+XKQF6pBzBXjmZblsG9fNQzqNUzYHXorqvvbLfeN9UjSPrAPXl0u/P2mTadee58PqlvTANvoOmtj28FHgTpItCdDX2GsLZMTOAJbO1ll4cB2Za8fP5cC2UAROFb7d3A5J4ahISlMlVLrQqAVePE4YneaIDwFyq9WWXCwmEThTerMeAHTDfej273gb9Wo+CP93W94C+AMTZIHzw/7EecLteVQZPZ0uyhqxf8r+T3qsM1EewNEbXNmxHBjtYjJCatHWjcPxQeCeAF+QkQDMt1fQmAzqVTsCJtcwgE2r/L1qPnvZLtWEEaEt6wEJgrA5RDINtOhoSrllYVAKvGi8IbX99P8whK3kCaT8uUtk+lLeYs7Zd68rBg+DP5dQCb+nG/o6VeXLkJ4S812UMKGQ/y+gkANxr8CqFvaJ0SjYI+qW7BnwZvk+5aIS2qy4AwGAPIbbnyLl8BQYPYDt2XgLDZNm1XbJdHAI52QVszUITAoK1uaWozBQSS4+vKgEFcmzQ/ghBYtbSqAFg1Thx8PNgVgKDmDZRsl6p0ggftI89X6hSHfKntJYK/EpiTvH5avSxEFrQ3CPrI9hjoE9vtK60upaQB/eDw5RKD8X8kL4AsQla0vAh4BAT5mz8o4AX14+ZFbyCFQO8Z9HYKIdB5Fkk92NZzl1gwWoRAerzGNEuV8vcGA929j90TJ/EE8jxqA4hnCVcP4FKrAmDVePEbj9sGZBBMeQOBGARLNHScH887QvDX1dXzsvDHy7X2QuAbCH8M4Ergr4/XLzXOT7NTAn6Lgr7IuyaA2CJDvV3DtMHyaq5vdJkVn07sGLphGZC5ogRuuDcvLGuQ9QZC2CZwJ0EghHIeAk0DOykIbOoTz6ICgb5tCoFAc/23lunbQgAEw2JECHTb7UxjcfmXPhBIbSfuy4E3sGppVQGwapwkGNJAsMQbCMQwB8hQKJXT+uT6UFJOAz+al2ujJ/ylFoFu8uNjiJc5kd/w4cosFP5y0CZAWmgnTg/LCOAHVh+sHj03SpoKzgK8pYBuIbDX12ZAZWWS+m14viXpDgQFcAtAkOxbXjfjDSwNCUfjAhFu+9Mwa+8vFkH4V3t9nIdAAHStQBEC3RIxcO12EMiXh/FlJAgE0su/DIXAxLadGd/3quVUBcCq8UoBHc3r4w3k0mBP6oe0X7JKPtseNN6PpvWBP6Vukx8fQyn8BWFfCkc94C+7zIsGdBDa1eAtqifbUMsJ9YJzF5yrTD6U/EWroK0Sz2NIP/0VhIoJdXGPni8refA87EHx9BlE3kBumx2KL9NmlEBgZ6dFzlmbMO8gEEA0LrBrx4gQ6DrUQWBzLxsMgRLgLRIC23rBvadq6VQBsGqURHiRPID0BpTzBgYNFDzJUkDn2pPy+nr9tO0c/AWeOAX+FL5dF/gL4EqAPxHa5Jm+kseuJOSb8xzmvH7iWEGEZaJzysto+YtUYVtanyJY43ZHRvnEcYNs35dzLMZhj+a5eg7aqDfQFZCAkmwXQWBUroNAg/b6tk0Gf3NICQTSEHAz3q+DwObkdNt8ZrA7JyUQCCC/WDQQQyCQnhzi9quWWhUAq0ZLXWsqtU0h0OUBMfD1vUmVeP0SwFj0Pk26PSX8RfnxcQyCP18Xw+EvgKye8GdI+zRNSVfX82PtJfMQbm8Y6Mu0M6Yfwbg+qb2pYLCFFx8eJjATjQGkeVAAMeMNjDyAUVp7/2ldjh6ujFS33wzhLAQ6NyfQa3kYd65yENiUK3hjCBDmAfrkELft2q1aWlUArBonAZ6i91DybW2CCLXXd4mC9fL60X0F/lJr/B0R+HNwJIV9fX4B/NG+qXBnkmCWC/lml3WRbAl53TkLj5NrUvAbYKu4/ZJyFMKAODys2RgAhr4NakICQctgTgNE6g10mbazEYSTWbum3fDj+BgERuMCjdEXjR4IgUPWCHTnYyEQ6LZTIeGqpVcFwKrxYtBW9B5KUj4Jgn015QzfVP2NBn+0XCn8MeiyEUCS+qxeKmTbO+RrwnZFG6SuP0dKXnAOEaaL+UOVsdGrjan7Y8P2k6+Q4233AMIsCEKAPbbvIc4A1oVloXsDvT0xXwI3BBAItH/zi4JAkHJTQCAgLxidgkBqS4NAt1+1tKoAWDVOEiBZG3sDcyFhQAbBUi0S/Pi+8saQSeGPqAj+3HIvDHxK4Y/W8f0YCn+iDaU+74NiI8gTygXl6bkKzmOc1ltT2B3Sj5I69M8mAYNATyBMteOSyHmPvH5SesdEEdA1dbqxgRoE0m0Ke+HCzQIEunJDIbA9XhUC3czgqSAQiCeHjIVAWqZqaVUBsGq8+A2F3Li8NzAFgbQuEMOcBoS8HO9PYrtohq+0n3tdXHIpl0L4y3j+onbpWn+ujgB/XT1E4MVDv5PDn5rftRfVI30tyqPnCSx9qIYAX582p4BSzVZMVV1Wot0kHCr2gmYNgToHNknY68pJ3jwNAsHSwzTTbtthEJiaGAJy/yLnJAuBoH1YHAQG9em2tApD9QAutSoAVo2T4gHk3sDkuEBel0sDvVRftL6BwF8K/HhaBhjz6/hNB38B0EkLPXP48/YQwp9LF8b9LQr+ikO+yn7KI0g1GPyUeqK90jYKy2leur7HEsCGNy70IwFwor2oId1eEG5FuF3iDSyBQGpb9BA60EK45qAvk4BA36cEBAahYOZ9za0RuEgIDF4rBwg2zLAoS9VRpwqAVeOV8AC67ey4QG7LKRemyIHblF4/pV5+Hb8jAH/seET4MzL8RQ/2QvgTIU6Av6KJHmxfHEMIVm6MSgByDATmbI8ol6vH3/bRFBLSeH7KnqSA8rp6IliRdF7VpztQtIa9zaPLi+rw9ggERt4/kHPjPHXePpvh66AuBYFAMA6QLw9zRCBQtdGe8TXlu6xaClUArJpO2i/OEgh0GrMMTALkRPjrA35KvQDuNgD80b4HXjwJ6jIzfmNwI3U1YOwBf1mvXypvCvAT6sbwXFYva6dHHyaT4kEUgZCUbwop6cReHxDUYC/yBirpdtYSm20SpTod8DEIBIE3BQIbTx9bJ5AsFm3mrnwhBFJ4bG0VQSAAzO1kENh8TywfiEGwailVAbBqnGZGf8NHCQQCUD2ApYOUMyCXhT8JMgu8hesOf75vZJvBHx/3F8OTmRb+QNrtC3/Mbh+PYHRO+mgI+LH9Xm0fqWesAnmqR0+DPiU9gBStfQqhAuw5kxzYtPSiySEcAj3sZSDQEKBDWGcoBPLlYeIVEVx/iceu9QZONSYwyqf2qpZaFQCrppO0Ar0CgQDSIEjT+0jz+tG8FPwVziYW3+AxNfz5dGKj70LPvm/D4U+0EQAhK98H/rgdYVvN66sSiDPKtlZeKdu3LwtXAvLocRXDIPXuFUKgL++SSF0KdFr6wiHQ1+9eGye+OzgFgfS0mYLlYY4EBAJdmSH32KqjRhUAq8bJ3UT4LN4MBALQQRDo9+tUuIn1eo+v63PKZg7uPNhRm6xuCfyxNovgz0FR3/f7FsJfBHFA2O4Y+GNt8G2xL31FL6sc9A0p3zf/SIj3SXK3oTve7GvlTKaO1HbGG5jbngQC0YFZEQT6+gwCqR1qP/vOYEwHgYAOeSkIpHaqlloVAKumkTS2hEOgy2c3nwgEqT1fqMw7WPRGjz7gx9Imgz/a56CPiX67shn4C2wtAP7E8PBA+Et5/Whb2rlLil9CRs9LlpXK59JTto6gIg+fsp/0CtL9PgzByotj9doEDep6Q6BU14FWCQS20CZCID92o4SCo0khpOwYCKTbQyGwegCXWhUAq8aJewCD8ASDQJovhH1FEKTtJBSBH68zBP7Yfmqh5xL4CzQToJHBXwB0JQs9+74ghD9+DDn4Y3aiMPOU8CeAngqGpSoFvyHQl+lLv7GBwnU+lhYzNiOwy4AgrcPXsuPb2XCwYN9DoAM/22XzdGvbDEvS5hkIFMEOvSAQhtrPLBSN9KSQAALpOVtnCGy+z+oBXHZVAKyaRpqHLwWBvF4rDnMSEIrAx/uS2u7xFpAc3JXCHw/9ZuGP2Ewt9Ez7zUOrzrbz/gVpDP7iPDltYfAnwKDKQwWcNBn4JdrS+zfw4Tq0Xh+bNrzG+oBgCQRKTcZ96uz7OmAA5+CPp9OyM4jLxAyFQN4P2yaEaeMgEEA8M3idIbA5v+zeVbV0qgBYNUrRDUQco6JAoMun+zTN7ZYsVZAJ3S4c/qTJIGPhzxh1xm/sqYtBLhn6FSSHgE2QNiX88ZBvsA+ln5lLIQlz/Jyl7ArtZJ1zjHqmDv1qUFXSTjimL6S1COwAFQRVaKRAyMslOxbaDqCLewOVJg3QLRPDF3R22yUQ6PdZGReupbacbQECtbB4NClkBAT6czsSAquWWxUAq0YrCimINyUCgUCcT5WAQbVcKt1DWgL2SsCPllsP+KN9Maxea0+EPwp7Q5Z7WS/4C/orbHOx9CT4TAR+Qzx8yTZGOPiKgJIDnFC3g73O7ZUM8wp2IxCUvIiSXa3P1G4LQx2AtfwyT0Mg4EDQymUF0AwgMAAvBqOgY/YI8AnHZWn51KQQvjpCDwj07YyBQKAuBL3kqgBYNZnUWWYcAqV8byQBgzmlvHljvX60XI/8PvAX2WGhX1fHhX4DiAvyR8AfPQeLhj9DzhHd5iqGsh51EvtyH9LklrWfS+8r7qHLtaNBWR9voJDWQQhJV0Bw0HIxbbpBez1b+EkZtLmwWQPMFAiU+tWmcQj0/TKubnMQXZsDQ8HKpJAcBALQ3xoyBAKB8P5VtXSqAFg1TjNE40p6QSAQQl+p908qr6UXwl/sYRPKeU+dYod78kj7IvwRhXWobQZkpcu9BPXp/z3W+hsLf37pmtgGTY+OXzhPRZCVBbk+9uPrLx8GzuwHxjK2pmhHAkUObwCy3sCEPWoiBYJFEMjKu+TQy9cmMK9gHwgMvX8yBDo+jr2B6AWB4f2NlHHtFUJgc04Sr47rC4FVS68KgFXTqC8EAmkQpOl9JIRJxby+Xj+yXbzIM2lfhT8p9JtY7FkUhzCSHi0Xw+EPrq3QhlQmLsvaFeAvCu1yu0ob/rhom0J6tuyg8uF1WBxqLknvW2asGFTxtJw3EGCng/eZEJUYFka4nYVAoc9RyJZum3B/IRAYtMfGA0KBQDqpzaDzAlKQoyFkd//kQ2IWCYGuTNXSqgJg1ThxcCqFQCD0BnJbpUsUaDewKUO+ZHvh8Ef7FMEc5HF/DBLVSR+GjRWkdqXyQpkY9AT4m7E6ACaBvwwE9oFEuU4C/Eqfk6xc0bi9uOkildjOhnM1byBpgLcTASGjKzUs3AcCpf6xpgJwY80sCgIbDyB564d2HO66BymfGw8Y3D/p97EgCKxaelUArBovPqZEg0AA4jIxQAiCtHxfDV3bz/Wdl5NCxD3gL2w7th/BX2bJlyT8BfBF6gmgJXrxWF+10G/JmL+o3VL40wBKgMC+IV61Xl/wy1yapdA3tk4fuyWzfGkfJI8gt9mVIzZNZyuaUJKDQN4nCHWcKcv24y4MgkDapgSB3XZzD+v6MGI8YASBxDY/R1NCoMurWlpVAKyaRgkIBBB7A3nYlwKTtBB0StoyMaUhX9dnXnYC+KNwxu1L8NeVEfqYUg7+hHF/KU9fatxf0vNHFHgbTbhfEqbV4G8ooKXAL9mfMcBX8hX29f4NsNkHBKPyicWlU6AnhoRzECj1idTxMl3RYgg0yhIx/P/gGOikjSbdd8fwujoEit8xBT8IYCaNB2TnIwuBAIIf3RIEVi2tKgBWjROHLAECAfnmFm07laz7V9onYX/wZI9FwB+zPSj0S+Cva5vUVcb9dfYlYJThz2rwp4CelDYJ/PWxwdXH48fPaU5DLl2pjlXS+9oUQDD5nl8BBEVII95BFQJbO0FIOAWBHPSoHQKVZcDH0tqNkrIiBLrxesRGyXjA0HvJvIAU4lr7RZNC2LkKIBBIvz+YQWBdCHq5VQGwarzUMX4oh0AgBsG+fcikiTe7IwB/UR8p/NH6HNhS8Mfq+b5J8BeAWz/4QyY9mxYdf7grwlhwPIV1gzbk62oS8Ct9fvJyuUtdPZZMPcVTRtOjEK5UjgFcYNKyHQ0CyfZgCBQ0CAINgbNcWfc/6ycHSFCoU/pMF5lu6srjAXOTQoohEEi/NYRBYNVyqwJg1ShZCkQaBAJySJiD31S/RvuCH62zDvAXhX5ZHXXB55QEmKN5YbmwPFcK6DRgHAt/qldQgr8cnA1dpLm0TzmVlEuVkTx0pRKAL5VeFBrO1ukg0KcLZDUIAgUvoC/PslWwIwlDITAM1dJ0tk3byIWCSyeFLBIC60LQS626DGTVaFkGRtE2EF1plpedAv6YHTXEkYE/seyi4I+N+6PbfUK/yXF/YOlMEbgp6ZPBn9SOlJeAP8vtGtt92LHRj9YHtU9GKMtlCssh5rKsPVJP+iRtpGzzfknfkdQfdo6682SD9MiOYXn8/Gr1pP7TdnLXIaQy5ddx6DU3ik1pfC35+yTif5f0uMQfgdoTOrh/Uvtkx69CINx3cvarlkLVA1g1idQ1pmhYV/AGBgORJxyP0gv82PYilnoJ6jH7YdjWQH34tbaHLvYsPcxSoV/fZ/rwK3noSm3y88LPSXTeFFiI6sQYpIeCM/up/mhSyqTgbMRAh649waEUdYeVTdkBumNPLh0j9cEgmjUceQM1TyCUvOhgWPsJTyD3oMrePuIJVM5P5AlEe88iHsRuXGIiFGy69rrDTYwHLJkUQtKCc2VZvdQM4Tr+b+lV+X+T6eEPfziMMdHnJS95CQDgBS94QZR3zjnnBDYOHjyIl770pdixYweOO+44XHrppbjzzjuHdYiPPwNisEp4A6cciOxsReFb96FaR/gTf4Fr4/78NvR3/QbHIdQT4C8qn4E/yWPi0nvDn9B30SNHykoeuMjjxLxOqpdPOAfck2S1/nIbmk0g7ZnL2ZG+31R+pg+inVS/qA2pH5m6GpRrHr/ofJP/VYBX+pTzXGvXKbUVldVsMck/rtz/7d8Z89J3ZQz7O4+PzxoT3YvCc806Rep197KuTOwJjI+panlUAXCT6fOf/zz27t3rPzfffDMA4DnPeY4vc9FFFwVlPvjBDwY2Xv7yl+N973sf3v3ud+OTn/wk7r33XlxyySVYWxs4ICQHgdI+gzIR3oS81CdlX+3LOsCf2C6tKz2MgnKIYEwL/dLy8oMsf8fXAC54eCoPVbEuQshSAYMDgAQYCvhF9qTDFEBBBEber4yS0KX1RZMCKH1hcCwIZmFahBX5e1LBWsrj6Skl/07C/6W0klAwbStZD0Dyh1eBor9RWj8HgbmQ8MwEIWFqq2p5VUPAm0wPfehDg/3f+Z3fwSMe8Qg86UlP8mnbtm3Dzp07xfr79+/H9ddfj3e+85146lOfCgB417vehVNPPRUf+tCH8PSnP71fh9w9RFoA2t1gUrN9hdloozyCJdAnpE0Gf1LIl7cvjPuLQr/E+5dT+NBh5bMPM1bGcJvyQ7Iv/IlSIMLvR2nKODNuK5VWUrfg8hPhStOinrPUrhK2FeeTsDKiTRJiBaCGNn1Zsh3USc0SNlJ5xY4mYoOapd2S0txG8aSQKOTMQsHGlQ9DwT5kXLBAdPdqTEBcHzBaVYGdGx4SLpkcUiFwqVU9gJtYDzzwAN71rnfhl3/5l2HIH/LHPvYxnHzyyXjUox6FK6+8EnfddZfP++IXv4hDhw7hwgsv9Gm7d+/Gnj178KlPfUpt6+DBgzhw4EDw8eLwBA5HHErYL1YtTKtplvjwNqQQNOuTCpwLhL/eoV8KYzyk5OoJHojQM0hgjkjzfKiD3vm+An+id46fM7JdAn9FXjueRo6zqC6to3xSdYI+COd66o943EL7RX2neZl+i2VNWKdJY55AWk4sH/ZNuo6iY3f1U9cl2Rb/rkrqK9Ku/+TfrS/DQsHepgn/Fv25M6QM60jOEwjEnsCqpVUFwE2s97///bjnnnvwghe8wKddfPHFuPHGG/GRj3wEv//7v4/Pf/7zePKTn4yDBw8CAPbt24djjjkGJ554YmDrlFNOwb59+9S2rrvuOqyurvrPqaee2mTwkG8pBLo0LXRbAnmSNOBT8pPLvYDcJIMQinCTHQJ/7IGYgqVs6FeDP3qcUnv8AcwegPIDswz+gnPEPzQPYd0U/EU2tX0kgAXI1gUYLHFp7ffpg2rbln2ENpJ9045LgxvlmGi7QVlhexQEanmducEQGJfRvxztR1VJKHiIorp0O3WPQpzHIZCPC0xe41VHvWoIeBPr+uuvx8UXX4zdu3f7tOc973l+e8+ePXjCE56A0047DR/4wAfwrGc9S7VlrQ28iFzXXHMNXvGKV/j9AwcOdBDIVfI+YCotvUS5EEbyxk7ylNBvk2fkOhI0BDfu2D6Hv1Tot+ghIoGX4fnsYaE9FKE/3KKHJgQ75LiibaXvvk23H6UJ48gEG1RFXkclTZ3AoYnXV9tewKOW27SJtfjQ7peEhnkBnkfyrUEc2uXbtL82HQ6ObPJ+8zwhzbo/qcQpd2XoaYIJu+LTrZ4fzSb2ZQyGviu4OBRMQr7B944wj18HnZ2BhFp11KgC4CbVt7/9bXzoQx/Ce9/73mS5Xbt24bTTTsNtt90GANi5cyceeOAB3H333YEX8K677sJ5552n2tm2bRu2bdsmZ7qbDb3paBDoyjstYhmYjB1xwgitJ4V+eT0B9HLwl+pHEAIqDP1GHofANu+jkOaOg+Vpng0xHCbAXxZc6dc/FP5KwKsPuBWUKfKERTb4jx2l0TGXvn/od5SkgqDQPh8+mOwnz3fj7xIQmIU2DQJp+yyPS4I+aqNkjB9f4iUqG40DjEGVjjHkkJmFQFcn96o4fs8k++F5DfPCc1ghsKqGgDet3va2t+Hkk0/GM57xjGS573//+7jjjjuwa9cuAMBZZ52FrVu3+tnDALB371589atfTQKgJn97ET1npBwNP1DlQralSo33I8rCny/n8h3cjYe/3qFfqT3av7Zur9Av4nJaiIzmSfvag1iFGZY3Bfyp4V0NCIW8ZEhUqSO2rYVpNRtCOg8ZS5/scbEZuH1CwyoIJ86Daycoz7b596rWka6PQoU/YhBd06m04MdWgX3ab30mfsEbfAJbwj1IO6/SKyxpPZpXMi6wailVPYCbUPP5HG9729twxRVXYMuW7iu89957ce211+LZz342du3ahW9961t41atehR07duDnfu7nAACrq6t44QtfiKuuugonnXQStm/fjquvvhpnnHGGnxXcV/5XJ/UEApDeOeluOkYLA/uCVk7v1a9E3ZLZwguEv6LQL3kgpSZ+yMcR9ns9Qr+qh5EpgjoFEkrgL9WOCqK0L1p5fjmmbGnh3T42EvU4lWl2Ym9fxiPoy4XtZB2ThhQi28WeQOfq0uqQ/gSePWpTES0vhXm1EG/gcTR6OTVf8DzGYWEMCwUDgedPnBXMhtHEYXQDaYZw1XKrAuAm1Ic+9CF85zvfwS//8i8H6SsrK/jKV76Cd7zjHbjnnnuwa9cuXHDBBXjPe96D448/3pd7wxvegC1btuC5z30u7r//fjzlKU/BDTfcgJWVlf6dmbEbeXCjMR0EAiIIAgIMuro9VfyLNvseYKXeWPgT9l3oV2qr95p/Rui7AH2aB0Sb9SuGfumxS+0iLBuUp3k5+BPsiR6/1D7Yg5ykaf3xZSLbiSenct0k+yt1rNBuYAMpAItB0CdzMuI2tS4kIDCwrYV+cxBItvtCoFqX9sGZ46AohIIj8BPaF8PH7f3QwkZ9cH/XHgKV8c9R//1xyUvD9BoXaHvcM6uOShlrh4y8r1p2HThwAKurqzj/ia/Cli3H+l+r/mZDLyu6zdb849JuhN7UmBuW5PXT4I97/wbCn2QjGsM3YOxfk0Zm/vpJJqQs0LUj/T/j+9x+V04NpbE2uvNBj19OL4I/DRS5LWG/+MYmwF8U2k3VE5SF1J72krLsfwhdjva7xoKyiXpi91Lleb/EvNCq2BdL8gRbkmhZt+3TrJI25/tWrwvZjrEWZs7SBDvGWt8m3e/KtHXIWMCgHNi9kt9X2X00PK/dzuFD/4iPf+7/i/379+OEE05In9Sqo07VA1g1Ssk19KR3AgvewCJ7pSod1RqEdVmb6wB/tK2+8Cd6/wARwiYJ/Wr2WBot1x1/nCbnj4A/4ZKZBP5SEzh4e1JeTwjsNV7MmQxcTs6Q5P2hDZGMHuFh0RtI8v0+8QZG/YvySAJNh1wvOlZJzPNXHAo2ZN+G+1HdxAUWtUe8gJ09PRQcnKPSCSGSJxCAGBKWZghXLaUqAFZNI77CPKBDICCDWsY7KLc7oI4Cf9kH8BTwV9pWQg4Yu+3QnjTxI1AEkqS8AJTi2D7BTuSBS8Cf5GEbC3/iM7nkPCf6JMJl5txq+/nrqxhbO5ttA6ZLEEEwMB/0QwFBV04CO26C2hTaz0Kga5RAoO8HqWd5miZD2ka4LUFg0B+XbgikQf9quN3oDSG+bXb/S0gtL3wfSQiEO5Dw7ysaqlO1tKoAWDVawZICOQgE9BvPIuekazOQW2VDv5n6KvxFdcj2BN4/1TYpkxzDx8BP9ABKdvpKA6HCBYIlO6PhL9OnInjL9LEolKzZKVJ7/mCyY/r4MYQeP0uKmji/xBvoErTDLIFAl0jzNAgMu53thzQeMEhHwr6JToFoiysFoX0mhERewGDpFwaBQJk3sI7/W3pVAKwaJw8khRDo9oFpf4H2vZn1gT+izqtVCH8mTrMG8sQPV87Bn5jftS2Bneb9k0AuaE+AQd9/Cf6EOlF7yXQbp9HyEkRpNsHUA9ZUQDNS/ki7OaAdqpZaRHDz+Wyf9FGcPayFhjnASYfBQC8X1g3yXYMZCBT7xUWhjeRHwAdWztDToEwIQWyvxAtI3xPctBNCYAooI4ANziGbSKKBYG71haqlUgXAqvESfm0D/MYvQF/q5qPB4RQ3rL6hWB76HQp/JmxP8v6F7cqApoVkU8u+xHZJumSX9HUw/CHML4Y/yZYEhrxw6ruUgNLnCaG2lO0c8HGbynnqC3/WWBjpgvV/f503MOiGBoMaCNKYpwaC1B4zG/RpAgjUjjeySfpDy8YgxvprlfLuugVdgiWGxz5ewKAN8Z7Z8w0hKQgEYhBsITA631VLqQqAVZOJewGbNH5jF36FSpr6l6lgL3i+ZEK/4rOoNOxL7ZG2eD4P/Yr9ZYAZAZ4AZ5H3j7dHAbTdT0OpclzQ83rBXwSMiDTE65cMx5YcxxCIVM9HAXQKCurZBhCEUmRLgUEFBEVvYJupjc2bEgK9fbdhTdgvVj+uE52C7tgg9IPkcSgMwM2E3eWnqLcXUCpb6gXkwJeDQCBeM7CFwKrlVgXAqnGiwGTJDYhBIEBv0vRJOPJn6EBQ7AN/YnuJdf6oDW3iR+T9E/vIAI3Y5jdv9Y0ffJ9BIIctDR5Fr17q1IsApMCfUE+EP5fH28j1gbcneeeINPgrBkgRZpU2Rz6ErbEdCApQJcFgcmyfBGm+EmQgYxAYHFYKAnmZ5HHqEBjkSzYl+yY69MBLF8NfN/s2Umn/kS/XlC3zAmq21DVWhUkiFQKXWxUAq8ZL8+pFq9lLN//1vwMVwZ9Ufij8sfYkmBInfvA+GBOAUQdnDDI5uIkAaYLyEQxK4CPBKO8jPV4Oc7wcwnJa+SCP15GktZcAP7VP7XZkIwN8jc1M2aC9nj+EaCwSaH1NLQgGdhHBYBIEuVeNmiPurhQEUnNBHzgElsCcFArm9SD0m+UFwMc9doI3EKwcB0MVHg091HgW8WgvoDYhRAHC6M1LDgLrLOAqVACsmlL+Bk9npRVA4DpIDuEmKCIV+vU2dfjLtp/x/jlbJd6/VLtB+wzmwNJU8FP6FtnX2gX8l54b8ye2kYK/5PdDy8nwlwO/oIyxUZ9iewz6xO8q7YFMpvuGWm+UIxL/t2c9VYjjBZvK7b8MBLk3j1SPxgcuGALFXgdgGByKDpCsbe7po7aEQ2Rgl54Qkry3mc5uiVQvoHBcOQj09iQIrFpqVQCsGqXAO0ZuQhEEAlFIGAh/GVOV3ChHhS8I/A0N/Yb5vG8mTi+Z+Ws0sJS9f6GdMK/I+wdSRrArtlkChgFsFsBfBFssXbCfkgh/KWhVgY7V5/0qmuyRKKNd6Knj86RiYhB0dYtgsAPBCOTCIiGwuYwCCCySAIHFPxQVgEyGhEHKkG5LUBh4AVkZmh7AnaGngnkBfV7GC7iWOGbmBVTPB5M6PrBqaVUBsGq0uodAAgKByBvo6mo2F6YU/El9yIV+Nfjjdtx2auYvsSl57UrG/iXtuf4y2xyGst7JoA9xW9228MBJwRZNWxD89fb6uXRD8xVvoNauZE9qX7LBZR1FEPgjrwjj4WEADYJIINjaEdcRRLgfh4bzEJjzAgb2NAiUloUJzlNcN1WWdV8Bt65ZCofqO39p/Sm8gKYDQtd8kRfQpTlpbVUvYBUqAFYtSj0gcN3EPHCap63J080Uwx/NO4Lev7AuOz5eTgEyDVg1L5o67q+wvE/nZZPfC0vIwV8WRBnkmQT4lXj5lHTxGZyCP2Ob4VvehUVAEGSfNub+HlusCG3CQ6BvmkOEBlY8HCx1mZozLCEAva6NhUAgaVvz2PX1AvJywXG7rwf9vYBZUS+gdq8V+iYuGl21tKoAWDVOht2UhcHFIgSWSoNFzQYvnwIvJ/9A1oHQ3Sz7wt/R7P3LjkXkod8S+EuVLQBG3nYf+FO9fu22hz9+jEOBTwlNN2Xk6947eSyah74HANOBn98HQhJqN9u0AAQJEYlLx3BAg7APvWwEgQjLiRDIxSDQ90/qTw4CybbmBYxOneIF5OVEmCR9LPECZt8OIh2b65sU5g3ORw0FVzWqAFg1mbRQcJPX3LF733j6wGJh+Rz8RaFfSQXwV9qnpPcv6A8FQ9ZfDo0cIEkfIxgkNiIxe0F9Vi7sz3j4C66UUvgrmeyRAkrB69fkM/iT9iXbxobA58AlMxFEuhSsJfVs9ycGCoNieNhVMF2fM95Ad1K08G7SC5iAwOBwNZsFbXmbDICKIZAdqgRm3OsXjvkTFodWwZWAXKK93lKWhVHvtRJcVy/gUqsCYNV4Ea9fCgKb/CP36zMCLOkhK8GF5P1L2RVsSd4/0YMXgZyJbKX6r/ZDgTgR/IzSXq4fnCVKQJHX4/DH+qfCH3+SlkJmCuAk+CsEQRX6/LbSb0SnMc6goV+gg0EOgq6MB0Gy7c+zAIGtTRXseJ84NKW8hmTX8IOdCgKV/mVDx6Q/Se+eBnEmPOSoPLHTnYT8kjDFXsAe99rqBawCKgBWTSVpXakEBBabTdzASsqp7QVQIEBWatZvABcyVHpb0rp/fZWAtaz3z9c1sQ0ORhz8mL0SlYJqMfxlbevgp9aJ+kDgj/QrGu+ngSD38pF+RNDnABEkP3U8pLOe/3xZciAt3EUgGNQi2zwkbKBOEIlOogiCXbkSCKTHwUHQQ9NQCJSgToIldohJYIs6HO5nvXmGgBw/ljHiY6qVe20wQYR5CquWVxUAq8aJAhJ5xVD2l3ahSm9SvW5mEughnSbNFs56FGnoV4HQIPwb2G7qSKBUPPbP2wlt8LR4bGHClnAMvH9aGDb2usVlIrjhdYK2C71+Qj9U+PPtJTx9xjbXvQM/YsNEANjlN1+p7ey5fNq1zNg/uuOAzXNeCgS5B3BOqMcBViIk7GcJ06wI9DIQyO3SJhCWjSCQtwl0G7xNxPWSnkCpLO2X4gX0a/VZoV4CDum5CTx6pM3swtAmMRZQuNdGs4Sr868KFQCrppDynsloUgj/5XwkpMBfKvQrKQV/UeiXbrefZNh4LJCZ0E4AjBoksTrc+1fixdSOm7Y7Cfz19foJEBrYCY5T8gYm4G9mA+jjnkAOff53hACAGvwBIQD6yK/tEow1SRC0c3rwtvlxIoWE27GD0QQR38lwPwWBWh2fRuxHEEhtp9IRtpkDoaDf5PCoFzCGJ9Ldkv60+UmvYE8IixaGpnVbL2DpsXO7VcurCoBV00h5z2QEgUB08xfTpXyuPjfRCAoU+Cv0/mm2aeg3ZbNEIcRBBkdD8/T6Qd8Eu4MkQJzo/dNAzvWLl9fqSE/TFHSmbGrwx88HTZu5bQvTbrsQr/P0+UNWoC8GwO6YUpeJJX8/1h+ohbWm4TiLCATtvPMtmVkHhB4Q5wSBAsqB4A1kXkAJgBgEFgNJmxdAIEh5b1do09tQIFBoJ9UHX590gUJhAIkG8JNBMsDXeQ9ZGBhxvaisJuoFLIDA6gWs4qoAWDWdUu+ZlNKAPHyMzRfrFMBfYuJHcsZvUI5tU4gziMK/4Ti+RBupYyZ2gvIiUMX9i/IFsJSU9P4JfeTtix7BMfCn7EvHJ8Jfaryfg7+ZDcCvgcHQs+egjwNfEgRJF+lRc/Br0kIItBbN36A1DbCmvIEz4gHk3sCSH16cH6eEQGc6stvZSEFgiSTPXnYsYMY76a8z1mXRqxj0vQsDR2W1ySAlAJeCwKqlVwXAqlFSQwjSeEBX9kjegHrAX1jP1dHBbErvn7OfDP9G0CjVF/pL7ar18n0L/gfCJxLL10K/wZUgQlr+WukNfwHQFcIfgT0Kfw3gNWQVgl5rqs3n+7ybMwEE/fG5jhuLufdyWZ/XgF8DgvM5mutXCgvPBW/gXKM5pL2AAsxFsMbTcxJASobLrpwGgWJfEn0Qw78U5ki//H58yvp51QzKQS4hf6ySF7BtR+zXiFtT1dGhCoBVoyW+aDzIj3/tNhnrDIIpWBXUZ3yMGH6l2zxfmfyRqj9o4We+L0GgtJ+xn+xrrh6HP3J+Akjr0Qc1XYM/1S6BPxrydf/70C+Bu1kC8mi5tokZyXflm/RwH3Dw1+zPrWM74/MaZ1/nBWzSiTfQWmA+gzUWhoz7sxYwcwPrvIRzQjQMbrhSQBady5LxgNw+aT4qr0Cga07sZ6LtYi+gIf2K2mdrAirHJ4WBQ9v93gzS2DPifTTdj+oFrGpUAbBqEokQKK0PSDXlAOTcDY21pYLKQO9fV5+WiR9+SeBzEJZpR/P2cYgTZxYDWfALw9V6P3p7/yRJ8NjDJaKFtOW2WB8N8/6VjvebdSFfCn/U20dDuwYd9FHYo6DHoTA6TmuwArQewNbb57x8BASBWRAWns8NMJvL3sAZupCwX07EBOBmTewFjEK74rnGMC+gdvzi/UNpo2coOKiP0KbmBQw8k7wvDJ4172CfcyKFgcVjJ8vCFIXfJ7wFV20+VQCsmkzyuygzEDiVhnrrlNBv0vsnARPg4a/XeLiEcnXFcXskXdxXgKkY9Fha72MlD1TRvgSSvoFEf1Jt8WOW4I/mSfDHx/vN5jAGmM1sBH4U+oAuzUHfLABBGxzSjP2BuJAvTPPqMQeB1poW/hCAIGZzAn/AbBZ6A00Li84baOdNSDiAQONoQfqyEAIWLcqhiJel30HJfUCzzWEr530sbY8o6QVU+sKPvSgsbFgbQ8SH22jvWw/6Wr2AVRUAq8ZKexgLoWBAD9esl3rDnxHSNHtU3IbpPHLi5A9uk0FLSfhXqicCH2+T21XAUlXJl0lBUehfdhyflpZpr3/oNw1/MzLez8FfAIEIvX0c+ijwue3U+L8VgEz+aODPoPXMCSCI+SzpDbSwTRjZ9WLGINBdZwHIMC+gAjyTyMFeu9kXAkUI4x49yRPntiEcE80U+lQEpKytScLABfC40B/dVZteFQCrxkv7ZZmYFRw5BaycJ928hkJkr7CvJvocpPbGev8ccGVC1aJNDnqIIbYo/CtBXwLExGM1epm899HqbQrK2RZDyh5uifevAP74ZA8OfzMCeRr4OejjwMdBkMt5AefWYMVYzKxRQRCYR97AeftDzHkD53N6uggE+msw9gI2y40YX8XTWEreRFO2KCRZoGIIHOoFpLAJZtftMyCNxgGSetyueCwFisLAAdga1Quonfe6BmBVBcCqyZULBct1+qVLeblfwlF/xHIhOEVpfTWwauTNYza18C9vsxeACfazGur9i/oTw58G+v3Amtilx8SPj+Qb/38MfzMChLOZxWw2hwGwMpsXgR+FPg9+zh8nnEtrjS83Nx0IGmtEEJwZg7X5DGvzxnu4hgb85t4b34Je4GVqCMF/59TbzD1dLi04x0LaGDm4ck3S9lNtK/0ohqxUfXR5HfQxEOX1DTt9Wh9MJj+j6uWrGqoKgFXTiN38PAQKbwlZlMpDlqRgJvQb1lPa4t6/1FtCMuFfte1CZYGPtJkcK6ipR9+K4ZPBn+T1lIaSpWyL4/68PeoRjL1/cJ48/8aPEP5mfvxfB38rxBO40qZTzx4N/86MjaBP8/65czO3Bivt5I+ZsZgbo4Jgo5kPCXMIbLbdIsKm9Ya2y8Og/TO27YnzpOOg0Z3gpm/a4tCa+sKKBoE5b2LSC5gsT9oUYNODGrcl9Us7JuOKjwwDcyCvXsCqnqoAWDWdtAcAh0BgoSCYVM9JH9kb5EyrJ9hJAIwL/0Zh1RwssrKpvmTH/QV9SZTltri0frAyUn96e4KT/bDRcagTP1r4M3wfXXrnDZThb2U2bwCwh7ePh3+1SSAz064B2P4/s1BBEK03cm3e/uEJEGgcVQWA1yaZ9odKakJIAexF30Xksk/YKMgTYUupN9RL1sGaAFCsLf+j17Dymf4NDgPTt8MMPL6q5VYFwKppxX5dqjPNpvjl2RciS9uUinEw413xQEEyxxxiDhZpuVR/+xxLpmxWWv1cG4uW1gfm/TMG/t2+jtc74GMTPtDBnwv/OvBbmTWU5cCvFPpmArnMjMVcOmkZEDw8nwEztyp0B4GmBTpj2nUDTedpigbfpiaEJP70phrr50EPzAtI81xbpe0wnu063cEeaBEW0g3K+vuccryEmTlEBl7AFhrHnqdm2/T2AlYtryoAVo1ScQhBmRU8SrTtnusALtL7F7arp4teOw54Cbu6t0wCBpdH/ieQqKWXKAnEbl/oS7M94VOIHWPcJ+IRVEK/3o7fpsu8hGFeB38u5LvFjwPMgx+HvplJ/HHYma8XwaACggAw8yeig0DM5pjPZx5sgQYEPWC5sYCOUBwIci+g7wYJDOe+ytYL2MtbJUEg7UPCyyaGgTPtSOL9DcLFAoBmj4+3RfsL5M+jYqt6Aav6qgJg1WhFnr7gppR+S8hkSo0v7AN/fTxmPK21pYV/g/F/vD4L/7p2i9/+keqr9n+ibqrNzi77znvYOGLi/Ws/0cQPkO02fTbLw98W5/2DEgJWwC8VAp6ZtW49QDsrAkHM4GftNjZXAMwxX1shx9X8oXrgI+fETRRRvYC9ZuKMFIdApt5ewISoF1Cc0KF5+nj7Sl/Kxwjq4wC1MHDXV3YvTHkBq5ZaFQCrJlEKAgMtGgJH1e82j+jgaOKRc+rGA0KF1FQ4N4JBpMtrEvuVKqNsT8IPKRsMTlXvn993kz3CdL7I88wwjyBC+CsBPw36pIkgbuyfHwPo/njsTLkOmnJbMPezhjGfYd6Gg62dt6+GMzCmmVTi1jh0YWCjeQGDWCamCSFKduhx8ZCvy2b9KIHAvp450SPH7fdpb0zfchJsV49gVU4VAKsWrggOnQdOAsHcmnxj4bH0bR+CAmjJhX8HAk4pGHkQFGCxyB4Bwl5t+vqS56HMzuh6peU5LGe8fwBU758f40e9fy30cfgrAT/dI9id12ACCMh2C4LNPA0ZBOdoXmjiPJJOtq3rW7VkLKCbDGK782IpgPFQqgZvJWma+LEIXjUNAqV6fSaKuDxvXwr7KrbdtvhD2HUzGyJP9Kuwngp9qbeDVC2t+iyBW7UO+sQnPoFnPvOZ2L17N4wxeP/73x/kW2tx7bXXYvfu3XjQgx6E888/H1/72teCMgcPHsRLX/pS7NixA8cddxwuvfRS3HnnnUGZu+++G5dffjlWV1exurqKyy+/HPfcc8+ovqfCqSJszYRPTn3KSnU1aX3N3CCT4V8jhXtN4MkLwr9T3YyN/L84GzjoW2EfTBdOCtqR+gD2TBtzjGPOke+r7P3r7MveP+f5o/AXvd2Djv8j4wC3mDXMTDNDeEs7U3hmLLaYeZs/x5bZGrbMXLnm06VZX87X9XYaGw1ghp5H4+q1oeoVY7FlZa05BpffAmx3nrin1MbnPAJpG107+g8PG+cTGE9+dxmlr8cBZMV/HKX+bli9YtvsHtHrPsDvL0FfhfuR1t+qpVUFwA2m++67D4973OPwxje+Ucx//etfjz/4gz/AG9/4Rnz+85/Hzp078bSnPQ0/+MEPfJmXv/zleN/73od3v/vd+OQnP4l7770Xl1xyCdbW1nyZ5z//+bjllltw00034aabbsItt9yCyy+/vH+H2c1kXUOnfUCQlesDeU15aqvnMRr48X+96jBYLJF6/hUY9GmZB11J6DeVLvdJfyhTLptc5FzwsX+A7P2btfBHl3lZITBHPXga+Dlo22LmHua2zNawdbaGFWOx1cyjz4qx2EpAkNbtPvMOBBUIdH1Ycf1u+9LNcIYHQb7dhYGn/Rpynmv3cd8V/d9fGgU/Qmg7KiQWAmjyR1QJABfU9WXID8MAFt39pKpqpGoIeIPp4osvxsUXXyzmWWvxh3/4h/it3/otPOtZzwIAvP3tb8cpp5yCP/uzP8Ov/uqvYv/+/bj++uvxzne+E0996lMBAO9617tw6qmn4kMf+hCe/vSn49Zbb8VNN92Ez3zmMzj77LMBAG9961tx7rnn4hvf+AYe/ehHjzqGIAxiQMITC3oBeSqkTPNJ/7xSADvW2zSwbs5DlxoHGJQt6EsJsCVDv4VewNKH42AlHszhws/kf8H7ZwDR+zdzXrQZhy8bhH6BLtzLQ70OxGYt2HVlXZn4Ap67GcAwmBuLNWsAzEicMijtxwbS8PFaO4YQbTjYosm3tgkFWzvDbGaxZtEsDO3PBxJj1hITQRL1YjvxJSX92DCF4w+T495KQthtuhQGlm0myrC83CzfUWP2gvusO18GRZNBqpZW9XfEJtLtt9+Offv24cILL/Rp27Ztw5Oe9CR86lOfAgB88YtfxKFDh4Iyu3fvxp49e3yZT3/601hdXfXwBwDnnHMOVldXfRmugwcP4sCBA8HHq8cDfaEeQimk3OMK15eDoW0YOZ3v9z3MBPhl62Tq9p4NrLZXEPrlbQf1JZukbKGXMWWjrHzozUp5/2Ye+uAnfdDQLx/3xz1w1GvnvH1b3T5Na9OjTxsW3jJbwxaS5vYbGxRK5wQ0SWganUfQeQFdKJivcQhSLwgD9/QE5sLAtFzk8Sux7+1Jbeh5vbzfpT+qlDw6VvdIaRJvfdVRqQqAm0j79u0DAJxyyilB+imnnOLz9u3bh2OOOQYnnnhisszJJ58c2T/55JN9Ga7rrrvOjxdcXV3FqaeeGhbo4UnLQaA1RvxMIa1fRcvBaCpcRzA5/m9KCd6w3Pg/TYP6lniIdmnp8K/cmXSz3QNa8PhJ7bAHM/f+zWYN8NG3fGTH/THvH/f6uf2tszVsmx1uYXANx8wOY8tsDdtmh7BtdsiP/9tiunI+FAwXhp4H4WcnDoHSW0l4KNiFgZ0XtOjPLQP0yfQS9xMpo/6IKWkbI35cpMpO8HcbefMH2JwkalG1lKoAuAllOFhYG6Vx8TJS+ZSda665Bvv37/efO+64Y0DPSVsK5KVAb0oQTErzSg1Z+Nms3/i/ov6o7ZWVFb0gElwqEDjKSwo0EFgSuiqBUJpHQr7BzF/B+8fH/TlR+Ov2bej1a719W8waAb7D2NqCnhsruG122H+2mg4GV9pxg1scUEbjAfWT4/qz0rZB1zOc+Q/xArbXhDgOMAVipUpBoA/Ndx5J6dqTLCRhsTTuyb2RBeDZ/cgqPCnKD9ASr75kg4pPTvNi97DqBVxu1TGAm0g7d+4E0Hjwdu3a5dPvuusu7xXcuXMnHnjgAdx9992BF/Cuu+7Ceeed58t897vfjex/73vfi7yLTtu2bcO2bdvSHTRgY17ksYBj5W6WfccTTgmPi7pxjp+hy/6X8lJpGvxqD86U10XLEGy5tgLnnU2cZzoGThwPJ6QVPvz5YtDc+0fLxZMxwrStrcduSzvRw2+jK+u2V9gYwDU7a5Z/McAhu9ItBYMZDsHdvJuFNWd+gJlTNx6QpGBmgTmMDwXPZ/N2KRiLuYPfmYVZcyeAzvBVvozSv22pnAluGAVGFHsFfejGxjUXljoOrsTuyPtZ8Rg8k18QetL2qpZK1QO4iXT66adj586duPnmm33aAw88gI9//OMe7s466yxs3bo1KLN371589atf9WXOPfdc7N+/H5/73Od8mc9+9rPYv3+/L7MZ1Afoipeo6Qt2yvIvg9THAyfmJR7QhTb6lBHLJ/vXz2a+0QF1UqeIhH87uAu9f07U+6fNAnahWAd/TTj3UOvRa7x8x7YewGPb9G3msP+4PBcu3jKbe2/gVjLzdyVoM39SKKC6ULAb7+iWhQm8gPQkEU+gldoqmTShXQd0zKGUh4JrSPI0TyxxVrHSj155Y/tcWr/vKgZVR62qB3CD6d5778U3v/lNv3/77bfjlltuwfbt2/Gwhz0ML3/5y/G6170Oj3zkI/HIRz4Sr3vd6/DgBz8Yz3/+8wEAq6ureOELX4irrroKJ510ErZv346rr74aZ5xxhp8V/JjHPAYXXXQRrrzySrz5zW8GALzoRS/CJZdcMnoG8Hp5AUX7iTLDbJOdnjfNZJtCeKnf8inptClnADd20jN/k+ugaV44ob+J536RJ1D1GEr9a0GDTgABEIWA+cLOAMRtHvr1Hr8WsraYNQ9+W80aVkzzfwNwcz8DeIX8gazBYG5nWLMzHMJK2yCa1/oagxUYYLaGw/OVtv7MvzWk0Rxzu6KcuM6D6dY3XJt3xx8sDN2mFV8vJHqrN45x9wJSX3MAB+Xa/4u9gAV9pXWjmcqKHdd0VdVGUAXADaYvfOELuOCCC/z+K17xCgDAFVdcgRtuuAG/8Ru/gfvvvx8vfvGLcffdd+Pss8/GX//1X+P444/3dd7whjdgy5YteO5zn4v7778fT3nKU3DDDTdgZaV7GNx444142cte5mcLX3rpperagympD9x1vMmlIFAEsZE/gIfMTg3G9Pn8ERNAnK3Mg7lo8LxLz3hPSr0vxek9JDqbqN0kBRTY9+P/2skd6ACJlsl52KhnbQbrx/tR+HMfD4FmjhXyphCnuZ1hzRgcsitYsXOs2HkbxwVZ8mgFc2OxAou5bT2ThiwDg9CLR8PAtM/u2OYefBui8auJeO+fS+h/jiNNfZ/I2UtAoC9SGkYukIvK+0uzoN7QUG3JD+3AtvZmkKqlkrF2EQuzVR3tOnDgAFZXV/GTF7wGW1eOjQsEY7msmndExMFMTCflUwOnaQiYQFawYKthAOj/lxZ6BexMKIuwXGyrbWPmbCBsn/zvB6uzPN2jpwzCN3IaQL5iblfxAA576Cn9IRMYmuNr9+n/M9uMdVtp/p8Zi9lKMwliZaWZJLFlZd68OcN0r3yjIV43NnCLf3NHt0jz1lkzs3drO/HDTeZwod6Z6WDQjwFkC1mutR69Q3YLDtkVHLIr+Mf5Vr99cL4Fh+crOGRn/v+5neGwbeodnjf7cxjMbfex1mCOJt+25Q7PZ3jg8AoOz2dYW2s+87nBfD6DnZvms2aAuQHc/3PAzFsYnJvmO2w/vb7PXmVNZ5v9b6Q0razfj381RMdh0Yy1c3Xnbfo8sW1tWF+wSdsyrI5rr8m3kR1f1l0yJK3bd9vkRww913OLw4f/Ef+/j74W+/fvxwknnBCdi6qjW9UDWDVauQe49n7M3l6bqbwOG1kL6J+4BEyxF1M56RP1MxnazbTjQ759rqMWDvkSMHTtu1T4F4Bf+0+TG5vnth3kUe9f8zmMmbE4xhzGDN3i0E5r1mBuZphZixnz/s2twVaz5kPB3As4RxMKTjl53CLRwXEDJAzeniIP1WSRaJ+O9N9lwfe4LqLXieAF3GgKvYfxRBAf/k5MBMn+sKpjAZdeFQCrFqOS8E7f+w8Fxwk0ZGyg6v3zaWP6k8gssRt57vrXyYZ/C2wG3j/Jbs6GVbapCs+zOFHBmTB0tm8IPVK4V4RBPwawy6Nj/+hsYA5/7v9jSBjYzQRe8+Ffcotu4W/NzDCfGazNZw0E2lkDndZgZsJxf3xfUve2EARhYKCZLeyD4i0EFkv6HidgjuR4Ow30pDJ+X4DAkvsXL8faLq7Xp71W1jRYqB5/kGYCL2BVlVMFwKrlUSFgjZn8caS0IRaDXc922wdt8Oy27vmnuD58WDiMUXbvvQ1n/7oqfcRnCq9g3oR4yWSPraab9esAcKs5HE4AMQZrdtZAIQkNz80MazOD+dw0IGhMC48Gh1k/5gWeLdOeQDcOkJ8LC3YiaHh9iOfsCHCIBowBHJILSSoflkU56FVVbWBVAKyaROu6ztQEN95FLiidfKWc1uyY7gzxDpbUy3yhRV5BIcyaNpovEpR1EMjb8nmm8QKqoewOeKIslhbOsO3EJ290C0KTtf7a/ZV2qZatZg3HmkMNDJpDxAs4b8f+zfAAVhqP4PwYrLUrds3bSSEdULaeR4t2HGHjwSuBP03G0w9Cwi7xMEunuu8si1RZMnEjArKoLGKAS907xoSDJ7onLeRd6UEb63ifrtrwqgBYtS5aj5tbUkfakcc9jHzlf6ahz6Hkkiwpu4aHaRPfVaJvUvg3p1EPpL7jSH2jcT0+/k+SDoHd2n8AovF8jTewyT/GHG7HBB7GcbODLQiuYWVuceveH8PdP1zFQx78A/zYztsBHIM1cxhrMG2YtoHHQ2YFMxt6GMcqXui6/R8C2+SAx+XxCy615s/IsXj+UpDCslxHofdu0D12k0Q4qhajCoBVkyn6dbnIm+yUtovHk/WwEQBfT49giWctp0zd5Ji8IRM/UlCYyOsFf9E4LRtsBs98GqabWHOYIFwLtMuusLao98+pgbVmQsgxrRfwOHMIX/jf/wxv+eTz8Pf3bfdlTzrubvzCT74P/5+HfwNzzHDIbMGKnXvvIn9zyBj1Ok1TnNMS2CtxV/W4D0jm4ntW6AUs6YJsdwP84D3KALdqetU3gVQd/YqcEPrDZ8oJgb3fAZyzlw3Z9s8vfQ6raQOhsJcsd0+yTkgPOs3zJGlkTGxu2/Bs5oBpqHilHQu41azhC//7n+F1//3f4O/vOzEo//37fgRv/Ot/ja/c/phmljDGAR9dAoYuCQMsiBWO5Oza5A+cxTU7+pCH1q+OvKoBqgBYtW5a5Li7ddcGOZaiB06fB2CJx2VRomFD+llnpZZ4cXLgVDrWLvACutnCsFiZW7z1k89zLfOeAADe86l/ifncRHac1jDz8LlG1vtr+jcr7icFQqCbOBqdjQG06IZh9mbt0u9f+i0whWd/gL2FiKwZymUTT/ENuMJN1QZSBcCqzash8NNHBeNjpr7BZiF5M9zQF+gVTE4wyElalqSvDSIJqubK03hNSb9174/he/dtR2p20D/cdyK+9d3TIjvcJu/PXIBU7v2bM2Dsq9QyO/4IbLyf+7BG5G2tTwX9bjrSy2x/DbSZc14nJ5OpfdkMN46q9VYFwKrl1ma8LxaO7xsdMqY2pIclfzDlzQ0WBQPNk9Tfu6Qk96QBClVufy0BVW7x5TUYfP+HP1LUxv4fHi+mr4FDIH3zx0wM9+ZkadkAvoqqBxoaXRchkPU/ug4LxtMOAr3CoRNFwyImaLtrLx53WtJ+9QpWOVUArFoqHS1h6L5egIXe9Is8scNIoGAFlxYO3HbGYM9uWED2mKHbp5L213wYNvTerdkZTnjwgaJ+rD74B9FyM1RrbZ+4XH+ksX9+Gx30hSHgBPx5GFfKlF5wVrA9RolhoX1U3P1F/V0dmdEPVUumCoBVVRtY6/UQaIDSBvuLbjvXRuwFYh+pzJBOuE22LXnMOPR1IdSZB8M1v9/dXv0YPcwwxwxrMJhjhh/beTtOOu4fAHWCh8X24+7GI3beDkAeA8hFIdXt03QOf11+Nw7QTw4ZciHw74Z/b+w7DMoM1QSTJzoPXp0+W7UcqgBYVVWgQZMtNoCGQJxa50genzjTt/nPWOihSgkseCiRAY9lgEe9gDSdegGdd42L1lvzEzXahZ7tCtbMCq74F3+B5uRyuGs6/gvnvR/WNFCpjSXURMPSmqyVQ8TiKiYDYXBI+aJ1w2l3eLiXp0MoW1W1xKoAWHX0qt7kyzRkrOCCxzsZDnF0O5Gn1uMSgYd6x8JwrhYK5oq8ge0t1kHf3M6whuZzyG7BP9qt2PPw/4lXPP2tOOm4/YGtkx5yN1524fU44/SvY05u1dy72Eea98+HgNGAn22hutsXPIFjx2GmvIGLUL0feNXwchVQF4Kuqjr6JQ2AVx4AuQfDuj84UiCYCR9HfRXAwtpmgiT3djVA5MbOde/4dcDklnKZw8B4L+AMzovnQsEAW6al9RQesitYwRz/aLcCAPY8/H/iD067Frft/ae454er+JEH78c/3fUtrJkZ/tFubcYMtuDoxEO8mrQla0KYDcO/wSSQCMCHuJULy6jeZ/4FmWBzIVFbg3EwWiPJVRtcFQCrjl5lIGEjylgbTFQZ83rSTaekx05Jax/SBuQ80e/dNhMVLH0prLUN+NHi1sBai/ncwBiDmW0Mz63xWDcztquToA5pjOCanTXv8LXt+4CtbUYD2gYY12CwFWs4bfd3cFpb9wG7BYfsCg75/1caWzC9Q8HSqfPbgffPBPBLK3hIToXcc42VdGyK6729LkaZqwBXdZSrAmBVVdURUdZr09drxKGM7lsgcun48COFHwResRnSoMffC+xeCUcnglAInNsZ1kzrBcQWYA7MzQxrZoZDpgHCFTP3gOfg7wG70gJhsz+Hs9cfb2JAJeHvuQkWgA7Cv6I3sNlc6LyJKYyTr35hHkOnjQKOYz2YVUe9KgBWrZuO6LsxjxZtQq9mL0lAM8SDpJ0nAn3eq9W6A93YN2vhgRAm9AKupLx+bXs0NOvGATZj/laad/m2XkCqNcz8e35p1iG7BWvWePBrQsgzD39DF3CGOz6Ek0B8+Ff7HjgEjhRtJTB7tF/nR0LSWIeqpVYFwKrFqd5rihSFeUsgZr0ejiMne4jj8DK2Ut6ZgmF9/nwaD3gIz2lb0bpJIx5sOg9gNyHEYiUT7fSgSGYCz+0Mc2OxZg0Oz5vxfiuzxrN3aL4FK7POkoO/FdOFhAE0y8XYDh75x4Hl0Akhru988kfo9evOVVfJ+ND60L9xbV6RBfLXCLuoNuWqLQV99tcmqyemV1UNUAXAqs2rAQPL+Ri7UgWQNuVi0grsSWP/aJqxJKrJbeWaXA947NuG9l2SdNWkFQqkzoWnw9ALaP34wCYUumZMOzYQAWXQ0K8WBu68gC0Iwo0BbMvOgbVZM55vxVrMzLz1AIbtOMBbQzNx5OB8qx8LSNf7oxDI+2OEi4mu/Qcg8v6p4V+RgN2EEeV8Mx1Rx94Cw6KTgKgAeKb9MuJX6mUarJBYlVEFwKrJlPTcbMbQw9wWvQ94qDbEBI8j0X4JqPKHnVKMPs8bKBbGAVrrJ3l0sd5u0z1wG84zmM8BY+hs2CYMvMLgTAoHN2P+rB8HOGtnAx+er2BlNschu0IKN+P/tpo1zGBwCCtYIX8nbt3ABviIF3C+QiaFzPxr59YIFM5MO9GkDWFLorOAo8kfOe/eQC9U7msX+SwYy7kOF6w1xTA3Bvrcddf9P8DYJrytVm0cVQCsWm4NCae6tUMmVhIIlX7mPIWpuuuqISPv2+JGSIszWBnD/udhYOvoDz70672qrReQTgZZMV2o1zdD9il4AfBeubmx/v9DdqWdTgxfZivWsGZn/g0f/HVvbryfm/hxaL7SegVD719qoWdNfgwgutAv3Xc7XRhdgELL/k9o1CWo/GGol5QNN8e1Xd5u977qSmZVG18VAKsWo0Xf/xYYxjniXjmmbJ82AuD1Fe2zh4j4IFT44zZ4PRtGet2YtcgLaJslYowF7BzASleOTgZxYWAx5AvjJ3XQ9+26tQBn/v8ZDjWFgFkb4jWzduyfbSCQegjRLiBNZvy68O8hu4LDdoV5/2bq2oAzNN5AtzYhf/OJNPkjNRmEjv8z9P/2nBazfgboe/095tpcUPj3SI9BLHg7YFWVqAqAVUe/jiQgWcBAGHeoeREn7usooB1SL+WNLPACdhDBMqyw7cCOTG5sHXphOU+CkL2A6MYC+mLWYD6fwRhgDYAxazBC2Dc1HpB6AQ/PV4AZsBXwEDg3BjN0IVoOlrQN5/Xrxv/NfGjZt2Nl+ONyrSTf/Uu/A7rPbafG/+XASAF6A+KB3Cw/bKrDr2oTqgJg1cI1eThkpLloIsiCANHMAT82v4s29vdqFJR1xxRNFFk0/I05d5nv0ZuV4C/Vtnf5tXZcGNMoXkAyFtB5Ae3cwJrGCzhvYXBm5uHSMGo4uBkH6MbfrdmGaua28QCutB2bwWLFznEYs8aWjSGQQp2DwM7zN/NeRul9xKmwsAc/dOFf6c9UDP9ySC/8eyy6VIRCg67jPt6+RNnkqwUr9FVtclUArJpERzoMklUPUAkeOFNPBCnoh7EWFib0ZtG+uW0hP223sHxJmdxxpOBMuli0jvWEDKpgpnQw5g/d/4IXEC24N28FmcGYuR8LaKwRPYFODgz9Gn0t+Lm4b3PDbShzZi0OYwUzM8fMHaAFVtDF9Nyr3+YR8M2C0G9XxviyQb9oaJqFfelr3zogdJ5AYdwfO8deUviXbCfD+Zo8uMt/CyUSf0iMUQoK+9afSiV9quMSq5gqAFZNr0XeZxZluwjMRnjUppDUR5qmbTONOY4h4xFHn7eCUGIUBqazgR33Oa+V9/gQLyA6LyBaAKIzgo3pvIBO2kxgmg84T1wHgTNrMDft0i/GYk6XhwFwGCuxLQZ+0r5r04GitFB0N/M3fvdvcvYv8QJK6/9Fp6Hv3ym7bvz3RdNyNvuO8aPlpboUXkvsllyn7hqtLFa1AVQBsGqhSoZ/pawcXEykoesBHimlIKoEsNQypZ7RHh7UvC3mBWw7Rsf/GdcmU7QaSKpfDvzoGES3JIzPdAWsBxy3LuDcGszYuoCzFg6tsC6g/x+mcSG2nry5ccDUppm2TguCQDz7lyvw8gnwp70VJFrqBYXhX38egAAKA09TYvwfU9L7R21TDy1Y+hQaeQ8x4nkY2Rfb3ifJD5DwfysvGTPiWCqAVgEVAKvWWwW/kgHED4Cp2i70Xg3yWg14ULkwJXVKjba7iAfokPqp81l6cvt6YVI2PPAhPOFkTKD0dhC6LuB8PsOaAYyxjV+PwWzq/cAOAptRBQQE0XgBneikksBOezI1+NO8f6PDvxIESiCknfeUSu4HI67dScK/St2SJWgG2ygU/d1Ql56p6qsKgFWjpY754TekPvendbiXFXsBpXGA7SzeUZ41YSYwt6eu8+d3WHul8EfTp/SwJOzlvJgpxW9BSJx3kDCw+5eOI7OIvYCuLvMCSm8HEb2AIEvBeODrvICuUw74KAi6BZ9XFPBbI/vBbN9EmJfCXvx/Jvyb8P5Jy7+oyoRVVVByPxpokSE/ghYketzZkK4tOE9VVUdIFQCr1kcLvglKv35FuGMPktSM4KGzdUeHlzWYQ5w2ZPFoKb+BSkdJmXp9VNBfMaw2QMkhYL4NF+4FDMiMYB8CDr2AfCwg9wIens+aV60BmMEgCORKENimU89f5/FLH184phChl494/9y+tQaH7Qxr8xkOz5tlY9bmMzH8W+L9C8b+kS8x8JiWqtDzZ9A5aIuu577SLhp+TaZAdjMrd9FVHdWqAFi1qZUKe7i8Kcf6DQ0Nt8sNh5NQE3YkMFXruIclqSP2swDsxHojw78SBKbqRc2XPKNUT6dz+XW2LH3o0y+DLA4teQGbWcHtO4LbGcKzlTWszWfAbN6s62dRBoEuD9QrqIsu6RJCn9sOQ7+WhYctgLV543X0EBh4/vLev+BDzzs9pEXxxCLgb2g/CvN7nQvyoyP4f2ifKtdVFagCYNV0Cm5+VkyfSn3Gu+TW/SvyApYuB8Nt07UAB6ovdGbhr4+Xk0e+U9CKjAduPR/gDJiDsDmBQmMN7Nw28zM89MheQOchs60nzRiLmWngb+ZgzAAzC//0puFgF/Llk0aABvC0NQC1NMnrd7iFuzma7TXm+ZvPZ623L3z3b+T9m5uGWbn3rz1H3utX/nWI4/GEuUBRpSgUPLWUC5eHdyNPteYdlNI0sLOZe5kwASSpAiCvIekqpwqAVaO0njeTMYOcc2HZhcwKLvC4DbXrn1mSZ4t723KQp/Vz6r67r88IaantIe3w0Db3AvrJHywUrHgB3Yxg5wU0K9aHgoNDmjWTOzCftUu92LCA/zUQewRzb/CgZfysYGGCx2G3RiCBv+ZDJ4G4Y2u8g4H3b47gHJi5An99vFSCkpMo2I+VIBSc08h7UnLx59J6NE0BxKHnTroP1gkgVUM00jdRNbU+8YlP4JnPfCZ2794NYwze//73+7xDhw7hla98Jc444wwcd9xx2L17N/7Vv/pX+Lu/+7vAxvnnn+/XLnOfyy67LChz99134/LLL8fq6ipWV1dx+eWX45577pnkGBbh/Vv3t4kk8jtPgGX7tEwfDyWUEJAFh6Lkemt8u8CrIdadSqkHPO8f46ShCupL3hDuTeF9ieCPpnVh0/ncQZbxY+ycx+3wvPHKWRvCmZ+1CzeLdxbnJz6H5ytdPTSgR9tdszM/5k+Cv7W2z/N56wkkIeAwFKyFfhXPnzs/ynmPvhftuyv5MZC6ThOwxetmWVtpR/UGBmVs0oZqt9TL19N2U74CYlWsCoAbTPfddx8e97jH4Y1vfGOU98Mf/hBf+tKX8OpXvxpf+tKX8N73vhf/7//7/+LSSy+Nyl555ZXYu3ev/7z5zW8O8p///OfjlltuwU033YSbbroJt9xyCy6//PLhHS+8vxhrxU+u/BTKzUrW2vE3+9IB06mHUJQ+/tiKYC4Hj5KdKTTlw6xP/wIYRwg1vkzn2epCnKG3q4M+N7GieUOI26dwdXg+wyECgYdtA2UeCtsQ7dx56dC81q2DQf1z2K500EfAr3kbSJfG++HG/XUTP0IPYJMG3fsXnCOQcxPDyuAfFbkfCs4+T5cAHkL5PpJAdhFA1kpbz6/kb1FdOrK0L3UCyNKrhoA3mC6++GJcfPHFYt7q6ipuvvnmIO3f//t/j5/4iZ/Ad77zHTzsYQ/z6Q9+8IOxc+dO0c6tt96Km266CZ/5zGdw9tlnAwDe+ta34txzz8U3vvENPPrRjx7cf837l4O49Qph9AoFW4x3SdluHGDwijeEY9Ty/c6UbQ1GE0Es0sfB86wZRYLicCqtfQ6gJQ30/U5YeToWsOlr22N6njwAyesCBuPmTLtEjLXAvP09PZtjvraCLbO5DwPPYGGthTHxe4Sl8X8+j435c/+7cX4AunF/7WeNjFOcWzShajf+z/edT/5IeP+A7uKjHjCep0gcXaDAlTp+tTWUHGc6UrInX+iHFfJQkMfbyh2IG/+XLKNsF/Shqqp6ADe59u/fD2MMfuRHfiRIv/HGG7Fjxw489rGPxdVXX40f/OAHPu/Tn/40VldXPfwBwDnnnIPV1VV86lOfEts5ePAgDhw4EHw2lObKJ6fBv9xdfcv2aZmJ7sDSjT3jgVEfTrmHHCjwtEUJG5T0r6hMCv6Gnjb38E3ZYZ4s6h0s8QJ6b+C8C6U6uHKeQBd+PUy8cNQj6ODsMPMMSp8u/EtDu53H79DaSrjMCx/z16Z3/Z513j92TEXeP/SDP+n7yeUZ232kMgb53wC9frcJMCb+TSAul8vj508Cv2z4N5WHAcNNqqpaVQ/gJtY//uM/4jd/8zfx/Oc/HyeccIJP/8Vf/EWcfvrp2LlzJ7761a/immuuwZe//GXvPdy3bx9OPvnkyN7JJ5+Mffv2iW1dd911eO1rXyt3JPFLGFiAd68E7HhZ8lOn16zgNm/sbOAiWYTeQaBZPibRVzEtOp4mzT2r3bEE3pYh/e0r7QHWs/wQ+YkfxpL9rv1gvF/CC2jRgFEHUc1kEMzmWAGwNgeAZoawNY3Hb6X1AlpjyavfGq/gDNYv9GzI09kysOJr/1GPHwAPeS5vbd7+78csmgBebTsbmINu5P1jQBx4Q9n57S0J8NjFEE1uImU0p/KYy7h4AgiDPqle3gtoxTZS9Qa9Aq6O/6tSVAFwk+rQoUO47LLLMJ/P8R/+w38I8q688kq/vWfPHjzykY/EE57wBHzpS1/CmWeeCQAwQhi0CVHJt89rrrkGr3jFK/z+gQMHcOqppwZlpMHPk8FfH+jT6veAwF4qeCuIDwPDtiDi+gG4wHAfZwqXOAvYIjquqI+8/Ijwqm8D5c+oSTx/OQXH2PbOAbDrRAt7Ddy1FYQZwb5OC4bz+Qyz2dxDoGl+JcAYwBrTQN1sDovwNXEOBmcECOkXI73do2k2XNvP5Unwx9/24byWbuavdVDIZvlyb2jkoSJ9y44rlb6LlHi+Ea7txHU6yW8Y1dMW/i970wsv4ux5SBfIjf/LAnkd/1eFCoCbUocOHcJzn/tc3H777fjIRz4SeP8knXnmmdi6dStuu+02nHnmmdi5cye++93vRuW+973v4ZRTThFtbNu2Ddu2bYszcr9WuaQbV24gwlj4o3ZSbVHvQsGyMCngy9kJ4KNQpeMAo223zx+gklcl10ZJ24XqDX8jn+4dSHQQ6NqOvIBAsxZeW8B7TOcAVhpAms+B2cwGEGiMBeYz7/FbmbULL7feQHeaHAy618mtJfrNxwFq4AcggL+55d6/Bv7mwdg/hNsg54BCH7qyRd6+DBgWqz1ho67L0valBhTYE2fTF3oPo6Ea/DxLeWJ/C9rLjr1OZlcd5apjADeZHPzddttt+NCHPoSTTjopW+drX/saDh06hF27dgEAzj33XOzfvx+f+9znfJnPfvaz2L9/P84777xB/cr+8k2NydPG7JWO4+ujIS9P5zf7MbOBE+IPg+5/m344RHk2Ksf7xB9gg8d1acdS8OF9Qi6tpNFcEXqMgVeLpDmPGEi685wxiPIzgskECwpfzbhAOi6vHZMH+HGCuY+b2BGP8Zt1CzzbEP4sEIzxc/30y77MWw+gO9a5geT9c+egaDLCVDChXLPB9si2smP8OKRJeUoftfG32t9i1A/pvqTeB+Ky2ndVYa+Kq3oAN5juvfdefPOb3/T7t99+O2655RZs374du3fvxs///M/jS1/6Ev7bf/tvWFtb82P2tm/fjmOOOQb/63/9L9x44434mZ/5GezYsQNf//rXcdVVV+Hxj388fvInfxIA8JjHPAYXXXQRrrzySr88zIte9CJccsklo2YAAyCAQe42Q8bsDWpbuqPmvHipt4D08AL2DQMTuy4MnOur1EeeRtvn22j3S8LA4nFIsV2pL6WayktU2lZ0zpoDck5BY7tLSAoF+xDwHDAz03nzmCcQMH4+xUrb1By2e1ewNd7zZwqfys7DR0PBzX63rcGfH6/o1v6bdyBY4v2jod/UZIRRSv0IIA7b6LoFKaPVT/U3cTzSpCoJBpPjBhV4zq+KkMgbu/xLVVWrCoAbTF/4whdwwQUX+H037u6KK67Atddei7/8y78EAPzzf/7Pg3of/ehHcf755+OYY47Bhz/8YfzRH/0R7r33Xpx66ql4xjOegde85jVYWVnx5W+88Ua87GUvw4UXXggAuPTSS8W1B0uUvJlN7cHrO6bQP9HJEyI3HnAK5UDSEp4SYE7LKw6FCVAXbAv/ByBEYY+2R+2k2sz1LbVPm1PyUudANUfgNrLhH+jtgVuE58ia5rppeZC+lsKHjxFCINCEdo01WJnNsdYy/sw03j/Dvkz3eji1+wr0NWldaJiO+wsWe277acmYxs7zqXv/3HmJwsFaV6UvQPrxUCrelvYDaKTEsG5JOQ/KrKJmhwGjGupV4FGyIZdRMtoIRvUIVlUA3GA6//zzW8+DrFQeAJx66qn4+Mc/nm1n+/bteNe73tW7f0n5G+MC7ixjbbYeOq8UBErwRuDBNoO44tnAkhewFIra+nwyiBsryCePSFIngijwF8wGRphH1wNUvYF9VPIgE45nlDJ9bI6beAFpmjIhhM8I9ufKX08xBMJYrLXjAgFgTfhN4qCQi4828EAH4g1ECIR0rT+65Av19tl5uN8ZQgwlNF/6v8+1oHmRXbbwndMfI4buD/mxoZbjwCvYEM5FMtwriEKjXFc6AfI9VVpztYZ/q/qoAmDV4sS9fymI0zxwU8LkQAjMqWQyiNsXw8BWCG/lZBHxWtQmBT0J+iQvigCIvdTHO5N58C9EDFoiCHTn1QHQ3MDOWtpjXkAD24DUrD1RtjuBEgT6yRdovH0O2oyxHgrVbgvQ59I7+AtB0I37i71/FP46CJTXQWz2A3Bhp3Kw943BYApeoh9FEkgWXnfq+D9eT4JAKd8BWg78PKTZKF2aGBKpvX+IfY3KVuKryqsCYNUo8aVf/D69UZXcjHiodlE3sAwE9lIPL2C0np9PjyGr8/oJgIf4gehsISjTtEcflt7Txx7mtI0IECkw9fG6pEJ+uQfweogcV+SxBVrYs8214aGoOYHWg2Hzvfoxfe1SMBQCjbEwBu07ua0f8+fX/nNt9egy9/Z12yEIOvjjs34t+f79sZF9dYKQDb/+CAR7iDiY5UwqH7NnDUf1+naC1RFglIOZOhYw105uG4jueUXhX6l8yg4P/1ZOXGpVAKxarIaO2VM0BBZiWNIhUBqvp4aBWb+KvIAJJSeDOIhMhYF5/yKKDPPVySCcCFPHp0nxYHD1ehD19UaWKCDsTCjYg2DzPQVl0ECgsc23FBNzs029fi7VH17i4uZj/ri3LwTBpp/u/b8gYeEQ9sgJjWBEKCOVTVyOkfi1SLMoeEftmfYHVFy+5JosKZsa/xd55KSytisXALMAlVo7YrrtvIthORuU0VRDv1UpVQCsGi9/Q2w3pp74gXE3MnnQfwEElsAb8QJ24CVDnH8XMFsU2j8PuZcPEPO6Y9A9eFnoU+BQqzdaY+HPleN9iZ2q/frjvKPo8M9/he3/AQz5h3F7faALAxs0s3yNNYEn0FoTeQCbNNalzInWvH1dGvyXxeEv8HY5byA9D27bTwZpTw+FGVpeYtwJRf/ebXtxO7RuCsTlfFnFjqqS8X9um5dxgJZtI94OgTEEOhFEE+FfzfsXqHr/qpgqAFYtTgVrVOXgYspfsLHHSwa1QbZyZfo8KIV+BRM1tPYjeIvDwK4chRwwONTCwBGMUohKHk+cJD6EpO86ZVuKR5bUU9r0+OdPNjroE+o35689Kx7YSTjYtAtIe3IyLfhZXz8lQ8YJ+qaZt8/b4eDX9t3Bn58JLEEMWmjl0i5wCQK9ofQxqbZIe9IYvdyQB1q2uF0rXIcB2IXbg8K/rE/S25KCcuzalGYWV+9f1VSqAFg1iSLvHx/orNbrtt1NfpE3riQEJryASa9gzgtI6nAvILclhWWdd4/WHxIGznkJvYdDcivyNoQ2S9R3XFMEF1JbIzxQAb8wMPbnyiIOA7cn0b/Gbw6YmQv+thBoHR46L2AHdSW/Oyj8idAHpMGvPaZw2RcT1Au8geQ8BEBEfihkv/vSHwWkbPaa4J5ofo2WNJW4t0jAGWwLPxg6GLQdLJL/g22lbmc/7IAYBu7p/Yts1KVfqgRVAKwap8wNpc8NJ1t26MQQyZtWAIFZs9SONCGElxEeWB4I2+zOu8aWhGEg2PVd8MyRPA5/khcwChGzByz3PorSHsbSg4rnJR7A4hjFoLDQVKH3z5D/LbXtTlSQ5j6tR5A05iHQur0WAl2XW6+fJQaHXMoS9AWHFHgE0ZUJwA/qeQ+8XgnF4VmXEdpK/UiJrwXm/ePg1F7AfCxgifcx6aknmSKwWWWbt50RPy7e1tTev6wowFYtrSoAVo2W5v2b5NfmFDcoPsMYGQj0ZXp4AQEPgTkvYE60b8FYQA9zBBpNXC+sTzyGBASpF1D0Ogq2VAgl9URvEPJentyg+NRDPKhaCH9ROyCXCRgM8zCwB6qOfMJJIW3HjeANdHlqHxVXVQn0kQwbAF84PjA6Fxw+3FGR8xF4tVgZ9QdOj2uetlcENpLtPu3xY4ngK+yXGv51eeR/DexS4V+pvLc/kfevqoqrAmDVtMoBmwBjg+wMEYM8dRzfUC+gkh5DVOFkEA6lOQBry0ReP17XxmUjTyJ9EEmel1T7JdLgUBnFXzLmsg/8GZ7uGJnSNh0LCHRhYH6iuOcQcD7BzhvoQr9tOTrjV5z8IaRx6IPrL8kMwK8t20EsCLzKbRSJnkvhR0LgWs3IaGAqASniHy85CBQPUQC04H+Wx72AQfg3eVxxm1L4V26b/wDQjyFql4rAX+yFrGC47KoAWDWN2K/U8KEu3GiG3nz6VBNv/gkILPACBv2QAI+Hgif0AtJwpLiuoNC3qCwBQffgsVJ7Jv7fPzjQjx3U0G+QlonfGRufh6CRHv2R+hGdsw4GO08g6VMQB22seoxvO0ohEO24P/cO4NyM30gJ6Avs2bB85PkL+gz5u1DKRVDj8jkElkr7EZCsI517DPM8RueM2aBQxrYDoNPODUgZxHXkPoXb1PvHl4Ph3r8i+KuqIqoAWDVK4ZgU4UY0SQh3ZL3IS+DuxE2GCIGKF7DovcE8FBy1UeYFbDjChv2kx+NABcwppZR1u0UTQKL8Hl7A4HyxBP6Ay0BAd87Ig5884IsujVQheo20p5oWD8LAnpbjem5Hg0DflDIBpPjPJAV9ACJQ5GP/pEkfCPOywK79XeXEAUvLp6AEdr2iy8uOD2WiHj0plOv+N1a4LlmfpLX5aP24Hrl2fdmE9y/6OxGgt7UhSgv75r7bqqXS0HcgVFV10tb9GwN/5GY9Wpqd3EzlucvL30yTv7CHDNxWHhS+LcWONricP0Dog4c+sKSHl+T9KPEoRGOsNACwRrUXPIwT5boKSIKA6P2L+tO1x8tEy6UI+13ItQEqv25few4s/8wRXu+JT/eOXxbSbT/UrjjxQzonWghagiDxPJEyAySNxRN/GEhgFvS5sA2gu5b4Nc/tsb+DqI82c254eeE4aLngNXHuuhBs8vrBPoM/qa0a/q0Cqgewaipx758Y9mX7mfE5mkpuXqKXzgptkhBtF+rs0qT6mhdQCgUP9gJKddw+SD/c4DWhr1Go1j2IXLo7H5Zt0z6S9vp4AaWHurqfStfOXbvPHHBhPf6Q5O2QB3N0TNp58PUSoUjbfpPBiUbzXTl7g0PBdJuEeRGnx+DS12WHbgII+T/lmSuyKRxDrx96PAxc2h4BNv4DJwI9Wg5hHdX7h7hbYviX5vG+tGWj0C/J67bZPRdIw18PYK5aDlUArBqnYO28Ni03gDmXzjTk1yqtY9lEiqYA7YcAfCwUXDojWB0P2NpLjmPjCiAkXBZGGiPIw8DORvecFsYC2u4hH4x5AxAAIQVKDpJM6kNHejgST0z2HCxA9AHvLw3q/GIgmJU/X917K4xgoDf4+YosxCuky166QtDiUJIBmEnH/fE2aFm3y9rL9UH0XJNzwb1/Rjt2oU8p718q/NvkxV+EFPqVtlX2LfD8Bf2pWnpVAKwar4IQaV9NeZNytiIQFCBw8EMtMT5J9SzaAi8gBS+wfVc/89aQqK/QvYChh7FztlhSyaONiY81eY5YH3Nluo6StqjnbQgcKg9yyY7qGeT16Ekycbr/2odCH+9CH/DjZXgeUSoMH+TTXx5TSIKbxA+C5hR310H2GmTnQvT+Qd+XxgvKYVW97eRx8b8NEvoNoDDoV3fsAPLwx2EU8n7VcqkCYNUkSoZ+i20U1i1Z10pclNmmIdCXY8CW8wImbKmhYCjlpX74OsQLGIGgYJOkB15AFzZ2+TbhBXSnWoHR5DGwB5c0DisrDlXuXEht9wRC7qkMzqHUntRO9EOC1XdhWvaUDy7Dvn8yKaArBb/cuSfXRFC373eWKoMQjERIIrYihiahYBUCNWgj+zQUK3oCQdNtWN8i6nsMzHw/nvzh3yjC4Q+KjYQ0+MumVS2dKgBWjVPRBImRd5shC5nSOgQGRQgECAn189JoEJgLBdP2NS9gFI4N6nTwl/I+qpJskIeSuCSM6wf1AgLRg1kaoqXBn/gQ5cWSEBAef5FUYOra6c4H9TgmqEaapSydID/2T+ub4l1LLeUiHkuBZ1BTxmPY/UDq6Y1lUJU9JgpQJkzrrl3hYhPsiMMNbFwuSJf2letU63sQ/i2ty+v5NFfWhvup5V6k+7AEmFVLqToLuGq0Iu/fWPib2/AzVlF4xOr90iaz8BnB2jFKN2xhPznuzdkUH2JW8CxoZcPt7n8bPNwiT4f28KPlSyWBX49QqOwVMqH3hObz/vaUP0dagVK7KmSa9EcrR21J4GJZvVQ/+Oxg/v2T8qGXjP6QoumI0sVrSJIERlL5od+p9DcXHVfswYs8gQj/zrUfLtJ5MVIZ/veIzvsX3WOCc8PuT33hj0tbwaFqKVQ9gFXTquSmI6kQ9ErgQ+QLZ1/zBlrkPRhKKDjuQJfuvSU9vYDBDFTpmBykOJbTvIVMgYeQ2rakPnk4ee9fTy+gKAEgOKSGnRX6nLSP/HfoO8vqkfZomg//DoUP5rkK+sDL9rUdpSngR/dTJ1KDVqLk3197vPwaC+pKwKe0SctEwyeg/11IE0Wia4+BL//R5G2xNPWHm3buorphZSn0G9igdRMqhj8BZquWV9UDWDVK2ti/6AbDvXqFXj7365n/is71Sa2T8gayY9GOLZB2Qy14gIoPE/IwkMYbJb2ACbs89DXUCxj2wwT90L6fbDhYk9InY1kfLXnmJx6EjaF8e7nj8OvmtZ7IJFylgIGf5xKJ10zG6yf1zx+rOwYBziV7hSr5zkUvogI8OY95JOk6jf4GWFs23g68f8q1yNOpZy/+O43rhcdp9XORmfgRHDu1J6Q39eXqVcujCoBV45UaW9IzjDsE+EpsBhL6VAyBicWhtV/V4g2b35itUF9J49sahEUPPZ7O6yQfgGEdXpbaDs43YxM11Mdsl3ijVA0BK8GGDy0z0E32SfOwlfTJFnxoO1p4mO5L/VLLZPoH/fCk8xL9HQfwY6Ly0vU86Frgdki6BJtBuhX+bqS/AaaUR1P8Ien+ti37wSe1SepmQ7/qdUn7qtyHqpZOFQCrppG/YZEbSo+wbhHwuVcc5D6JNgKVvi6Ja+R4QG07eihQmxGM2fjhGtiJj4k/wPwDJ/XgSz0sAYjeFd8AdEnnQOhzYI61Gz24E80VSzj+JPxxL6BLK2mDf4r6N9GYQEs9mcJ1SMtmVATHhWnqtdBThhx/6scL9SbrP4Q6MNO8f0E9S7x/KduaaFtADH/ScZJ6XV5cwadV718V6hjAqrFSBxeH6b29eWN+mdK60hp5NImMDYxnCFsEawMKs4Sl8YDJsYXaWEBeroVAcTwgwrTugc3eDCKVV9KNe8aRh5gF2aZjAF09byccD0jzRSUe8vQ6iWYo02OWthPNqiFiRdF14h/mbQv8+4r6ZQZc9KRutkxBmjab18EfPSb/vZdjdHM9KMfpkugXQv8sBWBNwp+71jLjW8M6RoSwKAwrQR0DvKz3Lzg2BowA+LAN1ftXAn9zIS0Ff1ZII7arllfVA1g1XvwGw8ITxc/BjBdPLZscoxfnp7yBfUPBYVu0DekG3LUlPhjastL7QOMFXKW+0Txe1tkJuyw+eBIPwygkTMBBDK9llO4bs8X6IfUFiLlssGfQEk8YW7bGAxTgASroK7o6oU0TfqS8gn4F2xxORNsg59mw/XyTOfXz4o4bbyiBXrDdfpJhXWZL8wTS/5PeP4RpJd4/MfRLj29C+AsURBeE/KqlUfUAVk0iDf6yysFe6a/UhNcvyDfhwyfyBlJPoEWaHvisYCCok5tlTNv33jXvWYvf8+ve/Rs4xFy9NoG2Gdj05yF0qDX/N3W4FzDadhUIaLmzHnkCh1IX/boNOUfad6Gki833hFNez1h0M4IpAHjXFL0GXd1cODgxZpBKcm2mQIiX88cQwh9fEibl6VLFvZ3SdyLZ5GA0BkYSM8zpdsr7J5ezyb5xe/QHVc77Fx/D4uAvCv1W718VqgewaqxSN8agnJU/kb1MflGfMvZZP+WbrI3qRF7AwE7mxkvao+1E9nldi3iJCOF4qAdDetBlH7ABJMTbmsctHgfFxgSq/U70hZXhD/TOPhvDVtIet9mnD96GC5ma6NhpP3srdQz8oc/bTc1A9scQj1dUrwt2voLyyr4U1o2vq2Ge4qhfpE3+oe2K1y26PLB6fbx/6t8rb4NvQ/D+BWXJ/cBpAfBXvX9VFQCrRot7/8KblC0DuZJy88yn1K4SFpbrkzqIb9LgkzVSEuBDhMroAR8/MKSHV2df7kcaEK1ahj9QReAKHmCm98Mld/6l/AjeWR11n6YT+8k+t/CiHXtXjkFgru1cOaW/UXtSWfJ/BH/ueODyE7ZK+kJD5EzauRXBLFNHbZ+mRUAVlg/+ZrR6VvD+8Xr0ONixlHj/+PALV97bcZoC/jRVT+BSq4aAq6aRBn8pqRNIhvaBbPOfNkIImKf5cKMWCtYmhcyl9to6AIJQcNBfK78nmIT7XHiWyoWCuzBjGxhuHyZ+YWfSDQuQ8s42y3dfhwu9tjbQPqfiMDWiySFdNLQJBxdJAimezyehkPPLj0edCaIARw5Wg1C3JZetbcAqmP7CTwqPk5N+aP0rUsmCzhn4E72mtutm9kcRKacu9cP6m4RnoT63newL/X5pHgEyCehMol5UB2Fa8ANKhUC2LXj0mzoLhL/q/asSVD2AVaOUe6VasJ8K7+Y8eX2l2cqEhXmIdtT6gNLNmD9s6A1eujmThwt/cIhhK/pAio4zfePn3sXIO8UemJLXJChDQ5Pt/9agIYy+YwSVB7A62F+pn3qQBunCuYrCwHDlhEkg2jp3Wt9KH8i5iSIRvCTgT6on7ButDq+XmvSC+Brh31fW60fa1K7R5LXJ6qY93PzvXoI+UlY4FtH7B5dvWZvC3/6i4a96/5Ze1QNYNV78RiWMn9Pr6llDX1cUeMxE75y7SzNvYKknUFNmUkjXFjqPVpTX9CP2toWvivP7gPdGZr2ALI2YDyeEWNN5/kz3YPPfhoXu/UO303kzh84Iic8b92ZK5zDwFLJ0ZydKo3XZpBlpGZrAEwh001+iE84bjI+pSCVrC7LtXNiXg64Iz9o+/dKR/66LQvU9lbQpHFMQ+hVgTgTFkn5KUAmW5solxvPyH4XRMS4C/ioDLrUqAFZNol7wp0DfVO+ndHY8hLn2JBDsC4GkXBQKZn0QQ7cSGPJQsASBKREgCx5uCPsQhZpdOulOtPaeZW2QulEImW2XdF0Tf7gHLBX1ja1DKMB13uNllIK8zfZa8HXIw1qCQG47CxNCP0rhj4IfTXfbWhiWt5EDHwlKlB80ajhWAjVmT2qX/8jQ+sPtSeAn9aPJs2Q7rC96/yDlhXAWlrMMQImncBHwp6nC39KrAmDVOM2tPJBACvEqmmygcg7CSryBCQhs8oHS8YDZRaKFNlQIBIq8gK4OvJ3QaxZBpTt8t+nAkXoB0dXzzRCb/MHMIdAnamIVJAaT4NWlNfsyBEYS0/h1w47FCMcUAB49FGFMoNRODvBKvaYp+KN5HP5oNwTgC+EjHi/o8jmY57xyURiYtsWBp+CHD99WvbwCvKVgMAolQ7Jno/oB0DE7/u0+rKyXFPLlx4kB8JcI/U71o7tqc6qOAawarTiswG5ECY+fuDp9aqxgSuLsXla/ZGygNCaQ2mLHGx1/6SLR/KGlhNLDh6btHibsASiHuOSHRfBw4n0RHpDJByfifMnzE3wGKGWzaTvxWjpeD/y7dXkSjHX/R8cohlQZhIl9Md1niBiwNMdg4jZJH0XIYefCQCjDpAKKlC5dE7yeVFeTcB2K1z7tq3AN69d0DG9SeDfqiyDZSxgXNhb6eL/gWNj9kuV5lcCf0peq5VIFwKpR8o8vDf54+fYmpoJfqVLlWZ7YngSCKQjMTAqJ6k0xKSTqE6Ibd7z2WPeOYBHIAtsCBPi6FvIDUk6L7Clle4vV5V4j0ePE6wltS8BH0yKYkNrxx2ciKDXWxEA29BwI7aptkfQs/Hl7SsiYtyn0PQn6JJ171NTvTZAEjoZ9JPBL/XCRzoX2zl/ergiK/n9h4Wire/9E+BOvV5ZglbxC+OvKT3FBVm1WVQDcYPrEJz6BZz7zmdi9ezeMMXj/+98f5L/gBS+AMSb4nHPOOUGZgwcP4qUvfSl27NiB4447DpdeeinuvPPOoMzdd9+Nyy+/HKurq1hdXcXll1+Oe+65Z1inC+BPhDBXp8QLqHkFU97CnDfQ9ZPfNKXjAXQIhPJAmxACxYcgf02cjR8iIsyx/sZeLWJXesgKD1cNAoP6CNODw1HGfKn77CFOYSyCEtUGgSN6Lpgi75g4i1YGsCQIDnn2smOLxvsF5yU+vvgaySzMzI5VghTxu+XfvXSNIdxOKbiGpLZYWfF6nud/oIj9ia5vG/Wfw1/K+xeUpX12xxUci/RjOcz36gF/1ftXBVQA3HC677778LjHPQ5vfOMb1TIXXXQR9u7d6z8f/OAHg/yXv/zleN/73od3v/vd+OQnP4l7770Xl1xyCdbW1nyZ5z//+bjllltw00034aabbsItt9yCyy+/fJqDYIsjJ8O8UvoYaYBI+pPrs69H6sdwZqOyotdOale6gfOHqQaB9MFiQ89Cl2+jh1vw+in+IAV7EPJ9/lCbk/05ewjyvrA2kp6fkmgosSF5eEQIlI4NbJs/+Dnk8Tq8zbaOBnoOBJMwKMEHO3b6vxhqtq4fRgQc6Xj8cbFzkvSusm3+3UbQ3/7fx/OX++64uNcvBXvxd2gDO/F3q1/fmudP+huNzvvcxucJCfDj9r0dWs52/SL7EfxV79/Sq04C2WC6+OKLcfHFFyfLbNu2DTt37hTz9u/fj+uvvx7vfOc78dSnPhUA8K53vQunnnoqPvShD+HpT386br31Vtx00034zGc+g7PPPhsA8Na3vhXnnnsuvvGNb+DRj350eYe5tyz1ZgzNAyhpyHqA9OeMsytO7mjyosWZ+WxhUqeph2kmhdB6VG0ab4faDJZXJgPw6buDjQUsmkp0IgefqdnZDftiLEmyfOJJm2fZodNTIUwM6YznIcAKZdx+ZNuVi/rfnSlx7oU06xXENp/gwWe5QKlD18YRTwDaaTuAdeW6jLhNoX/NcRRM9gDLc+nkHHDwV8tbXpf0kVw/IjRzeBvKHc5OLp/1M++9tvHxgZUDKcvtMkXppF4Ai8HrIF1d5eREfw/TwN/AEahVR4mqB3AT6mMf+xhOPvlkPOpRj8KVV16Ju+66y+d98YtfxKFDh3DhhRf6tN27d2PPnj341Kc+BQD49Kc/jdXVVQ9/AHDOOedgdXXVl+E6ePAgDhw4EHy8cvDXx9s3ZjHoHuP6XB+zYWEGuNRDN2RSiOQJlNO6doJ9si1NCBHDa9Z5QOIHnejVUB568YMTQfuaJ1DyJnLPjijh6aSBoezBDD1hHP76eKMisBFCp92xugkeSH4CryAQnxNlu3imr3hOunMQHb/l/yt4wM8F77vWNqurfZduW/uI58Xlz8k+904L/zsbkjfZ90n4+wnLK6Ff1x+ENqNj9m2xAsrfSDH8UTu0njbbuGrpVAFwk+niiy/GjTfeiI985CP4/d//fXz+85/Hk5/8ZBw8eBAAsG/fPhxzzDE48cQTg3qnnHIK9u3b58ucfPLJke2TTz7Zl+G67rrr/HjB1dVVnHrqqU2Gu4mk4I9KAj/lLSB0wkjuI9qT+qCEZ1U7tI5wg50SAovCwbSMDW3FY5NoPYQPJunhzMqmvCe5/eCBLz28NTsFijxRib6EQJaYdSsCgQB5vI7wv9yu3GcKdSoMsjIyKCrwB3buAUTeT3JcAVDTfN6mUEb6TkPwRizWXlBePQ9x3dR1qcKf+3ugxyNcj+ntGP68PTZGl3v/xPsIPWZBveBPGvqSmmRWtXSqIeBNpuc973l+e8+ePXjCE56A0047DR/4wAfwrGc9S61nrYWh4Uzh3bS8DNU111yDV7ziFX7/wIEDHQSWwJ/maWMaOjhZDOvSdf9oOJeHh1N2nA1Xn9qRFomW1CMczNcOdDdqS8PBYKFgCx+i5Wv9uW0aCqbhYtqOq9OdC1q3rcNs+X3XPgKzUSiVniUp1NtHxiKIuNK2g3KpNnlhyyrwdPLw922bOD/47rQTIdRpbHcdsMYG+yJ0Kgs8i8eprAco2da+m+gHQ0oFNpJ1tPpSeQqPHMg0+BPALapPyqrlg2Oz8TFo5QkgZm1SaT9weRq1X+GviqkC4CbXrl27cNppp+G2224DAOzcuRMPPPAA7r777sALeNddd+G8887zZb773e9Gtr73ve/hlFNOEdvZtm0btm3bFmfMAaw0m8Xw1wf8cjcpYfFnQAA4Z4u/+UOw4eykINDAlI8HpG0PgMAmTYFA05Z3cGbjsYAeFi3hDQleeBl3OH7cXdeOVI5DoW37Dep4o/CAOM0da1CIwBYtY0m+NEQvunJy8Icwr7HZVQq/T/gTQ88R7bPUptV7F/W1aZNcH7xaCfwx8AvKkuOMwZJ8zwEIKd0PKDt9aFyiTQEyg3PMykXg5/Kk8yHAn3aMye1c6JfAl+j9U+Av+yNYgb8I7KgZDf4qAy61agh4k+v73/8+7rjjDuzatQsAcNZZZ2Hr1q24+eabfZm9e/fiq1/9qgfAc889F/v378fnPvc5X+azn/0s9u/f78v0VRH8JcK8gVyYuOQXqlI2FyoptdH9eo7r0xBtNhRM62bCwUE6f4jxmXvkQSKNBaQPHppm5uQBCMjbwn7ywTlHcgxW5PWhbUApQ4sLnjmxzxKsSB/aD94v3gZtJ0g38fGx8rxPvp5WVuozpDzZmxeFa0k5Ff5I/6NyCPNFaJDOa07Sd8DOE4f+GOQEeBPPd+E1LNazQnoh/JFzwuGPH7s6JpmqJ/wZaxPw1+fLqjoaVT2AG0z33nsvvvnNb/r922+/Hbfccgu2b9+O7du349prr8Wzn/1s7Nq1C9/61rfwqle9Cjt27MDP/dzPAQBWV1fxwhe+EFdddRVOOukkbN++HVdffTXOOOMMPyv4MY95DC666CJceeWVePOb3wwAeNGLXoRLLrmk3wzgViL8aQAm1eF1S9O554559AJvIPcESvWVPO+Ro57Atgz1CkWeu6k8gSTdeQLNrHsRnIVrr334GPKKOHT23APfN2HZq+SAsK9Cneb/7lVxNN03NW82vM3WjjUAP+OBZ2/s84j0lXoGXTuBfckjyY9dsB/FmE2Yl/RWmbCcBT3prAyvQ/uamOkbAh4rx8qKx2e7epE9rV5PRSFk3v9MW1L4V/X6CdtF/aMAxUFRKSuKAGPcjg3bSSkxuW0U/A2dcFd1VKgC4AbTF77wBVxwwQV+3427u+KKK/CmN70JX/nKV/COd7wD99xzD3bt2oULLrgA73nPe3D88cf7Om94wxuwZcsWPPe5z8X999+PpzzlKbjhhhuwsrLiy9x444142cte5mcLX3rppcm1BzUZCfgS8FcMfqXeP29YD+0GAAfEIMjr52xIIWU+HnAsBAItKBCIJXAIDoEWXYjWbdN3GhNY9ExB6kShYVqObPNwpwaBKisxyArCj2AA4E6XkbdpHRqa1dgrsCE9yKmt4PjaN/zSc+O+DgdyDOL4cYht+i4rIAhSJwV/HHJS4Ee2Ne9f1K4AP+Lx9RH/gmzctuYNDq4p7TxINm0HXSnvn7QtedTD89Ha5d4/kPJS6BfhdhGQlcKfWqbCX1UjY231A1f114EDB7C6uoon/7NXYsvsmC5DuZmNBj8e+pwpTxwOcmQ/mKiRGvwgeQbbNG9jRsoZ0z0AZ6yc4fWFdkhfoskkRshz3rVZ265r3wB2Ztr/ybYhdYKyNE8oG7TF7XR14jbYNsLt8JjaJA4ewvHzOkH/hDpWaE+yJyk+DhucN/FYgwOR24v6xPsq2SCVRUBzVST4UyAwgj+3PW/boOF79t7pVJiedFWUFrKPvHVCn8POs3wNIIP8PPwZBnF0iaNmu1/olwKjWbOkb7Yr6zQ1/AWLTMvwd3jtID765d/B/v37ccIJJxR0oOpoUvUAVo1Tgedv8ILQqZXqaR6FQR7CJV46cWKHJClE7D151FNHbSOYFFLkCfTHgsATCBDYc4dpENg0gBgKliaEhB45eVKI8xgG3j/2oA3tAHRSCM9zac7jR7ep/K4GgELh0lAt9+aJrkGlDdqXplrrBXTtA35SuC9DT5qPBYe2pWTarGijzch5u0pm+Ebnm+xr3r+gn9r3VADWOfjLQWskkicC5AD4455CEU4HwB+9X0WzhIE8/EXjk1n6APgrGnNYdVSrAmDVNCqBvxLwG/J6IgkGaXg2GLPHIJCKA6ECk8Za2LnRxwOWQmAQQg7bj5aW8VCTgUDbgBnmpn1zhw6BoLBH2nDtaVBXDIGuz6y+BIKi94fUC0ThThOBQICBILEj1nPHYNg+CfXSr49CYNcWMc6pj8Mpa0eyMQj+OLyxY+Rw4yFTgiLeHhe9dgQVwR+1a4W6LEsNGUfpNt0Wwjxanod+e6k09JubpMYUgV1kT7jnCvBXVVUBsGqcrM3DX4kHUAK/0ptUsPafDSGQ5hOAAxCHW+mNmL9WTvD6SeMBVTAphUDStugNpBCIFiQcBFLIsQjWBhTFIC+aFDISAkHrtIkBCNICyr7gkIszNDHgCrI0byAHYO6xtG01Cm0EAgMT0QYxkPJQMnBNjvdrC0llaF98HtlOj3MT4E+BshSI83BuzvOm1VNtamUV+AukHaPYzwGhX00UBIXVBTSFx0m/AJIuLhqvwB+/d1ctnSoAVk2jwYtBjwA/Xp5OyAB0b2DuncBAwXuB6aQQ21FAapHoEgh0bTNvoO8nhUDnXiPnYUgomHrsAo9hYVhPg0C+7cpTENRs+kOi6a5PluzTdE20M0IboPVZx+NjaUPBPM9BoABxQRusodDjx/o9Av5S4BfY8EBjuvopGBP2NQ2BP8nLmG1PPD7r93OQx0O/cUh6+Li/yPs3AP6i4xfgT5zxS8tK8Fe19KoAWDVeQ+CvFPxyN6rUws7cGyh58VifVa+g8DYQDQL5ItFROJf0IYDAoO+kXdJPCQINMCoU7PbBYC729Alg5zxZpJ7LB6kHUrc5FpLBRRrhIVyF08qAVQCsoD+uGDtgCQLd9yVCYKYND4LMGyi1zaWFbN3xiZ5VCaYY/Ln04H8RrOI+SeoLf2o4lx+LJgH8+HGk+tCsWWmjslLoegz8eSnwl4ddBf54ferdS8FfBcGlVgXAqnHq+yaQqcBPKieGaRMQSOs4ExoMKq+EGzwphJQPwsaSNxCIl4thZBVAIIWH9kFVBIHtMVKYGwOBEMqD7CfFChnSuJtUwvtR6rXU2nDGPIyFyeFxWOE8IL68JHXngZ0Rdx4VF2ov+JPOH1h5Cn/8w+uxbW47AFfaD9pvy2xokEX7ybcVSQuqF8MfhbqonGX9K4S/VD9Ti8prUkK+yUkfQIW/qqQqAFaN1mCvH8/XbkhauuJVC+oYE4aEOfgpIAh0x5V7L/DgSSGkz0kIdG2jaT+cCMLX+2vq81BwKQRSjxe1HaYr8EPrMQgEK0f3VWlfe6IfvSEw0aa3Zcm+L9fNCo7yAL9OYHQMpKMdOBGCBjk/HP5o2wyQJPhLj40jdhiIad6/IrGympcvDmtywKU2CjoQlBfaScCflCeO+4v6a+Njc0qFfoFy+IvukfQ4O/iLyhPQjOBPAMSq5VQFwKpRGuT1KwG/ops+vRsqQFfiDdRsuV3q5VMgMMpr7RRBoG+HQaDUn7aNCALRusUSC0SbOWBXWHvoIND316ehAz8j1WnTXJdJeouTIgjCdsyjhoEFBYAFuR+TQCBpUIJXC3ce8hAY9Z0Dkk+OT7AEHdKYPw5/WfADsSOA0BCpEKPBXwLEGns2tNGnfXqsQrvSeL6oH5DLwaLx/onH2iP0K/Wb2JHt03oh/Dlg9fUr/FUVqAJg1XilgE76darta2mtTGvLSotAp8AvBYG0jmYL3Y00eiWcH/fH8ki7WQiUQsep/iQg0ABiKDh6S4gDRnp+GdyZtu3ca+XaBhQ4DL2BpLgzU6ygjjv1s8VDID0234Y/fgECOQlCgEF2ogNvYFeK9aUH/CXAz+8L8BV5/yRp+VLXFajS4E9aI6903GF8rHEfRPibS3kUrBj80X6S8hz+wmOwUeg3hNbEQUq2gPSMX1ouAX91OZjlVgXAqnGayusn3IiMNF5QSLfaQtB8OzVL2BtXbLlsB10cAqM8G7Q7GgJ5f9wNfKZDYMN4pnt+GJSPBwQBLamscXk6BMKXt+22DoIlopDlbVuE/SXbvlxBIxJkcBYL2vDnUYZA2l/uGhTHCRKPXxAWjjoDDx4l+yr4teVSnj9x/B9vh/RfyotCqBKIuQkYYGWldhJKwq8CfzKMhhDXG/7A6gn3yCz8id9HfH8V4U9aV7DCX5WgCoBV48VvJH28fj3ATxMtb1OzfiNPGgNB2p8ECIoQ2OZPCYFAGQh6COTnxTKosyQUXDozOFWWRS19u22Z2HNGvqde6NfZBag9wM4BM6P9Z32g9Xo2GYG4ZZwTgCGBwLYzoi/PhPmWF6AgyM5RFCYF2+f5BP44gAXluX0qCfikP0+WJoZ82T4HKhEyqa2cJPDjbTL4M3Oep4SDe7zpIyjn1L5GLjqe6H4oH1pf+FOH5lT4qyKqAFg1TkPDvaXgV3Kjoh66uU1DILU5BAQ1CCT54szgPhBI2uUPvxBIbAiBHkLSS8NMCoFACHqCZ1ACIQ+DFvI6jAmF3sUWAk27Y5q+Su0WtcIKS95Y73W0YXEylSYCYm7eZQQQyE5ayhNm+D6Bv5zXT0rjbWlhW7+fk1A3FfKN2lOOu3e7iNtNvelD9RJS+wr8SXWC0C8/tgDS4kMRIW3MWn91IegqpgqAVeM1Mtw7GPx4WQdNHAJdHoe6ISBYHPJlM4P7QCBrhyryDPL+aBBI4GIQBDro6QmB6JpVQchITz9BkUeM98G1MW82bAuEoicu1SHW6QACg+9IaNuadpkaKx6V95xS+26XGpJOGmkz2I8gi/14kEAvkZYcs0frJpQM+Srwp9rvcSvQPI8i/NGxf1y0LPX++Xx2D7NxGW3Jl2ifZaXALzxGAnC5SR91IegqQRUAq8Zpbv06gKPBT7sppW5WSqg2mjCieQNZPQA6CKYgkKZPCYH8GN1hUxC0FnDtAC0ksIkelvqnBkBgwRqBEgQGAEW+xhR7aTK2Iy6/9A3vg5RG+kEbFgGNwh6rSyFQag/Bfht2NTEIih5RQ9IsK+QaoBVEoAKi9QFJQ2oYmJfhMCbBVEopmwKIcfvSF9M3DCwdh+Rt7OpJbwCBHvp1bUjv+aXbre3gGBT46wV+9P8x8FdBcKlVAbBqvI4E+PEyWqg2FRKW6tE0bbIIn1QClK8RWAqBQAyCvL+gcGWBuYnGAxqLOBTsza8TBJJDAQQYZGCWEu87bUaEwDZDupK0Jils0AWO+0JgUyyYhiOAYngASW+gsysCFUL44+eX2mSQFJRjdqN0fhCJP1HdkxiCWLLPqXYEkk55/aRjTIZ+werz8tKMX1pXC/0KxySN8QsO1Z97BnEV/qpGqAJg1TilbihDQr2pm1IChJKhWuoN1MLASl0A4dIxNJ9CnrI8jLhGYAkEAh3VZM5BACal4wGdiUVDIGhGlxcckgSEAKRJG4FjrPUI2lnYB7Tnw40LtM6m6fLU88sa832hhxJ9J3Hfgv62YeFm3wZ94OAIQPYG2n7wl4I1Efyg2OXpUOpy8bYiqEq0x/sttKMvks37baP+l4778+v9SeUZ/JW+6g3kHHTHRnbYPVIc6zcW/jKwWbU8qgBYNV6LBL/SdMmzx2BPHRtIbZaOD+wBgQ006IAoQSBcHUoe0jmgEAi6v0EgMOUmI+UkaV4Tuoh005/m3HvgM2FTHMxMaK5IHvysvk2PRzjMtkE2RtB9ZdxLybyBveGPAhsUIARC+BHaSIaNBXtiWwKIie0xe6mwr9YH2YMXt1EEf9QOSPkI0iw5N1Zf768H/MUe0J5wV+GvqkAVAKvGKeEBLJ7c0ccLmOuHNutX8gZq9VL70ttEFgCBAGJvIBCDIPdWtqFgPx7Qp2N6CDSpsmF3o8WRJXdZobgDz5L+I0jrAMoBlatIl7BJNUC9fVG7GgRKh2e7ROcVhGk64M9VWyboMzXUE/6yHjXLttk+9/oVQRprM+n1Q7yfg0tJvF+pkG+XVgh/0rlEXMe36/tu4+OJ+u1gjd03g3Mg3F+nhL8aBl5qVQCsGi9yE+k1o7cU/FK/VPlbQTQvnuANBHqC4HpCYHtsAQQCCkSx+i0EBqFg6imcCgIBP+MWM6Es2RHH1Y0UBz0OgT6TQRU9daII+AUg544F8TFqPBuMb7TsnAAIJouYsE7QZwnuFPhzABOdrwiUSDkRkuSyqfBy11YMfkV2JdDKiQOY1qbfHgB/Qug3mvEL6K9XY94/Cf6y4EfsV/irmkIVAKvGSYO/1M1lCvCTyqRgTgG7IhDUINC1uQgIdG3wkDBVABdSfUTjAUFsTwWBFu2D07QkNDNh1+CNN/+NfO7Q6hEE2qYP1pgQ1kghCmGauLeQH4sIuhCOmdtlcNeFf9szSr4/2mdv1AMJgz/2OjNfn500OTzLtlN5rG5jk/7ds2OV4C5jt68XUHyLiLo9DfzR/kXwlwn9DoK/QvBLlqFtSnlVS6cKgFWjlQW/PjAIDB+boo3To+0MAcGUHecNXDAEAt2NPfIIShCIrs/ieEACGZNBoPt/3rZtOnhSQ8D0OArFvXIOoqi3L3j3scuzIcxR2IpEzivturTt+0NBMMgg+azP4TF04wPFvnkgaeGPvMUi6/Wix4VEOWFfHdNH05R2cmHkrGfR207dQxLH4rdtkC6FcGXbha95mxr+xnj9VDsV/qpCVQCsGiW/Nhsg/3KV1MfjV3qT0mbtloR2yb66fmBJSLgUAoEkIDqIAxCFhF3dJs/1BREE+m1lfUADNO8LJsepQuAKrV8IgQI0OqVCwDnvYMrbpnoDOyr0oeFoDKAAgrQr1HOXAkLfR26At9X2gU8AadqRQbAY/ubhPj8g1eMm2YoAjgNNfKy6pzDTBw5YXEJS6lg4hInw5+wUjPvr7NqwLzn440qt7Ue3S7x6Y+GvQuBSqwJg1XjlwC91k9G8fX1vTJJnDpgGBLUw8FAIbNspWT5G8wY2efqSMeJ4wHZWsTQzuDEhQ6Cv4+v3h0APMiYPeapHhtVVIcx1wgGb7TrtQ8PsfEkeN4njIvsSxEmHxNoK+m2JDQp7DgQpGPFQbwA0cZ6vlwM1BmIxFHbgVxyyLQC/OF/4gnl/qRS7kdeP9p0fT99xf7SvJfAnHZtatgfYlazxJ0VnKvxVtaoAWDVOQzyAqRDv2JvSAkAwWj9QCw+vFwSS4xEhUAwlI1gkugsLw3sCtXAw1gzsSiEEEjhqPrYFGwaCQExKygNf9KgZCrkhBDrTQX/asp1XjbjzWHuU/KTxf4F9ku5N0WPktklB2j9Ly0UgSDpAIEaFP80DSPvBQE0cB0jBxcZ1pfFwWjslnkIpHJsaD6iGnIEO3oT+joI/33Z8r0sDaghkveBvcBkhjf2fDK1XHfWqAFg1XjnwKxnTp92IhoSAab0xIMghkKVLsDY5BPoybZMCCEbrBnIIdC4mMimkAageEDg33XhADQJt01cKRtQb6MBLAir/NaagxdUj1EVtccCM4IrkS6+VkxTU4fbZMVKgTIWWqT0PsK6vvO/Mc5iEv7mQztrl2yrUcVCyQhnJTsa+3KaV62i2+LEENjlg8W3b2RsCf3R73rUX9pcfTwhkg+AvCOcqZQI7QhqHv7oO4NKrAmDVOGkewLFevr6/TGn5YJKEDdP6gCAFsFxImNabEgIRbgdePXc83BvoqUSzMQAC541RB4EAII3xE0PCBGYCEKQVubSv34QgYEkaZS5aPfICRvs27IeNoZCDIG+L20weB+1D+1FBkLbrYIQs86LCH32LBW9eAClxrF8ET7yM3IYGanK7FKwy9VRbVi0bhZfZuRk94zdqtzue4Pg0+NPALgGHgd2x8Fc9gEutCoBV45UDv9KbzFQ3IwkGh4Bgyhuo5PvtqSDQ9YlBIIDQGxithwgPNXw8IGYjILAlIGl2cAdicUjYd8ebsG03de+bqIDsBPBzICUU9+eOwh+xGy76bEl6dwAi1DqI420kjiEK8XIQpOUo/AVAQ2DQyvup8xeBFQclbkfYT3oZoefzsX5lnkK3HxpNh4IZZPaBP2/fhnYGzvjNwV+J1y+wK5ar8FdVrgqAVeNEvSel6wCW5DvNtZVVBc346y9IO0NAMOENnBQCSZ1UHu97OMbP+nBwuEyMs9sTAoFB6wQ2ZVoItE1fY/gj29z7VqgAyvyxxeCneuZYn4KyPJ3CqvuaCdSK4OeescqxaZ4+ENu8jwH8CbOAI/iTYMpJhCYCStwOBascsHFFUMhBqSuXG9eXO5ZUeDn0nOrwR+32hj9FKvwNCfmq5YS0HPxVCFxqVQCsGq8x6wCK9npAX6oeBULuFSwBwQTcqZNDBkFgOSDy7cAbyCHQE8oACGzt9YVAoGu22W5zRPhz/dNBKZKHNQJlDAJJMd+fII2Wpf2geYj7Fywr02WFIEltAToUua+HgqDkYWR2JDCLYHCOCIQiBdDEwI9u8/YgbKfa4W1EbbP2SH5qXF9sn9e14T5/t28C/oJxf7StITN+Ux65IYs7S+VoOxX+qnqoAmDVOM1tCCkQtpP1B8JeX9sSDOZAMOUNpBDobC4KAgF5XCDptwegIwyBcM35cg0ENtsMBFk5TeqYOtJfakN7L2/o1WNppCMSEIZwa9t0EyzfIrWjHxQiT6Jvi6cDgQewgZUyGJSUhDEOeVZox+WD7hf+vav1pTwZ/FKhbRH84PpPgK4H/A1e7oWHfmn5MYs7B+Uy+Tn4qxC41KoAWDWNUvA3BvL63qC0GZ0SDCaASnzfL91eTwgE5HGBrG8bAQIBhHUthScBBH3fdGiSkkNvX3ic9IFbBIMC8FH6CuAs2I7fPVyywDTpgmjftvsBXHLQ4/+L6wMKfzssSfe6Ke0EABXDT048xCt7ADPgJ7SVAj+fPzX8UeXgL/DW8T5PCH9CuWbsrp5ftbyqAFg1Tla5uawn9JXUpWDo+jabJYEq6Q08khDI+zk1BILAHfpBIK8LMNABA0Gar0BT9I0SyOsg07ZljVhOsqWN2YugtN2XQI0ulh15D8XOE0gk9rLhX5eZgL4I/kjbufF5EVxp8MdBZyD48TYdkEl9KfI2psDP7VN7BP4iqC2FPw6dOfgj/S6GPw3Yhkz2yEFk1dKpAmDVNErB30b4pclBD2j6Sb2BLr/EGyhAIIBwcsgYCHQybJ0/HhIW+swhUDwXEgQC+htDCiGwOQcEjBAxVgyCln0vFO5IeZYd2zYIzxW/7DJA2PUFHegxGEOXTYDNgo4NpN5DSVEbrh/ucnE86dqm3k4Cfir8MahJ9oOfCAvEYEb/59Cj2w9EL2kJ8Gzc59y4vuBYUuAXHVcC/kDqLwL+tNm+pV4/0sbokG+Fv6VXBcCqcaIeQAp+E0KfHWnL8FmxTWLzP/UGunwpLMy9gRS6iL1ohvBgCERkv483kEKgmSH0AkrlfN+GQ2ADNHJIGLRpX4d8LcJT3YOh6yOrxydyWFKAe4lEIGR9IJ2J4C/w1pF9UGAjDZQub0Nh0pkEWNsEGJNj8yj8UeDRJACgNA5QDo0qdrTj1NoCIvgrmtChHIsEft2xEDjLef68XeHg1hP+cl4/oWwW/vqs1lB1VEtYN6PqSOoTn/gEnvnMZ2L37t0wxuD9739/kG+MET+/93u/58ucf/75Uf5ll10W2Ln77rtx+eWXY3V1Faurq7j88stxzz33DO94Av6staM+YyXaouDq+u+Ogedpv74t2x4SeuE3b/Kw0PKDMrxcULZLkkJhcchNelB1D0c/Ds1DBlksl0FC6KWy3QOW2InWsBM+7rw6sOEAFAELwv7Q45c+QVnFNu2rb08IvwbHM5fb8585Ox9zzU6Xlh4DaGP4S33m/Y5XhL/Md2eY3eB46HcrHJd43cwRevoSZePjItfPnLdJj836vwGqGOp4eauU6+wVwR+/rzhV+KtagCoAbjDdd999eNzjHoc3vvGNYv7evXuDz5/+6Z/CGINnP/vZQbkrr7wyKPfmN785yH/+85+PW265BTfddBNuuukm3HLLLbj88sv7d3huVXCaCuCmVBEISnl0e+rxNz0hMCjDy0W2QB5OtA+IywV9Cx+qEQAUQmAKBDUYDPIVYNChgZSHbLMEDB2giTCkwFgEQ8oxReAhwF/ynJB+YI6gr0Xwx/sp2Q622XfPy6TOs/Id8u+RtyeCHzt3KZAXIRMI4Q8Z+NP+NqLyWjlmj+elJoNQ26kfnbSfpfCnQWbV0qmGgDeYLr74Ylx88cVq/s6dO4P9//Jf/gsuuOAC/NN/+k+D9Ac/+MFRWadbb70VN910Ez7zmc/g7LPPBgC89a1vxbnnnotvfOMbePSjH92/4wz8IqXGm0jj1DSNGbdC2nF9NDw8C+TDwqmQsDQ5hOdzO6Xh4GisXyYk7G2BvOGD1LGAOjGEtN3NCqYzhRubNBzsTAKIQsIAgkkiAKKwrHYVeJukv83Yua5NHkIVx/uFMee0XBjZHYNrp23Md4X1nZs1tHPCcQXjB9uyNNxM2/D2LAVFq8IfP/6ocWqTpOuhUYTbKTtBW1YuI9ol7Wnj+li7Yj84vLGZvlFbC4S/Ys8f/Z/YjtKF7V7wJ9mpWkpVD+Am1ne/+1184AMfwAtf+MIo78Ybb8SOHTvw2Mc+FldffTV+8IMf+LxPf/rTWF1d9fAHAOeccw5WV1fxqU99qn9HNPhzv15z0EbL5T5jJNgJPIL0lzGgh4Wlm7Ry4xVvzLmbs3/4CA8loYwYtkr0ta8n0NehQOBAgXgCU95AyZPTNxwbeZ/mcZu8HAeD0o90DNTzFwHXHEGZEk9gaE/2jsYetJ7wl2hXC89G3x3CNkSPp1tqRPjo51UGssjjR6/ZomskDPe6a/Sogj9yL+gNf/Q+UieCLLWqB3AT6+1vfzuOP/54POtZzwrSf/EXfxGnn346du7cia9+9au45ppr8OUvfxk333wzAGDfvn04+eSTI3snn3wy9u3bJ7Z18OBBHDx40O8fOHCg2XAeDO3mRWX5wJoJf39w21y8LerBQ9P/wBsIIPAIcm8gLaN48VRPILeT8QQ2h9fW495Av/xLeuFo792byhPoJ4nAewIbU+HkEADxZBDmEWwLhWBKRCdUSBNJ+GvnaDlaNlLC8ewe6tIyM3wCCJ0IkrPH23ZmOo+fbbe77y1aEobAWQ7+RK8cS5O9cla3FWzb2EaiPbUtZ3cupFMbPk9qh/VFmA0dz2LOwB/TwuFvCq+fZE+EzBFLdVUdFaoAuIn1p3/6p/jFX/xFHHvssUH6lVde6bf37NmDRz7ykXjCE56AL33pSzjzzDMBIJwZ2yqAIKbrrrsOr33ta8W8JPylwGwMEOaAL1WetkOWShHDwk0C1LUDMwA3GgLbdgaHhIP8xUJgY7ODQGfWn3YOgmvoQCjx1UuzaykIdpBEVh90/Sf5VHyBaL3trh3XF+lVcFYoWyIt3EvboeWAAvijkCR0JoKbANAIjHHgC+xyAMocpwB+9FgABf5S4Md+MIjh3qBuGfwFCs5HAfylAG894E+6F0ftLGa1hqrNpxoC3qT6m7/5G3zjG9/Ar/zKr2TLnnnmmdi6dStuu+02AM04wu9+97tRue9973s45ZRTRBvXXHMN9u/f7z933HEHAAJ/PERr58MgrfQzRtxGKizcJJCyws0z92tbu2nnbPD69IE1z5SJjpk9tKYKB7f1eLhNCwm7etpAf+kj1ZXCiDwUqYUefXs2/fHnJGqHTo6hbZfbjo8rrBsdq1ZeSQsmk/DjKvk+NLvtd6uGggvajNoDgrB2yaQO/v2q4V7xmhGGTZC/Ay3025S3Shk7Dfzxv+kh8McnjgR5Ff6qOlUP4CbV9ddfj7POOguPe9zjsmW/9rWv4dChQ9i1axcA4Nxzz8X+/fvxuc99Dj/xEz8BAPjsZz+L/fv347zzzhNtbNu2Ddu2bZMbKPH6pW42itexWKU3Mt6O66fzCAph4aYaD/kqIeGpPYFCng8Ja97AnLdwAZ7AppqwVmBbT/IG+q+EeQWFAsG6b9FEEuaNc9tNHnuos+8/d9V4O8TFZyxth6yRGLWdF/X+8bpRWJgrAWncYxe1y/9eLM1j9oO2Eos1MzvZdin4+TbIyeX2+Y8SJ3Lv4X0R2+PgR2xL7QX11gP+hD4F/Rsz2UOAv422SkPV+qoC4AbTvffei29+85t+//bbb8ctt9yC7du342EPexiAZvzdn//5n+P3f//3o/r/63/9L9x44434mZ/5GezYsQNf//rXcdVVV+Hxj388fvInfxIA8JjHPAYXXXQRrrzySr88zIte9CJccskl/WcAzy2ZfcrAr/TmQsuVwuCQG5fWTgEIRrOFeUh4ERDo+kDz2r7nIW/9INCN3yMB2GhcIIAYBAk5iZADBoYEBiUQjMK1nqRcetiGBIVh2103tX31tXes7Zx92xmMgJKfGcn7Jv+v/I2wZHlcHrEFdPAXgZl+fGL7Avj5sqJ9Afw06OP2pH1gGPypZRTAY6BZ4a9qI6oC4AbTF77wBVxwwQV+/xWveAUA4IorrsANN9wAAHj3u98Nay1+4Rd+Iap/zDHH4MMf/jD+6I/+CPfeey9OPfVUPOMZz8BrXvMarKys+HI33ngjXvayl+HCCy8EAFx66aXq2oNFGgp/kR3+dDJ6nibqkdSWmKEePZ8mgGAKAoHOG7gICKR9EMptVAj0njLnMcmBYELa2zUkEIzGBzJ6kq4E6Q0kXfmwnwHkEW+g1Datp9pvz7Fl27wt3u/Uq+AC+CMwFYyH5FKgTvL6SeCngiaz7/setEFgiwFn1F/ugZPsM3iL+ifAnziukPcvmFCyIPjLgZ9UtsQWXcnAm2H1qpZSxtafAVUDdODAAayuruIpJ/1rbJkd02VIl1PJTabPWoBD7Ofa4Z6g/3975x5jVXX+/e9Bhyklw4lUh2EqNZPGXqEkpRYxVnltpZBMqfHNW1sNwaSxtQUaIk0v6R/6l1qT2n/oLU1jL7Glv+SF1qSGlr4grRHUUIiIl5BIFVtGKIFhRDoIs94/ztn7rMuzLvucfc7MeL6fZGfO2WutZz1rnTN7f8+zLttekKKVy4WgXiYbErbTZlTk8/W/SvdHsmvb8eTLhdsMLU9Wh5Sm+5CZmWHl17vEzmvZVJVKnl8v79p2bTrn83T/e9tHNQNi/TpJdUj5nbYLr+26E+znNivma9228R4NgZci/kLDwIa93BnrnBT1s4WRVdZbT0j4QfNfrxcIDvGa7VBOmlf41etwbfrFX57XJ/4cQWa3s0XxJ6WXIP4uTJzH//vPLzA6Ooo5c+aAdBeMAJJyaFb4SXlTxGCzv1x99dgRwZRooF6m1Uhg5oMdAbTt2Pnq9YvRvlBaSiRQQQtFWXl9kUDAWSFc6876TVQXgoaP5sfkrNLV31caN1Z9axnf/MBGmUgdFo0oXN13LSJoRO8M11xhZItCPdJayfM07DjRQONzQCHxJ0b8LP/yOvJzxZ7Nm7crtDZLy+vs6afXL4i/5KijLz025KufnyLir1DUT0yTF3sw8kd0KABJ69gX4zI2bM7QRVoRu7aAC9WTKgS1/N55ge0WgZm/up+5OGuzCHT6WBCBufDTRFhdfOX20RCCtTy2khAEoccFYw6gZ35g7odZMCqOHAGm5CeQKCMPnEijJFYqSmn53b0F82637RUVf4E2SgJIHga22qELLUn0CXVG9/TT608VfrF6PFE/w7Z+vhPiz6kzIP6KRP2MtMh8P3u3BtK1UACS1shuZBmSSEu5yPiEWoroK7LXoFRXqhC0ooFli0AA7qPjMh90QRhZJWwIPS1PyyLQzme0G44INOYFQgtiaUIw2zsQepokmLQvmWqclOuxhKAeMazVoYXXAli6q3FOE4K6+HMEY4x6PxqPzcualNmsmEKwqPgLilxJECnfe0skGVE113QwQufUERd/IeHn1BUQfoZtPa1T4i+y119TmzsbaRR/JB0KQFIOzQo/KW/KhtCtXLx80UGfEOyQCAQQXxwCNGxlvgZFYEQgliEC8/6DXwRqoksUgvW2SILFN1xsZ9WHnqUVw1nl0UULcEWiPgKbvbefQGIP1YpzDh2fdZv1FcWaoHTEX1ZPqvjztDW8kMI8Z2zPAjjz+fI8Np46vAs9JpRct+ijUF9E+Bl16emdEH8+4ae9b2lzZyA8388oS+FHalAAktZJ2QewCJ26QIWeDgKYUTagLpSsIeG6CKwl62KvTSLQfq3b06gAnROBhjBFLgIBQJ8XiMwnSwjWzkP+EQF4h4tTnjZS60+tHum3hSDUfBFDXQg2hJrnySe6IPRg2jH9N8WhWShV/HkjgNZ5eTGIJZB8CzkEe9L54JDzhD3vMEH4+S4TMeGn5ylJ/Jn+Jog/62/ZW7zUXkr1W3kTfgyRdy4UgKQ1lNLuigHhFhrKbWUFcIr9lLqkqKA+1ApYImzCEIG1ZNV+EQjI0UBhSLijIlCvWxt+lqKByPzS1I038pd9DllWQQxWkG063SgrCc5av1p1zDDLSfjEa+M5waYvZgUIRgINQanl9+0vCBQUf562JW2lUj+fLPxS6hKEn/FeF3/tFH6a/Xea+Esa8qXwI6AAJGUhib9UUWbnCwnCdi0wyYhsCj1pIhAIRwM9Q8KTKgIBd0gY8AvBelr+0vqopbmDsaeNGAtBhLl/wZWrMAWiLQQd8YaGEDTqUGh8Xrb93E/3tT03UC+UKv5SI4A1PwVxlLB9i9FOsS7l5onN9ZPEpmc1r0SK8DPs+8Sfni8k/kRx1gbxZ/RH4pAv4Bd/FIJdDQUgaR1b/JUp0tpJSAzq8/30vM4KXE0E1tNLEYF1++IK4dBrweakiUDAHRL2CEEnzUaLEkqriUPRwIYJ82R0MUgF5jxCWwhqi1t08Sbh23DaXlGsv27YbCxwAQqKP0/7otuotCL8YpG4kPhrQfiJAtTOX1T8+SJ8qeIvEB1sm/hLjfpxK5iuhwKQtIaaaNy5pvMFRVwAEhkWzsVSYHFISAQCRqTMt/2LIwIB2EIxKAIBS+jpd8EWnxii+xkSgfU2+oRg5qON8WQSM3vttCYEnWigFFbTjMQWg3ifPCIIQWmoVicmDCuaPG1EABs2DfFaQPwF22glSSt7fcJPXEyh25KqLRr1S9m/z0eK8LN9ikX4QuJPirw1K/7aPeQ7na/TpFQoAEk5eC4qRR40U6mYt8l2PqTGrisnRQiWIQJrTmhpqrFtS5am2Te2idHrNXzwiMC6vTL3CazVC02lNPIBgLM4BHDmBtbyCVE4YxjYTJTmDmZ+eR85J4g/UalZXwkjOiltMaMyH+RHwTV89tSn5bcXklTqL/QNoht+IV38Rf6FnCHwJoWfV5RNePKExF+Zwk+zbdSn+dZp8ec9HyuTKv6KRP24IriroQAkrSOIv2bEWyefSqjXJYpBnxCU5gbqIhCAvUJYFIE1JwQRWDEv2r55gXp5yVbmo5XXKwIBa6jYtalH+MSNoo2II6LRwMxO3r1CtM9wTssvrszNI5SmADX2EJTEWEL4zlnVbG0x43v6SM1nj12typpbDX/N85awLCj+YvMcvQLJJ/6yfrXb5VvFLQg/oy5J/MWEX8q1wsoiDvnqthLEn1N/E+KvMqHc87pvIfGn/79Y7amdTIz6UfgRUACSVplQxt1pOj5aOigGnUUgnmigIcbMxSGiCARaXxxScz4sAoXzoWhfQ0xV/CJQmg8IQJ8TCAgisNbB9X6rn9einr7hSmmhiCMEs2igPTfQikSKC0tSv7IFhKCeJ2KynjctGgikiz9pvz6vH3bET3sdFH6C6JMFm78uZ8jXJzBTry0+4Qe0LP7E+YCa3STx50vvhPij8CMaFICkFEoXfhNNXqhmzIjnCWDs6Wf4IwjBVkQg0PLiEADuKuFEW/EhX+UVgXqbjfmAmVqxRCCQIAQBcwhcw7tQRBJkWV0hIajVHxtWjC0ocZ5FLPgWtI9KQ7w2inqjgfVC6cO+ku+SXy0Iv6ZWGhcRf6F+DCS5TwgpSfx57IaGcpMWfDjnmtjfr0jUT6+TdCUUgKRlouKvWTHXDEXqCohFb1TQGFb1iMBaofaIwJpz4Whgm0VgvtI2JgKzfoAVDYSbXuuL0GdVz25H/oBcbDnbsxg+alXbYjBDmApglMtPNtpp1BvbcNoxDnH+oDJeu1vcpKz2rUxkaQXEk66PfeLPFlE+WxbiFjMx8RcTqil1AbJYbVX82SKsA+Kv0Hy/UNSPi0BIndbCJaTr8Yq/iYnGUV5l5f5iTfTRaaN9cc0usOLwjpmmpBuFPcQTurkI5YPDSpEble8mbKQLaa4gkJSS5aeShEPiZzqhHfX6vNGk/L3m44Trh9cX6dD9t47cF02IVSbMQ0QqD7OOfIFCvc9D+/wZQ78Kpk/SYflhtDHrD7sf9feSLTTaox9uPfL3ziv+hHpsjLoyfyn+zPOW+JuOU3ZIeTACSMqlLMEXjFwIab5VvanYflvRQWdo2DckHFohXEYk0LDbOGdEAhtOty8SCC2qp0UCAciLQ2qdl5er5bN8jSHMHzSGgK2InG/vQP1zS1lZmvQsYrtu7TwQEIFALVooRAONJ434opZ1R0Txp6XrvshDs7q9iPCzbESHugWBWLPrqc/3YyKlrgzv6mNNbEkCbzqLvwJRPwo/AjACSMqgjGifEHFpunwZeNoTjQY655SY1nQk0HczgXDDkSgrEugRCYYt2w3LLzEKF8L+fLWPR9xEWAFiZCvzV4iISDhRMUewNA5v1Mt3oCHaDOGmzIhjxTqCiz7y/oL5GdjvpX5JjfpBiLgF2ujkF1b7Gu9DZUOEon76Md3En96uIuLP6g+lFMUfyWEEkLTGxEQjslCEdl6EyowQ6it2c/P1i7y43UqTkcDMx1AkECj+DGEhj9FPvkggID81RI8E1n2W9ggUVwjDLJfhzM+LnDf7C+bPWIU8mlYrZ0YjRZsxEWhFC/NonN72rA6tveIehjaZv9oiEmOBST2KmVvKooKW+NPtOcPRKf9q+g+JkPiDEIWL2Hfn5AXqtOyJoi9RtDfs2ULLsj0Z4s/2LSb+8rSC4g96dqkvuSq4m6EAJO2nWbGXenFKWfmb6oNPKHqEYGkiUM/jE4F6Pa2IQNGvhsgDEH50XFERCBgizPg8rP72iRXvsLEmAqW9Cb1C1KpLmW6YWMP90j6D3qeOGPXJjRNXEutDwhUYQjO66MMQUIF2CRFZu81B8SfYDkbp9H9nSfw5/tjCsUnhp78uU/zpFBV/Rr0tbPOSIP4o/IgPDgGTctGHWfSLXAr6UHKRC1SZC05ivlt1RB/DVGQ4WM8jDQfHohCBG1NSFMK4KWs3RSu9qeFgQI4UFfyO+IYs3Zu3XsbyQRJQyn/kaMNp9rCw+V6zryKH5XO+aERPq+e1/YnN+/MOf1p9bti12qj3ZeizjA7Rpoo/qa7AUL33s7L/b6wFRE4/pIo/Hfv/ooj4y9sWmGbi2+aF4o+UBAUgaY1mxV5G2auFy7Yntcuy3zERaKSFbzaVULSkXSJQuauDDTuAKL5sG6LotWhGBIpDlz5/rLriIsl6b9v31SGIQADeeYHGOU38OXXm712/ggJXy6P7I/mc+e0VftbKbd0fs46I+LNIWsWt27VXjgfSbR8dYv9vqeLP+S5a1wGf+MtoRvyVvSsDmfZQAJLO044tYtpdT+SX9JQWgaEbW5kisP5XFkqeBQM+7PYKYtA73AdBNGnnRcFiizWPcAsPkzbeywIlfIgiEI20it7vjl/KaifyzyLzQ/TJWgzjRDJ1+75zhj3tsGlR/CWJPv2cHfUz6ksQf63+n8XKW//bbRd/NoEfWKQ74BxA0hmaFGGpK9bE5/k2W79vTmHmi7F58USev2NzAo00FZ0TaNYnpAfmBAJozKNLmROobRYNIDwvEIAzNzCG9Rnkc+PyzwPGptG+OYhJCzR0H9EoL20tkz9xBK5/weZYC0icBSDCvMC8DaGh30gUTaLIQgzvwg4Jn3AXRGXDniAWAzadc7awM+qj+KPwIwAjgKRdNDGfL9uiQD9SabacSMzvwAV2SkUCkTgU7PVLvwn7032RwFqaa7/ZoVif746g0D621KijvXGxs52LUN4ZFrZ9kaJTTr2abe2vMfdPiwQa52zBpkyxVFEIij9xKNhpo9V+CV+0z2q7s52OZbMRbQ6IP1+0T//sQws9WhF/FtNS/DHqRzQoAEnr2GIvQfC1IvZSKF0MuhW4+bS6G+cjItCT1rII1F4Hh4ILiMBaHjk9WQT6hoTzej2HREwE2nO/fHVESBGCtTob7Q0OVVqiJSgC6+/1J4pUbIFrt0MpRwgGF7cIbTLqt3wyh2k97bQIDdc7dfnKSMJP90MS/uL/Skoe6bsZyD9dxB8hGhSApDUKDK22S+x1pN52iUDJJ0kE2nWIUQ3lTStDBHo38ZUEgU8EWnUkbe4L+AVbSATq/qAJ0SkIIp8Q9C0Q8Qouy/8UEQjAmRcozfvLmVBwInuRdjqRT6ONfsElCb/g6lypjXWf87ZIdvX3wnxD03fh/6Go+PMIvODjF4uKPx2KP9JBKABJW2mb6LMmr3fEn7JEoH0uv1G4F/fgE0OMsvGblzMcXLIIjAlEacg0s5ksBAFXnBUQgXp9SXUGRJKRB5bQEb6b3khcQRHoiuDI0G+kmd7+sNrcaJuexy/8TFtaPq+oFMSfrx7PZ+rWZYlFlCj+Yj/CjPOCsMvbYv3/d0r8cVVw18NFIKR02hLhCwk9X5r9bFwL28/oQhKgccHUF4oohUJPGskWfgBwF3FoaZqf3mcH6/VnfydU7aedb9FHymt9YUgBzAUjgm+o3eCNZ/NqC0TE7vL1rQKMJ4zY9jN7+tNNAONnb0gEOvVmWe1NpjVfjAUigPnd9PRnRaG2eMT3ZJGKVpcunASR5QhBSWiFELI5wr5el90G2V6qqIyIvzyfp7yUV/C7VPHnK+8Tf4abdplJEH+k62EEkJRGUmRNj9wVOZqhoI1C0cHQhbbIULBkQ5grGI0ESn4IN7HgDcx+7bETj/QF0u1oFxD9bLyLMgAzOidFAqU2CUOHsXqdOrU88nlBFAW+20UigSmrfp0No0MowI5yZuVi4i95axa9PbZPPvEXiPq5n4mSy6WKP9uW8DdpW6UQ9fxe8aeTIP7cMhR/pBgUgKRlgqKpDCFXFgV8SBKDZYnAhJXBhh2pHkfk+G9WUREo+Wrla1oEGnmEuXMJn09QlFkiU1yVa7RRO4rUqQmm0ErZ6BxAoCkRKAs2WN8lIb90CO0MDvnq9ennfaLP6itjtW9I/On1e1d2W3XGBKM3b1jctW3Fb1nP9qX4I01AAUhawquPpoLg81HQtzKGtMtYGWzYCYnA0E3JF82Qyks2QqSIQEmQ2qYTo8C+uXhR+5JQyfyUjoQ6U7abCa7GLSACpYUfvqFfO7+EN9Kptz8mrHUC4rJh22NL/5v5YPnZqCcgBFsRf0ZbAv8frYo/qZ5mxF8qFH/EggKQlE8nhZ+a8B8xmogIujbSooBi3b5zSrgJhG4ael2xm5P2WhSBkm37nE/gCXmDQ4iCqIhGysTFFWkiMHmo0qkXohC062x2f8NmRaAknJ2hX8236D6HuR2kR/10PKIvGvXTbcVEXJbHJ+ZC5aT8CT+EOrri107T68hdsNubEP2j+CMCFICkPEKCKiTUUgWbZCs1XyhvQSHolg/Z9gwF237qvtQyC7aEm0kRESikFX5cnEVwqNeXx85n3dCje9ZlPk3oZQIi0GPbQBeDsQhhoM5mt5opJAItv4NDv7afPqSIp9B3RprdNq0+dxjZFH5iBFEQf4WjfiHRaBP6UZXyIylR/MllAos+WhF/EoE8zQQSyTsHCkBSDjHhl0KKSCwiFIv6UlbkMnBVbWlRiFbGKwKdsoHoRUwEptpNyGOIQGlIWH8visjIwgoERKDH32jE0edPRARm5wttNYMCItDjt7S5s9PvCcPcPtHspHmEn4Ej1K16pNea+HP88uUPRmiF16GoXjP/FwEKL/rwnEsa9i3gW6f3YyVTDwrAKcQDDzyAa665Bn19fejv78ctt9yCl19+2cijlMJ9992HwcFBzJo1C8uXL8ehQ4eMPOPj49iwYQMuv/xyzJ49G6tXr8brr79u5Dl16hTWrFmDarWKarWKNWvW4PTp08057pu/1opYaych3xJXC7vl0qKATvmii0K09ODTQhwfwjez5EnuAtFhXjuflFe62XsicqIY1ESgd6FEUXFp+6OTIAL19OgQbBERqPkUFH2Cr0GE/olt4tzIZ32nBeHnjfoJPw68Q75S1M/yIyr+dFr9f4hE/1qa92dkLXjNieSh+CMABeCUYvfu3Vi3bh327t2LHTt24MKFC1ixYgXOnj2b53nooYfw8MMPY/PmzXj22WcxMDCAm2++GWNjY3mejRs3Ytu2bdiyZQuefPJJvPnmmxgeHsbFixfzPLfffjsOHDiA7du3Y/v27Thw4ADWrFlT3OnQ4oWpjk8IJgwJRy+gzk24yfmAhk3XRtIj42I3rVSShosN55x8ztYikhD0+RUTKClDwpF6gkPPRUSgLT4DxESgXrcvCiot/BBFVOgwfEoTf775fboN74IRj5BLFnChqF+obFk/hlLFn+FT8Xl/yeIv8f+Z4o9kVBS/DVOWEydOoL+/H7t378YNN9wApRQGBwexceNGfPvb3wZQi/bNmzcP3//+9/HVr34Vo6OjuOKKK/Cb3/wGt912GwDg3//+NxYsWIDHH38cn/3sZ/Hiiy/iIx/5CPbu3YulS5cCAPbu3Ytly5bhpZdewgc/+MGob2fOnEG1WsX/6vk/uLTS00iYJPGnQhGqlA2NK57fQoGy4sbRM2bYmbzpRnm9Ht2X7HxFSNfK5LYMmzPMc5WKa8/6qyLpsj/1skbdcNLt185Gy6Gfo1JfW+fyzZdnBOrwfZyRjbyVnhzw27tptQ8te14221u6grwtef3apt26UMwEoC4mK0oF52aK7sREby5SBUGVbEMWfo7dBLHolImWFX68tCIAfT+6IET/Qlu+tDrvL1Ek2rYuqLexa/x/MDo6ijlz5rg2yDsaRgCnMKOjowCAuXPnAgCOHDmCkZERrFixIs/T29uLG2+8EU899RQAYN++fXj77beNPIODg1i4cGGeZ8+ePahWq7n4A4Brr70W1Wo1z1OYyJCvmlDiUbya4naS8rUwJNwsTc0H1NOlKEHsRl929EMjZe84bzQwK+P7CkmRKuu9s6egVIfSDsm+B3HPO91vX5tiaL7YkcCa7awdvroThoETIp3RiKfkp+afbtMonyj+vEO3gb52fBH9bqP4C1B4v7+YnYwWVvPKkcT2Xd/I1IePgpuiKKVwzz334Prrr8fChQsBACMjIwCAefPmGXnnzZuHV199Nc8zc+ZMXHbZZU6erPzIyAj6+/udOvv7+/M8NuPj4xgfH8/fnzlzRnM2LPxCNCMCW0FNKH9EUHgMG4DaRVIokz+izcg7EX5MnJ0eQ6/btuXzLcuX1ZW9z88r6/Fz5t/KhKpFAj3p3vKo3ZDzSNYEGj8xdd+zG5FUJiunY3eX3Q9G/TAfw2Y9Zs6oJ/vq6d2n3yStvjZs237obYUrTKKRQVXzQ++LvL56O/T6k+f+ZcIm9d9MFFSNl8EneARtCL5JNkPCtciQr/2+HeLPE/1LmvdnnCsw9CuRGP1z81D8dTuMAE5R1q9fj+eeew6/+93vnDRbdIhCxMLOI+UP2XnggQfyBSPVahULFiyoF2pe/E0WwWhgaF5gO3xJiQI2sygkTwvMOUpzUP4bmA+YFAkUyngjZwkrVcVIoO5nqB4FNyIo1WHbtuoNLbZIWghi+6TXJ22hkhL9k3x26lKeaB0gij9rSxfHjmRbp6j4i63ytfM75QPiryxC9prc8sWhzOjfFL02k85CATgF2bBhAx577DHs2rULV155ZX5+YGAAAJwo3fHjx/Oo4MDAAM6fP49Tp04F87zxxhtOvSdOnHCiixnf/e53MTo6mh9Hjx71+t/s8G6naWpIOIXYxqypC0JiN4fQohDfDSkm4OxoSIiSRWBWrrAQFF47IrBVIWiUDaSHhrFj5KJPWe8z277P1BP9c/Ip+ZD8sE5X7O8NBPEn1WX71Iz4syhV/JUV/cvN2flL2vLFd81oJvo3Da7NpDNQAE4hlFJYv349tm7dip07d2JoaMhIHxoawsDAAHbs2JGfO3/+PHbv3o3rrrsOALBkyRL09PQYeY4dO4bnn38+z7Ns2TKMjo7imWeeyfM8/fTTGB0dzfPY9Pb2Ys6cOcYhtmGaXVwKiVUhX+mPiUsroL0Wto6x8xVdFZx6UwzZQEQERqIx0SdV6KSIQN1XoR7THlwhaPmctEI49YAk+iIi0BP98/qU8h3zCL9C4i9B+GV2o77FtngJ1a2L/qLiL4bn/yr4fywK7Ra3aEnMx3WexAfnAE4h1q1bh9/+9rf44x//iL6+vjzSV61WMWvWLFQqFWzcuBH3338/rr76alx99dW4//778e53vxu33357nvfLX/4yNm3ahPe85z2YO3cuvvnNb2LRokX4zGc+AwD48Ic/jJUrV+Kuu+7Cz372MwDAV77yFQwPDyetAPbREfGXEpnzregNmhXmBvrmBDaDUulzAY15f5oPifMBU6YERP2s/43OB9T9EtK8cwLtNkjtqSPO3wvZMsrCnLeXfUetz9qZhwjAO0dQmm8YaUOQeltyHxTM+YD5ezTmBGo+hp76kTT3z5MntNijUTYi5GIRvFg0TyoTKydNmfC8FiPdsR9KMVqM/rnpBULKRaN/02XLLtIWKACnED/5yU8AAMuXLzfOP/LII7jzzjsBAN/61rdw7tw5fP3rX8epU6ewdOlS/OUvf0FfX1+e/4c//CEuvfRSfOELX8C5c+fw6U9/Gr/85S9xySWX5HkeffRRfOMb38hXC69evRqbN29ubwOL0uzFSS9XQMAliUBh0UXSYpBY3S2JNleo5vYyUZK6IMQ00nkRCASFYFAESjYhCDXdX8s+AFkIBkRgrYxcdzJFRaCNsmwZaZLI8buSvIo5lM/zr5ss/nxDxdFyTYo/X5S7Ews/jKxW3iJDvyn2CNHgPoCkKfJ9AC/937i00tNc9K/Tvz4TxKB3hbBd1hYPKXsC1jJ68zg2YnsD6vaEdGdvQGlfQNumlJa6R2DEjnefQNuG9F6yIdny7DlYKyualFd4i/sO2u8T7BcRgzOsuivye7PSukDKtLNS7upfazg5hDzkXjD6lzJvL7F88ubOlp8tiT/9dbMCMLbti2fqRplz/6ILP9REbR/AC/+X+wB2KZwDSFomWfyV9UzfZkmos9lh7EmZC2gUDrTNc9OSIxP+tLbNCQz5bPvQQh95h0M9cwNdn+z3Cb4oFT9yP6y6lfze509w+LdT4i/VboHy0TL2Ip92i78iTGL0z7Tlij9COARMmiK7WF1Qb8eFy1S62CjEI4EXhUigXe4i3CigYMeNAtp2Z1ip+j511p51Wf0X4YnUZXMF4Y8CQipXMcoY6dZfpeJ5EMoDLaJ1Ef7oXeCcE51z7PjLe7+pnshv9EkiqVHGGHmU1qrX+DpY57Lon/46+1dT2iIRLULorT4i/ixXLMGkl0mw28zQb0j8ef0SxF/Mphit86SFhn/trV+UkGadd66jvutmUvQvUqZu+4J6W66bdAUUgKQpTp48CQD4+8XHJtmTJki51k0hzUoIIe1kbGwM1Wp1st0gHYYCkDRF9ni61157jReONnPmzBksWLAAR48e5TydNsJ+7gzs586Q0s9KKYyNjWFwcLDD3pGpAAUgaYoZ9aHNarXKi3iHCO2/SMqD/dwZ2M+dIdbP/AHfvXARCCGEEEJIl0EBSAghhBDSZVAAkqbo5xwzMwAAB9lJREFU7e3Fvffei97e3sl25R0P+7ozsJ87A/u5M7CfSQxuBE0IIYQQ0mUwAkgIIYQQ0mVQABJCCCGEdBkUgIQQQgghXQYFICGEEEJIl0EBSJrixz/+MYaGhvCud70LS5Yswd///vfJdmnacN9996FSqRjHwMBAnq6Uwn333YfBwUHMmjULy5cvx6FDhwwb4+Pj2LBhAy6//HLMnj0bq1evxuuvv97ppkw5/va3v+Fzn/scBgcHUalU8Ic//MFIL6tvT506hTVr1qBaraJarWLNmjU4ffp0m1s3dYj185133ul8x6+99lojD/s5zAMPPIBrrrkGfX196O/vxy233IKXX37ZyMPvM2kFCkBSmN///vfYuHEjvve972H//v341Kc+hVWrVuG1116bbNemDR/96Edx7Nix/Dh48GCe9tBDD+Hhhx/G5s2b8eyzz2JgYAA333wzxsbG8jwbN27Etm3bsGXLFjz55JN48803MTw8jIsXL05Gc6YMZ8+exeLFi7F582Yxvay+vf3223HgwAFs374d27dvx4EDB7BmzZq2t2+qEOtnAFi5cqXxHX/88ceNdPZzmN27d2PdunXYu3cvduzYgQsXLmDFihU4e/ZsnoffZ9ISipCCfPKTn1R33323ce5DH/qQ+s53vjNJHk0v7r33XrV48WIxbWJiQg0MDKgHH3wwP/ff//5XVatV9dOf/lQppdTp06dVT0+P2rJlS57nX//6l5oxY4bavn17W32fTgBQ27Zty9+X1bcvvPCCAqD27t2b59mzZ48CoF566aU2t2rqYfezUkqtXbtWff7zn/eWYT8X5/jx4wqA2r17t1KK32fSOowAkkKcP38e+/btw4oVK4zzK1aswFNPPTVJXk0/Dh8+jMHBQQwNDeGLX/wiXnnlFQDAkSNHMDIyYvRvb28vbrzxxrx/9+3bh7ffftvIMzg4iIULF/IzCFBW3+7ZswfVahVLly7N81x77bWoVqvsf40nnngC/f39+MAHPoC77roLx48fz9PYz8UZHR0FAMydOxcAv8+kdSgASSH+85//4OLFi5g3b55xft68eRgZGZkkr6YXS5cuxa9//Wv8+c9/xs9//nOMjIzguuuuw8mTJ/M+DPXvyMgIZs6cicsuu8ybh7iU1bcjIyPo7+937Pf397P/66xatQqPPvoodu7ciR/84Ad49tlncdNNN2F8fBwA+7koSincc889uP7667Fw4UIA/D6T1rl0sh0g05NKpWK8V0o554jMqlWr8teLFi3CsmXL8P73vx+/+tWv8onyzfQvP4M0yuhbKT/7v8Ftt92Wv164cCE+8YlP4KqrrsKf/vQn3Hrrrd5y7GeZ9evX47nnnsOTTz7ppPH7TJqFEUBSiMsvvxyXXHKJ88vw+PHjzi9Rksbs2bOxaNEiHD58OF8NHOrfgYEBnD9/HqdOnfLmIS5l9e3AwADeeOMNx/6JEyfY/x7mz5+Pq666CocPHwbAfi7Chg0b8Nhjj2HXrl248sor8/P8PpNWoQAkhZg5cyaWLFmCHTt2GOd37NiB6667bpK8mt6Mj4/jxRdfxPz58zE0NISBgQGjf8+fP4/du3fn/btkyRL09PQYeY4dO4bnn3+en0GAsvp22bJlGB0dxTPPPJPnefrppzE6Osr+93Dy5EkcPXoU8+fPB8B+TkEphfXr12Pr1q3YuXMnhoaGjHR+n0nLTMrSEzKt2bJli+rp6VG/+MUv1AsvvKA2btyoZs+erf75z39OtmvTgk2bNqknnnhCvfLKK2rv3r1qeHhY9fX15f334IMPqmq1qrZu3aoOHjyovvSlL6n58+erM2fO5DbuvvtudeWVV6q//vWv6h//+Ie66aab1OLFi9WFCxcmq1lTgrGxMbV//361f/9+BUA9/PDDav/+/erVV19VSpXXtytXrlQf+9jH1J49e9SePXvUokWL1PDwcMfbO1mE+nlsbExt2rRJPfXUU+rIkSNq165datmyZeq9730v+7kAX/va11S1WlVPPPGEOnbsWH689dZbeR5+n0krUACSpvjRj36krrrqKjVz5kz18Y9/PN+agMS57bbb1Pz581VPT48aHBxUt956qzp06FCePjExoe699141MDCgent71Q033KAOHjxo2Dh37pxav369mjt3rpo1a5YaHh5Wr732WqebMuXYtWuXAuAca9euVUqV17cnT55Ud9xxh+rr61N9fX3qjjvuUKdOnepQKyefUD+/9dZbasWKFeqKK65QPT096n3ve59au3at04fs5zBS/wJQjzzySJ6H32fSChWllOp01JEQQgghhEwenANICCGEENJlUAASQgghhHQZFICEEEIIIV0GBSAhhBBCSJdBAUgIIYQQ0mVQABJCCCGEdBkUgIQQQgghXQYFICGEEEJIl0EBSAghhBDSZVAAEkIIIYR0GRS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\n", " \n", "
\n", " " ], "text/plain": [ "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "## Access the data of the loaded image\n", " \n", "diff_pattern = np.array(main_dataset)\n", "diff_pattern = diff_pattern-diff_pattern.min()\n", "correlation = 'auto'\n", "dif_ft = np.fft.fft2(diff_pattern)\n", "if correlation == 'auto':\n", " auto_correlation = np.fft.fftshift(np.fft.ifft2(dif_ft*dif_ft))\n", " center = np.unravel_index(np.argmax(auto_correlation.real, axis=None), auto_correlation.real.shape)\n", " plt.figure()\n", " plt.title('Auto-Correlation')\n", " plt.imshow(auto_correlation.real);\n", "else: \n", " dif_ft2 = np.fft.fft2(diff_pattern.T)\n", " cross_correlation = np.fft.fftshift(np.fft.ifft2(dif_ft*dif_ft2))\n", " center = np.unravel_index(np.argmax(cross_correlation.real, axis=None), cross_correlation.real.shape)\n", " plt.figure()\n", " plt.title('Cross-Correlation')\n", " plt.imshow(auto_correlation.real);\n", "\n", "shift = np.array(center - np.array(dif_ft.shape)/2)\n", "print(f'center = {center} which is a shift of {shift[0]} px in x and {shift[1]} px in y direction')\n", "plt.scatter([center[1]],[center[0]]);" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### How well did we do?\n", "\n", "### Select the center yourself\n", "\n", "The beam stop confuses the cross correlation sometimes and then we need to adjust the selection" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "48bb63df79db4eeea328cd7bc3492962", "version_major": 2, "version_minor": 0 }, "image/png": 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"text/html": [ "\n", "
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\n", " Figure 2\n", "
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\n", " " ], "text/plain": [ "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from matplotlib.widgets import EllipseSelector\n", "from pylab import *\n", "\n", "def onselect(eclick, erelease):\n", " 'eclick and erelease are matplotlib events at press and release'\n", " print(' startposition : (%f, %f)' % (eclick.xdata, eclick.ydata))\n", " print(' endposition : (%f, %f)' % (erelease.xdata, erelease.ydata))\n", " print(' used button : ', eclick.button)\n", "\n", "def toggle_selector(event):\n", " print(' Key pressed.')\n", " if event.key in ['Q', 'q'] and toggle_selector.ES.active:\n", " print(' EllipseSelector deactivated.')\n", " toggle_selector.RS.set_active(False)\n", " if event.key in ['A', 'a'] and not toggle_selector.ES.active:\n", " print(' EllipseSelector activated.')\n", " toggle_selector.ES.set_active(True)\n", "\n", "x = arange(100)/(99.0)\n", "y = sin(x)\n", "fig = figure\n", "ax = subplot(111)\n", "ax.plot(x,y)\n", "\n", "toggle_selector.ES = EllipseSelector(ax, onselect)\n", "connect('key_press_event', toggle_selector)\n", "show()" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[-958 -866]\n" ] }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "7a8a94eab42d4b4491cdce8a93d12cd6", "version_major": 2, "version_minor": 0 }, "image/png": 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", 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2.93877551 3. ]\n", " [0. 0.06122449 0.12244898 ... 2.87755102 2.93877551 3. ]\n", " [0. 0.06122449 0.12244898 ... 2.87755102 2.93877551 3. ]\n", " ...\n", " [0. 0.06122449 0.12244898 ... 2.87755102 2.93877551 3. ]\n", " [0. 0.06122449 0.12244898 ... 2.87755102 2.93877551 3. ]\n", " [0. 0.06122449 0.12244898 ... 2.87755102 2.93877551 3. ]] [[0. 0. 0. ... 0. 0. 0. ]\n", " [0.10204082 0.10204082 0.10204082 ... 0.10204082 0.10204082 0.10204082]\n", " [0.20408163 0.20408163 0.20408163 ... 0.20408163 0.20408163 0.20408163]\n", " ...\n", " [4.79591837 4.79591837 4.79591837 ... 4.79591837 4.79591837 4.79591837]\n", " [4.89795918 4.89795918 4.89795918 ... 4.89795918 4.89795918 4.89795918]\n", " [5. 5. 5. ... 5. 5. 5. ]]\n" ] } ], "source": [ "x0 = int(selector.line_verts[3,0])\n", "x1 = int(selector.line_verts[0,0])\n", "y0 = int(selector.line_verts[3,1])\n", "y1 = int(selector.line_verts[0,1])\n", "self = selector\n", "m = -(self.line_verts[0, 1]-self.line_verts[3, 1])/(self.line_verts[0, 0]-self.line_verts[3, 0])\n", "c = 1/np.sqrt(1+m**2)\n", "s = c*m\n", "\n", "nx, ny = (3, 5)\n", "\n", "x = np.linspace(0, nx)\n", "\n", "y = np.linspace(0, ny)\n", "\n", "xv, yv = np.meshgrid(x, y)\n", "print(xv, yv)\n", "\n", "#scipy.ndimage.map_coordinates(diff_pattern.T, xv.flatten(), yv.flatten())\n" ] }, { "cell_type": "code", "execution_count": 125, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 125, "metadata": {}, "output_type": "execute_result" }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "67a87a45f2084712b72e5798ba17d4c2", "version_major": 2, "version_minor": 0 }, "image/png": 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", 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"metadata": {}, "outputs": [], "source": [ "inds = np.array([[0.5, 2], [0.5, 4]])" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": 32, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[-958 -866]\n" ] }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "8d67875468c043bb9eeb52bf02ff76c2", "version_major": 2, "version_minor": 0 }, "image/png": 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"text/html": [ "\n", "
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\n", " Figure\n", "
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\n", " " ], "text/plain": [ "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from matplotlib.widgets import EllipseSelector\n", " \n", "print(np.array(center)-2048)\n", "center = np.array(center)\n", "\n", "plt.figure(figsize=(8, 6))\n", "plt.imshow(np.log(3.+diff_pattern).T, origin = 'upper')\n", "selector = EllipseSelector(plt.gca(), None,interactive=True ) # gca get current axis (plot)\n", "\n", "# selector.to_draw.set_visible(True)\n", "radius = 559 \n", "center = np.array(center)\n", "\n", "selector.extents = (center[0]-radius,center[0]+radius,center[1]-radius,center[1]+radius)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Get center coordinates from selection" ] }, { "cell_type": "code", "execution_count": 36, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "radius = 559 pixels\n", "new center = (1054.5367965367968, 1093.3419913419912) [pixels]\n" ] } ], "source": [ "xmin, xmax, ymin, ymax = selector.extents\n", "x_center, y_center = selector.center\n", "x_shift = x_center - diff_pattern.shape[0]/2\n", "y_shift = y_center - diff_pattern.shape[1]/2\n", "print(f'radius = {(xmax-xmin)/2:.0f} pixels')\n", "\n", "center = (x_center, y_center )\n", "print(f'new center = {center} [pixels]')\n", "\n", "\n", "out_tags ={}\n", "out_tags['center'] = center" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Ploting Diffraction Pattern in Polar Coordinates\\n\",\n", "\n", "### The Transformation Routine" ] }, { "cell_type": "code", "execution_count": 37, "metadata": {}, "outputs": [], "source": [ "from scipy.interpolate import interp1d\n", "from scipy.ndimage import map_coordinates\n", "\n", "\n", "def cartesian2polar(x, y, grid, r, t, order=3):\n", "\n", " R,T = np.meshgrid(r, t)\n", "\n", " new_x = R*np.cos(T)\n", " new_y = R*np.sin(T)\n", "\n", " ix = interp1d(x, np.arange(len(x)))\n", " iy = interp1d(y, np.arange(len(y)))\n", "\n", " new_ix = ix(new_x.ravel())\n", " new_iy = iy(new_y.ravel())\n", "\n", " \n", " return map_coordinates(grid, np.array([new_ix, new_iy]),\n", " order=order).reshape(new_x.shape)\n", "\n", "def warp(diff,center):\n", " # Define original polar grid\n", " nx = diff.shape[0]\n", " ny = diff.shape[1]\n", "\n", " x = np.linspace(1, nx, nx, endpoint = True)-center[0]\n", " y = np.linspace(1, ny, ny, endpoint = True)-center[1]\n", " z = diff\n", "\n", " # Define new polar grid\n", " nr = int(min([center[0], center[1], diff.shape[0]-center[0], diff.shape[1]-center[1]])-1)\n", " print(nr)\n", " nt = 360*3\n", "\n", "\n", " r = np.linspace(1, nr, nr)\n", " t = np.linspace(0., np.pi, nt, endpoint = False)\n", " return cartesian2polar(x,y, z, r, t, order=3).T" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Now we transform\n", "\n", "If the center is correct a ring in carthesian coordinates is a line in polar coordinates\n", "\n", "A simple sum over all angles gives us then the diffraction profile (intensity profile of diffraction pattern)\n" ] }, { "cell_type": "code", "execution_count": 38, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "953\n" ] }, { "data": { "text/plain": [ "[]" ] }, "execution_count": 38, "metadata": {}, "output_type": "execute_result" }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "1195a05452d14b06a35e23b1b02ce7df", "version_major": 2, "version_minor": 0 }, "image/png": 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", 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ft.get_slope(main_dataset.dim_0.values)\n", "\n", "plt.figure()\n", "plt.imshow(np.log2(1+polar_projection),extent=(0,360,polar_projection.shape[0]*scale,scale),cmap=\"gray\", vmin=np.max(np.log2(1+diff_pattern))*0.5)\n", "ax = plt.gca()\n", "ax.set_aspect(\"auto\");\n", "plt.xlabel('angle [degree]');\n", "plt.ylabel('distance [1/nm]')\n", "\n", "plt.plot(profile/profile.max()*200,np.linspace(1,len(profile),len(profile))*scale,c='r');\n", "#plt.plot(profile_0/profile_0.max()*200,np.linspace(1,len(profile),len(profile))*scale,c='orange');\n", "#plt.plot(profile_360/profile_360.max()*200,np.linspace(1,len(profile),len(profile))*scale,c='orange');\n", "#plt.plot(profile_180/profile_180.max()*200,np.linspace(1,len(profile),len(profile))*scale,c='b');\n", "plt.plot(profile_90/profile_90.max()*200,np.linspace(1,len(profile),len(profile))*scale,c='orange');\n", "plt.plot(profile_270/profile_270.max()*200,np.linspace(1,len(profile),len(profile))*scale,c='b');\n", "\n", "\n", "plt.plot([0,360],[3.8,3.8])\n", "plt.plot([0,360],[6.3,6.3])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Determine Bragg Peaks\n", "\n", "Peak finding is actually not as simple as it looks" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "code", "execution_count": 39, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "[ 0.21624743 0.68690359 1.17028019 1.46285024 2.56952825 4.52847552\n", " 5.15177693 7.35241251 8.59901532 11.37207056]\n" ] }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "71924be889b2414c9035600a1d569084", "version_major": 2, "version_minor": 0 }, "image/png": 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", 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\n", " " ], "text/plain": [ "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "import scipy as sp\n", "import scipy.signal as signal\n", "\n", "scale = ft.get_slope(main_dataset.dim_0.values)*4.28/3.75901247*1.005\n", "# find_Bragg peaks in profile\n", "peaks, g= signal.find_peaks(profile,rel_height =0.7, width=7) # np.std(second_deriv)*9)\n", "\n", "print(peaks*scale)\n", "\n", "out_tags['ring_radii_px'] = peaks\n", "\n", "\n", "plt.figure()\n", "\n", "plt.imshow(np.log2(1.+polar_projection),extent=(0,360,polar_projection.shape[0]*scale,scale),cmap='gray', vmin=np.max(np.log2(1+diff_pattern))*0.5)\n", "\n", "ax = plt.gca()\n", "ax.set_aspect(\"auto\");\n", "plt.xlabel('angle [degree]');\n", "plt.ylabel('distance [1/nm]')\n", "\n", "plt.plot(profile/profile.max()*200,np.linspace(1,len(profile),len(profile))*scale,c='r');\n", "\n", "for i in peaks:\n", " if i*scale > 3.5:\n", " plt.plot((0,360),(i*scale,i*scale), linestyle='--', c = 'steelblue')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Calculate Ring Pattern\n", "\n", "see [Structure Factors notebook ](CH2_04-Structure_Factors.ipynb) for details." ] }, { "cell_type": "code", "execution_count": 40, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " Of the evaluated 3375 Miller indices 855 are allowed. \n", " Of the 854 allowed Bragg reflections there are 39 families of reflections.\n", "\n", " index \t hkl \t 1/d [1/Ang] d [pm] F multip. intensity\n", " 0\t {1 1 1} \t 0.42 \t 235 \t 27.00 \t 8 \t 5832.86\n", " 8\t {0 0 2} \t 0.49 \t 204 \t 24.48 \t 6 \t 3596.79\n", " 14\t {0 2 2} \t 0.69 \t 144 \t 18.27 \t 12 \t 4004.58\n", " 26\t {1 1 3} \t 0.81 \t 123 \t 15.54 \t 8 \t 1930.91\n", " 34\t {1 3 1} \t 0.81 \t 123 \t 15.54 \t 16 \t 3861.82\n", " 50\t {2 2 2} \t 0.85 \t 118 \t 14.82 \t 8 \t 1756.96\n", " 58\t {0 0 4} \t 0.98 \t 102 \t 12.57 \t 6 \t 948.09\n", " 64\t {3 3 1} \t 1.07 \t 94 \t 11.33 \t 8 \t 1026.40\n", " 72\t {3 1 3} \t 1.07 \t 94 \t 11.33 \t 16 \t 2052.80\n", " 88\t {4 0 2} \t 1.10 \t 91 \t 10.97 \t 24 \t 2889.10\n", "112\t {2 2 4} \t 1.20 \t 83 \t 9.77 \t 24 \t 2291.50\n", "136\t {5 1 1} \t 1.27 \t 78 \t 9.05 \t 16 \t 1310.07\n", "152\t {3 3 3} \t 1.27 \t 78 \t 9.05 \t 16 \t 1310.07\n", "168\t {0 4 4} \t 1.39 \t 72 \t 8.08 \t 12 \t 783.51\n", "180\t {1 5 3} \t 1.45 \t 69 \t 7.60 \t 48 \t 2775.70\n", "228\t {4 4 2} \t 1.47 \t 68 \t 7.46 \t 30 \t 1669.40\n", "258\t {6 2 0} \t 1.55 \t 64 \t 6.94 \t 24 \t 1155.47\n", "282\t {3 3 5} \t 1.61 \t 62 \t 6.60 \t 24 \t 1045.13\n", "306\t {2 2 6} \t 1.63 \t 61 \t 6.49 \t 8 \t 337.38\n", "314\t {2 6 2} \t 1.63 \t 61 \t 6.49 \t 16 \t 674.76\n", "330\t {4 4 4} \t 1.70 \t 59 \t 6.11 \t 8 \t 298.61\n", "338\t {5 1 5} \t 1.75 \t 57 \t 5.85 \t 24 \t 822.23\n", "362\t {5 5 1} \t 1.75 \t 57 \t 5.85 \t 24 \t 822.23\n", "386\t {0 4 6} \t 1.77 \t 57 \t 5.77 \t 24 \t 799.86\n", "410\t {2 4 6} \t 1.83 \t 54 \t 5.48 \t 48 \t 1439.07\n", "458\t {3 5 5} \t 1.88 \t 53 \t 5.27 \t 72 \t 2002.47\n", "530\t {3 7 3} \t 2.01 \t 50 \t 4.81 \t 24 \t 554.73\n", "554\t {6 4 4} \t 2.02 \t 49 \t 4.76 \t 24 \t 542.78\n", "578\t {0 6 6} \t 2.08 \t 48 \t 4.56 \t 12 \t 249.42\n", "590\t {5 5 5} \t 2.12 \t 47 \t 4.42 \t 56 \t 1095.37\n", "646\t {6 6 2} \t 2.14 \t 47 \t 4.38 \t 8 \t 153.42\n", "654\t {6 2 6} \t 2.14 \t 47 \t 4.38 \t 16 \t 306.83\n", "670\t {5 7 3} \t 2.23 \t 45 \t 4.10 \t 48 \t 806.10\n", "718\t {4 6 6} \t 2.30 \t 43 \t 3.92 \t 24 \t 368.66\n", "742\t {7 5 5} \t 2.44 \t 41 \t 3.58 \t 48 \t 614.38\n", "790\t {7 7 3} \t 2.54 \t 39 \t 3.37 \t 24 \t 271.77\n", "814\t {6 6 6} \t 2.55 \t 39 \t 3.34 \t 8 \t 89.26\n", "822\t {7 7 5} \t 2.72 \t 37 \t 3.01 \t 24 \t 217.16\n" ] } ], "source": [ "# Initialize the dictionary with all the input\n", "atoms = ks.structure_by_name('gold')\n", "\n", "main_dataset.structures['Structure_000'] = atoms\n", "\n", "\n", "#Reciprocal Lattice \n", "# We use the linear algebra package of numpy to invert the unit_cell \\\"matrix\\\"\n", "reciprocal_unit_cell = atoms.cell.reciprocal() # transposed of inverted unit_cell\n", "\n", "#INPUT\n", "hkl_max = 7# maximum allowed Miller index\n", "\n", "acceleration_voltage = 200.0 *1000.0 #V\n", "wave_length = ks.get_wavelength(acceleration_voltage)\n", "\n", "\n", "\n", "h = np.linspace(-hkl_max,hkl_max,2*hkl_max+1) # all to be evaluated single Miller Index\n", "hkl = np.array(list(itertools.product(h,h,h) )) # all to be evaluated Miller indices\n", "g_hkl = np.dot(hkl,reciprocal_unit_cell) \n", "\n", "# Calculate Structure Factors\n", "\n", "structure_factors = []\n", "\n", "base = atoms.positions # in Carthesian coordinates\n", "for j in range(len(g_hkl)):\n", " F = 0\n", " for b in range(len(base)):\n", " f = ks.feq(atoms[b].symbol,np.linalg.norm(g_hkl[j])) # Atomic form factor for element and momentum change (g vector)\n", " F += f * np.exp(-2*np.pi*1j*(g_hkl[j]*base[b]).sum()) \n", " structure_factors.append(F)\n", "F = structure_factors = np.array(structure_factors)\n", "\n", "# Allowed reflections have a non zero structure factor F (with a bit of numerical error)\n", "allowed = np.absolute(structure_factors) > 0.001\n", "\n", "distances = np.linalg.norm(g_hkl, axis = 1)\n", "\n", "print(f' Of the evaluated {hkl.shape[0]} Miller indices {allowed.sum()} are allowed. ')\n", "# We select now all the \n", "zero = distances == 0.\n", "allowed = np.logical_and(allowed,np.logical_not(zero))\n", "\n", "F = F[allowed]\n", "g_hkl = g_hkl[allowed]\n", "hkl = hkl[allowed]\n", "distances = distances[allowed]\n", "\n", "sorted_allowed = np.argsort(distances)\n", "\n", "distances = distances[sorted_allowed]\n", "hkl = hkl[sorted_allowed]\n", "F = F[sorted_allowed]\n", "\n", "# How many have unique distances and what is their muliplicity\n", "\n", "unique, indices = np.unique(distances, return_index=True)\n", "\n", "print(f' Of the {allowed.sum()} allowed Bragg reflections there are {len(unique)} families of reflections.')\n", "\n", "intensity = np.absolute(F[indices]**2*(np.roll(indices,-1)-indices))\n", "print('\\n index \\t hkl \\t 1/d [1/Ang] d [pm] F multip. intensity' )\n", "family = []\n", "\n", "reflection = 0\n", "for j in range(len(unique)-1):\n", " i = indices[j] \n", " i2 = indices[j+1] \n", " family.append(hkl[i+np.argmax(hkl[i:i2].sum(axis=1))])\n", " index = '{'+f'{family[j][0]:.0f} {family[j][1]:.0f} {family[j][2]:.0f}'+'}'\n", " print(f'{i:3g}\\t {index} \\t {distances[i]:.2f} \\t {1/distances[i]*100:.0f} \\t {np.absolute(F[i]):4.2f} \\t {indices[j+1]-indices[j]:3g} \\t {intensity[j]:.2f}') \n", " #out_tags['reflections'+str(reflection)]={}\n", " out_tags['reflections-'+str(reflection)+'-index'] = index\n", " out_tags['reflections-'+str(reflection)+'-recip_distances'] = distances[i]\n", " out_tags['reflections-'+str(reflection)+'-structure_factor'] = np.absolute(F[i])\n", " out_tags['reflections-'+str(reflection)+'-multiplicity'] = indices[j+1]-indices[j]\n", " out_tags['reflections-'+str(reflection)+'-intensity'] = intensity[j]\n", " reflection +=1" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can have a look what we saved in the file" ] }, { "cell_type": "code", "execution_count": 41, "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/plain": [ "{'experiment': {'exposure_time': 0.5,\n", " 'microscope': 'Libra 200 MC',\n", " 'acceleration_voltage': 199990.28125},\n", " 'SAED': {'center': array([1054.53679654, 1093.34199134]),\n", " 'polar_projection': array([[ 111, 111, 111, ..., 150, 150, 150],\n", " [ 99, 99, 98, ..., 100, 100, 100],\n", " [ 113, 113, 112, ..., 118, 117, 117],\n", " ...,\n", " [1324, 1436, 1371, ..., 901, 872, 944],\n", " [1262, 1396, 1354, ..., 895, 880, 832],\n", " [1284, 1297, 1361, ..., 915, 922, 777]]),\n", " 'radial_average': array([ 148836, 93699, 129753, 140513, 130784, 122593,\n", " 124406, 130814, 123720, 136909, 122484, 122371,\n", " 126946, 129407, 129853, 127250, 126809, 132294,\n", " 129702, 125705, 126971, 123653, 120413, 126933,\n", " 128107, 128319, 127503, 124824, 125496, 130048,\n", " 130221, 131443, 127203, 134670, 130296, 130245,\n", " 127333, 130079, 126161, 129473, 125370, 125633,\n", " 129478, 127914, 130516, 125466, 129849, 128702,\n", " 130122, 126303, 130293, 131133, 128210, 130659,\n", " 132280, 131648, 129528, 130468, 130740, 127451,\n", " 127156, 129860, 125283, 129078, 130122, 132297,\n", " 127062, 129022, 128874, 125346, 128930, 132911,\n", " 130211, 131451, 129194, 126892, 130788, 128333,\n", " 128494, 125555, 129732, 130341, 128384, 129396,\n", " 128072, 126795, 128785, 127971, 132199, 128593,\n", " 131210, 131936, 134398, 129940, 129292, 129674,\n", " 129483, 130795, 129677, 126074, 130119, 129540,\n", " 130301, 129215, 128710, 128643, 127218, 129000,\n", " 131430, 129481, 131345, 131397, 130476, 131596,\n", " 131704, 132178, 127474, 129318, 131728, 130791,\n", " 130233, 128175, 129438, 128674, 130462, 131641,\n", " 129854, 134404, 130260, 128525, 127800, 130779,\n", " 130943, 130461, 130884, 131620, 133024, 131292,\n", " 131536, 133754, 129650, 131994, 133698, 134255,\n", " 133371, 131882, 134009, 133162, 136103, 135491,\n", " 137004, 134363, 135006, 134699, 135886, 133936,\n", " 135976, 135219, 138826, 140043, 141838, 141588,\n", " 141166, 141929, 143598, 143221, 142486, 145354,\n", " 147035, 145423, 148862, 150948, 154823, 156447,\n", " 158146, 160519, 162610, 168979, 173819, 182459,\n", " 192391, 207713, 231356, 276453, 348587, 473167,\n", " 682771, 1028173, 1580939, 2428895, 3631850, 5268806,\n", " 7478480, 9989837, 12193141, 14322888, 16581099, 18337784,\n", " 19325882, 19843714, 20110152, 20210750, 20216976, 20141863,\n", " 20007864, 19863257, 19705531, 19518682, 19325076, 19143719,\n", " 18977206, 18841691, 18685124, 18505014, 18351225, 18236622,\n", " 18115449, 17963948, 17812798, 17704171, 17580492, 17452893,\n", " 17305703, 17165844, 17064240, 16912286, 16778923, 16638920,\n", " 16526270, 16419981, 16287758, 16141729, 16014248, 15893959,\n", " 15778295, 15649434, 15511739, 15416931, 15329911, 15207932,\n", " 15067119, 14913803, 14809956, 14691725, 14570015, 14458580,\n", " 14355514, 14248493, 14128715, 14038433, 13952920, 13845841,\n", " 13745729, 13655682, 13557584, 13443175, 13336075, 13232258,\n", " 13152315, 13063128, 12972737, 12890658, 12814785, 12691991,\n", " 12603528, 12524974, 12454952, 12397200, 12304401, 12204739,\n", " 12120085, 12058887, 11970268, 11881655, 11813396, 11755659,\n", " 11655135, 11576108, 11500837, 11432660, 11368109, 11314437,\n", " 11260168, 11204182, 11165460, 11116228, 11062633, 10998704,\n", " 10933135, 10873178, 10836398, 10793843, 10743835, 10698922,\n", " 10658657, 10635407, 10593561, 10565971, 10517749, 10472820,\n", " 10451836, 10419777, 10384497, 10357935, 10329603, 10309833,\n", " 10299449, 10305832, 10299513, 10293107, 10278831, 10273828,\n", " 10275534, 10285767, 10305583, 10316656, 10349749, 10378363,\n", " 10421072, 10444904, 10480940, 10542802, 10596994, 10667971,\n", " 10747060, 10858815, 10963919, 11085579, 11226953, 11375330,\n", " 11532723, 11723970, 11961701, 12219608, 12496173, 12827501,\n", " 13191230, 13604791, 14046318, 14547532, 15103225, 15729216,\n", " 16399333, 17117819, 17896079, 18715293, 19528184, 20352554,\n", " 21193357, 22030784, 22852124, 23610235, 24271166, 24813957,\n", " 25200521, 25454047, 25524487, 25414625, 25099704, 24591569,\n", " 23997176, 23339573, 22581911, 21764201, 20940008, 20099867,\n", " 19264938, 18448685, 17708213, 16999882, 16336421, 15737983,\n", " 15207286, 14746010, 14309244, 13924400, 13593208, 13299168,\n", " 13052215, 12847873, 12658994, 12480048, 12342003, 12232309,\n", " 12127737, 12052540, 11996346, 11948709, 11918711, 11915864,\n", " 11931377, 11944285, 11976667, 12030604, 12066590, 12137411,\n", " 12209697, 12264938, 12331101, 12388284, 12463173, 12521361,\n", " 12563833, 12624516, 12649328, 12656002, 12616294, 12577549,\n", " 12505009, 12420026, 12292861, 12122982, 11945034, 11714699,\n", " 11484374, 11238565, 10969573, 10682606, 10404871, 10123549,\n", " 9848824, 9572080, 9305427, 9060430, 8832035, 8611888,\n", " 8404602, 8199889, 8015294, 7836777, 7670341, 7506809,\n", " 7357160, 7221108, 7091989, 6969976, 6856641, 6743190,\n", " 6631924, 6525859, 6442756, 6351056, 6265557, 6179077,\n", " 6101606, 6040513, 5978314, 5899082, 5831836, 5768172,\n", " 5709359, 5662070, 5601081, 5538635, 5487873, 5432811,\n", " 5375282, 5340270, 5300145, 5247612, 5197322, 5152006,\n", " 5110636, 5073711, 5032732, 4997952, 4961998, 4924893,\n", " 4883250, 4833217, 4803370, 4777437, 4756838, 4726871,\n", " 4687867, 4657346, 4622504, 4602088, 4584254, 4545255,\n", " 4513341, 4483283, 4462494, 4449413, 4422413, 4391789,\n", " 4372245, 4348814, 4322876, 4296276, 4269580, 4242045,\n", " 4221903, 4203451, 4178293, 4160355, 4146645, 4126679,\n", " 4106602, 4088161, 4070126, 4053066, 4042538, 4025165,\n", " 4006372, 3986450, 3967480, 3958055, 3943593, 3937931,\n", " 3925083, 3901406, 3886987, 3883765, 3870621, 3852119,\n", " 3834008, 3829746, 3830284, 3829036, 3817503, 3802664,\n", " 3795163, 3785974, 3781680, 3776238, 3771565, 3760447,\n", " 3748967, 3748748, 3747786, 3736273, 3740437, 3741262,\n", " 3735026, 3741970, 3746215, 3752626, 3756563, 3756057,\n", " 3763171, 3771579, 3785959, 3792395, 3798819, 3811080,\n", " 3832088, 3853447, 3875269, 3901433, 3928435, 3961311,\n", " 3994542, 4026750, 4072801, 4124711, 4174146, 4215704,\n", " 4272546, 4338839, 4410011, 4489824, 4578343, 4673475,\n", " 4774091, 4874817, 4989310, 5107257, 5229290, 5345969,\n", " 5454130, 5560771, 5670467, 5773414, 5859455, 5936146,\n", " 5987744, 6019707, 6035756, 6033968, 5998380, 5941165,\n", " 5871105, 5790603, 5690670, 5583749, 5463228, 5344147,\n", " 5217798, 5091870, 4964315, 4855815, 4746604, 4631003,\n", " 4522883, 4423078, 4331524, 4248226, 4175123, 4105287,\n", " 4045020, 3980723, 3922268, 3883451, 3841591, 3800155,\n", " 3763336, 3734886, 3702249, 3672071, 3653752, 3629898,\n", " 3608991, 3591905, 3571108, 3555839, 3547575, 3541660,\n", " 3533978, 3528032, 3521190, 3518200, 3508448, 3502361,\n", " 3501208, 3496513, 3491183, 3495870, 3497191, 3494097,\n", " 3507473, 3514851, 3522068, 3525121, 3532452, 3552681,\n", " 3560463, 3571300, 3576494, 3598155, 3617751, 3631264,\n", " 3651309, 3673081, 3705602, 3736213, 3757061, 3784088,\n", " 3817812, 3849433, 3890334, 3938266, 3983948, 4038068,\n", " 4097735, 4156704, 4221996, 4304275, 4396699, 4480092,\n", " 4570066, 4676586, 4781156, 4896488, 5011820, 5136948,\n", " 5268043, 5381846, 5500309, 5610223, 5713814, 5805090,\n", " 5883873, 5960916, 6031151, 6069495, 6091916, 6091487,\n", " 6073735, 6048192, 5996681, 5919347, 5830642, 5740028,\n", " 5630869, 5524323, 5405760, 5299411, 5198698, 5102878,\n", " 5015570, 4930888, 4868876, 4804874, 4754488, 4711443,\n", " 4670528, 4639930, 4619934, 4596919, 4568146, 4541680,\n", " 4516007, 4488527, 4460812, 4423451, 4370928, 4322025,\n", " 4278637, 4226855, 4159514, 4088129, 4023257, 3955468,\n", " 3876833, 3801165, 3728269, 3659176, 3595420, 3537694,\n", " 3480947, 3422062, 3366398, 3314679, 3267382, 3217396,\n", " 3176215, 3137194, 3098684, 3063205, 3025651, 2987220,\n", " 2955828, 2926592, 2897768, 2868428, 2835188, 2807794,\n", " 2784332, 2755848, 2728101, 2704490, 2679288, 2652808,\n", " 2626003, 2603465, 2583675, 2560301, 2540956, 2516748,\n", " 2495568, 2468966, 2449040, 2430451, 2405977, 2386273,\n", " 2364952, 2344290, 2332560, 2313011, 2294228, 2276686,\n", " 2257885, 2240025, 2226637, 2208818, 2185082, 2168027,\n", " 2152372, 2138428, 2128028, 2108579, 2090280, 2077533,\n", " 2065035, 2053031, 2041526, 2028560, 2008635, 1993637,\n", " 1986978, 1977354, 1962802, 1950682, 1941218, 1929873,\n", " 1917571, 1911168, 1899924, 1892218, 1887048, 1879312,\n", " 1871710, 1870042, 1864954, 1853605, 1844724, 1843453,\n", " 1838313, 1836047, 1832173, 1826781, 1815544, 1808938,\n", " 1807743, 1809215, 1808388, 1804737, 1805042, 1802339,\n", " 1797692, 1803261, 1800126, 1792476, 1783954, 1779490,\n", " 1769526, 1758994, 1750687, 1742654, 1730868, 1720459,\n", " 1707189, 1695051, 1683829, 1672274, 1660398, 1645382,\n", " 1633752, 1621741, 1611077, 1603041, 1593776, 1586940,\n", " 1575997, 1562307, 1552670, 1544573, 1538144, 1533934,\n", 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41, "metadata": {}, "output_type": "execute_result" } ], "source": [ "main_dataset.metadata['SAED'] = out_tags\n", "main_dataset.metadata" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Comparison\n", "Comparison between experimental profile and kinematic theory\n", "\n", "The grain size will have an influence on the width of the diffraction rings\"" ] }, { "cell_type": "code", "execution_count": 45, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "<>:40: SyntaxWarning: invalid escape sequence '\\A'\n", "<>:40: SyntaxWarning: invalid escape sequence '\\A'\n", "C:\\Users\\gduscher\\AppData\\Local\\Temp\\ipykernel_25848\\3589635777.py:40: SyntaxWarning: invalid escape sequence '\\A'\n", " plt.xlabel('angle (1/$\\AA$)')\n", "C:\\Users\\gduscher\\AppData\\Local\\Temp\\ipykernel_25848\\3589635777.py:13: DeprecationWarning: Importing gaussian from 'scipy.signal' is deprecated and will raise an error in SciPy 1.13.0. Please use 'scipy.signal.windows.gaussian' or the convenience function 'scipy.signal.get_window' instead.\n", " gauss = signal.gaussian(len(profile), std=width)\n" ] }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "3f59c70c9dba4bc88c90422f41527dff", "version_major": 2, "version_minor": 0 }, "image/png": 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", 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Figures created through the pyplot interface (`matplotlib.pyplot.figure`) are retained until explicitly closed and may consume too much memory. (To control this warning, see the rcParam `figure.max_open_warning`). Consider using `matplotlib.pyplot.close()`.\n", " fig = plt.figure(figsize=(9, 6))\n" ] }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "e44cda252c18486fa9f33d59a2136887", "version_major": 2, "version_minor": 0 }, "image/png": 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", "text/html": [ "\n", "
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\n", " Figure\n", "
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\n", " " ], "text/plain": [ "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from matplotlib import patches\n", "fig = plt.figure(figsize=(9, 6)) \n", "\n", "extent= np.array([-center[0], diff_pattern.shape[0]-center[0],-diff_pattern.shape[1]+center[1], center[1]])*scale*1.005\n", "\n", "plt.imshow(np.log2(1+diff_pattern).T,cmap='gray', extent=(extent*1.0), vmin=np.max(np.log2(1+diff_pattern))*0.5)\n", "plt.xlabel(r'reciprocal distance [nm$^{-1}$]')\n", "ax = fig.gca()\n", "#ax.add_artist(circle1);\n", "plt.plot(np.linspace(1,len(profile),len(profile))*scale,profile/profile.max(), color='y');\n", "plt.plot((0,len(profile)*scale),(0,0),c='r')\n", "\n", "for j in range(len(unique)-1):\n", " i = indices[j] \n", " if distances[i] < len(profile)*scale:\n", " plt.plot([distances[i],distances[i]], [0, intensity2[j]/20],c='r')\n", " arc = patches.Arc((0,0), distances[i]*2, distances[i]*2, angle=90.0, theta1=0.0, theta2=270.0, color='r', fill= False, alpha = 0.5)#, **kwargs)\n", " ax.add_artist(arc);\n", "plt.scatter(0,0);\n", "\n", "for i in range(6):\n", " index = '{'+f'{family[i][0]:.0f} {family[i][1]:.0f} {family[i][2]:.0f}'+'}' # pretty index string\n", " plt.text(unique[i],-0.05, index, horizontalalignment='center',\n", " verticalalignment='top', rotation = 'vertical', fontsize=8, color = 'white')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Quiz\n", "\n", "What would the figure caption for above figure be?" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### What does the above figure convey?\n", "* center is determined accurately\n", "* relative distances are accurately described\n", "* scaling accurately for reference crystal - calibration?" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### What is the accuracy?\n", "\n", "Change the scale by 1% and see what happens\n", "\n", "So we can determine the lattce parameter better than 1% if we use high scattering angles!" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Logging the results" ] }, { "cell_type": "code", "execution_count": 36, "metadata": { "scrolled": true }, "outputs": [ { "data": { "text/plain": [ "{'experiment': {'exposure_time': 0.5,\n", " 'microscope': 'Libra 200 MC',\n", " 'acceleration_voltage': 199990.28125},\n", " 'filename': '../example_data\\\\GOLD-NP-DIFF.dm3',\n", " 'SAED': {'center': array([1050.1038961 , 1093.34199134]),\n", " 'polar_projection': array([[ 128, 128, 128, ..., 83, 83, 83],\n", " [ 102, 102, 103, ..., 126, 126, 126],\n", " [ 119, 119, 119, ..., 112, 112, 113],\n", " ...,\n", " [1490, 1456, 1480, ..., 911, 907, 806],\n", " [1532, 1330, 1440, ..., 971, 876, 920],\n", " [1546, 1322, 1449, ..., 1055, 932, 940]]),\n", " 'radial_average': array([ 113917, 138535, 131136, 140874, 130527, 125258,\n", " 124188, 107832, 124909, 129758, 123649, 132531,\n", " 130458, 129159, 133556, 127874, 124721, 125452,\n", " 124656, 124820, 129456, 127493, 129923, 123645,\n", " 124923, 128064, 122533, 127398, 125151, 129337,\n", " 132058, 130053, 129350, 131130, 130964, 133927,\n", " 130435, 129989, 130159, 128313, 126845, 125979,\n", " 129485, 128536, 127675, 127042, 125678, 125638,\n", " 126532, 127697, 131957, 134705, 131328, 129462,\n", " 131002, 126842, 130889, 130150, 127638, 126337,\n", " 127288, 132128, 129738, 131041, 128685, 126849,\n", " 128304, 126038, 129151, 135885, 128439, 126645,\n", " 129765, 129524, 128958, 129755, 127193, 128735,\n", " 129388, 125924, 130440, 128063, 127601, 127980,\n", " 128217, 127315, 129050, 129238, 131687, 132710,\n", " 130660, 131680, 131223, 130017, 128706, 130652,\n", " 132960, 126002, 128225, 130161, 131781, 131852,\n", " 128497, 128885, 129510, 128497, 131491, 130726,\n", " 128289, 126527, 130819, 130084, 130287, 128925,\n", " 131085, 129440, 130237, 133374, 131424, 131482,\n", " 130147, 131397, 131092, 129077, 128293, 130322,\n", " 127797, 129214, 131300, 130100, 130137, 133443,\n", " 132074, 128605, 129098, 131110, 130063, 131887,\n", " 133161, 133099, 133888, 132151, 134541, 132247,\n", " 134386, 134232, 136458, 135108, 133843, 134733,\n", " 131723, 137989, 133253, 135306, 134854, 136871,\n", " 136386, 138390, 138521, 141204, 139794, 139911,\n", " 142055, 146112, 143255, 144021, 146727, 150404,\n", " 150335, 150131, 152624, 155887, 157625, 163678,\n", " 166860, 173964, 185240, 199369, 224434, 267003,\n", " 336618, 458525, 649856, 953199, 1401122, 2014608,\n", " 2768380, 3665263, 4726294, 5910515, 7153489, 8372856,\n", " 9506817, 10467947, 11328794, 12286432, 13298524, 14336402,\n", " 15475904, 16811094, 18037581, 18846535, 19312128, 19567083,\n", " 19652311, 19626427, 19540490, 19459562, 19315759, 19159122,\n", " 18999891, 18864496, 18697000, 18530538, 18353311, 18198252,\n", " 18057327, 17935852, 17794315, 17653301, 17521141, 17411450,\n", " 17273093, 17143253, 17036377, 16916324, 16770591, 16651723,\n", " 16536898, 16390227, 16237761, 16110543, 15994693, 15888998,\n", " 15788700, 15676427, 15542619, 15395890, 15273603, 15157109,\n", " 15022711, 14898780, 14787409, 14668898, 14548739, 14435068,\n", " 14351582, 14258226, 14166938, 14061999, 13950563, 13844390,\n", " 13751750, 13644857, 13552329, 13454850, 13346370, 13254481,\n", " 13166429, 13064978, 12964587, 12902192, 12821676, 12724030,\n", " 12624860, 12531399, 12457983, 12381355, 12291984, 12211704,\n", " 12129305, 12070667, 11966800, 11872676, 11795939, 11729950,\n", " 11671806, 11608984, 11538793, 11465951, 11403923, 11346151,\n", " 11293723, 11235003, 11183952, 11121111, 11072923, 11016993,\n", " 10956099, 10899682, 10856222, 10817033, 10774570, 10750228,\n", " 10701601, 10639481, 10617926, 10590718, 10562224, 10528706,\n", " 10483224, 10438541, 10430016, 10413098, 10377845, 10357378,\n", " 10355458, 10356144, 10356516, 10368733, 10370592, 10373434,\n", " 10388756, 10408232, 10421442, 10428509, 10448801, 10467089,\n", " 10509177, 10559202, 10627602, 10712766, 10796159, 10861440,\n", " 10958296, 11059980, 11204568, 11362333, 11537494, 11730596,\n", " 11933442, 12161905, 12450503, 12756711, 13098227, 13462574,\n", " 13848264, 14271980, 14767191, 15276596, 15802405, 16350481,\n", " 16938284, 17562252, 18207730, 18876454, 19552689, 20295008,\n", " 21047122, 21755491, 22374519, 22950121, 23418792, 23788072,\n", " 24057967, 24126977, 24054840, 23835083, 23521813, 23133427,\n", " 22680519, 22163411, 21557529, 20948239, 20335410, 19683677,\n", " 19060500, 18443345, 17839307, 17237712, 16650306, 16117023,\n", " 15634312, 15165460, 14723228, 14325350, 13972334, 13651725,\n", " 13363242, 13145923, 12933520, 12744031, 12576431, 12456610,\n", " 12350054, 12256689, 12187491, 12130339, 12094540, 12065131,\n", " 12044552, 12050563, 12055025, 12054987, 12076934, 12096889,\n", " 12121531, 12148363, 12183945, 12222940, 12255191, 12301251,\n", " 12339300, 12370744, 12395274, 12380501, 12352621, 12311646,\n", " 12270375, 12186735, 12073818, 11952618, 11796624, 11622767,\n", " 11412716, 11193449, 10946377, 10665791, 10392323, 10129214,\n", " 9874146, 9594522, 9347026, 9109403, 8894990, 8676998,\n", " 8459813, 8254699, 8071230, 7904326, 7740562, 7570680,\n", " 7422909, 7279992, 7141855, 7020343, 6911792, 6796500,\n", " 6688399, 6583116, 6468507, 6371623, 6289589, 6208419,\n", " 6130542, 6061406, 5995775, 5918798, 5847963, 5783516,\n", " 5724705, 5665726, 5604506, 5555806, 5502192, 5447134,\n", " 5395835, 5342838, 5293794, 5247316, 5209035, 5174323,\n", " 5127928, 5084875, 5035165, 4995870, 4962683, 4924655,\n", " 4889373, 4866649, 4826996, 4793715, 4758923, 4730403,\n", " 4691405, 4665580, 4641704, 4609181, 4578677, 4551551,\n", " 4520166, 4495444, 4476563, 4449558, 4424235, 4397018,\n", " 4365163, 4338361, 4315609, 4296526, 4274528, 4255384,\n", " 4236123, 4214520, 4196142, 4172940, 4146701, 4127052,\n", " 4117207, 4099094, 4082280, 4069214, 4044636, 4016949,\n", " 3997492, 3987469, 3968926, 3964132, 3950595, 3936264,\n", " 3930234, 3911039, 3896935, 3888191, 3878224, 3865339,\n", " 3852584, 3845745, 3835734, 3829355, 3815199, 3809993,\n", " 3805085, 3795858, 3793827, 3791449, 3781658, 3768671,\n", " 3768566, 3764416, 3761279, 3761764, 3766748, 3767484,\n", " 3763124, 3760334, 3765081, 3774261, 3776979, 3776850,\n", " 3778107, 3785201, 3797889, 3809828, 3826069, 3843028,\n", " 3859973, 3887793, 3916166, 3935286, 3972908, 4007815,\n", " 4036982, 4071954, 4116217, 4161910, 4205538, 4258063,\n", " 4314991, 4383924, 4446777, 4518991, 4595440, 4690227,\n", " 4785467, 4876683, 4977127, 5084024, 5188215, 5285449,\n", " 5380955, 5480310, 5564915, 5646089, 5723904, 5786371,\n", " 5838531, 5870776, 5885349, 5883349, 5866654, 5838356,\n", " 5784534, 5715828, 5637109, 5548028, 5443853, 5334825,\n", " 5222278, 5116113, 5003738, 4893054, 4776403, 4672786,\n", " 4578563, 4477634, 4385604, 4293256, 4212644, 4143740,\n", " 4083003, 4017538, 3963545, 3921139, 3869664, 3821988,\n", " 3785862, 3749786, 3724554, 3693965, 3667585, 3648091,\n", " 3628912, 3614183, 3598570, 3588252, 3573864, 3554374,\n", " 3546471, 3536943, 3527562, 3527916, 3523069, 3511355,\n", " 3508733, 3505141, 3503287, 3507271, 3519116, 3520360,\n", " 3523889, 3529117, 3535497, 3548303, 3558836, 3569412,\n", " 3580472, 3590390, 3598786, 3619070, 3648456, 3661422,\n", " 3676996, 3701644, 3722291, 3751843, 3789563, 3824273,\n", " 3864966, 3906220, 3949910, 3991670, 4037497, 4082591,\n", " 4141436, 4208422, 4284456, 4362981, 4441335, 4525794,\n", " 4622637, 4728945, 4828241, 4923600, 5020349, 5114575,\n", " 5209590, 5312976, 5408342, 5500787, 5597229, 5692160,\n", " 5762967, 5829846, 5889081, 5920529, 5946354, 5952919,\n", " 5942679, 5921014, 5886784, 5831993, 5763512, 5685944,\n", " 5601743, 5514880, 5418199, 5333090, 5237572, 5142386,\n", " 5059544, 4989269, 4919755, 4856075, 4805815, 4755107,\n", " 4702227, 4664552, 4634263, 4600032, 4574774, 4549626,\n", " 4516483, 4476731, 4436713, 4393249, 4345698, 4294435,\n", " 4238865, 4172336, 4106290, 4043398, 3981231, 3918913,\n", " 3847963, 3784675, 3720440, 3659650, 3603020, 3550373,\n", " 3494810, 3433253, 3376333, 3323218, 3275411, 3237301,\n", " 3193063, 3153637, 3113457, 3077797, 3037653, 3004393,\n", " 2969601, 2933937, 2907164, 2875716, 2844991, 2816365,\n", " 2788260, 2762132, 2735955, 2710229, 2683487, 2657871,\n", " 2632383, 2608648, 2585188, 2558852, 2541322, 2518423,\n", " 2494130, 2471581, 2450985, 2430956, 2407371, 2386202,\n", " 2369540, 2350689, 2329256, 2311288, 2296935, 2278077,\n", " 2260678, 2244313, 2225290, 2206215, 2196297, 2177539,\n", " 2153726, 2137747, 2126674, 2110214, 2097310, 2085650,\n", " 2070928, 2057192, 2040913, 2027600, 2013627, 1995513,\n", " 1987805, 1979892, 1965363, 1949007, 1942923, 1935182,\n", " 1925383, 1915101, 1904065, 1898390, 1895842, 1886088,\n", " 1875257, 1865311, 1861711, 1858726, 1853497, 1843833,\n", " 1834549, 1830164, 1825741, 1823330, 1821531, 1817439,\n", " 1811668, 1808190, 1807024, 1803174, 1802309, 1799664,\n", " 1796693, 1794808, 1794116, 1791540, 1783891, 1774006,\n", " 1762083, 1756412, 1752606, 1740174, 1728050, 1717563,\n", " 1704482, 1694902, 1680763, 1670177, 1658882, 1647181,\n", " 1640550, 1630512, 1620244, 1611154, 1598863, 1587672,\n", " 1578927, 1569715, 1564439, 1552691, 1545065, 1535574,\n", " 1527685, 1524351, 1518721, 1514009, 1513708, 1507393,\n", " 1504877, 1504411, 1499575, 1492475, 1488891, 1491886,\n", " 1493645, 1497210, 1498429, 1497727, 1499623, 1506621,\n", " 1513644, 1519276, 1523166, 1531474, 1539221, 1550356,\n", " 1560029, 1565344, 1574077, 1590827, 1605905, 1620625,\n", " 1641935, 1663004, 1682377, 1705689, 1729344, 1752751,\n", " 1774811, 1797771, 1819812, 1847260, 1874182, 1898951,\n", " 1926245, 1954136, 1976108, 1996723, 2015789, 2033945,\n", " 2051202, 2061411, 2069353, 2077311, 2084304, 2094206,\n", " 2097433, 2099232, 2100385, 2101515, 2099046, 2098528,\n", " 2098830, 2102682, 2101290, 2089808, 2077378, 2075202,\n", " 2074150, 2067241, 2054646, 2043767, 2022506, 2002426,\n", " 1982364, 1953978, 1920573, 1887717, 1852764, 1811689,\n", " 1775993, 1739504, 1698547, 1662085, 1623523, 1586164,\n", " 1553224, 1519748, 1489776, 1457950, 1428826, 1405716,\n", " 1381033, 1358207, 1338200, 1317031, 1297790, 1280064,\n", " 1265636, 1253515, 1238679, 1227611, 1219560, 1208467,\n", " 1198673, 1189185, 1184241, 1177339, 1168926, 1160560,\n", " 1155479, 1149835, 1146021, 1138701, 1131540]),\n", " 'analysis': 'Indexing_Diffraction_Rings',\n", " 'scale': 0.001206134390551597}}" ] }, "execution_count": 36, "metadata": {}, "output_type": "execute_result" } ], "source": [ "out_tags['analysis'] = 'Indexing_Diffraction_Rings'\n", "out_tags['scale'] = scale\n", "main_dataset.metadata" ] }, { "cell_type": "code", "execution_count": 27, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Cannot overwrite file. Using: Gold_SAED-1.hf5\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "C:\\Users\\gduscher\\Anaconda3\\lib\\site-packages\\pyNSID\\io\\hdf_io.py:111: UserWarning: main_data_name should not contain the \"-\" character. Reformatted name from:GOLD-NP-DIFF to GOLD_NP_DIFF\n", " warn('main_data_name should not contain the \"-\" character. Reformatted'\n", "C:\\Users\\gduscher\\Anaconda3\\lib\\site-packages\\pyNSID\\io\\hdf_utils.py:376: FutureWarning: validate_h5_dimension may be removed in a future version\n", " warn('validate_h5_dimension may be removed in a future version',\n" ] } ], "source": [ "h5_group = ft.save_dataset(datasets, filename='Gold_SAED.hf5')\n", "h5_group.file.close()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Conclusion\n", "\n", "We only need the scatterng factors to calculate the ring pattern.\n", "\n", "A comparison between simulation and experiment can be very precise.\n", "\n", "Normally one would do a fit of the most prominent peaks to establish the scale." ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "## Navigation\n", "- **Back: [Structure Factors](CH2_04-Structure_Factors.ipynb)** \n", "- **Next: [Scttering Geometry](CH2_06-Kinematic_Scattering_Geometry.ipynb)** \n", "- **Chapter 2: [Diffraction](CH2_00-Diffraction.ipynb)** \n", "- **List of Content: [Front](../_MSE672_Intro_TEM.ipynb)** " ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "## Appendix\n", "\n", "Opening the hdf5 file and plot the data again\n", "\n", "### Open hf5 file" ] }, { "cell_type": "code", "execution_count": 51, "metadata": { "scrolled": true }, "outputs": [ { "ename": "NameError", "evalue": "name 'current_filename' is not defined", "output_type": "error", "traceback": [ "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[1;31mNameError\u001b[0m Traceback (most recent call last)", "\u001b[1;32m~\\AppData\\Local\\Temp/ipykernel_40988/3060170363.py\u001b[0m in \u001b[0;36m\u001b[1;34m\u001b[0m\n\u001b[1;32m----> 1\u001b[1;33m \u001b[0mnew_dataset\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mft\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mopen_file\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mcurrent_filename\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m", "\u001b[1;31mNameError\u001b[0m: name 'current_filename' is not defined" ] } ], "source": [ "new_dataset = ft.open_file(current_filename)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### And Plot\n", "\n", "Because we saved all the results in all steps, it is straight forward to retrieve the publication quality plot again." ] }, { "cell_type": "code", "execution_count": 52, "metadata": {}, "outputs": [ { "ename": "NameError", "evalue": "name 'new_dataset' is not defined", "output_type": "error", "traceback": [ "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[1;31mNameError\u001b[0m Traceback (most recent call last)", "\u001b[1;32m~\\AppData\\Local\\Temp/ipykernel_40988/1639223971.py\u001b[0m in \u001b[0;36m\u001b[1;34m\u001b[0m\n\u001b[0;32m 2\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 3\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m----> 4\u001b[1;33m \u001b[0mdiff_pattern\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mnp\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0marray\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mnew_dataset\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m\u001b[0;32m 5\u001b[0m \u001b[0mdiff_pattern\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mdiff_pattern\u001b[0m\u001b[1;33m-\u001b[0m\u001b[0mdiff_pattern\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mmin\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 6\u001b[0m \u001b[0mcurrent_channel\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mnew_dataset\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mh5_dataset\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mparent\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mparent\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n", "\u001b[1;31mNameError\u001b[0m: name 'new_dataset' is not defined" ] } ], "source": [ "## Access the data of the loaded image\n", "\n", "\n", "diff_pattern = np.array(new_dataset)\n", "diff_pattern = diff_pattern-diff_pattern.min()\n", "current_channel = new_dataset.h5_dataset.parent.parent\n", "result_group = current_channel['Log_000']\n", "\n", "center = result_group['center'][()]\n", "scale = result_group['scale'][()]\n", "\n", "from matplotlib import patches\n", "fig = plt.figure(figsize=(9, 6)) \n", "ax = plt.gca()\n", "extent= np.array([-center[0], diff_pattern.shape[0]-center[0],-diff_pattern.shape[1]+center[1], center[1]])*scale\n", "\n", "plt.imshow(np.log2(1+diff_pattern).T, cmap=\"gray\", extent=(extent), vmin=np.max(np.log2(1+diff_pattern))*0.5)\n", "plt.xlabel(r'reciprocal distance [nm$^{-1}$]')\n", "\n", "profile = result_group['radial_average'][()]\n", "plt.plot(np.linspace(1,len(profile),len(profile))*scale,profile/profile.max()*10, color='y');#\n", "plt.plot((0,len(profile)*scale),(0,0),c='r')\n", "reflections = {}\n", "for key in result_group:\n", " if 'reflection' in key:\n", " keys = key.split('-')\n", " \n", " if keys[1] not in reflections:\n", " reflections[keys[1]]={}\n", " reflections[keys[1]][keys[2]] = result_group[key][()]\n", " #print( reflections[keys[1]][keys[2]] )\n", "for key in reflections:\n", " distance = reflections[key]['recip_distances']\n", " if distance < len(profile)*scale:\n", " \n", " plt.plot([distance,distance], [0, reflections[key]['intensity']/1000],c='r')\n", " arc = patches.Arc((0,0), distance*2, distance*2, angle=90.0, theta1=0.0, theta2=270.0, color='r', fill= False, alpha = 0.5)#, **kwargs)\n", " ax.add_artist(arc);\n", "plt.scatter(0,0);\n", "for i in range(7):\n", " index = reflections[str(i)]['index'] # pretty index string\n", " plt.text(unique[i],-0.5, index, horizontalalignment='center',\n", " verticalalignment='top', rotation = 'vertical', fontsize=8, color = 'white')" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "### 3D Plot of Miller Indices" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "application/javascript": [ "/* Put everything inside the global mpl namespace */\n", "/* global mpl */\n", "window.mpl = {};\n", "\n", "mpl.get_websocket_type = function () {\n", " if (typeof WebSocket !== 'undefined') {\n", " return WebSocket;\n", " } else if (typeof MozWebSocket !== 'undefined') {\n", " return MozWebSocket;\n", " } else {\n", " alert(\n", " 'Your browser does not have WebSocket support. ' +\n", " 'Please try Chrome, Safari or Firefox ≥ 6. ' +\n", " 'Firefox 4 and 5 are also supported but you ' +\n", " 'have to enable WebSockets in about:config.'\n", " );\n", " }\n", "};\n", "\n", "mpl.figure = function (figure_id, websocket, ondownload, parent_element) {\n", " this.id = figure_id;\n", "\n", " this.ws = websocket;\n", "\n", " this.supports_binary = this.ws.binaryType !== undefined;\n", "\n", " if (!this.supports_binary) {\n", " var warnings = document.getElementById('mpl-warnings');\n", " if (warnings) {\n", " warnings.style.display = 'block';\n", " warnings.textContent =\n", " 'This browser does not support binary websocket messages. ' +\n", " 'Performance may be slow.';\n", " }\n", " }\n", "\n", " this.imageObj = new Image();\n", "\n", " this.context = undefined;\n", " this.message = undefined;\n", " this.canvas = undefined;\n", " this.rubberband_canvas = undefined;\n", " this.rubberband_context = undefined;\n", " this.format_dropdown = undefined;\n", "\n", " this.image_mode = 'full';\n", "\n", " this.root = document.createElement('div');\n", " this.root.setAttribute('style', 'display: inline-block');\n", " this._root_extra_style(this.root);\n", "\n", " parent_element.appendChild(this.root);\n", "\n", " this._init_header(this);\n", " this._init_canvas(this);\n", " this._init_toolbar(this);\n", "\n", " var fig = this;\n", "\n", " this.waiting = false;\n", "\n", " this.ws.onopen = function () {\n", " fig.send_message('supports_binary', { value: fig.supports_binary });\n", " fig.send_message('send_image_mode', {});\n", " if (fig.ratio !== 1) {\n", " fig.send_message('set_dpi_ratio', { dpi_ratio: fig.ratio });\n", " }\n", " fig.send_message('refresh', {});\n", " };\n", "\n", " this.imageObj.onload = function () {\n", " if (fig.image_mode === 'full') {\n", " // Full images could contain transparency (where diff images\n", " // almost always do), so we need to clear the canvas so that\n", " // there is no ghosting.\n", " fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n", " }\n", " fig.context.drawImage(fig.imageObj, 0, 0);\n", " };\n", "\n", " this.imageObj.onunload = function () {\n", " fig.ws.close();\n", " };\n", "\n", " this.ws.onmessage = this._make_on_message_function(this);\n", "\n", " this.ondownload = ondownload;\n", "};\n", "\n", "mpl.figure.prototype._init_header = function () {\n", " var titlebar = document.createElement('div');\n", " titlebar.classList =\n", " 'ui-dialog-titlebar ui-widget-header ui-corner-all ui-helper-clearfix';\n", " var titletext = document.createElement('div');\n", " titletext.classList = 'ui-dialog-title';\n", " titletext.setAttribute(\n", " 'style',\n", " 'width: 100%; text-align: center; padding: 3px;'\n", " );\n", " titlebar.appendChild(titletext);\n", " this.root.appendChild(titlebar);\n", " this.header = titletext;\n", "};\n", "\n", "mpl.figure.prototype._canvas_extra_style = function (_canvas_div) {};\n", "\n", "mpl.figure.prototype._root_extra_style = function (_canvas_div) {};\n", "\n", "mpl.figure.prototype._init_canvas = function () {\n", " var fig = this;\n", "\n", " var canvas_div = (this.canvas_div = document.createElement('div'));\n", " canvas_div.setAttribute(\n", " 'style',\n", " 'border: 1px solid #ddd;' +\n", " 'box-sizing: content-box;' +\n", " 'clear: both;' +\n", " 'min-height: 1px;' +\n", " 'min-width: 1px;' +\n", " 'outline: 0;' +\n", " 'overflow: hidden;' +\n", " 'position: relative;' +\n", " 'resize: both;'\n", " );\n", "\n", " function on_keyboard_event_closure(name) {\n", " return function (event) {\n", " return fig.key_event(event, name);\n", " };\n", " }\n", "\n", " canvas_div.addEventListener(\n", " 'keydown',\n", " on_keyboard_event_closure('key_press')\n", " );\n", " canvas_div.addEventListener(\n", " 'keyup',\n", " on_keyboard_event_closure('key_release')\n", " );\n", "\n", " this._canvas_extra_style(canvas_div);\n", " this.root.appendChild(canvas_div);\n", "\n", " var canvas = (this.canvas = document.createElement('canvas'));\n", " canvas.classList.add('mpl-canvas');\n", " canvas.setAttribute('style', 'box-sizing: content-box;');\n", "\n", " this.context = canvas.getContext('2d');\n", "\n", " var backingStore =\n", " this.context.backingStorePixelRatio ||\n", " this.context.webkitBackingStorePixelRatio ||\n", " this.context.mozBackingStorePixelRatio ||\n", " this.context.msBackingStorePixelRatio ||\n", " this.context.oBackingStorePixelRatio ||\n", " this.context.backingStorePixelRatio ||\n", " 1;\n", "\n", " this.ratio = (window.devicePixelRatio || 1) / backingStore;\n", " if (this.ratio !== 1) {\n", " fig.send_message('set_dpi_ratio', { dpi_ratio: this.ratio });\n", " }\n", "\n", " var rubberband_canvas = (this.rubberband_canvas = document.createElement(\n", " 'canvas'\n", " ));\n", " rubberband_canvas.setAttribute(\n", " 'style',\n", " 'box-sizing: content-box; position: absolute; left: 0; top: 0; z-index: 1;'\n", " );\n", "\n", " var resizeObserver = new ResizeObserver(function (entries) {\n", " var nentries = entries.length;\n", " for (var i = 0; i < nentries; i++) {\n", " var entry = entries[i];\n", " var width, height;\n", " if (entry.contentBoxSize) {\n", " if (entry.contentBoxSize instanceof Array) {\n", " // Chrome 84 implements new version of spec.\n", " width = entry.contentBoxSize[0].inlineSize;\n", " height = entry.contentBoxSize[0].blockSize;\n", " } else {\n", " // Firefox implements old version of spec.\n", " width = entry.contentBoxSize.inlineSize;\n", " height = entry.contentBoxSize.blockSize;\n", " }\n", " } else {\n", " // Chrome <84 implements even older version of spec.\n", " width = entry.contentRect.width;\n", " height = entry.contentRect.height;\n", " }\n", "\n", " // Keep the size of the canvas and rubber band canvas in sync with\n", " // the canvas container.\n", " if (entry.devicePixelContentBoxSize) {\n", " // Chrome 84 implements new version of spec.\n", " canvas.setAttribute(\n", " 'width',\n", " entry.devicePixelContentBoxSize[0].inlineSize\n", " );\n", " canvas.setAttribute(\n", " 'height',\n", " entry.devicePixelContentBoxSize[0].blockSize\n", " );\n", " } else {\n", " canvas.setAttribute('width', width * fig.ratio);\n", " canvas.setAttribute('height', height * fig.ratio);\n", " }\n", " canvas.setAttribute(\n", " 'style',\n", " 'width: ' + width + 'px; height: ' + height + 'px;'\n", " );\n", "\n", " rubberband_canvas.setAttribute('width', width);\n", " rubberband_canvas.setAttribute('height', height);\n", "\n", " // And update the size in Python. We ignore the initial 0/0 size\n", " // that occurs as the element is placed into the DOM, which should\n", " // otherwise not happen due to the minimum size styling.\n", " if (width != 0 && height != 0) {\n", " fig.request_resize(width, height);\n", " }\n", " }\n", " });\n", " resizeObserver.observe(canvas_div);\n", "\n", " function on_mouse_event_closure(name) {\n", " return function (event) {\n", " return fig.mouse_event(event, name);\n", " };\n", " }\n", "\n", " rubberband_canvas.addEventListener(\n", " 'mousedown',\n", " on_mouse_event_closure('button_press')\n", " );\n", " rubberband_canvas.addEventListener(\n", " 'mouseup',\n", " on_mouse_event_closure('button_release')\n", " );\n", " // Throttle sequential mouse events to 1 every 20ms.\n", " rubberband_canvas.addEventListener(\n", " 'mousemove',\n", " on_mouse_event_closure('motion_notify')\n", " );\n", "\n", " rubberband_canvas.addEventListener(\n", " 'mouseenter',\n", " on_mouse_event_closure('figure_enter')\n", " );\n", " rubberband_canvas.addEventListener(\n", " 'mouseleave',\n", " on_mouse_event_closure('figure_leave')\n", " );\n", "\n", " canvas_div.addEventListener('wheel', function (event) {\n", " if (event.deltaY < 0) {\n", " event.step = 1;\n", " } else {\n", " event.step = -1;\n", " }\n", " on_mouse_event_closure('scroll')(event);\n", " });\n", "\n", " canvas_div.appendChild(canvas);\n", " canvas_div.appendChild(rubberband_canvas);\n", "\n", " this.rubberband_context = rubberband_canvas.getContext('2d');\n", " this.rubberband_context.strokeStyle = '#000000';\n", "\n", " this._resize_canvas = function (width, height, forward) {\n", " if (forward) {\n", " canvas_div.style.width = width + 'px';\n", " canvas_div.style.height = height + 'px';\n", " }\n", " };\n", "\n", " // Disable right mouse context menu.\n", " this.rubberband_canvas.addEventListener('contextmenu', function (_e) {\n", " event.preventDefault();\n", " return false;\n", " });\n", "\n", " function set_focus() {\n", " canvas.focus();\n", " canvas_div.focus();\n", " }\n", "\n", " window.setTimeout(set_focus, 100);\n", "};\n", "\n", "mpl.figure.prototype._init_toolbar = function () {\n", " var fig = this;\n", "\n", " var toolbar = document.createElement('div');\n", " toolbar.classList = 'mpl-toolbar';\n", " this.root.appendChild(toolbar);\n", "\n", " function on_click_closure(name) {\n", " return function (_event) {\n", " return fig.toolbar_button_onclick(name);\n", " };\n", " }\n", "\n", " function on_mouseover_closure(tooltip) {\n", " return function (event) {\n", " if (!event.currentTarget.disabled) {\n", " return fig.toolbar_button_onmouseover(tooltip);\n", " }\n", " };\n", " }\n", "\n", " fig.buttons = {};\n", " var buttonGroup = document.createElement('div');\n", " buttonGroup.classList = 'mpl-button-group';\n", " for (var toolbar_ind in mpl.toolbar_items) {\n", " var name = mpl.toolbar_items[toolbar_ind][0];\n", " var tooltip = mpl.toolbar_items[toolbar_ind][1];\n", " var image = mpl.toolbar_items[toolbar_ind][2];\n", " var method_name = mpl.toolbar_items[toolbar_ind][3];\n", "\n", " if (!name) {\n", " /* Instead of a spacer, we start a new button group. */\n", " if (buttonGroup.hasChildNodes()) {\n", " toolbar.appendChild(buttonGroup);\n", " }\n", " buttonGroup = document.createElement('div');\n", " buttonGroup.classList = 'mpl-button-group';\n", " continue;\n", " }\n", "\n", " var button = (fig.buttons[name] = document.createElement('button'));\n", " button.classList = 'mpl-widget';\n", " button.setAttribute('role', 'button');\n", " button.setAttribute('aria-disabled', 'false');\n", " button.addEventListener('click', on_click_closure(method_name));\n", " button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n", "\n", " var icon_img = document.createElement('img');\n", " icon_img.src = '_images/' + image + '.png';\n", " icon_img.srcset = '_images/' + image + '_large.png 2x';\n", " icon_img.alt = tooltip;\n", " button.appendChild(icon_img);\n", "\n", " buttonGroup.appendChild(button);\n", " }\n", "\n", " if (buttonGroup.hasChildNodes()) {\n", " toolbar.appendChild(buttonGroup);\n", " }\n", "\n", " var fmt_picker = document.createElement('select');\n", " fmt_picker.classList = 'mpl-widget';\n", " toolbar.appendChild(fmt_picker);\n", " this.format_dropdown = fmt_picker;\n", "\n", " for (var ind in mpl.extensions) {\n", " var fmt = mpl.extensions[ind];\n", " var option = document.createElement('option');\n", " option.selected = fmt === mpl.default_extension;\n", " option.innerHTML = fmt;\n", " fmt_picker.appendChild(option);\n", " }\n", "\n", " var status_bar = document.createElement('span');\n", " status_bar.classList = 'mpl-message';\n", " toolbar.appendChild(status_bar);\n", " this.message = status_bar;\n", "};\n", "\n", "mpl.figure.prototype.request_resize = function (x_pixels, y_pixels) {\n", " // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n", " // which will in turn request a refresh of the image.\n", " this.send_message('resize', { width: x_pixels, height: y_pixels });\n", "};\n", "\n", "mpl.figure.prototype.send_message = function (type, properties) {\n", " properties['type'] = type;\n", " properties['figure_id'] = this.id;\n", " this.ws.send(JSON.stringify(properties));\n", "};\n", "\n", "mpl.figure.prototype.send_draw_message = function () {\n", " if (!this.waiting) {\n", " this.waiting = true;\n", " this.ws.send(JSON.stringify({ type: 'draw', figure_id: this.id }));\n", " }\n", "};\n", "\n", "mpl.figure.prototype.handle_save = function (fig, _msg) {\n", " var format_dropdown = fig.format_dropdown;\n", " var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n", " fig.ondownload(fig, format);\n", "};\n", "\n", "mpl.figure.prototype.handle_resize = function (fig, msg) {\n", " var size = msg['size'];\n", " if (size[0] !== fig.canvas.width || size[1] !== fig.canvas.height) {\n", " fig._resize_canvas(size[0], size[1], msg['forward']);\n", " fig.send_message('refresh', {});\n", " }\n", "};\n", "\n", "mpl.figure.prototype.handle_rubberband = function (fig, msg) {\n", " var x0 = msg['x0'] / fig.ratio;\n", " var y0 = (fig.canvas.height - msg['y0']) / fig.ratio;\n", " var x1 = msg['x1'] / fig.ratio;\n", " var y1 = (fig.canvas.height - msg['y1']) / fig.ratio;\n", " x0 = Math.floor(x0) + 0.5;\n", " y0 = Math.floor(y0) + 0.5;\n", " x1 = Math.floor(x1) + 0.5;\n", " y1 = Math.floor(y1) + 0.5;\n", " var min_x = Math.min(x0, x1);\n", " var min_y = Math.min(y0, y1);\n", " var width = Math.abs(x1 - x0);\n", " var height = Math.abs(y1 - y0);\n", "\n", " fig.rubberband_context.clearRect(\n", " 0,\n", " 0,\n", " fig.canvas.width / fig.ratio,\n", " fig.canvas.height / fig.ratio\n", " );\n", "\n", " fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n", "};\n", "\n", "mpl.figure.prototype.handle_figure_label = function (fig, msg) {\n", " // Updates the figure title.\n", " fig.header.textContent = msg['label'];\n", "};\n", "\n", "mpl.figure.prototype.handle_cursor = function (fig, msg) {\n", " var cursor = msg['cursor'];\n", " switch (cursor) {\n", " case 0:\n", " cursor = 'pointer';\n", " break;\n", " case 1:\n", " cursor = 'default';\n", " break;\n", " case 2:\n", " cursor = 'crosshair';\n", " break;\n", " case 3:\n", " cursor = 'move';\n", " break;\n", " }\n", " fig.rubberband_canvas.style.cursor = cursor;\n", "};\n", "\n", "mpl.figure.prototype.handle_message = function (fig, msg) {\n", " fig.message.textContent = msg['message'];\n", "};\n", "\n", "mpl.figure.prototype.handle_draw = function (fig, _msg) {\n", " // Request the server to send over a new figure.\n", " fig.send_draw_message();\n", "};\n", "\n", "mpl.figure.prototype.handle_image_mode = function (fig, msg) {\n", " fig.image_mode = msg['mode'];\n", "};\n", "\n", "mpl.figure.prototype.handle_history_buttons = function (fig, msg) {\n", " for (var key in msg) {\n", " if (!(key in fig.buttons)) {\n", " continue;\n", " }\n", " fig.buttons[key].disabled = !msg[key];\n", " fig.buttons[key].setAttribute('aria-disabled', !msg[key]);\n", " }\n", "};\n", "\n", "mpl.figure.prototype.handle_navigate_mode = function (fig, msg) {\n", " if (msg['mode'] === 'PAN') {\n", " fig.buttons['Pan'].classList.add('active');\n", " fig.buttons['Zoom'].classList.remove('active');\n", " } else if (msg['mode'] === 'ZOOM') {\n", " fig.buttons['Pan'].classList.remove('active');\n", " fig.buttons['Zoom'].classList.add('active');\n", " } else {\n", " fig.buttons['Pan'].classList.remove('active');\n", " fig.buttons['Zoom'].classList.remove('active');\n", " }\n", "};\n", "\n", "mpl.figure.prototype.updated_canvas_event = function () {\n", " // Called whenever the canvas gets updated.\n", " this.send_message('ack', {});\n", "};\n", "\n", "// A function to construct a web socket function for onmessage handling.\n", "// Called in the figure constructor.\n", "mpl.figure.prototype._make_on_message_function = function (fig) {\n", " return function socket_on_message(evt) {\n", " if (evt.data instanceof Blob) {\n", " /* FIXME: We get \"Resource interpreted as Image but\n", " * transferred with MIME type text/plain:\" errors on\n", " * Chrome. But how to set the MIME type? It doesn't seem\n", " * to be part of the websocket stream */\n", " evt.data.type = 'image/png';\n", "\n", " /* Free the memory for the previous frames */\n", " if (fig.imageObj.src) {\n", " (window.URL || window.webkitURL).revokeObjectURL(\n", " fig.imageObj.src\n", " );\n", " }\n", "\n", " fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n", " evt.data\n", " );\n", " fig.updated_canvas_event();\n", " fig.waiting = false;\n", " return;\n", " } else if (\n", " typeof evt.data === 'string' &&\n", " evt.data.slice(0, 21) === 'data:image/png;base64'\n", " ) {\n", " fig.imageObj.src = evt.data;\n", " fig.updated_canvas_event();\n", " fig.waiting = false;\n", " return;\n", " }\n", "\n", " var msg = JSON.parse(evt.data);\n", " var msg_type = msg['type'];\n", "\n", " // Call the \"handle_{type}\" callback, which takes\n", " // the figure and JSON message as its only arguments.\n", " try {\n", " var callback = fig['handle_' + msg_type];\n", " } catch (e) {\n", " console.log(\n", " \"No handler for the '\" + msg_type + \"' message type: \",\n", " msg\n", " );\n", " return;\n", " }\n", "\n", " if (callback) {\n", " try {\n", " // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n", " callback(fig, msg);\n", " } catch (e) {\n", " console.log(\n", " \"Exception inside the 'handler_\" + msg_type + \"' callback:\",\n", " e,\n", " e.stack,\n", " msg\n", " );\n", " }\n", " }\n", " };\n", "};\n", "\n", "// from http://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n", "mpl.findpos = function (e) {\n", " //this section is from http://www.quirksmode.org/js/events_properties.html\n", " var targ;\n", " if (!e) {\n", " e = window.event;\n", " }\n", " if (e.target) {\n", " targ = e.target;\n", " } else if (e.srcElement) {\n", " targ = e.srcElement;\n", " }\n", " if (targ.nodeType === 3) {\n", " // defeat Safari bug\n", " targ = targ.parentNode;\n", " }\n", "\n", " // pageX,Y are the mouse positions relative to the document\n", " var boundingRect = targ.getBoundingClientRect();\n", " var x = e.pageX - (boundingRect.left + document.body.scrollLeft);\n", " var y = e.pageY - (boundingRect.top + document.body.scrollTop);\n", "\n", " return { x: x, y: y };\n", "};\n", "\n", "/*\n", " * return a copy of an object with only non-object keys\n", " * we need this to avoid circular references\n", " * http://stackoverflow.com/a/24161582/3208463\n", " */\n", "function simpleKeys(original) {\n", " return Object.keys(original).reduce(function (obj, key) {\n", " if (typeof original[key] !== 'object') {\n", " obj[key] = original[key];\n", " }\n", " return obj;\n", " }, {});\n", "}\n", "\n", "mpl.figure.prototype.mouse_event = function (event, name) {\n", " var canvas_pos = mpl.findpos(event);\n", "\n", " if (name === 'button_press') {\n", " this.canvas.focus();\n", " this.canvas_div.focus();\n", " }\n", "\n", " var x = canvas_pos.x * this.ratio;\n", " var y = canvas_pos.y * this.ratio;\n", "\n", " this.send_message(name, {\n", " x: x,\n", " y: y,\n", " button: event.button,\n", " step: event.step,\n", " guiEvent: simpleKeys(event),\n", " });\n", "\n", " /* This prevents the web browser from automatically changing to\n", " * the text insertion cursor when the button is pressed. We want\n", " * to control all of the cursor setting manually through the\n", " * 'cursor' event from matplotlib */\n", " event.preventDefault();\n", " return false;\n", "};\n", "\n", "mpl.figure.prototype._key_event_extra = function (_event, _name) {\n", " // Handle any extra behaviour associated with a key event\n", "};\n", "\n", "mpl.figure.prototype.key_event = function (event, name) {\n", " // Prevent repeat events\n", " if (name === 'key_press') {\n", " if (event.which === this._key) {\n", " return;\n", " } else {\n", " this._key = event.which;\n", " }\n", " }\n", " if (name === 'key_release') {\n", " this._key = null;\n", " }\n", "\n", " var value = '';\n", " if (event.ctrlKey && event.which !== 17) {\n", " value += 'ctrl+';\n", " }\n", " if (event.altKey && event.which !== 18) {\n", " value += 'alt+';\n", " }\n", " if (event.shiftKey && event.which !== 16) {\n", " value += 'shift+';\n", " }\n", "\n", " value += 'k';\n", " value += event.which.toString();\n", "\n", " this._key_event_extra(event, name);\n", "\n", " this.send_message(name, { key: value, guiEvent: simpleKeys(event) });\n", " return false;\n", "};\n", "\n", "mpl.figure.prototype.toolbar_button_onclick = function (name) {\n", " if (name === 'download') {\n", " this.handle_save(this, null);\n", " } else {\n", " this.send_message('toolbar_button', { name: name });\n", " }\n", "};\n", "\n", "mpl.figure.prototype.toolbar_button_onmouseover = function (tooltip) {\n", " this.message.textContent = tooltip;\n", "};\n", "mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home icon-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left icon-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right icon-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Left button pans, Right button zooms\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-arrows icon-move\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-square-o icon-check-empty\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o icon-save\", \"download\"]];\n", "\n", "mpl.extensions = [\"eps\", \"jpeg\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\"];\n", "\n", "mpl.default_extension = \"png\";/* global mpl */\n", "\n", "var comm_websocket_adapter = function (comm) {\n", " // Create a \"websocket\"-like object which calls the given IPython comm\n", " // object with the appropriate methods. Currently this is a non binary\n", " // socket, so there is still some room for performance tuning.\n", " var ws = {};\n", "\n", " ws.close = function () {\n", " comm.close();\n", " };\n", " ws.send = function (m) {\n", " //console.log('sending', m);\n", " comm.send(m);\n", " };\n", " // Register the callback with on_msg.\n", " comm.on_msg(function (msg) {\n", " //console.log('receiving', msg['content']['data'], msg);\n", " // Pass the mpl event to the overridden (by mpl) onmessage function.\n", " ws.onmessage(msg['content']['data']);\n", " });\n", " return ws;\n", "};\n", "\n", "mpl.mpl_figure_comm = function (comm, msg) {\n", " // This is the function which gets called when the mpl process\n", " // starts-up an IPython Comm through the \"matplotlib\" channel.\n", "\n", " var id = msg.content.data.id;\n", " // Get hold of the div created by the display call when the Comm\n", " // socket was opened in Python.\n", " var element = document.getElementById(id);\n", " var ws_proxy = comm_websocket_adapter(comm);\n", "\n", " function ondownload(figure, _format) {\n", " window.open(figure.canvas.toDataURL());\n", " }\n", "\n", " var fig = new mpl.figure(id, ws_proxy, ondownload, element);\n", "\n", " // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n", " // web socket which is closed, not our websocket->open comm proxy.\n", " ws_proxy.onopen();\n", "\n", " fig.parent_element = element;\n", " fig.cell_info = mpl.find_output_cell(\"
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// override notebook setting of border-box.\n", "};\n", "\n", "mpl.figure.prototype._canvas_extra_style = function (el) {\n", " // this is important to make the div 'focusable\n", " el.setAttribute('tabindex', 0);\n", " // reach out to IPython and tell the keyboard manager to turn it's self\n", " // off when our div gets focus\n", "\n", " // location in version 3\n", " if (IPython.notebook.keyboard_manager) {\n", " IPython.notebook.keyboard_manager.register_events(el);\n", " } else {\n", " // location in version 2\n", " IPython.keyboard_manager.register_events(el);\n", " }\n", "};\n", "\n", "mpl.figure.prototype._key_event_extra = function (event, _name) {\n", " var manager = IPython.notebook.keyboard_manager;\n", " if (!manager) {\n", " manager = IPython.keyboard_manager;\n", " }\n", "\n", " // Check for shift+enter\n", " if (event.shiftKey && event.which === 13) {\n", " this.canvas_div.blur();\n", " // select the cell after this one\n", " var index = IPython.notebook.find_cell_index(this.cell_info[0]);\n", " IPython.notebook.select(index + 1);\n", " }\n", "};\n", "\n", "mpl.figure.prototype.handle_save = function (fig, _msg) {\n", " fig.ondownload(fig, null);\n", "};\n", "\n", "mpl.find_output_cell = function (html_output) {\n", " // Return the cell and output element which can be found *uniquely* in the notebook.\n", " // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n", " // IPython event is triggered only after the cells have been serialised, which for\n", " // our purposes (turning an active figure into a static one), is too late.\n", " var cells = IPython.notebook.get_cells();\n", " var ncells = cells.length;\n", " for (var i = 0; i < ncells; i++) {\n", " var cell = cells[i];\n", " if (cell.cell_type === 'code') {\n", " for (var j = 0; j < cell.output_area.outputs.length; j++) {\n", " var data = cell.output_area.outputs[j];\n", " if (data.data) {\n", " // IPython >= 3 moved mimebundle to data attribute of output\n", " data = data.data;\n", " }\n", " if (data['text/html'] === html_output) {\n", " return [cell, data, j];\n", " }\n", " }\n", " }\n", " }\n", "};\n", "\n", "// Register the function which deals with the matplotlib target/channel.\n", "// The kernel may be null if the page has been refreshed.\n", "if (IPython.notebook.kernel !== null) {\n", " IPython.notebook.kernel.comm_manager.register_target(\n", " 'matplotlib',\n", " mpl.mpl_figure_comm\n", " );\n", "}\n" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/html": [ "" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/plain": [ "Text(0.5, 0, 'k')" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "hkl_max = 4\n", "h = np.linspace(-hkl_max,hkl_max,2*hkl_max+1) # all evaluated single Miller Indices\n", "hkl = np.array(list(itertools.product(h,h,h) )) # all evaluated Miller indices\n", "\n", "# Plot 2D\n", "fig = plt.figure()\n", "ax = fig.add_subplot(111, projection='3d')\n", "ax.scatter(hkl[:,0], hkl[:,2], hkl[:,1], c='red', s=10)\n", "plt.xlabel('h')\n", "plt.ylabel('l')\n", "fig.gca().set_zlabel('k')\n", "#ax.set_aspect('equal')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Reciprocal Space and Miller Indices\n", "\n", "For a reciprocal cubic unit cell with lattice parameter $b = \\frac{1}{a}$:\n", "\n", "$$\t\n", "\\vec{g}_{hkl} = \\begin{pmatrix}h\\\\k\\\\l\\end{pmatrix} \\cdot\t\\begin{pmatrix}b&0&0\\\\0&b&0\\\\0&0&b\\end{pmatrix} \n", "$$\t\t\t\n", "\n", "Or more general\n", "\t\t\t\n", "$$\t\t\t\n", "\\vec{g}_{hkl} = \\begin{pmatrix}h\\\\k\\\\l\\end{pmatrix} \\cdot \t\\begin{pmatrix}b_{1,1}&b_{1,2}&b_{1,3}\\\\b_{2,1}&b_{2,2}&b_{2,3}\\\\b_{3,1}&b_{3,2}&b_{3,3}\\end{pmatrix} \n", "$$\n", "\n", "\n", "The matrix is of course the reciprocal unit cell or the inverse of the structure matrix.\n", "\n", "Therefore, we get any reciprocal lattice vector with the dot product of its Miller indices and the reciprocal lattice matrix.\n", "\n", "\n", "\n", "\n", "Spacing of planes with Miller Indices $hkl$\n", "$$\t\t\t\\begin{align*}\n", "\t\t\t|\\vec{g}_{hkl}|& = \\frac{1}{d}\\\\\n", "\t\t\td &= \\frac{1}{|\\vec{g}_{hkl}|}\n", "\t\t\t\\end{align*}$$\n", "\t\t\t\n", "The length of a vector is called its **norm**.\n", "\n", "\n", "Be careful there are two different notations for the reciprocal lattice vectors:\n", "- materials science \n", "- physics\n", "\n", "The notations are different in a factor $2\\pi$. The introduction of $2\\pi$ in physics allows to take care of the $n$ more naturally.\n", "\n", "In the materials science notation the reciprocal lattice points are directly associated with the Bragg reflections in your diffraction pattern.
\n", "(OK,s we are too lacy to keep track of $2\\pi$)" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "### All Possible Reflections\n", "\n", "Are then given by the all permutations of the Miller indices and the reiprocal unit cell matrix.\n", "\n", "All considered Miller indices are then produced with the itertool package of python.\n" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Evaluation of (6859, 3) reflections of (6859, 3) Miller indices\n" ] }, { "data": { "application/javascript": [ "/* Put everything inside the global mpl namespace */\n", "/* global mpl */\n", "window.mpl = {};\n", "\n", "mpl.get_websocket_type = function () {\n", " if (typeof WebSocket !== 'undefined') {\n", " return WebSocket;\n", " } else if (typeof MozWebSocket !== 'undefined') {\n", " return MozWebSocket;\n", " } else {\n", " alert(\n", " 'Your browser does not have WebSocket support. 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position: absolute; left: 0; top: 0; z-index: 1;'\n", " );\n", "\n", " var resizeObserver = new ResizeObserver(function (entries) {\n", " var nentries = entries.length;\n", " for (var i = 0; i < nentries; i++) {\n", " var entry = entries[i];\n", " var width, height;\n", " if (entry.contentBoxSize) {\n", " if (entry.contentBoxSize instanceof Array) {\n", " // Chrome 84 implements new version of spec.\n", " width = entry.contentBoxSize[0].inlineSize;\n", " height = entry.contentBoxSize[0].blockSize;\n", " } else {\n", " // Firefox implements old version of spec.\n", " width = entry.contentBoxSize.inlineSize;\n", " height = entry.contentBoxSize.blockSize;\n", " }\n", " } else {\n", " // Chrome <84 implements even older version of spec.\n", " width = entry.contentRect.width;\n", " height = entry.contentRect.height;\n", " }\n", "\n", " // Keep the size of the canvas and rubber band canvas in sync with\n", " // the canvas container.\n", " if (entry.devicePixelContentBoxSize) {\n", " // Chrome 84 implements new version of spec.\n", " canvas.setAttribute(\n", " 'width',\n", " entry.devicePixelContentBoxSize[0].inlineSize\n", " );\n", " canvas.setAttribute(\n", " 'height',\n", " entry.devicePixelContentBoxSize[0].blockSize\n", " );\n", " } else {\n", " canvas.setAttribute('width', width * fig.ratio);\n", " canvas.setAttribute('height', height * fig.ratio);\n", " }\n", " canvas.setAttribute(\n", " 'style',\n", " 'width: ' + width + 'px; height: ' + height + 'px;'\n", " );\n", "\n", " rubberband_canvas.setAttribute('width', width);\n", " rubberband_canvas.setAttribute('height', height);\n", "\n", " // And update the size in Python. We ignore the initial 0/0 size\n", " // that occurs as the element is placed into the DOM, which should\n", " // otherwise not happen due to the minimum size styling.\n", " if (width != 0 && height != 0) {\n", " fig.request_resize(width, height);\n", " }\n", " }\n", " });\n", " resizeObserver.observe(canvas_div);\n", "\n", " function on_mouse_event_closure(name) {\n", " return function (event) {\n", " return fig.mouse_event(event, name);\n", " };\n", " }\n", "\n", " rubberband_canvas.addEventListener(\n", " 'mousedown',\n", " on_mouse_event_closure('button_press')\n", " );\n", " rubberband_canvas.addEventListener(\n", " 'mouseup',\n", " on_mouse_event_closure('button_release')\n", " );\n", " // Throttle sequential mouse events to 1 every 20ms.\n", " rubberband_canvas.addEventListener(\n", " 'mousemove',\n", " on_mouse_event_closure('motion_notify')\n", " );\n", "\n", " rubberband_canvas.addEventListener(\n", " 'mouseenter',\n", " on_mouse_event_closure('figure_enter')\n", " );\n", " rubberband_canvas.addEventListener(\n", " 'mouseleave',\n", " on_mouse_event_closure('figure_leave')\n", " );\n", "\n", " canvas_div.addEventListener('wheel', function (event) {\n", " if (event.deltaY < 0) {\n", " event.step = 1;\n", " } else {\n", " event.step = -1;\n", " }\n", " on_mouse_event_closure('scroll')(event);\n", " });\n", "\n", " canvas_div.appendChild(canvas);\n", " canvas_div.appendChild(rubberband_canvas);\n", "\n", " this.rubberband_context = rubberband_canvas.getContext('2d');\n", " this.rubberband_context.strokeStyle = '#000000';\n", "\n", " this._resize_canvas = function (width, height, forward) {\n", " if (forward) {\n", " canvas_div.style.width = width + 'px';\n", " canvas_div.style.height = height + 'px';\n", " }\n", " };\n", "\n", " // Disable right mouse context menu.\n", " this.rubberband_canvas.addEventListener('contextmenu', function (_e) {\n", " event.preventDefault();\n", " return false;\n", " });\n", "\n", " function set_focus() {\n", " canvas.focus();\n", " canvas_div.focus();\n", " }\n", "\n", " window.setTimeout(set_focus, 100);\n", "};\n", "\n", "mpl.figure.prototype._init_toolbar = function () {\n", " var fig = this;\n", "\n", " var toolbar = document.createElement('div');\n", " toolbar.classList = 'mpl-toolbar';\n", " this.root.appendChild(toolbar);\n", "\n", " function on_click_closure(name) {\n", " return function (_event) {\n", " return fig.toolbar_button_onclick(name);\n", " };\n", " }\n", "\n", " function on_mouseover_closure(tooltip) {\n", " return function (event) {\n", " if (!event.currentTarget.disabled) {\n", " return fig.toolbar_button_onmouseover(tooltip);\n", " }\n", " };\n", " }\n", "\n", " fig.buttons = {};\n", " var buttonGroup = document.createElement('div');\n", " buttonGroup.classList = 'mpl-button-group';\n", " for (var toolbar_ind in mpl.toolbar_items) {\n", " var name = mpl.toolbar_items[toolbar_ind][0];\n", " var tooltip = mpl.toolbar_items[toolbar_ind][1];\n", " var image = mpl.toolbar_items[toolbar_ind][2];\n", " var method_name = mpl.toolbar_items[toolbar_ind][3];\n", "\n", " if (!name) {\n", " /* Instead of a spacer, we start a new button group. */\n", " if (buttonGroup.hasChildNodes()) {\n", " toolbar.appendChild(buttonGroup);\n", " }\n", " buttonGroup = document.createElement('div');\n", " buttonGroup.classList = 'mpl-button-group';\n", " continue;\n", " }\n", "\n", " var button = (fig.buttons[name] = document.createElement('button'));\n", " button.classList = 'mpl-widget';\n", " button.setAttribute('role', 'button');\n", " button.setAttribute('aria-disabled', 'false');\n", " button.addEventListener('click', on_click_closure(method_name));\n", " button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n", "\n", " var icon_img = document.createElement('img');\n", " icon_img.src = '_images/' + image + '.png';\n", " icon_img.srcset = '_images/' + image + '_large.png 2x';\n", " icon_img.alt = tooltip;\n", " button.appendChild(icon_img);\n", "\n", " buttonGroup.appendChild(button);\n", " }\n", "\n", " if (buttonGroup.hasChildNodes()) {\n", " toolbar.appendChild(buttonGroup);\n", " }\n", "\n", " var fmt_picker = document.createElement('select');\n", " fmt_picker.classList = 'mpl-widget';\n", " toolbar.appendChild(fmt_picker);\n", " this.format_dropdown = fmt_picker;\n", "\n", " for (var ind in mpl.extensions) {\n", " var fmt = mpl.extensions[ind];\n", " var option = document.createElement('option');\n", " option.selected = fmt === mpl.default_extension;\n", " option.innerHTML = fmt;\n", " fmt_picker.appendChild(option);\n", " }\n", "\n", " var status_bar = document.createElement('span');\n", " status_bar.classList = 'mpl-message';\n", " toolbar.appendChild(status_bar);\n", " this.message = status_bar;\n", "};\n", "\n", "mpl.figure.prototype.request_resize = function (x_pixels, y_pixels) {\n", " // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n", " // which will in turn request a refresh of the image.\n", " this.send_message('resize', { width: x_pixels, height: y_pixels });\n", "};\n", "\n", "mpl.figure.prototype.send_message = function (type, properties) {\n", " properties['type'] = type;\n", " properties['figure_id'] = this.id;\n", " this.ws.send(JSON.stringify(properties));\n", "};\n", "\n", "mpl.figure.prototype.send_draw_message = function () {\n", " if (!this.waiting) {\n", " this.waiting = true;\n", " this.ws.send(JSON.stringify({ type: 'draw', figure_id: this.id }));\n", " }\n", "};\n", "\n", "mpl.figure.prototype.handle_save = function (fig, _msg) {\n", " var format_dropdown = fig.format_dropdown;\n", " var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n", " fig.ondownload(fig, format);\n", "};\n", "\n", "mpl.figure.prototype.handle_resize = function (fig, msg) {\n", " var size = msg['size'];\n", " if (size[0] !== fig.canvas.width || size[1] !== fig.canvas.height) {\n", " fig._resize_canvas(size[0], size[1], msg['forward']);\n", " fig.send_message('refresh', {});\n", " }\n", "};\n", "\n", "mpl.figure.prototype.handle_rubberband = function (fig, msg) {\n", " var x0 = msg['x0'] / fig.ratio;\n", " var y0 = (fig.canvas.height - msg['y0']) / fig.ratio;\n", " var x1 = msg['x1'] / fig.ratio;\n", " var y1 = (fig.canvas.height - msg['y1']) / fig.ratio;\n", " x0 = Math.floor(x0) + 0.5;\n", " y0 = Math.floor(y0) + 0.5;\n", " x1 = Math.floor(x1) + 0.5;\n", " y1 = Math.floor(y1) + 0.5;\n", " var min_x = Math.min(x0, x1);\n", " var min_y = Math.min(y0, y1);\n", " var width = Math.abs(x1 - x0);\n", " var height = Math.abs(y1 - y0);\n", "\n", " fig.rubberband_context.clearRect(\n", " 0,\n", " 0,\n", " fig.canvas.width / fig.ratio,\n", " fig.canvas.height / fig.ratio\n", " );\n", "\n", " fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n", "};\n", "\n", "mpl.figure.prototype.handle_figure_label = function (fig, msg) {\n", " // Updates the figure title.\n", " fig.header.textContent = msg['label'];\n", "};\n", "\n", "mpl.figure.prototype.handle_cursor = function (fig, msg) {\n", " var cursor = msg['cursor'];\n", " switch (cursor) {\n", " case 0:\n", " cursor = 'pointer';\n", " break;\n", " case 1:\n", " cursor = 'default';\n", " break;\n", " case 2:\n", " cursor = 'crosshair';\n", " break;\n", " case 3:\n", " cursor = 'move';\n", " break;\n", " }\n", " fig.rubberband_canvas.style.cursor = cursor;\n", "};\n", "\n", "mpl.figure.prototype.handle_message = function (fig, msg) {\n", " fig.message.textContent = msg['message'];\n", "};\n", "\n", "mpl.figure.prototype.handle_draw = function (fig, _msg) {\n", " // Request the server to send over a new figure.\n", " fig.send_draw_message();\n", "};\n", "\n", "mpl.figure.prototype.handle_image_mode = function (fig, msg) {\n", " fig.image_mode = msg['mode'];\n", "};\n", "\n", "mpl.figure.prototype.handle_history_buttons = function (fig, msg) {\n", " for (var key in msg) {\n", " if (!(key in fig.buttons)) {\n", " continue;\n", " }\n", " fig.buttons[key].disabled = !msg[key];\n", " fig.buttons[key].setAttribute('aria-disabled', !msg[key]);\n", " }\n", "};\n", "\n", "mpl.figure.prototype.handle_navigate_mode = function (fig, msg) {\n", " if (msg['mode'] === 'PAN') {\n", " fig.buttons['Pan'].classList.add('active');\n", " fig.buttons['Zoom'].classList.remove('active');\n", " } else if (msg['mode'] === 'ZOOM') {\n", " fig.buttons['Pan'].classList.remove('active');\n", " fig.buttons['Zoom'].classList.add('active');\n", " } else {\n", " fig.buttons['Pan'].classList.remove('active');\n", " fig.buttons['Zoom'].classList.remove('active');\n", " }\n", "};\n", "\n", "mpl.figure.prototype.updated_canvas_event = function () {\n", " // Called whenever the canvas gets updated.\n", " this.send_message('ack', {});\n", "};\n", "\n", "// A function to construct a web socket function for onmessage handling.\n", "// Called in the figure constructor.\n", "mpl.figure.prototype._make_on_message_function = function (fig) {\n", " return function socket_on_message(evt) {\n", " if (evt.data instanceof Blob) {\n", " /* FIXME: We get \"Resource interpreted as Image but\n", " * transferred with MIME type text/plain:\" errors on\n", " * Chrome. But how to set the MIME type? It doesn't seem\n", " * to be part of the websocket stream */\n", " evt.data.type = 'image/png';\n", "\n", " /* Free the memory for the previous frames */\n", " if (fig.imageObj.src) {\n", " (window.URL || window.webkitURL).revokeObjectURL(\n", " fig.imageObj.src\n", " );\n", " }\n", "\n", " fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n", " evt.data\n", " );\n", " fig.updated_canvas_event();\n", " fig.waiting = false;\n", " return;\n", " } else if (\n", " typeof evt.data === 'string' &&\n", " evt.data.slice(0, 21) === 'data:image/png;base64'\n", " ) {\n", " fig.imageObj.src = evt.data;\n", " fig.updated_canvas_event();\n", " fig.waiting = false;\n", " return;\n", " }\n", "\n", " var msg = JSON.parse(evt.data);\n", " var msg_type = msg['type'];\n", "\n", " // Call the \"handle_{type}\" callback, which takes\n", " // the figure and JSON message as its only arguments.\n", " try {\n", " var callback = fig['handle_' + msg_type];\n", " } catch (e) {\n", " console.log(\n", " \"No handler for the '\" + msg_type + \"' message type: \",\n", " msg\n", " );\n", " return;\n", " }\n", "\n", " if (callback) {\n", " try {\n", " // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n", " callback(fig, msg);\n", " } catch (e) {\n", " console.log(\n", " \"Exception inside the 'handler_\" + msg_type + \"' callback:\",\n", " e,\n", " e.stack,\n", " msg\n", " );\n", " }\n", " }\n", " };\n", "};\n", "\n", "// from http://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n", "mpl.findpos = function (e) {\n", " //this section is from http://www.quirksmode.org/js/events_properties.html\n", " var targ;\n", " if (!e) {\n", " e = window.event;\n", " }\n", " if (e.target) {\n", " targ = e.target;\n", " } else if (e.srcElement) {\n", " targ = e.srcElement;\n", " }\n", " if (targ.nodeType === 3) {\n", " // defeat Safari bug\n", " targ = targ.parentNode;\n", " }\n", "\n", " // pageX,Y are the mouse positions relative to the document\n", " var boundingRect = targ.getBoundingClientRect();\n", " var x = e.pageX - (boundingRect.left + document.body.scrollLeft);\n", " var y = e.pageY - (boundingRect.top + document.body.scrollTop);\n", "\n", " return { x: x, y: y };\n", "};\n", "\n", "/*\n", " * return a copy of an object with only non-object keys\n", " * we need this to avoid circular references\n", " * http://stackoverflow.com/a/24161582/3208463\n", " */\n", "function simpleKeys(original) {\n", " return Object.keys(original).reduce(function (obj, key) {\n", " if (typeof original[key] !== 'object') {\n", " obj[key] = original[key];\n", " }\n", " return obj;\n", " }, {});\n", "}\n", "\n", "mpl.figure.prototype.mouse_event = function (event, name) {\n", " var canvas_pos = mpl.findpos(event);\n", "\n", " if (name === 'button_press') {\n", " this.canvas.focus();\n", " this.canvas_div.focus();\n", " }\n", "\n", " var x = canvas_pos.x * this.ratio;\n", " var y = canvas_pos.y * this.ratio;\n", "\n", " this.send_message(name, {\n", " x: x,\n", " y: y,\n", " button: event.button,\n", " step: event.step,\n", " guiEvent: simpleKeys(event),\n", " });\n", "\n", " /* This prevents the web browser from automatically changing to\n", " * the text insertion cursor when the button is pressed. We want\n", " * to control all of the cursor setting manually through the\n", " * 'cursor' event from matplotlib */\n", " event.preventDefault();\n", " return false;\n", "};\n", "\n", "mpl.figure.prototype._key_event_extra = function (_event, _name) {\n", " // Handle any extra behaviour associated with a key event\n", "};\n", "\n", "mpl.figure.prototype.key_event = function (event, name) {\n", " // Prevent repeat events\n", " if (name === 'key_press') {\n", " if (event.which === this._key) {\n", " return;\n", " } else {\n", " this._key = event.which;\n", " }\n", " }\n", " if (name === 'key_release') {\n", " this._key = null;\n", " }\n", "\n", " var value = '';\n", " if (event.ctrlKey && event.which !== 17) {\n", " value += 'ctrl+';\n", " }\n", " if (event.altKey && event.which !== 18) {\n", " value += 'alt+';\n", " }\n", " if (event.shiftKey && event.which !== 16) {\n", " value += 'shift+';\n", " }\n", "\n", " value += 'k';\n", " value += event.which.toString();\n", "\n", " this._key_event_extra(event, name);\n", "\n", " this.send_message(name, { key: value, guiEvent: simpleKeys(event) });\n", " return false;\n", "};\n", "\n", "mpl.figure.prototype.toolbar_button_onclick = function (name) {\n", " if (name === 'download') {\n", " this.handle_save(this, null);\n", " } else {\n", " this.send_message('toolbar_button', { name: name });\n", " }\n", "};\n", "\n", "mpl.figure.prototype.toolbar_button_onmouseover = function (tooltip) {\n", " this.message.textContent = tooltip;\n", "};\n", "mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home icon-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left icon-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right icon-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Left button pans, Right button zooms\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-arrows icon-move\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-square-o icon-check-empty\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o icon-save\", \"download\"]];\n", "\n", "mpl.extensions = [\"eps\", \"jpeg\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\"];\n", "\n", "mpl.default_extension = \"png\";/* global mpl */\n", "\n", "var comm_websocket_adapter = function (comm) {\n", " // Create a \"websocket\"-like object which calls the given IPython comm\n", " // object with the appropriate methods. Currently this is a non binary\n", " // socket, so there is still some room for performance tuning.\n", " var ws = {};\n", "\n", " ws.close = function () {\n", " comm.close();\n", " };\n", " ws.send = function (m) {\n", " //console.log('sending', m);\n", " comm.send(m);\n", " };\n", " // Register the callback with on_msg.\n", " comm.on_msg(function (msg) {\n", " //console.log('receiving', msg['content']['data'], msg);\n", " // Pass the mpl event to the overridden (by mpl) onmessage function.\n", " ws.onmessage(msg['content']['data']);\n", " });\n", " return ws;\n", "};\n", "\n", "mpl.mpl_figure_comm = function (comm, msg) {\n", " // This is the function which gets called when the mpl process\n", " // starts-up an IPython Comm through the \"matplotlib\" channel.\n", "\n", " var id = msg.content.data.id;\n", " // Get hold of the div created by the display call when the Comm\n", " // socket was opened in Python.\n", " var element = document.getElementById(id);\n", " var ws_proxy = comm_websocket_adapter(comm);\n", "\n", " function ondownload(figure, _format) {\n", " window.open(figure.canvas.toDataURL());\n", " }\n", "\n", " var fig = new mpl.figure(id, ws_proxy, ondownload, element);\n", "\n", " // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n", " // web socket which is closed, not our websocket->open comm proxy.\n", " ws_proxy.onopen();\n", "\n", " fig.parent_element = element;\n", " fig.cell_info = mpl.find_output_cell(\"
\");\n", " if (!fig.cell_info) {\n", " console.error('Failed to find cell for figure', id, fig);\n", " return;\n", " }\n", " fig.cell_info[0].output_area.element.one(\n", " 'cleared',\n", " { fig: fig },\n", " fig._remove_fig_handler\n", " );\n", "};\n", "\n", "mpl.figure.prototype.handle_close = function (fig, msg) {\n", " var width = fig.canvas.width / fig.ratio;\n", " fig.cell_info[0].output_area.element.off(\n", " 'cleared',\n", " fig._remove_fig_handler\n", " );\n", "\n", " // Update the output cell to use the data from the current canvas.\n", " fig.push_to_output();\n", " var dataURL = fig.canvas.toDataURL();\n", " // Re-enable the keyboard manager in IPython - without this line, in FF,\n", " // the notebook keyboard shortcuts fail.\n", " IPython.keyboard_manager.enable();\n", " fig.parent_element.innerHTML =\n", " '';\n", " fig.close_ws(fig, msg);\n", "};\n", "\n", "mpl.figure.prototype.close_ws = function (fig, msg) {\n", " fig.send_message('closing', msg);\n", " // fig.ws.close()\n", "};\n", "\n", "mpl.figure.prototype.push_to_output = function (_remove_interactive) {\n", " // Turn the data on the canvas into data in the output cell.\n", " var width = this.canvas.width / this.ratio;\n", " var dataURL = this.canvas.toDataURL();\n", " this.cell_info[1]['text/html'] =\n", " '';\n", "};\n", "\n", "mpl.figure.prototype.updated_canvas_event = function () {\n", " // Tell IPython that the notebook contents must change.\n", " IPython.notebook.set_dirty(true);\n", " this.send_message('ack', {});\n", " var fig = this;\n", " // Wait a second, then push the new image to the DOM so\n", " // that it is saved nicely (might be nice to debounce this).\n", " setTimeout(function () {\n", " fig.push_to_output();\n", " }, 1000);\n", "};\n", "\n", "mpl.figure.prototype._init_toolbar = function () {\n", " var fig = this;\n", "\n", " var toolbar = document.createElement('div');\n", " toolbar.classList = 'btn-toolbar';\n", " this.root.appendChild(toolbar);\n", "\n", " function on_click_closure(name) {\n", " return function (_event) {\n", " return fig.toolbar_button_onclick(name);\n", " };\n", " }\n", "\n", " function on_mouseover_closure(tooltip) {\n", " return function (event) {\n", " if (!event.currentTarget.disabled) {\n", " return fig.toolbar_button_onmouseover(tooltip);\n", " }\n", " };\n", " }\n", "\n", " fig.buttons = {};\n", " var buttonGroup = document.createElement('div');\n", " buttonGroup.classList = 'btn-group';\n", " var button;\n", " for (var toolbar_ind in mpl.toolbar_items) {\n", " var name = mpl.toolbar_items[toolbar_ind][0];\n", " var tooltip = mpl.toolbar_items[toolbar_ind][1];\n", " var image = mpl.toolbar_items[toolbar_ind][2];\n", " var method_name = mpl.toolbar_items[toolbar_ind][3];\n", "\n", " if (!name) {\n", " /* Instead of a spacer, we start a new button group. */\n", " if (buttonGroup.hasChildNodes()) {\n", " toolbar.appendChild(buttonGroup);\n", " }\n", " buttonGroup = document.createElement('div');\n", " buttonGroup.classList = 'btn-group';\n", " continue;\n", " }\n", "\n", " button = fig.buttons[name] = document.createElement('button');\n", " button.classList = 'btn btn-default';\n", " button.href = '#';\n", " button.title = name;\n", " button.innerHTML = '';\n", " button.addEventListener('click', on_click_closure(method_name));\n", " button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n", " buttonGroup.appendChild(button);\n", " }\n", "\n", " if (buttonGroup.hasChildNodes()) {\n", " toolbar.appendChild(buttonGroup);\n", " }\n", "\n", " // Add the status bar.\n", " var status_bar = document.createElement('span');\n", " status_bar.classList = 'mpl-message pull-right';\n", " toolbar.appendChild(status_bar);\n", " this.message = status_bar;\n", "\n", " // Add the close button to the window.\n", " var buttongrp = document.createElement('div');\n", " buttongrp.classList = 'btn-group inline pull-right';\n", " button = document.createElement('button');\n", " button.classList = 'btn btn-mini btn-primary';\n", " button.href = '#';\n", " button.title = 'Stop Interaction';\n", " button.innerHTML = '';\n", " button.addEventListener('click', function (_evt) {\n", " fig.handle_close(fig, {});\n", " });\n", " button.addEventListener(\n", " 'mouseover',\n", " on_mouseover_closure('Stop Interaction')\n", " );\n", " buttongrp.appendChild(button);\n", " var titlebar = this.root.querySelector('.ui-dialog-titlebar');\n", " titlebar.insertBefore(buttongrp, titlebar.firstChild);\n", "};\n", "\n", "mpl.figure.prototype._remove_fig_handler = function (event) {\n", " var fig = event.data.fig;\n", " fig.close_ws(fig, {});\n", "};\n", "\n", "mpl.figure.prototype._root_extra_style = function (el) {\n", " el.style.boxSizing = 'content-box'; // override notebook setting of border-box.\n", "};\n", "\n", "mpl.figure.prototype._canvas_extra_style = function (el) {\n", " // this is important to make the div 'focusable\n", " el.setAttribute('tabindex', 0);\n", " // reach out to IPython and tell the keyboard manager to turn it's self\n", " // off when our div gets focus\n", "\n", " // location in version 3\n", " if (IPython.notebook.keyboard_manager) {\n", " IPython.notebook.keyboard_manager.register_events(el);\n", " } else {\n", " // location in version 2\n", " IPython.keyboard_manager.register_events(el);\n", " }\n", "};\n", "\n", "mpl.figure.prototype._key_event_extra = function (event, _name) {\n", " var manager = IPython.notebook.keyboard_manager;\n", " if (!manager) {\n", " manager = IPython.keyboard_manager;\n", " }\n", "\n", " // Check for shift+enter\n", " if (event.shiftKey && event.which === 13) {\n", " this.canvas_div.blur();\n", " // select the cell after this one\n", " var index = IPython.notebook.find_cell_index(this.cell_info[0]);\n", " IPython.notebook.select(index + 1);\n", " }\n", "};\n", "\n", "mpl.figure.prototype.handle_save = function (fig, _msg) {\n", " fig.ondownload(fig, null);\n", "};\n", "\n", "mpl.find_output_cell = function (html_output) {\n", " // Return the cell and output element which can be found *uniquely* in the notebook.\n", " // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n", " // IPython event is triggered only after the cells have been serialised, which for\n", " // our purposes (turning an active figure into a static one), is too late.\n", " var cells = IPython.notebook.get_cells();\n", " var ncells = cells.length;\n", " for (var i = 0; i < ncells; i++) {\n", " var cell = cells[i];\n", " if (cell.cell_type === 'code') {\n", " for (var j = 0; j < cell.output_area.outputs.length; j++) {\n", " var data = cell.output_area.outputs[j];\n", " if (data.data) {\n", " // IPython >= 3 moved mimebundle to data attribute of output\n", " data = data.data;\n", " }\n", " if (data['text/html'] === html_output) {\n", " return [cell, data, j];\n", " }\n", " }\n", " }\n", " }\n", "};\n", "\n", "// Register the function which deals with the matplotlib target/channel.\n", "// The kernel may be null if the page has been refreshed.\n", "if (IPython.notebook.kernel !== null) {\n", " IPython.notebook.kernel.comm_manager.register_target(\n", " 'matplotlib',\n", " mpl.mpl_figure_comm\n", " );\n", "}\n" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/html": [ "" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/plain": [ "Text(0.5, 0, 'w')" ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "\n", "hkl_max = 9# maximum allowed Miller index\n", "\n", "h = np.linspace(-hkl_max,hkl_max,2*hkl_max+1) # all evaluated single Miller Indices\n", "hkl = np.array(list(itertools.product(h,h,h) )) # all evaluated Miller indices\n", "g_hkl = np.dot(hkl,reciprocal_unit_cell) # all evaluated reciprocal lattice points\n", "\n", "print(f'Evaluation of {g_hkl.shape} reflections of {hkl.shape} Miller indices')\n", "\n", "fig = plt.figure()\n", "ax = fig.add_subplot(111, projection='3d')\n", "ax.scatter(g_hkl[:,0], g_hkl[:,2], g_hkl[:,1], c='red', s=10)\n", "plt.xlabel('u')\n", "plt.ylabel('v')\n", "fig.gca().set_zlabel('w')\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Atomic form factor\n", "\n", "If we look at the scattering power of a single atom that deflects an electron:\n", " \n", "![Single atom scattering](images/scattering_single_atom.jpg)\n", "\n", "See [Atomic Form Factor](CH2_02-Atomic_Form_Factor.ipynb) for details" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "## Calculate Structure Factors \n", "\n", "To extend the single atom view of the atomic form factor $f(\\theta$) to a crystal, we change to the structure factor $F(\\theta)$. The structure factor $F(\\theta)$ is a measure\n", "of the amplitude scattered by a unit cell of a crystal\n", "structure. \n", "\n", "Because $F(\\theta)$ is an amplitude like $f(\\theta)$, it also\n", "has dimensions of length.We can define $F(\\theta)$ as: \n", "$$ F_{hkl}(\\theta) = \\sum_{j=1}^{\\inf} f_i(\\theta) \\mathrm{e}^{[-2 \\pi i (h x_j+k y_j + l z_j)]} \n", "$$\n", "\n", "The sum is over all the $i$ atoms in the unit cell (with\n", "atomic coordinates $x_i, y_i, z_i$ \n", "\n", "The structure factors $f_i(\\theta)$ are multiplied by a phase factor (the exponential function).\n", "The phase factor takes account of the difference in phase\n", "between waves scattered from atoms on different but\n", "parallel atomic planes with the same Miller indices$ (hkl)$.\n", "\n", "The scattering angle $\\theta$ is the angle between the angle between the incident\n", "and scattered electron beams.\n", "\n", "\n", "Please identify all the variables in line 10 below. Please note that we only do a finite number of hkl" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [], "source": [ "# Calculate Structure Factors\n", "\n", "structure_factors = []\n", "\n", "base = np.dot(tags['base'],tags['unit_cell']) # transformation from relative to Carthesian coordinates\n", "for j in range(len(g_hkl)):\n", " F = 0\n", " for b in range(len(base)):\n", " f = ks.feq(tags['elements'][b],np.linalg.norm(np.dot(g_hkl[j], reciprocal_lattice))) # Atomic form factor for element and momentum change (g vector)\n", " F += f * np.exp(-2*np.pi*1j*(g_hkl[j]*base[b]).sum()) \n", " structure_factors.append(F)\n", "F = structure_factors = np.array(structure_factors)\n" ] }, { "cell_type": "markdown", "metadata": { "slideshow": { "slide_type": "slide" } }, "source": [ "### All Allowed Reflections\n", "\n", "The structure factor determines whether a reflection is allowed or not.\n", "\n", "If the structure factor is zero, the reflection is called forbidden." ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " Of the evaluated 6859 Miller indices 1365 are allowed. \n" ] } ], "source": [ "# Allowed reflections have a non zero structure factor F (with a bit of numerical error)\n", "allowed = np.absolute(structure_factors) > 0.001\n", "\n", "print(f' Of the evaluated {hkl.shape[0]} Miller indices {allowed.sum()} are allowed. ')\n", "\n", "distances = np.linalg.norm(g_hkl, axis = 1)\n", "# We select now all the \n", "zero = distances == 0.\n", "allowed = np.logical_and(allowed,np.logical_not(zero))\n", "\n", "F = F[allowed]\n", "g_hkl = g_hkl[allowed]\n", "hkl = hkl[allowed]\n", "distances = distances[allowed]\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Families of reflections\n", "\n", "reflections with the same length of reciprocal lattice vector are called families" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " Of the 1364 allowed Bragg reflections there are 47 families of reflections.\n" ] } ], "source": [ "sorted_allowed = np.argsort(distances)\n", "\n", "distances = distances[sorted_allowed]\n", "hkl = hkl[sorted_allowed]\n", "F = F[sorted_allowed]\n", "\n", "# How many have unique distances and what is their muliplicity\n", "\n", "unique, indices = np.unique(distances, return_index=True)\n", "\n", "print(f' Of the {allowed.sum()} allowed Bragg reflections there are {len(unique)} families of reflections.')\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Intensities and Multiplicities\n" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "\n", " index \t hkl \t 1/d [1/nm] d [pm] \t F \t multip. intensity\n", " 0\t [1. 1. 1.] \t 3.06 \t 327 \t 10.05, \t 8 \t 808.52\n", " 8\t [0. 2. 2.] \t 4.99 \t 200 \t 7.10, \t 12 \t 605.58\n", " 20\t [3. 1. 1.] \t 5.85 \t 171 \t 4.02, \t 24 \t 387.33\n", " 44\t [0. 0. 4.] \t 7.06 \t 142 \t 4.39, \t 6 \t 115.65\n", " 50\t [3. 1. 3.] \t 7.69 \t 130 \t 2.75, \t 24 \t 182.13\n", " 74\t [2. 2. 4.] \t 8.64 \t 116 \t 3.30, \t 24 \t 260.59\n", " 98\t [1. 5. 1.] \t 9.17 \t 109 \t 2.14, \t 24 \t 109.40\n", "122\t [3. 3. 3.] \t 9.17 \t 109 \t 2.14, \t 8 \t 36.47\n", "130\t [0. 4. 4.] \t 9.98 \t 100 \t 2.65, \t 12 \t 84.35\n", "142\t [3. 5. 1.] \t 10.44 \t 96 \t 1.75, \t 48 \t 146.49\n", "190\t [0. 2. 6.] \t 11.16 \t 90 \t 2.22, \t 24 \t 118.13\n", "214\t [3. 5. 3.] \t 11.57 \t 86 \t 1.48, \t 24 \t 52.43\n", "238\t [4. 4. 4.] \t 12.22 \t 82 \t 1.91, \t 8 \t 29.07\n", "246\t [5. 5. 1.] \t 12.60 \t 79 \t 1.28, \t 48 \t 78.66\n", "294\t [6. 2. 4.] \t 13.20 \t 76 \t 1.67, \t 48 \t 133.86\n", "342\t [5. 5. 3.] \t 13.55 \t 74 \t 1.13, \t 72 \t 91.64\n", "414\t [0. 8. 0.] \t 14.11 \t 71 \t 1.48, \t 6 \t 13.23\n", "420\t [3. 7. 3.] \t 14.44 \t 69 \t 1.01, \t 24 \t 24.37\n", "444\t [2. 2. 8.] \t 14.97 \t 67 \t 1.34, \t 8 \t 14.27\n", "452\t [8. 2. 2.] \t 14.97 \t 67 \t 1.34, \t 28 \t 49.95\n", "480\t [5. 5. 5.] \t 15.28 \t 65 \t 0.91, \t 56 \t 46.38\n", "536\t [0. 8. 4.] \t 15.78 \t 63 \t 1.21, \t 24 \t 35.32\n", "560\t [7. 5. 3.] \t 16.07 \t 62 \t 0.83, \t 72 \t 49.50\n", "632\t [6. 6. 4.] \t 16.55 \t 60 \t 1.11, \t 24 \t 29.61\n", "656\t [3. 9. 1.] \t 16.83 \t 59 \t 0.76, \t 48 \t 27.82\n", "704\t [4. 8. 4.] \t 17.29 \t 58 \t 1.02, \t 24 \t 25.16\n", "728\t [7. 5. 5.] \t 17.55 \t 57 \t 0.70, \t 72 \t 35.62\n", "800\t [2. 8. 6.] \t 17.99 \t 56 \t 0.95, \t 48 \t 43.28\n", "848\t [3. 7. 7.] \t 18.25 \t 55 \t 0.65, \t 72 \t 30.75\n", "920\t [5. 3. 9.] \t 18.92 \t 53 \t 0.61, \t 48 \t 17.88\n", "968\t [7. 7. 5.] \t 19.57 \t 51 \t 0.57, \t 24 \t 7.86\n", "992\t [0. 8. 8.] \t 19.96 \t 50 \t 0.78, \t 12 \t 7.28\n", "1004\t [5. 5. 9.] \t 20.19 \t 50 \t 0.54, \t 72 \t 20.89\n", "1076\t [8. 6. 6.] \t 20.57 \t 49 \t 0.73, \t 16 \t 8.64\n", "1092\t [6. 6. 8.] \t 20.57 \t 49 \t 0.73, \t 8 \t 4.32\n", "1100\t [9. 7. 3.] \t 20.80 \t 48 \t 0.51, \t 48 \t 12.43\n", "1148\t [8. 8. 4.] \t 21.17 \t 47 \t 0.70, \t 24 \t 11.61\n", "1172\t [7. 7. 7.] \t 21.39 \t 47 \t 0.48, \t 8 \t 1.86\n", "1180\t [7. 5. 9.] \t 21.96 \t 46 \t 0.46, \t 32 \t 6.72\n", "1212\t [7. 9. 5.] \t 21.96 \t 46 \t 0.46, \t 16 \t 3.36\n", "1228\t [9. 1. 9.] \t 22.52 \t 44 \t 0.44, \t 24 \t 4.57\n", "1252\t [9. 9. 3.] \t 23.07 \t 43 \t 0.42, \t 24 \t 4.17\n", "1276\t [7. 7. 9.] \t 23.60 \t 42 \t 0.40, \t 24 \t 3.81\n", "1300\t [5. 9. 9.] \t 24.13 \t 41 \t 0.38, \t 24 \t 3.51\n", "1324\t [8. 8. 8.] \t 24.45 \t 41 \t 0.53, \t 8 \t 2.22\n", "1332\t [9. 7. 9.] \t 25.63 \t 39 \t 0.34, \t 24 \t 2.78\n" ] } ], "source": [ "multiplicitity = np.roll(indices,-1)-indices\n", "intensity = np.absolute(F[indices]**2*multiplicitity)\n", "print('\\n index \\t hkl \\t 1/d [1/nm] d [pm] \\t F \\t multip. intensity' )\n", "family = []\n", "for j in range(len(unique)-1):\n", " i = indices[j] \n", " i2 = indices[j+1] \n", " family.append(hkl[i+np.argmax(hkl[i:i2].sum(axis=1))])\n", " print(f'{i:3g}\\t {family[j]} \\t {distances[i]:.2f} \\t {1/distances[i]*1000:.0f} \\t {np.absolute(F[i]):.2f}, \\t {indices[j+1]-indices[j]:3g} \\t {intensity[j]:.2f}') \n", " \n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Allowed reflections for Silicon: \n", "$\\ \\ |F_{hkl}|^2 = \\begin{cases} ( h , k , l \\ \\ \\mbox{ all odd} &\\\\\n", " ( h ,| k , l \\ \\ \\mbox{all even}& \\mbox{and}\\ \\ h+k+l = 4n\\end{cases}$ \n", "\n", "Check above allowed reflections whether this condition is met for the zero order Laue zone.\n", "\n", "\n", "Please note that the forbidden and alowed reflections are directly a property of the structure factor." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Diffraction with Parallel Illumination \n", "\n", "Polycrystalline Sample |Single Crystalline Sample\n", ":---------:|:-----------------:\n", "ring pattern |spot pattern\n", "depends on $F(\\theta)$ | depends on $F(\\theta)$ \n", "\t\t| depends on excitation error $s$" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Ring Pattern\n", "\"Bragg's\n", "\"Bragg's\n", "\n", "**Ring Pattern:**\n", "- The profile of a ring diffraction pattern (of a polycrystalline sample) is very close to what a you are used from X-ray diffraction.\n", "- The x-axis is directly the magnitude of the $|\\vec{g}| = 1/d$ of a hkl plane set.\n", "\t\n", "- The intensity of a Bragg reflection is directly related to the square of the structure factor $I = F^2(\\theta)$\n", "\t\n", "- The intensity of a ring is directly related to the multiplicity of the family of planes. \n", "\n", "\n", "**Ring Pattern Problem:**\n", "- Where is the center of the ring pattern\n", "- Integration over all angles (spherical coordinates)\n", "- Indexing of pattern is analog to x-ray diffraction. \n", "\n", "The Ring Diffraction Pattern are completely defined by the Structure Factor" ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "data": { "application/javascript": [ "/* Put everything inside the global mpl namespace */\n", "/* global mpl */\n", "window.mpl = {};\n", "\n", "mpl.get_websocket_type = function () {\n", " if (typeof WebSocket !== 'undefined') {\n", " return WebSocket;\n", " } else if (typeof MozWebSocket !== 'undefined') {\n", " return MozWebSocket;\n", " } else {\n", " alert(\n", " 'Your browser does not have WebSocket support. ' +\n", " 'Please try Chrome, Safari or Firefox ≥ 6. ' +\n", " 'Firefox 4 and 5 are also supported but you ' +\n", " 'have to enable WebSockets in about:config.'\n", " );\n", " }\n", "};\n", "\n", "mpl.figure = function (figure_id, websocket, ondownload, parent_element) {\n", " this.id = figure_id;\n", "\n", " this.ws = websocket;\n", "\n", " this.supports_binary = this.ws.binaryType !== undefined;\n", "\n", " if (!this.supports_binary) {\n", " var warnings = document.getElementById('mpl-warnings');\n", " if (warnings) {\n", " warnings.style.display = 'block';\n", " warnings.textContent =\n", " 'This browser does not support binary websocket messages. ' +\n", " 'Performance may be slow.';\n", " }\n", " }\n", "\n", " this.imageObj = new Image();\n", "\n", " this.context = undefined;\n", " this.message = undefined;\n", " this.canvas = undefined;\n", " this.rubberband_canvas = undefined;\n", " this.rubberband_context = undefined;\n", " this.format_dropdown = undefined;\n", "\n", " this.image_mode = 'full';\n", "\n", " this.root = document.createElement('div');\n", " this.root.setAttribute('style', 'display: inline-block');\n", " this._root_extra_style(this.root);\n", "\n", " parent_element.appendChild(this.root);\n", "\n", " this._init_header(this);\n", " this._init_canvas(this);\n", " this._init_toolbar(this);\n", "\n", " var fig = this;\n", "\n", " this.waiting = false;\n", "\n", " this.ws.onopen = function () {\n", " fig.send_message('supports_binary', { value: fig.supports_binary });\n", " fig.send_message('send_image_mode', {});\n", " if (fig.ratio !== 1) {\n", " fig.send_message('set_dpi_ratio', { dpi_ratio: fig.ratio });\n", " }\n", " fig.send_message('refresh', {});\n", " };\n", "\n", " this.imageObj.onload = function () {\n", " if (fig.image_mode === 'full') {\n", " // Full images could contain transparency (where diff images\n", " // almost always do), so we need to clear the canvas so that\n", " // there is no ghosting.\n", " fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n", " }\n", " fig.context.drawImage(fig.imageObj, 0, 0);\n", " };\n", "\n", " this.imageObj.onunload = function () {\n", " fig.ws.close();\n", " };\n", "\n", " this.ws.onmessage = this._make_on_message_function(this);\n", "\n", " this.ondownload = ondownload;\n", "};\n", "\n", "mpl.figure.prototype._init_header = function () {\n", " var titlebar = document.createElement('div');\n", " titlebar.classList =\n", " 'ui-dialog-titlebar ui-widget-header ui-corner-all ui-helper-clearfix';\n", " var titletext = document.createElement('div');\n", " titletext.classList = 'ui-dialog-title';\n", " titletext.setAttribute(\n", " 'style',\n", " 'width: 100%; text-align: center; padding: 3px;'\n", " );\n", " titlebar.appendChild(titletext);\n", " this.root.appendChild(titlebar);\n", " this.header = titletext;\n", "};\n", "\n", "mpl.figure.prototype._canvas_extra_style = function (_canvas_div) {};\n", "\n", "mpl.figure.prototype._root_extra_style = function (_canvas_div) {};\n", "\n", "mpl.figure.prototype._init_canvas = function () {\n", " var fig = this;\n", "\n", " var canvas_div = (this.canvas_div = document.createElement('div'));\n", " canvas_div.setAttribute(\n", " 'style',\n", " 'border: 1px solid #ddd;' +\n", " 'box-sizing: content-box;' +\n", " 'clear: both;' +\n", " 'min-height: 1px;' +\n", " 'min-width: 1px;' +\n", " 'outline: 0;' +\n", " 'overflow: hidden;' +\n", " 'position: relative;' +\n", " 'resize: both;'\n", " );\n", "\n", " function on_keyboard_event_closure(name) {\n", " return function (event) {\n", " return fig.key_event(event, name);\n", " };\n", " }\n", "\n", " canvas_div.addEventListener(\n", " 'keydown',\n", " on_keyboard_event_closure('key_press')\n", " );\n", " canvas_div.addEventListener(\n", " 'keyup',\n", " on_keyboard_event_closure('key_release')\n", " );\n", "\n", " this._canvas_extra_style(canvas_div);\n", " this.root.appendChild(canvas_div);\n", "\n", " var canvas = (this.canvas = document.createElement('canvas'));\n", " canvas.classList.add('mpl-canvas');\n", " canvas.setAttribute('style', 'box-sizing: content-box;');\n", "\n", " this.context = canvas.getContext('2d');\n", "\n", " var backingStore =\n", " this.context.backingStorePixelRatio ||\n", " this.context.webkitBackingStorePixelRatio ||\n", " this.context.mozBackingStorePixelRatio ||\n", " this.context.msBackingStorePixelRatio ||\n", " this.context.oBackingStorePixelRatio ||\n", " this.context.backingStorePixelRatio ||\n", " 1;\n", "\n", " this.ratio = (window.devicePixelRatio || 1) / backingStore;\n", " if (this.ratio !== 1) {\n", " fig.send_message('set_dpi_ratio', { dpi_ratio: this.ratio });\n", " }\n", "\n", " var rubberband_canvas = (this.rubberband_canvas = document.createElement(\n", " 'canvas'\n", " ));\n", " rubberband_canvas.setAttribute(\n", " 'style',\n", " 'box-sizing: content-box; position: absolute; left: 0; top: 0; z-index: 1;'\n", " );\n", "\n", " // Apply a ponyfill if ResizeObserver is not implemented by browser.\n", " if (this.ResizeObserver === undefined) {\n", " if (window.ResizeObserver !== undefined) {\n", " this.ResizeObserver = window.ResizeObserver;\n", " } else {\n", " var obs = _JSXTOOLS_RESIZE_OBSERVER({});\n", " this.ResizeObserver = obs.ResizeObserver;\n", " }\n", " }\n", "\n", " this.resizeObserverInstance = new this.ResizeObserver(function (entries) {\n", " var nentries = entries.length;\n", " for (var i = 0; i < nentries; i++) {\n", " var entry = entries[i];\n", " var width, height;\n", " if (entry.contentBoxSize) {\n", " if (entry.contentBoxSize instanceof Array) {\n", " // Chrome 84 implements new version of spec.\n", " width = entry.contentBoxSize[0].inlineSize;\n", " height = entry.contentBoxSize[0].blockSize;\n", " } else {\n", " // Firefox implements old version of spec.\n", " width = entry.contentBoxSize.inlineSize;\n", " height = entry.contentBoxSize.blockSize;\n", " }\n", " } else {\n", " // Chrome <84 implements even older version of spec.\n", " width = entry.contentRect.width;\n", " height = entry.contentRect.height;\n", " }\n", "\n", " // Keep the size of the canvas and rubber band canvas in sync with\n", " // the canvas container.\n", " if (entry.devicePixelContentBoxSize) {\n", " // Chrome 84 implements new version of spec.\n", " canvas.setAttribute(\n", " 'width',\n", " entry.devicePixelContentBoxSize[0].inlineSize\n", " );\n", " canvas.setAttribute(\n", " 'height',\n", " entry.devicePixelContentBoxSize[0].blockSize\n", " );\n", " } else {\n", " canvas.setAttribute('width', width * fig.ratio);\n", " canvas.setAttribute('height', height * fig.ratio);\n", " }\n", " canvas.setAttribute(\n", " 'style',\n", " 'width: ' + width + 'px; height: ' + height + 'px;'\n", " );\n", "\n", " rubberband_canvas.setAttribute('width', width);\n", " rubberband_canvas.setAttribute('height', height);\n", "\n", " // And update the size in Python. We ignore the initial 0/0 size\n", " // that occurs as the element is placed into the DOM, which should\n", " // otherwise not happen due to the minimum size styling.\n", " if (width != 0 && height != 0) {\n", " fig.request_resize(width, height);\n", " }\n", " }\n", " });\n", " this.resizeObserverInstance.observe(canvas_div);\n", "\n", " function on_mouse_event_closure(name) {\n", " return function (event) {\n", " return fig.mouse_event(event, name);\n", " };\n", " }\n", "\n", " rubberband_canvas.addEventListener(\n", " 'mousedown',\n", " on_mouse_event_closure('button_press')\n", " );\n", " rubberband_canvas.addEventListener(\n", " 'mouseup',\n", " on_mouse_event_closure('button_release')\n", " );\n", " // Throttle sequential mouse events to 1 every 20ms.\n", " rubberband_canvas.addEventListener(\n", " 'mousemove',\n", " on_mouse_event_closure('motion_notify')\n", " );\n", "\n", " rubberband_canvas.addEventListener(\n", " 'mouseenter',\n", " on_mouse_event_closure('figure_enter')\n", " );\n", " rubberband_canvas.addEventListener(\n", " 'mouseleave',\n", " on_mouse_event_closure('figure_leave')\n", " );\n", "\n", " canvas_div.addEventListener('wheel', function (event) {\n", " if (event.deltaY < 0) {\n", " event.step = 1;\n", " } else {\n", " event.step = -1;\n", " }\n", " on_mouse_event_closure('scroll')(event);\n", " });\n", "\n", " canvas_div.appendChild(canvas);\n", " canvas_div.appendChild(rubberband_canvas);\n", "\n", " this.rubberband_context = rubberband_canvas.getContext('2d');\n", " this.rubberband_context.strokeStyle = '#000000';\n", "\n", " this._resize_canvas = function (width, height, forward) {\n", " if (forward) {\n", " canvas_div.style.width = width + 'px';\n", " canvas_div.style.height = height + 'px';\n", " }\n", " };\n", "\n", " // Disable right mouse context menu.\n", " this.rubberband_canvas.addEventListener('contextmenu', function (_e) {\n", " event.preventDefault();\n", " return false;\n", " });\n", "\n", " function set_focus() {\n", " canvas.focus();\n", " canvas_div.focus();\n", " }\n", "\n", " window.setTimeout(set_focus, 100);\n", "};\n", "\n", "mpl.figure.prototype._init_toolbar = function () {\n", " var fig = this;\n", "\n", " var toolbar = document.createElement('div');\n", " toolbar.classList = 'mpl-toolbar';\n", " this.root.appendChild(toolbar);\n", "\n", " function on_click_closure(name) {\n", " return function (_event) {\n", " return fig.toolbar_button_onclick(name);\n", " };\n", " }\n", "\n", " function on_mouseover_closure(tooltip) {\n", " return function (event) {\n", " if (!event.currentTarget.disabled) {\n", " return fig.toolbar_button_onmouseover(tooltip);\n", " }\n", " };\n", " }\n", "\n", " fig.buttons = {};\n", " var buttonGroup = document.createElement('div');\n", " buttonGroup.classList = 'mpl-button-group';\n", " for (var toolbar_ind in mpl.toolbar_items) {\n", " var name = mpl.toolbar_items[toolbar_ind][0];\n", " var tooltip = mpl.toolbar_items[toolbar_ind][1];\n", " var image = mpl.toolbar_items[toolbar_ind][2];\n", " var method_name = mpl.toolbar_items[toolbar_ind][3];\n", "\n", " if (!name) {\n", " /* Instead of a spacer, we start a new button group. */\n", " if (buttonGroup.hasChildNodes()) {\n", " toolbar.appendChild(buttonGroup);\n", " }\n", " buttonGroup = document.createElement('div');\n", " buttonGroup.classList = 'mpl-button-group';\n", " continue;\n", " }\n", "\n", " var button = (fig.buttons[name] = document.createElement('button'));\n", " button.classList = 'mpl-widget';\n", " button.setAttribute('role', 'button');\n", " button.setAttribute('aria-disabled', 'false');\n", " button.addEventListener('click', on_click_closure(method_name));\n", " button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n", "\n", " var icon_img = document.createElement('img');\n", " icon_img.src = '_images/' + image + '.png';\n", " icon_img.srcset = '_images/' + image + '_large.png 2x';\n", " icon_img.alt = tooltip;\n", " button.appendChild(icon_img);\n", "\n", " buttonGroup.appendChild(button);\n", " }\n", "\n", " if (buttonGroup.hasChildNodes()) {\n", " toolbar.appendChild(buttonGroup);\n", " }\n", "\n", " var fmt_picker = document.createElement('select');\n", " fmt_picker.classList = 'mpl-widget';\n", " toolbar.appendChild(fmt_picker);\n", " this.format_dropdown = fmt_picker;\n", "\n", " for (var ind in mpl.extensions) {\n", " var fmt = mpl.extensions[ind];\n", " var option = document.createElement('option');\n", " option.selected = fmt === mpl.default_extension;\n", " option.innerHTML = fmt;\n", " fmt_picker.appendChild(option);\n", " }\n", "\n", " var status_bar = document.createElement('span');\n", " status_bar.classList = 'mpl-message';\n", " toolbar.appendChild(status_bar);\n", " this.message = status_bar;\n", "};\n", "\n", "mpl.figure.prototype.request_resize = function (x_pixels, y_pixels) {\n", " // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n", " // which will in turn request a refresh of the image.\n", " this.send_message('resize', { width: x_pixels, height: y_pixels });\n", "};\n", "\n", "mpl.figure.prototype.send_message = function (type, properties) {\n", " properties['type'] = type;\n", " properties['figure_id'] = this.id;\n", " this.ws.send(JSON.stringify(properties));\n", "};\n", "\n", "mpl.figure.prototype.send_draw_message = function () {\n", " if (!this.waiting) {\n", " this.waiting = true;\n", " this.ws.send(JSON.stringify({ type: 'draw', figure_id: this.id }));\n", " }\n", "};\n", "\n", "mpl.figure.prototype.handle_save = function (fig, _msg) {\n", " var format_dropdown = fig.format_dropdown;\n", " var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n", " fig.ondownload(fig, format);\n", "};\n", "\n", "mpl.figure.prototype.handle_resize = function (fig, msg) {\n", " var size = msg['size'];\n", " if (size[0] !== fig.canvas.width || size[1] !== fig.canvas.height) {\n", " fig._resize_canvas(size[0], size[1], msg['forward']);\n", " fig.send_message('refresh', {});\n", " }\n", "};\n", "\n", "mpl.figure.prototype.handle_rubberband = function (fig, msg) {\n", " var x0 = msg['x0'] / fig.ratio;\n", " var y0 = (fig.canvas.height - msg['y0']) / fig.ratio;\n", " var x1 = msg['x1'] / fig.ratio;\n", " var y1 = (fig.canvas.height - msg['y1']) / fig.ratio;\n", " x0 = Math.floor(x0) + 0.5;\n", " y0 = Math.floor(y0) + 0.5;\n", " x1 = Math.floor(x1) + 0.5;\n", " y1 = Math.floor(y1) + 0.5;\n", " var min_x = Math.min(x0, x1);\n", " var min_y = Math.min(y0, y1);\n", " var width = Math.abs(x1 - x0);\n", " var height = Math.abs(y1 - y0);\n", "\n", " fig.rubberband_context.clearRect(\n", " 0,\n", " 0,\n", " fig.canvas.width / fig.ratio,\n", " fig.canvas.height / fig.ratio\n", " );\n", "\n", " fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n", "};\n", "\n", "mpl.figure.prototype.handle_figure_label = function (fig, msg) {\n", " // Updates the figure title.\n", " fig.header.textContent = msg['label'];\n", "};\n", "\n", "mpl.figure.prototype.handle_cursor = function (fig, msg) {\n", " var cursor = msg['cursor'];\n", " switch (cursor) {\n", " case 0:\n", " cursor = 'pointer';\n", " break;\n", " case 1:\n", " cursor = 'default';\n", " break;\n", " case 2:\n", " cursor = 'crosshair';\n", " break;\n", " case 3:\n", " cursor = 'move';\n", " break;\n", " }\n", " fig.rubberband_canvas.style.cursor = cursor;\n", "};\n", "\n", "mpl.figure.prototype.handle_message = function (fig, msg) {\n", " fig.message.textContent = msg['message'];\n", "};\n", "\n", "mpl.figure.prototype.handle_draw = function (fig, _msg) {\n", " // Request the server to send over a new figure.\n", " fig.send_draw_message();\n", "};\n", "\n", "mpl.figure.prototype.handle_image_mode = function (fig, msg) {\n", " fig.image_mode = msg['mode'];\n", "};\n", "\n", "mpl.figure.prototype.handle_history_buttons = function (fig, msg) {\n", " for (var key in msg) {\n", " if (!(key in fig.buttons)) {\n", " continue;\n", " }\n", " fig.buttons[key].disabled = !msg[key];\n", " fig.buttons[key].setAttribute('aria-disabled', !msg[key]);\n", " }\n", "};\n", "\n", "mpl.figure.prototype.handle_navigate_mode = function (fig, msg) {\n", " if (msg['mode'] === 'PAN') {\n", " fig.buttons['Pan'].classList.add('active');\n", " fig.buttons['Zoom'].classList.remove('active');\n", " } else if (msg['mode'] === 'ZOOM') {\n", " fig.buttons['Pan'].classList.remove('active');\n", " fig.buttons['Zoom'].classList.add('active');\n", " } else {\n", " fig.buttons['Pan'].classList.remove('active');\n", " fig.buttons['Zoom'].classList.remove('active');\n", " }\n", "};\n", "\n", "mpl.figure.prototype.updated_canvas_event = function () {\n", " // Called whenever the canvas gets updated.\n", " this.send_message('ack', {});\n", "};\n", "\n", "// A function to construct a web socket function for onmessage handling.\n", "// Called in the figure constructor.\n", "mpl.figure.prototype._make_on_message_function = function (fig) {\n", " return function socket_on_message(evt) {\n", " if (evt.data instanceof Blob) {\n", " /* FIXME: We get \"Resource interpreted as Image but\n", " * transferred with MIME type text/plain:\" errors on\n", " * Chrome. But how to set the MIME type? It doesn't seem\n", " * to be part of the websocket stream */\n", " evt.data.type = 'image/png';\n", "\n", " /* Free the memory for the previous frames */\n", " if (fig.imageObj.src) {\n", " (window.URL || window.webkitURL).revokeObjectURL(\n", " fig.imageObj.src\n", " );\n", " }\n", "\n", " fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n", " evt.data\n", " );\n", " fig.updated_canvas_event();\n", " fig.waiting = false;\n", " return;\n", " } else if (\n", " typeof evt.data === 'string' &&\n", " evt.data.slice(0, 21) === 'data:image/png;base64'\n", " ) {\n", " fig.imageObj.src = evt.data;\n", " fig.updated_canvas_event();\n", " fig.waiting = false;\n", " return;\n", " }\n", "\n", " var msg = JSON.parse(evt.data);\n", " var msg_type = msg['type'];\n", "\n", " // Call the \"handle_{type}\" callback, which takes\n", " // the figure and JSON message as its only arguments.\n", " try {\n", " var callback = fig['handle_' + msg_type];\n", " } catch (e) {\n", " console.log(\n", " \"No handler for the '\" + msg_type + \"' message type: \",\n", " msg\n", " );\n", " return;\n", " }\n", "\n", " if (callback) {\n", " try {\n", " // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n", " callback(fig, msg);\n", " } catch (e) {\n", " console.log(\n", " \"Exception inside the 'handler_\" + msg_type + \"' callback:\",\n", " e,\n", " e.stack,\n", " msg\n", " );\n", " }\n", " }\n", " };\n", "};\n", "\n", "// from http://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n", "mpl.findpos = function (e) {\n", " //this section is from http://www.quirksmode.org/js/events_properties.html\n", " var targ;\n", " if (!e) {\n", " e = window.event;\n", " }\n", " if (e.target) {\n", " targ = e.target;\n", " } else if (e.srcElement) {\n", " targ = e.srcElement;\n", " }\n", " if (targ.nodeType === 3) {\n", " // defeat Safari bug\n", " targ = targ.parentNode;\n", " }\n", "\n", " // pageX,Y are the mouse positions relative to the document\n", " var boundingRect = targ.getBoundingClientRect();\n", " var x = e.pageX - (boundingRect.left + document.body.scrollLeft);\n", " var y = e.pageY - (boundingRect.top + document.body.scrollTop);\n", "\n", " return { x: x, y: y };\n", "};\n", "\n", "/*\n", " * return a copy of an object with only non-object keys\n", " * we need this to avoid circular references\n", " * http://stackoverflow.com/a/24161582/3208463\n", " */\n", "function simpleKeys(original) {\n", " return Object.keys(original).reduce(function (obj, key) {\n", " if (typeof original[key] !== 'object') {\n", " obj[key] = original[key];\n", " }\n", " return obj;\n", " }, {});\n", "}\n", "\n", "mpl.figure.prototype.mouse_event = function (event, name) {\n", " var canvas_pos = mpl.findpos(event);\n", "\n", " if (name === 'button_press') {\n", " this.canvas.focus();\n", " this.canvas_div.focus();\n", " }\n", "\n", " var x = canvas_pos.x * this.ratio;\n", " var y = canvas_pos.y * this.ratio;\n", "\n", " this.send_message(name, {\n", " x: x,\n", " y: y,\n", " button: event.button,\n", " step: event.step,\n", " guiEvent: simpleKeys(event),\n", " });\n", "\n", " /* This prevents the web browser from automatically changing to\n", " * the text insertion cursor when the button is pressed. We want\n", " * to control all of the cursor setting manually through the\n", " * 'cursor' event from matplotlib */\n", " event.preventDefault();\n", " return false;\n", "};\n", "\n", "mpl.figure.prototype._key_event_extra = function (_event, _name) {\n", " // Handle any extra behaviour associated with a key event\n", "};\n", "\n", "mpl.figure.prototype.key_event = function (event, name) {\n", " // Prevent repeat events\n", " if (name === 'key_press') {\n", " if (event.which === this._key) {\n", " return;\n", " } else {\n", " this._key = event.which;\n", " }\n", " }\n", " if (name === 'key_release') {\n", " this._key = null;\n", " }\n", "\n", " var value = '';\n", " if (event.ctrlKey && event.which !== 17) {\n", " value += 'ctrl+';\n", " }\n", " if (event.altKey && event.which !== 18) {\n", " value += 'alt+';\n", " }\n", " if (event.shiftKey && event.which !== 16) {\n", " value += 'shift+';\n", " }\n", "\n", " value += 'k';\n", " value += event.which.toString();\n", "\n", " this._key_event_extra(event, name);\n", "\n", " this.send_message(name, { key: value, guiEvent: simpleKeys(event) });\n", " return false;\n", "};\n", "\n", "mpl.figure.prototype.toolbar_button_onclick = function (name) {\n", " if (name === 'download') {\n", " this.handle_save(this, null);\n", " } else {\n", " this.send_message('toolbar_button', { name: name });\n", " }\n", "};\n", "\n", "mpl.figure.prototype.toolbar_button_onmouseover = function (tooltip) {\n", " this.message.textContent = tooltip;\n", "};\n", "\n", "///////////////// REMAINING CONTENT GENERATED BY embed_js.py /////////////////\n", "// prettier-ignore\n", "var _JSXTOOLS_RESIZE_OBSERVER=function(A){var t,i=new WeakMap,n=new WeakMap,a=new WeakMap,r=new WeakMap,o=new Set;function s(e){if(!(this instanceof s))throw new TypeError(\"Constructor requires 'new' operator\");i.set(this,e)}function h(){throw new TypeError(\"Function is not a constructor\")}function c(e,t,i,n){e=0 in arguments?Number(arguments[0]):0,t=1 in arguments?Number(arguments[1]):0,i=2 in arguments?Number(arguments[2]):0,n=3 in arguments?Number(arguments[3]):0,this.right=(this.x=this.left=e)+(this.width=i),this.bottom=(this.y=this.top=t)+(this.height=n),Object.freeze(this)}function d(){t=requestAnimationFrame(d);var s=new WeakMap,p=new Set;o.forEach((function(t){r.get(t).forEach((function(i){var r=t instanceof window.SVGElement,o=a.get(t),d=r?0:parseFloat(o.paddingTop),f=r?0:parseFloat(o.paddingRight),l=r?0:parseFloat(o.paddingBottom),u=r?0:parseFloat(o.paddingLeft),g=r?0:parseFloat(o.borderTopWidth),m=r?0:parseFloat(o.borderRightWidth),w=r?0:parseFloat(o.borderBottomWidth),b=u+f,F=d+l,v=(r?0:parseFloat(o.borderLeftWidth))+m,W=g+w,y=r?0:t.offsetHeight-W-t.clientHeight,E=r?0:t.offsetWidth-v-t.clientWidth,R=b+v,z=F+W,M=r?t.width:parseFloat(o.width)-R-E,O=r?t.height:parseFloat(o.height)-z-y;if(n.has(t)){var k=n.get(t);if(k[0]===M&&k[1]===O)return}n.set(t,[M,O]);var S=Object.create(h.prototype);S.target=t,S.contentRect=new c(u,d,M,O),s.has(i)||(s.set(i,[]),p.add(i)),s.get(i).push(S)}))})),p.forEach((function(e){i.get(e).call(e,s.get(e),e)}))}return s.prototype.observe=function(i){if(i instanceof window.Element){r.has(i)||(r.set(i,new Set),o.add(i),a.set(i,window.getComputedStyle(i)));var n=r.get(i);n.has(this)||n.add(this),cancelAnimationFrame(t),t=requestAnimationFrame(d)}},s.prototype.unobserve=function(i){if(i instanceof window.Element&&r.has(i)){var n=r.get(i);n.has(this)&&(n.delete(this),n.size||(r.delete(i),o.delete(i))),n.size||r.delete(i),o.size||cancelAnimationFrame(t)}},A.DOMRectReadOnly=c,A.ResizeObserver=s,A.ResizeObserverEntry=h,A}; // eslint-disable-line\n", "mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home icon-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left icon-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right icon-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Left button pans, Right button zooms\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-arrows icon-move\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\\nx/y fixes axis, CTRL fixes aspect\", \"fa fa-square-o icon-check-empty\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o icon-save\", \"download\"]];\n", "\n", "mpl.extensions = [\"eps\", \"jpeg\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\"];\n", "\n", "mpl.default_extension = \"png\";/* global mpl */\n", "\n", "var comm_websocket_adapter = function (comm) {\n", " // Create a \"websocket\"-like object which calls the given IPython comm\n", " // object with the appropriate methods. Currently this is a non binary\n", " // socket, so there is still some room for performance tuning.\n", " var ws = {};\n", "\n", " ws.close = function () {\n", " comm.close();\n", " };\n", " ws.send = function (m) {\n", " //console.log('sending', m);\n", " comm.send(m);\n", " };\n", " // Register the callback with on_msg.\n", " comm.on_msg(function (msg) {\n", " //console.log('receiving', msg['content']['data'], msg);\n", " // Pass the mpl event to the overridden (by mpl) onmessage function.\n", " ws.onmessage(msg['content']['data']);\n", " });\n", " return ws;\n", "};\n", "\n", "mpl.mpl_figure_comm = function (comm, msg) {\n", " // This is the function which gets called when the mpl process\n", " // starts-up an IPython Comm through the \"matplotlib\" channel.\n", "\n", " var id = msg.content.data.id;\n", " // Get hold of the div created by the display call when the Comm\n", " // socket was opened in Python.\n", " var element = document.getElementById(id);\n", " var ws_proxy = comm_websocket_adapter(comm);\n", "\n", " function ondownload(figure, _format) {\n", " window.open(figure.canvas.toDataURL());\n", " }\n", "\n", " var fig = new mpl.figure(id, ws_proxy, ondownload, element);\n", "\n", " // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n", " // web socket which is closed, not our websocket->open comm proxy.\n", " ws_proxy.onopen();\n", "\n", " fig.parent_element = element;\n", " fig.cell_info = mpl.find_output_cell(\"
\");\n", " if (!fig.cell_info) {\n", " console.error('Failed to find cell for figure', id, fig);\n", " return;\n", " }\n", " fig.cell_info[0].output_area.element.on(\n", " 'cleared',\n", " { fig: fig },\n", " fig._remove_fig_handler\n", " );\n", "};\n", "\n", "mpl.figure.prototype.handle_close = function (fig, msg) {\n", " var width = fig.canvas.width / fig.ratio;\n", " fig.cell_info[0].output_area.element.off(\n", " 'cleared',\n", " fig._remove_fig_handler\n", " );\n", " fig.resizeObserverInstance.unobserve(fig.canvas_div);\n", "\n", " // Update the output cell to use the data from the current canvas.\n", " fig.push_to_output();\n", " var dataURL = fig.canvas.toDataURL();\n", " // Re-enable the keyboard manager in IPython - without this line, in FF,\n", " // the notebook keyboard shortcuts fail.\n", " IPython.keyboard_manager.enable();\n", " fig.parent_element.innerHTML =\n", " '';\n", " fig.close_ws(fig, msg);\n", "};\n", "\n", "mpl.figure.prototype.close_ws = function (fig, msg) {\n", " fig.send_message('closing', msg);\n", " // fig.ws.close()\n", "};\n", "\n", "mpl.figure.prototype.push_to_output = function (_remove_interactive) {\n", " // Turn the data on the canvas into data in the output cell.\n", " var width = this.canvas.width / this.ratio;\n", " var dataURL = this.canvas.toDataURL();\n", " this.cell_info[1]['text/html'] =\n", " '';\n", "};\n", "\n", "mpl.figure.prototype.updated_canvas_event = function () {\n", " // Tell IPython that the notebook contents must change.\n", " IPython.notebook.set_dirty(true);\n", " this.send_message('ack', {});\n", " var fig = this;\n", " // Wait a second, then push the new image to the DOM so\n", " // that it is saved nicely (might be nice to debounce this).\n", " setTimeout(function () {\n", " fig.push_to_output();\n", " }, 1000);\n", "};\n", "\n", "mpl.figure.prototype._init_toolbar = function () {\n", " var fig = this;\n", "\n", " var toolbar = document.createElement('div');\n", " toolbar.classList = 'btn-toolbar';\n", " this.root.appendChild(toolbar);\n", "\n", " function on_click_closure(name) {\n", " return function (_event) {\n", " return fig.toolbar_button_onclick(name);\n", " };\n", " }\n", "\n", " function on_mouseover_closure(tooltip) {\n", " return function (event) {\n", " if (!event.currentTarget.disabled) {\n", " return fig.toolbar_button_onmouseover(tooltip);\n", " }\n", " };\n", " }\n", "\n", " fig.buttons = {};\n", " var buttonGroup = document.createElement('div');\n", " buttonGroup.classList = 'btn-group';\n", " var button;\n", " for (var toolbar_ind in mpl.toolbar_items) {\n", " var name = mpl.toolbar_items[toolbar_ind][0];\n", " var tooltip = mpl.toolbar_items[toolbar_ind][1];\n", " var image = mpl.toolbar_items[toolbar_ind][2];\n", " var method_name = mpl.toolbar_items[toolbar_ind][3];\n", "\n", " if (!name) {\n", " /* Instead of a spacer, we start a new button group. */\n", " if (buttonGroup.hasChildNodes()) {\n", " toolbar.appendChild(buttonGroup);\n", " }\n", " buttonGroup = document.createElement('div');\n", " buttonGroup.classList = 'btn-group';\n", " continue;\n", " }\n", "\n", " button = fig.buttons[name] = document.createElement('button');\n", " button.classList = 'btn btn-default';\n", " button.href = '#';\n", " button.title = name;\n", " button.innerHTML = '';\n", " button.addEventListener('click', on_click_closure(method_name));\n", " button.addEventListener('mouseover', on_mouseover_closure(tooltip));\n", " buttonGroup.appendChild(button);\n", " }\n", "\n", " if (buttonGroup.hasChildNodes()) {\n", " toolbar.appendChild(buttonGroup);\n", " }\n", "\n", " // Add the status bar.\n", " var status_bar = document.createElement('span');\n", " status_bar.classList = 'mpl-message pull-right';\n", " toolbar.appendChild(status_bar);\n", " this.message = status_bar;\n", "\n", " // Add the close button to the window.\n", " var buttongrp = document.createElement('div');\n", " buttongrp.classList = 'btn-group inline pull-right';\n", " button = document.createElement('button');\n", " button.classList = 'btn btn-mini btn-primary';\n", " button.href = '#';\n", " button.title = 'Stop Interaction';\n", " button.innerHTML = '';\n", " button.addEventListener('click', function (_evt) {\n", " fig.handle_close(fig, {});\n", " });\n", " button.addEventListener(\n", " 'mouseover',\n", " on_mouseover_closure('Stop Interaction')\n", " );\n", " buttongrp.appendChild(button);\n", " var titlebar = this.root.querySelector('.ui-dialog-titlebar');\n", " titlebar.insertBefore(buttongrp, titlebar.firstChild);\n", "};\n", "\n", "mpl.figure.prototype._remove_fig_handler = function (event) {\n", " var fig = event.data.fig;\n", " if (event.target !== this) {\n", " // Ignore bubbled events from children.\n", " return;\n", " }\n", " fig.close_ws(fig, {});\n", "};\n", "\n", "mpl.figure.prototype._root_extra_style = function (el) {\n", " el.style.boxSizing = 'content-box'; // override notebook setting of border-box.\n", "};\n", "\n", "mpl.figure.prototype._canvas_extra_style = function (el) {\n", " // this is important to make the div 'focusable\n", " el.setAttribute('tabindex', 0);\n", " // reach out to IPython and tell the keyboard manager to turn it's self\n", " // off when our div gets focus\n", "\n", " // location in version 3\n", " if (IPython.notebook.keyboard_manager) {\n", " IPython.notebook.keyboard_manager.register_events(el);\n", " } else {\n", " // location in version 2\n", " IPython.keyboard_manager.register_events(el);\n", " }\n", "};\n", "\n", "mpl.figure.prototype._key_event_extra = function (event, _name) {\n", " var manager = IPython.notebook.keyboard_manager;\n", " if (!manager) {\n", " manager = IPython.keyboard_manager;\n", " }\n", "\n", " // Check for shift+enter\n", " if (event.shiftKey && event.which === 13) {\n", " this.canvas_div.blur();\n", " // select the cell after this one\n", " var index = IPython.notebook.find_cell_index(this.cell_info[0]);\n", " IPython.notebook.select(index + 1);\n", " }\n", "};\n", "\n", "mpl.figure.prototype.handle_save = function (fig, _msg) {\n", " fig.ondownload(fig, null);\n", "};\n", "\n", "mpl.find_output_cell = function (html_output) {\n", " // Return the cell and output element which can be found *uniquely* in the notebook.\n", " // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n", " // IPython event is triggered only after the cells have been serialised, which for\n", " // our purposes (turning an active figure into a static one), is too late.\n", " var cells = IPython.notebook.get_cells();\n", " var ncells = cells.length;\n", " for (var i = 0; i < ncells; i++) {\n", " var cell = cells[i];\n", " if (cell.cell_type === 'code') {\n", " for (var j = 0; j < cell.output_area.outputs.length; j++) {\n", " var data = cell.output_area.outputs[j];\n", " if (data.data) {\n", " // IPython >= 3 moved mimebundle to data attribute of output\n", " data = data.data;\n", " }\n", " if (data['text/html'] === html_output) {\n", " return [cell, data, j];\n", " }\n", " }\n", " }\n", " }\n", "};\n", "\n", "// Register the function which deals with the matplotlib target/channel.\n", "// The kernel may be null if the page has been refreshed.\n", "if (IPython.notebook.kernel !== null) {\n", " IPython.notebook.kernel.comm_manager.register_target(\n", " 'matplotlib',\n", " mpl.mpl_figure_comm\n", " );\n", "}\n" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/html": [ "" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from matplotlib import patches\n", "fig, ax = plt.subplots()\n", "plt.scatter(0,0);\n", "img = np.zeros((1024,1024))\n", "extent = np.array([-1,1,-1,1])*np.max(unique)\n", "plt.imshow(img, extent = extent)\n", "\n", "for radius in unique: \n", " circle = patches.Circle((0,0), radius*2, color='r', fill= False, alpha = 0.3)#, **kwargs)\n", " ax.add_artist(circle);\n" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Conclusion\n", "The scattering geometry provides all the tools to determine which reciprocal lattice points are possible and which of them are allowed.\n", "\n", "Next we need to transfer out knowledge into a diffraction pattern." ] }, { "attachments": {}, "cell_type": "markdown", "metadata": {}, "source": [ "## Navigation\n", "\n", "- **Back: [Basic Crystallography](CH2_04-Structure_Factors.ipynb)** \n", "- **Next: [Kinematic Scattering Geometry](CH2_06-Kinematic_Scattering_Geometry.ipynb)** \n", "- **Chapter 2: [Diffraction](CH2_00-Diffraction.ipynb)** \n", "- **List of Content: [Front](../_MSE672_Intro_TEM.ipynb)** \n", "\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "celltoolbar": "Raw Cell Format", "kernelspec": { "display_name": "py12", "language": "python", "name": "py12" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.12.0" }, "livereveal": { "height": 768, "theme": "sky", "transition": "zoom", "width": 1024 }, "toc": { "base_numbering": "4", "nav_menu": {}, "number_sections": true, "sideBar": true, "skip_h1_title": false, "title_cell": "Table of Contents", "title_sidebar": "Contents", "toc_cell": false, "toc_position": { "height": "616px", "left": "1093px", "top": "168.133px", "width": "288px" }, "toc_section_display": true, "toc_window_display": false } }, "nbformat": 4, "nbformat_minor": 4 }