{ "cells": [ { "cell_type": "markdown", "id": "5457887d", "metadata": {}, "source": [ "# Unspuervised Classification Using R for Soil NanoSIMS Images\n", "\n", "Author: Yahan Hu, yahan.hu@tum.de\n", "\n", "## 1. Get the right version R kernel in Jupyter Notebook\n", "### Install necessary softwares\n", "1. Install the latest [R 4.3.1](https://cloud.r-project.org/) in Windows.\n", "2. Install [Anaconda](https://www.anaconda.com/download/) and open Anaconda Prompt from the start menu.\n", "### Install and Adjust R kernel for Jupyter Notebook \n", "1. Type `cd /d \"your path/R/R-4.3.1\"` where you installed your R. Hit return.\n", "2. Type `cd bin`. Hit return.\n", "3. Type `R.exe` to launch the command line R from the directory.\n", "4. Install the package `IRkernel` which makes the newest R callable as an Jupyter kernel. Type `install.packages('IRkernel')` and hit return.\n", "5. Type `IRkernel::installspec(name = 'Hackathon', displayname = 'R 4.3.1')` to create the latest R kernel. Both `name` and `displayname` can be changed into whatever you want.\n", "6. Exit R and close any instances of Jupyter Notebooks you have running.\n", "7. Launch Jupyter Notebook again and click to create a new notebook. You should find your kernel available by its display name in the drop down box.\n", "*[Referenced Web](https://stackoverflow.com/questions/51647561/using-a-new-windows-version-of-r-in-jupyter-notebooks)*\n", "## 2. Run a R-kernel notebook for Unsupervised Classification" ] }, { "cell_type": "code", "execution_count": null, "id": "ca078fc7", "metadata": { "vscode": { "languageId": "r" } }, "outputs": [], "source": [] }, { "cell_type": "markdown", "id": "2679fea7", "metadata": {}, "source": [ "### Preparation for the Unsupervised Clustering" ] }, { "cell_type": "code", "execution_count": 1, "id": "f8fea79b", "metadata": { "vscode": { "languageId": "r" } }, "outputs": [], "source": [ "# Clear environment\n", "rm(list=ls()) " ] }, { "cell_type": "markdown", "id": "23119c19", "metadata": {}, "source": [ "### Step 1: Load all the needed stuff" ] }, { "cell_type": "markdown", "id": "79846859", "metadata": {}, "source": [ "1. Packages" ] }, { "cell_type": "code", "execution_count": 2, "id": "dc37c903", "metadata": { "vscode": { "languageId": "r" } }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "The legacy packages maptools, rgdal, and rgeos, underpinning the sp package,\n", "which was just loaded, were retired in October 2023.\n", "Please refer to R-spatial evolution reports for details, especially\n", "https://r-spatial.org/r/2023/05/15/evolution4.html.\n", "It may be desirable to make the sf package available;\n", "package maintainers should consider adding sf to Suggests:.\n", "\n", "Linking to GEOS 3.10.2, GDAL 3.4.1, PROJ 8.2.1; sf_use_s2() is TRUE\n", "\n", "Loading required package: abind\n", "\n", "terra 1.7.46\n", "\n", "\n", "Attaching package: ‘ggplot2’\n", "\n", "\n", "The following object is masked from ‘package:latticeExtra’:\n", "\n", " layer\n", "\n", "\n", "\n", "Attaching package: ‘scales’\n", "\n", "\n", "The following object is masked from ‘package:terra’:\n", "\n", " rescale\n", "\n", "\n", "Welcome! Want to learn more? See two factoextra-related books at https://goo.gl/ve3WBa\n", "\n" ] }, { "data": { "text/html": [ "
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'base'\n", "\n", "\n", "\n", "\n", "\n" ], "text/plain": [ "[[1]]\n", "[1] \"sp\" \"stats\" \"graphics\" \"grDevices\" \"utils\" \"datasets\" \n", "[7] \"methods\" \"base\" \n", "\n", "[[2]]\n", "[1] \"raster\" \"sp\" \"stats\" \"graphics\" \"grDevices\" \"utils\" \n", "[7] \"datasets\" \"methods\" \"base\" \n", "\n", "[[3]]\n", " [1] \"sf\" \"raster\" \"sp\" \"stats\" \"graphics\" \"grDevices\"\n", " [7] \"utils\" \"datasets\" \"methods\" \"base\" \n", "\n", "[[4]]\n", " [1] \"stars\" \"abind\" \"sf\" \"raster\" \"sp\" \"stats\" \n", " [7] \"graphics\" \"grDevices\" \"utils\" \"datasets\" \"methods\" \"base\" \n", "\n", "[[5]]\n", " [1] \"terra\" \"stars\" \"abind\" \"sf\" \"raster\" \"sp\" \n", " [7] \"stats\" \"graphics\" \"grDevices\" \"utils\" \"datasets\" \"methods\" \n", "[13] \"base\" \n", "\n", "[[6]]\n", " [1] \"ijtiff\" \"terra\" \"stars\" \"abind\" \"sf\" \"raster\" \n", " [7] \"sp\" \"stats\" \"graphics\" \"grDevices\" \"utils\" \"datasets\" \n", "[13] \"methods\" \"base\" \n", "\n", "[[7]]\n", " [1] \"lattice\" \"ijtiff\" \"terra\" \"stars\" \"abind\" \"sf\" \n", " [7] \"raster\" \"sp\" \"stats\" \"graphics\" \"grDevices\" \"utils\" \n", "[13] \"datasets\" \"methods\" \"base\" \n", "\n", "[[8]]\n", " [1] \"latticeExtra\" \"lattice\" \"ijtiff\" \"terra\" \"stars\" \n", " [6] \"abind\" \"sf\" \"raster\" \"sp\" \"stats\" \n", "[11] \"graphics\" \"grDevices\" \"utils\" \"datasets\" \"methods\" \n", "[16] \"base\" \n", "\n", "[[9]]\n", " [1] \"ggplot2\" \"latticeExtra\" \"lattice\" \"ijtiff\" \"terra\" \n", " [6] \"stars\" \"abind\" \"sf\" \"raster\" \"sp\" \n", "[11] \"stats\" \"graphics\" \"grDevices\" \"utils\" \"datasets\" \n", "[16] \"methods\" \"base\" \n", "\n", "[[10]]\n", " [1] \"scales\" \"ggplot2\" \"latticeExtra\" \"lattice\" \"ijtiff\" \n", " [6] \"terra\" \"stars\" \"abind\" \"sf\" \"raster\" \n", "[11] \"sp\" \"stats\" \"graphics\" \"grDevices\" \"utils\" \n", "[16] \"datasets\" \"methods\" \"base\" \n", "\n", "[[11]]\n", " [1] \"cluster\" \"scales\" \"ggplot2\" \"latticeExtra\" \"lattice\" \n", " [6] \"ijtiff\" \"terra\" \"stars\" \"abind\" \"sf\" \n", "[11] \"raster\" \"sp\" \"stats\" \"graphics\" \"grDevices\" \n", "[16] \"utils\" \"datasets\" \"methods\" \"base\" \n", "\n", "[[12]]\n", " [1] \"factoextra\" \"cluster\" \"scales\" \"ggplot2\" \"latticeExtra\"\n", " [6] \"lattice\" \"ijtiff\" \"terra\" \"stars\" \"abind\" \n", "[11] \"sf\" \"raster\" \"sp\" \"stats\" \"graphics\" \n", "[16] \"grDevices\" \"utils\" \"datasets\" \"methods\" \"base\" \n", "\n", "[[13]]\n", " [1] \"gridExtra\" \"factoextra\" \"cluster\" \"scales\" \"ggplot2\" \n", " [6] \"latticeExtra\" \"lattice\" \"ijtiff\" \"terra\" \"stars\" \n", "[11] \"abind\" \"sf\" \"raster\" \"sp\" \"stats\" \n", "[16] \"graphics\" \"grDevices\" \"utils\" \"datasets\" \"methods\" \n", "[21] \"base\" \n" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# List out the necessary packages\n", "pkg <- c(\"sp\", # Classes and Methods for Spatial Data\n", " \"raster\", # Geographic Data Analysis and Modeling\n", " #\"rgdal\", # Bindings for the 'Geospatial' Data Abstraction Library # retire this Oct -> replaced by next three\n", " \"sf\", # Simple Features for R\n", " \"stars\", # Spatiotemporal Arrays, Raster and Vector Data Cubes\n", " \"terra\", # Spatial Data Analysis\n", " \"ijtiff\", # Read and Write TIFF Images\n", " \"lattice\", # Trellis Graphics for R\n", " \"latticeExtra\", # Extra Graphical Utilities Based on Lattice\n", " \"ggplot2\", # Create Elegant Data Visualisations Using the Grammar of Graphics\n", " \"scales\", # Scale Functions for Visualization\n", " \"cluster\", # \"Finding Groups in Data\": Cluster Analysis Extended Rousseeuw et al.\n", " \"factoextra\", # Extract and Visualize the Results of Multivariate Data Analyses\n", " \"gridExtra\") # Miscellaneous Functions for \"Grid\" Graphics\n", "\n", "# Load packages\n", "lapply(pkg, library, character.only = TRUE)" ] }, { "cell_type": "markdown", "id": "d5b32b11", "metadata": {}, "source": [ "2. Colors" ] }, { "cell_type": "code", "execution_count": 3, "id": "f5e26e6b", "metadata": { "vscode": { "languageId": "r" } }, "outputs": [ { "data": { "image/png": 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qlpSXr3RUHq3GBuXkZBoMpwwGAA12+wmDYUGXLpsjI52xN8vKPqyqarbbOcBHKl3Zqxd/OQe8ExkZ5nhyTSyr3LtXKhIZ7HZhrC3/d/EiIxI9Hxr6dmFhh7EErXZPXV24UgmgwWY70di4oGXV9X8XLzpPTwoKesetSuA9cfo0/ziYWbadGACpSLRaMExynbH3cnJ2lpePCggA0GC1nqirW9Cz59arV52xTaWlfGHnKZWuvuMOYVMxP/5oamriLzTZ7WsuXfKUSi/cd187t74qN/fdrKzBXbpsHD062PERyHJcvdncTuy9rKz0q1cv3HuvSiJpsFhOVFcv6NfPJTZi+/aCxkYvmazu2WfrTSZfwRfiVefOvXvs2ODg4DUTJ0auWOEpk5U/9RTLcS4x3uDg4MHBwS4X3r1xI4DH+vdvPxaTlATg6fh4AA1m84ny8gW33/7fESOcgQKdzlnYfTpp0v19+7b6KJlstjWZmWKRyMZxbcUu19Utz8jw8/A48+yzQV5e/IU/Xbgw5bvvFu3e7Szs3GPvHThwtLiY47hFu3dP6d37RGnpguHDXWJDvvqqvLFRJZMZLJbi2tpDjo3/5ZqayIUL/dTqM4sW+Xh4rDtxwkuhSJkzZ8ry5cKY046zZ1cfPRrm63vs5ZcDvbwAmG22aV99tS0ra/XRo484BszcY0tSU1/76adTV66sPnr0nri4E0VFC8aMcYmZrNZvjhwRM8yVmpoRt9zyyMiR11o7dWrSe++F+fsfW7JE6+Gx/sgRL5VqSM+eqZmZwpjQ7rNnC6uqZt9xxy+ZmSn79y+dOVMmaf2jU5jcdvw4gFGxsQAaDIYTBQULBBUGn5w1fPj3Bw8CWPn88221mZ6ZCUAmkXh7elbqdO0klXL5188+6zzLctxD//3vun37lm3b9uXTT7eafG/Dhq2HD5/66qv/JCWt27fv7OXL/7n/fpfksief5Au7JU888eiUKQ8tWrQuLS3I3//L//zHpQOeKlXu5s3Xbp1l+eSB06fvu+su/sKl3377xooVgb6+KYsXjxk0yHlFm92+JjX1q02bnJc4kxOGDv3mp5+2vP9+cEBAg17ve+edE4YOra6vFybfTk4G4KFUvjhr1odr1lzau/dam9u2fbV2rbCHdpYN9PdP+eCDMcOcAz6uSaVC8fU77wivlXv58jNvvbX70KHRs2ad3LbNRzCG9efC+bNmJYwa9dZbb+Xm5j7zzDO7d+8ePXr0yZMnfQQfhUql8uuvv27RctthF3/gGDu9Xp/vkJaWFhoaajQa8/PzN27caLfbo6Ki+H+Zze3s2/wzTgPHgf6OOozv9AcAA6wAOLfYdCAfyAcuA/wnw/fAJWAjYAdkwHGgFzDT7YZWmM2/t2a3H7fZ+ovFswVFg0IkYlrGXNwhkfRgGFEb/3WJNXNcOcsC0HNcmtUayjBGIJ9lN1osdiCKYUIYBoClw9aUyh5SaYc36nSPh8e/vbw0goHGW2Sy5zUaAAcEeyX4mBjIt1r5v0yLRcswAH42GDY2N9uBKKm0n0x2l1KpaPmdTM4wAA4IStt7vL3/7e+vEQx6McDzXbq4xJxEgLBcAyATiR718wNwSfACc8b0LJtvNuebzVccI1gFZnO+2byxvt7OcVFyuZXj8s1ms9v+o0sGQ4vW3Ep2GcO4xFq1qqxsW3V1Uq9ePq0Ng/H0dvt7RUXbqqvf6t692GQCYGPZfINhY2WlneOiVKp8gyHfYDCzLN+aRxub799vtKhoe1kZAJHo+p//julttny9nv9Lq6wMVamMdnu+Xr+xtNTOcVFqtYVlOcDcxv70P83Csq+eOOEhkWwdMyZYMNzIiES+gueFj6kkko8HDzba7fmNjWmlpaFqtZll6y2WjZcv2zkuSqO5qNP95/jx1lsTlGsWu/3VAwc8pNKtU6cGCQYqXGLtKG5sTCss9FeppgpGzpz0Fkt+fX1+ff2BkpK8ujpGJLojNDS/vn5jTo6d46K8vfn/mluO8opEoqm9e7d/uzaW9ffwaCtWWFcHYGBIiLOqAzCpVy8Jw9QIXsx8LD4oyGC15tfW5tfWpuXlhWq1Yoapbm7eeO6cnWWj/PwOFxUBuDU4WNiaVCyWMEyN4P1bWFMDYGB4eJDgw2xS374uMactmZkAXrzrrkBHs3KJ5L9TpwL4Yt8+l9jTI0fqTab8qqr8qqo9OTldNRoAH/3668ZTp+wsGxUQsDojA8Bzo0YFCjrJ10Bf7Nr1e2vHjwN4cdKkQEEn//vAAy4xoaT0dACPjhr14LBhNU1NW48fbzUG4Ku0NADjBwyYEBfXbDb7eXoaLZb8ioqNGRl2lo3q2jW/oiK/osJstfJtOuvIrYcPt9Xmt7t28XfkwVGjahoa2km6YESiKUOGAKhx2yfOsmx+WVl+WVnayZOhAQFmq3VQr14AOI6LCg7m/2VubUc2wzBT7rgDQI1jr0ubt+6WLCore3PlSplUuvvLL4VVHQCJWDx70qQ9X33Fn71w+fIbK1ZIJZLkRYsuX70aGhhoNJvzS0o2pqfbWXbanXcmvfZafkmJ2WJxtsk34trmPffsWbOGP1t89Sp/YndKirCqc0+669m9+85vvhkSH19YUvL+ypXt3/E/Fu7Zc+fOnUOGDCksLHz//ff/rvAfGLHbsWPHzJktyqEowZ6XuXPn8icyMjIGtXzO/qK9AIDxLS8MBvoCWUAe0LNlbIdb0VYBOLe4bwEALgKZgLCXYqCUZfPs9p5iMYC9ViuA8S0/pBmgr1icZbc7Y3/FDqv1/wwGADsd758owdtvrmPjm9FyR9U/5Np4m1t9sMNgmFlV5XLher1+vV4PYG51NX9JRnDwIMdeVAB8K+6tud6oWHw9MafNOh0E+1hb9FOnm9lynOy35uao8+f503OLi6/1MyZmUMsdlP06enitHNdhrMhofDY3d05Q0AQ/v0+vXGkrtqqs7OX8fACPOkbjlpeWLi8tvdbJCxf4E1v69uVb2+Z4eFu/0ebmZzMzHw4L+85x79rHAksvXixoblaKxX01mukhIT4tS2dnbN7JkxtKSoQXRv3yi/P03JMn+RPPZWZaOK7MaGzvRjluaWZmQWOjTCyG4GtYq/ZevVphMDzYo4dGJttQUHC+vl4pFt8eEHBncLDILTY0MHDwtm0tOik4XGnugQP8ibEhIXxrdWYzABvLco7X57XWiosrmpsfvOUWjVy+KTcXgNlu31NcfGdY2HW+LldmZbEcNyc2VtbaNmFHQcHMn392nuU47pbk5N/76XhgM2bNGiTYqyUTi1ttzcWcW29tKxYTECBmmBOlpRVNTYGOV29qTo6NZScKxp75WMaVK1EffODSgp1lH928GcBcxzjKsZISYWs2u93GshMF44UxgYFihjlRXFzR2Kh1vE9Tz51ziTlVNDYCiGy5e6FHQACAzJKSeoPBW6VyxqqbmqIWLXJp4UJ5+aPffw9g7nff8Ze4HLPIf+fJLCysb2729vAAUKHTAYhseYxsj8BAl5hTZUPDzydPRnftmtCzp5dK9fGOHSvT0+9v7YiuyoaGHadPA7j/k0/4S2qamqKeecYZmOsoXHa+8grf5iDHl4GVO3fe33LA+1qb9fU7f/sNgFgsnjN27MebNrWVbFXq8eMABsbEuFzeZDRGJSY6zwpPz/3oI/7EAccJ1zaPHAEwsKMvHu7JVdu3W222xIkTY3v0aDWvVl07bP71r7+22e0AJj733LUeTp36ew/f4j/GkbFq1S9Hj1pttofuvntNamr7bX63dSsAmVQaK9iX7ZI0tT0sJRGLFz/33OhZs374+ed3X3qprdifCUskixcvHj169A8//NDWtIQ/Gv4Dhd3QoUM3btwIICsra8mSJS+99NJtt90G4Omnnw4MDFy4cCEfi275tdUgGGnjxQLzW17SfiYXgKN6E4puWdg5Y0OBjQCALGAJEAPkAP8BUoBAwBfYAzwpKPV4/MbgCYOhG8MAOGq3A3Cp3gwcp+M4YSxWLJ7fxm7ZDg2VSF5WKN41mW4Riy/Y7S8pFLeJxQCeNhoDRaKFjmajxeIam03Yh9ktP+9jZbL5gsNIrzMjxAHfNTUBmKRynY4yVKHY2KULgCyzeYlOFyQWl9nti7y9kxobA8XihY4juqJbVsAmlgWQYzLNLiq61gGlcn7LLamBZd8oKxPG3DMAnispMXFcg91+srk532zuq1QubHlYCS+9qekuLy8Dy14wGuvtdn+J5N2QEC+GebqkJFAqXRgYyMdW19Ssrq09otcb7XYAIqDCbJ6dnf37A6VWzw8Ley4vz2S311mtACws6y2RCGN8xnkVluMSL1zQSqWftDZgI4ytrajwlUo/jo7OMxiWFBYCmBYQMDMw8OmcnEC5fGFEBACO4z68coVvzVnYbS8rKxXUT7EazfNRUYknTmhlsvf79v2uuNjKsi6xWI1mfsv+WFl2oaPSBTD/zJmV8fEzWx5Hz8dcqrpJXbs+HB4O4OnMzECFYmGvXs9mZZUZjV9fviyM6a3W2fv3Cy+pM5utLLvwxAnnJY0Wy4jt24UH1cX6+Mx3fOSfqK4G4KtQ9N206ZLgS87gLl22jhnTxVEo8LFojaagsbFcMPgUrdG81K/faydPBiqVCwcM2FRYuKGgIMzTU9has9XaZdmykaGhSsdoaEVzMwBfpbLvt99eqq8HYLLZRq9f769SOWOx/v7zBw5Ea2ws++3ZsyLgUceUBRdDQ0I2TpliZ9l5v/yit1of7ddvTEQEgKd//TXQw2Ohoz6I5ucMOQZB7Sw7e+NGYTuxgYHzHcMMNkcsv7ZWGBNmgr28Fo8e/dru3b0+/pg/eO5STU1aXt6EmJikadOcV3HGPGSy+JAQk9V6vKSEEYn6BwU9NXjwq2lpgZ6eC0eOBLDl/Pl1Z87wrRXW1wNotlhCvL0VUuns1auvdSA4ePGkSa/99FOvN964u08fAI0m0+Tly4Wx2ODg+Y4dc35qNRzjfE7Os7kVFYO6d3fGvBSKjY89BiCrpGRJauojQ4Z8e+QIAF8Pj24+PgvvvnvZvn0H8/JsLQeSncNODy1b5u/pCaCqoQFAoeD7qsFsfuDzz4Wx2NDQ+Y55Rav27bPa7bPvuANAn27d4iIi9mVn51dU9HBsVZxW7dtnZ9kHhg6dOnBgVlHRki1bACx75JFArfbpb78N1GoXOh75Y5cuOdvk7c3KumfxYk/HFjg2ImL+9OkAVqWlWW02vpMfbtzo6+XlTDozTkaz+bnly/nTDc3Nx3Nz80pLZ44c+UTLOVIAJGLxmPj4moaG47m5fcLDdc3N5bW1UokkOiRk0YMP8pmo4GC+zQUrVvCXLPrqq5eXLWvQ6yOCgrJycz9as2b+Qw8Jm20yGG65914AVputRqdr0OsH9Oz5xL338v89nJUFYOzgwehIRW0tgGdnzlQrlUu+/falhx++rXdvAE+//36gr+9CxyhSdFjYwuXLAdx1++1rUlMNJtO2/fvNFstsx07/2J4958+bx58+euoU+HdWy0MChJn2DbvtNplUWlJeXl5V1bXlgcJ/NTxsmEwmKykpKS8v79raB9wfDf+Bwi4kJGT69OkALl26BOCpp57q1q1bY2NjVVVVYmLi9JavMCerY0aq01i3wq79DL9Jdq9K+GF0nVssBOC7cgkAEAfkAN2BKiAR4D+LRgMue6f5jcFeQQkFQNNyMMkKFLGsMDZWKnW5L9cvhGGGSCRwPAdPyeXdGKaR46qamxMViumtjaYAsHJcSst5i2OVSpei7XoyQovr64+ZzdM8PEa7DYaFSCTTJRIAl6xWAGV2+zQPjxc1miX19YmentNbm/MLR5W823F4NYCxXl4uRZuV46ptNmHMPQMguaam2bGlHufltTo83L+1HZTr6+qaBRv0tKioASpVo91eZbUm+vpOdxSgs4uKhDEO2FBZKWxnrK/v/LCw5KtXmwW7xuptNmGMzzjPfnTlysH6+t1xcZp295x+dOXKbw0Nu+Pi7vLx+a+j3u3l4THGxxwOh24AACAASURBVKfKak0MCpoeEADgg+LiozqdS2tnGxrOCgqdsYGBLMcdrK7ePXw4PwGCn+8pjI0NDBQWdonh4bd5e/fRaDRS6eXm5q8LCpYXFMw6fjxEpRomOJLdJfboyZMZtbWpFRULYmL6aTRVZnNiePj0kJBLer0z9nVBwQtnzvB9SHEcH8aL0mh+uPPOPt7eGpnsok4Xv2ULgIPl5QfLy3+/LyEhzsKuymgE8GV2dg+NZt/Eibf6+xc2Nc0/duzX0tIZe/bsmzhRGEvJy+uh0fxw550HysvfPHVqWNeuh8rLV1+6VGU0JkZHT+/e/UB5OYBvcnL41h45cKCwqQlAtcHwY06OswOhXl4Avjx9uoe3d9p994398Uf+cmFsbEREW4XdT5cuVTQ3jw4P79FydotTiKfn9J49N+fm6q1WAIsSErp5eTWazVUGQ2Js7PSWgwe/Ol4YNpZNOXVK+K+x0dHOom2HY8R3i6BSd8kAWHjnnd19fR/fsuX706f5S3r6+z84YIBfy7etM3bQUalH+Pi8OHz4hJiYeZs3J8bFTY+NBTA9NnbSLbcIWwNQWl+/XlC4j+3de9czz3T39398zZofjh+HY/xMGBvbu7ezsJsYG/v9sWMfp6fPuO02Hw8P/o6/7hjgrHdU7Xzs26NHj7/yio+Hx6XKSgDljh18dQbDvKFDp8fFsSx7MC9vxcGDc4cM8XHcR2etnOrodr+wMAAf79gxY8gQlVwOwGq3/+ToHh8b268fX9hxHJe8Zw8jEj3sOBRy9h13nF61KnnPnncdBRDPmXz/oYeCfXwuOV7kpbW1D48YUdXQkDhixPRBg/jky2vXCtu89mwK9rGOvfXW+dOncxyX/MsvjEjEcpzVZkvZvVuY5DPCFiw222dbtwoviY2ImDx4sFKwO4Vns9tTHTuUzxcVAegdFnbhypXxt902ffhw/nKTxcK3+YXjGXEe2VZYVlZYVlat07kUdizLXmy558TOss5bL6+pAdCttfUEXNQ1NgKYPmrUocxMAE/df3+3Ll0am5ur6usTJ06c7pi16WwzJCAAgNVmO5OXByDFsVDA2OHDnUVbRU0NALvdntJyGQFhpn0yqdTfx+dqZWV1XV2HtdofC8tk/v7+V69era6u7rCwu57wn5k8ceTIkdDQ0G7dugE4duwYy7IJbU911ghqr7+SccdXD+3sLjkChDoOsysAWCDBUdi5kwEW4HsPj4dkMgD3NTdvtLge3qYRie6TyZLMZmfsb1HDcaEMww8BHrPZWCCh7RJBwzC68PD2G7yejNMXjY2L6+vj5PJVbc+3ALBWrwfAx46ZzSyQ0NpQJV8NiUWiun79vDralxSnUu2Ljm4/ph8wgAMqrdYDev1/Skv7X7y4s0ePOLeRRWfs7vz8c0bj3fn5O3v0qOEfTMHHGB9bUFr6RXW1mWVFwMnbb49z282qHzmSA66YTOGHDzNAgEy2c8AA9xiAc3r9ooKCx0NC7mr7OFb32BGdzlsiqbfZABxraGA5LkGjaae1hb16CWdFnGtouC09/fHIyLu6dDHZ7QAUYrHJbneJCb0i2BfT28tr2YABGql0ycWL/714cZigFHCJ+chkXlJpo9X634sXn4uOZjkuwdfXJdZN8FyM79YtdbzLQRPX3OLtDUAuFpvt9rZifHkqEom2jRkTo9UCiPXx2TpmTPT69fvLyk5WV9/q7+8e+/Ds2VC1+pfx46PXrz9cXg4goUsX9xg/Nc9LLldLpWV6/YnExFsDAwE8sXv3V5mZIpFo27Rp4RoNAI1cfvXJJ6NXrhTG2rIiKwstp020E/NTKrt5eQE4VlbGclyC2+yK9Y6KTaNQ6N58s63Wkk+cAKCSSpvffrudG12cnr54z54Fw4f/e9CgALU6p6rqlV27Hli37lxFxdKxY1uN/XvbtqyyskgfnwfWrZvRrx/LcQmO7zDC2Mx1645duSJhGBvLvjJ+/NIpU35vbceOxTt2LBgz5pEhQ2Jef10tlydERu6+cMElxpseHz/pt9+2nz17y5tvTu7XTyWTpV+8WFBd3SMgIL+qyrnyhUss/eJFqVi8Ly+Pj3EclxAZ6R6TO7aiPQID8ysq0hYuHNOvHwCW46a8//72U6duef75CXFxAMQMIxWLQ3x9hTHe3vPnCyorx/brF+x4Sz4wdOiL33+/ev/+t2fMkAq2XS7JI7m5IT4+VY2Nq/fvH37LLSzHJTiKeGHSZLUCYBhGwjDenp4lP/wgFWz892ZlFZSV3RUX9+vp0xoPD922bbWNjUH33++e5PEZ/rTeaDxfVPRycvLMpUsLKypeaXkYFZ+c+Npr5woLs5OTzxcVPfbJJxzHldXWurdZ8eOP/Lonn7344sDevV9etuzA6dNLn3zylTlzXMNqtW7/fgB6g+F8QQGf/O+qVXySc7wl0RFn8siZM6GBgXwteOzcOZZlE1oOjQvb1KjVzz3wwIdr1ujPnWurTbVK1dTaf6/Ttarj+g4f+mPh635wrid8vZMndDqdc+ZERkZGnz59+NO7du0C4O/vz5+1t7vQw5/DDzS5L4jkMpLHnyh3zJzIBzKAPgB/wCS/o9bfUQjWwxX/HDiH6PgTDW7H2vOXaP7yseo6jstnWX7yRA3L9hGL81k2n2V32WwA/EUi/uzf/2i29FFDw9M1NfFyeXrXrl5uS+PoWJafNvFKXV22xaJhmJV+flV2+y6DAYA/w/D/tQta4z9NPRimnXLts6oqAGKRKL2jqo4nAgKl0vu9vXf26FFhtc5xjGr83k+7Pd9sLjCb9SxbbLEkeHhUWK0PFhbuamwE4C+V8vMqrn3SA2qGkYhEADhgjmA/rMuNdpHJAKjE4gqLpdUYB8zKzg6Syz9oucxHq7FAmezfISH89IiMhoZAuRxAvdW6q7YWgL9MdslguO/cuetq7fjxIKXygzamTF6nuRERAI7X1blcrrNanTMnMmpr47RaABm1tbsqKgD4y+X8v1pdE+54uwcFwjETpa2Yt1wOIEarjREc1e4hkdwVEgLgpONafKy7p6eEYfIbGzMqK/v4+JQbDIMcIwH+CkW+YxjYpTURcFd4OICTjgEVb4UCQIyvb4yv7+83KpW6xFp1WadLLyrq4uHxrzaeMp3ZnF9fv6+4OL2oiBGJbuvalZ8qsauwEIC/Usmf5R/MyzrdEccBl+3daF3d3oICANJ23zu7L116Mz19Rt++740fH+7trZJK44KDtz38cDeN5v0DB4odQy98bELPno8OHGhj2eMlJXFBQR9NnNjV03PD2bMA/NXq/Nra1adOCVvjq2SVXN7N2/v9tLRiRzWw+8KFN7dvn3Hrre9Nmxbm4wNAzDDbnnjCJebEiERb/v3vj++9t6tG8/2xY98cPhzi7X3wxRd9VCoAAY6vUoxI9O3s2a+OH+/j4fFdRkZRTY1WqVw7d67KcQSIv6dnflXV5erqjY895mxt9dGjABQymY9aDSDAscuCEYm2vPjix4mJXb29fzh8GIBIJDr41lsuMd7K9HQAwn2mvp6ek+LjKxsafhIMVTqT4/r356dHZOTl9Q0LG9m7d2VDw1e7dwPw9/Li/7Xi119d2gQwafDgyvr6n44ebdHmzp0AZo0e/fute3m1mnSnVioH9eq15c03FTLZW2vW1DreEQ3NzXBMnsi4cKFPeHhFfb2fRjOkTx8AGw4cOJmXl19WZm9tapRcJhsUG7vlww8VMtlbSUm1baxTCECtUrkng/z9AVypqGi/57qmJm8vLwAnsrMzzp7tExmZX1KSX1Ky6+hRAP5aLX+W7yHfZknLHS+t6urvz9/xDpNtMVssNXV1APzb/Rr/Z8Jmc01NDQD/dodXrj98vSN2ycnJwgVNUlNTUwXHKjpH7EpKSkJCQq6zzeskPIROiN/TGt0ytgl4QpBxdvEnvp+Os6cBl+8a/LMd7ShuejIMgFy3OvWS3S6M/WnJZvMCx+FQFiDVak0VvEkSHDtSSzSakL98W215s75+cX39YIXil8BATWu3ktzUtECwLW5g2VsdE4sAJJSVXetkaGiIRMK3xq8I1U7Z+2ZZ2eLycgAeDOP9Byeg9FYqu0qlZ43GertdeN3kmpoFgk/Eg3o9gByTKcdkApDg2KFWEhsb0nKcVQSc1evrrVbvtqeyikWirnJ5qzE7x51pagLgKZjBx1tSWLiksHBuUFDyLbc4Y/2OHXMG+AP4nDMnEgQfEq20dvHikosX50ZEJN96q53jzuh0ADwF+1z4cTthrK2746SVStHazNbky5cXnD3rPMsvZaKzWj/JywOQsJefpISSiRND3Hbcmzv6Xsd/xWwr1lOjAaB1GwvnLzE5rsXH8hoanLMlUq9cSRXMWUn46SeX67ZoTaFo0ZqPDwCt274ql1irVp45wwGPxMZK23iTJp85s8DxbHIc98vly1GCWXIJjll4JU88EeLpybfWoZW//XY9axrvzMkBMLLlys9KqXRQaOjGc+eyysvDvL2dsR05OTscb5PU3NzU3N83twmOY7bcWxMBg7p333jqVFZpaZivL4Cd584BGNly/7JSKnWJCUkY5vnRo58X1C5NJlNWaalSKu0tmE2y+siRpYIZPNV6/T2ClSAS3nuPP1Hy7rvO1kxWq/KppxiRKKuoSCmT9RasKCYRi5+fMOH5CRNMVqvywQc95PKYoCD3WHVj47YTJwDM/OyzmZ995tLzlenp0x3TBJ3J51NSnk+5dmBRamYmf2LHqVMAEl67tjYXP9ImbJNl2c2HDgFYmZrq3BNa3dCw7cgRAA+//z6AhuZmkWMXtkuyHT6enpFBQdlFRecKC+/g1wBKS4Ng8kTq8eOpgkm+Fqv1tiefBFDyww9+bRy94+PlFRkSkn358rn8/DsECyJ2mBzav//eEyfSMjJmCgaM3SVv25Zx9iyA5z/+GEDqkSP8JAxewiOP8CdKUlNDAgL4Nn/97bcOH4qE+Pj9v/1m+wtjT4dOnLBYraFBQYHXUX79sfChQxaLJTQ0NLDd/QPXH77ewm7y5Mnh4eEAtm3btnbt2qSkJK1WazQaExMTp02bNmPGtR+J8HV73/51dwIAdjlWG+aVAWeAYEFhx8cqHDMntgFrgQ+AlwAtoAOmATOAy8B/gENut2IHghkm2lEu3CmVwmjcZbUuFXx6scAZu10Y+9MmS6XhDHPKbn/XZAKQpFJpRSIjkNjcPE0mm+EoIHz/1mUshF6orf2koeEOpXJ7ly7qNj6WJqtUB4zGHQZDF7G40m5P8vfXMoyR4xKrqqZ5eMxwrA3hKxY7WztqMlna/tR5obT0k8rK4Z6eB5ua/sQda7Lbq2w2uL1qJ2s04TIZgG063dq6umXduj1bWspynAiY5u09w3Hwk6/bngu+o+5r3LtkqiyWVmMMMNdtDfrs5uZjDQ39PT3jPT2HeXs7Yw02G1/MFZtMBUZjd6XystEYqlBcMZlu9fL6T3g4x3Ffl5aGKhTORW7XVFTwhVd/rTbe25s/GI5xDLbx7By3uqhILBLZOU4Y69CB6moAkW4LWU8OCgr38ACw7erVtVeuPBEZubygIFSlKjEYpoWEOH/Kwre1QxEiBctMtIo/sL2t2KjgYBGQo9NZWVZYKp2rq4NgHWM+ppZKk4YP315cvDY/P2n4cK1M9sapUxfq6wd36fJCbCyAOrP58UOHWmmtuhqCBYdHhYWJgJzaWmvLGtcl5s7Ksqv4aRNt74ed3KNHN0/Px9LSGsxmAEnjxmkVCqPNlrhjx7SePWc4Zqf6KpXO1tov2ax2+6pTp5yr2rbDYrMBqHJbZKRSrwfg3E3Jx2b26zetT59tFy6szcxMuucerULx2u7dudXVQ8PDnx0yBEDS8eO7L11qpbXGRvfWqtx+vMQl1r6Vhw5ZbLbEwYOFQ5KT+/UL9/MDsC0ra+1vvyXNmnXo0qXvjh0DcE9cnPN3LHzdXs82u91isyWOGNH+AOfK9HT3WMqBAxabLb579/5uR7b8fPJk+rlzhVVV/DrGfLJ3t25dNBoAxTU1BRUVQ2NiZBLJiYKCJqNxXP/+c++8k7/i9wcPOtu0s+zq/ftFItEj48b9fPRo+unThRUVEYGBAFJ277bYbPFRUbHdu69OS5NJJLMchZ1Lsn3VLdclmXD77a98841KLp86dOjaPXuSXnhB6+FhtFgS339fJpGYrdY3H364d1iYb7vv5eqO1jppNTln0qT/rlq1fvfu+Q891OrEWL3BoFapJo8Y4aFQPP3hhxzHsSyb9NprWk9Po9mc+MYb00aOnDF2LACT2cz/8gTf5sb09LY6wLcJ4OGpU5cuX26xWs/l5rY6MVZvMEjafpHY7PY3Pv0UwIP/+leH9/qPhW22N954A8CDLY/a/Cvh6y3soqOj+emuKSkpkZGR8+bNA5CWlsZx3Lx588Y5Vrv+J8QBA4HjwHfAwwAAFngJYIHHBYNDzpgBeBhIASKBLIADJgMpwDyA7+Xmlq05PS6X/96aWDxQIjlus31nsTzs+AwzcRzbMvanRYvF0WKxwmoFoBaJ5snlANKsVg6YJ5ONa3sA6a9jgcerq5OamsYqlVsDA5Vt1I4s8KFOt8NgGKtUMiJRntU6z9MTQJrRyAHzPD3HqVTurWnd9pP+fqPFxUk1NWO9vNZFRPicOdN+J481NysZRriySa3NNq+42M5xw9VqT8fbzxmLVigApNTWhstke5qaWI6LVSrPGY3z/PzGeXnxMaXg0935qTjc2/v31hoalAzjsrKJ0W63c5ww5sSIRMluv1Hz6ZUrxxoaJvj5OX9SzCU2KSsLwFPduj2flzdEq71SUfF2ZOQ4X18A97Y8rHhLdTVf2E3o2tV58BwjEgkH5Ex2++qiIinD2O12YUzoRF2dXCzuK6hRTtbXP5mZCUD4IxPOWLSnJ4CUoqIQpXJbWRmAsYGBSZcvz4uIGBcYyMeUrW0Bhb88caK6Wi4W9225G4IfAJvVxo7LYA+PqRERWwoLl2RmvukYCdhx5cresjI/hWK0Y1eAM3ZRp2uwWCK9vObFxOy4cuVCfT2Al/r1m+L4GE4rLXVpzcaye4uL/ZTK0Y5MsKfn1OjoLXl5S44efdkxALOjoMAl5m5rXl6VwTA2IqKd4i/axyerqqrBbPZXqbxksnn9+gFIKyzkgHl9+44TrB3/Y05OlcEwrFu3Qy2nJLveaHZ2lV5/V1TUr5cutRMDMCwi4uvffvsiIyMxPj7E0cPtFy8eKipSSaXOXxXjY/suX37/7rtTTp+O9PWdd9tt2y9ezKupAfDc0KH39OkDwGK37750yaU1q91+KD9fJZMNdtyRYVFRXx88+MW+fYmDB/s5aqztZ8+6xITyKiujAgKcRwtty8pa9NNParn8dcdcGad7BgwQiUQpGRmR/v5+avXGU6eUUqnRap03dOg4x4IaLq0BsNhsaoXi9ZaTDPLKy6MCA50xq92+aMMG91jynj0Als+bN9CtClm0YcM7mzcn79mzZOZMZ/Lbf/+bT0567z1w3KG33gLwwOefrzt8WKtS8cN7/G+IOds0Wa18YZf8wguLfHzeWbs2OTV1ySOPAEj+5RcAy595pm/37qvT0pRyefILL1y79ZbJdiz/+ecqnc5DobjVMZWKn+sqlUgampsjg4LmjR8PIO3kSY7jzFarh0Ixf/p0tVIJx+SJVtrcuLGqrs5Dqby1ozXbXZLhQUFv/t//LVy+fOxTT6UsXnzX7bc7k3aWXbdr1xc//nhs9ero0NDo0ND6pqaFy5eLxeKwrl3vuv32tIwMjuPmTZly16BBfPKhu+8WtgnAZTTObrev2779i++/P7Z5M4AwxyGtY2fPTvngg7uGDnVP7v/hh1bvSF5h4dOLFx89fToyNHTBo4+2f6//WDgv7+mnnz569GhkZGRbv/LwJ8J/bPKExWLZv3//ww9fq4jS0tLkcvmIllN7/gnfAEOBOcAWIAI4BJwCbnebXeuMbQLSAC2wFrgd8ALkwIg2WuOJgfktd8d8o1INbWqa09y8xWLhZzZYgdslkvlue22ctlitP1ssAEpZFsBvNtvs5mYAfgzzoaBGccausCwAEcDHzrOsHBjh+F7r0pqJ4wAYOe7F2toPBSOjW5qbfzYYAJQ65uoaOW52dbUfw3zY2gDqRzpdUlMTA/iIxf9uudCAcFUUZ0wrFm9ubo6USPglVE6YzRKRaITj7ri0ZuM7ybKzi4qEy5d8VFmZVFPDAD4SyTMlJc4M2ljlZH9T0ytXr3aXyyNkMm+JpMJqPWUwGFm2q1S6QlCLCGMaieSXxkYRUKTTdZVK41SqPJNphFrt3trx5maDY7mTFYJ5APvr61/Jz++uVEYold4SSZnZDMDKcV3l8hVuC0H9ORaW3V9f/7BjKtNlo1HOMCPamFD5dzlQXb3g7NlItTrCw8NLIilsbs7S6ThgclDQM4JPLGFMLRanVlTwvwc6OShIJRbLGWaEv797a5mOb+RShnlGUFYeKC9fcOxYpJdXhKenl0xW0NgIgOW4yWFhz7T98xjLhgw5XVOz+NSp3aWlcX5+xU1NqSUlUoZJHj5cuFyzMyYWiXp5e0/atSu1pIQRicQi0VjBoSDC1mpMJgDNVquUYZLHj/cQfHdadtddpysrFx85wh/61my1/mvzZveYiz80baLJYrnXMUiQVlgoF4tHtFxoho/N7NWr/cJuxW+/AZh3220dFnb39+2bfOLEvoKCmI8+mhgT08XT82JVFX+tjyZO1DhmPgljZpvtli5dxnzzDR+TMMzdjj67tMYvd2KwWAB8dO+9GsfW4P5bb00+fHhfbm7MG2+M790bQLPZPPnLL11iQg98801lY2PvoCBPufxiRUV2WZlKJtv02GPdWw4887FeXbvuy8nxUiqnfvWVSiYb17v3znPnRghmfwtbu+A4PnLT/PndW25hHvjss8qGht4hIfysWIPZrJLLXWL7s7Nzy8piQ0PdqzoAc++8c8mWLav27198332Hc3KESYvNtj872znjVSWTAdh/4YLNbndJurY5fvySH35YlZa2ODHx8PnzuSUlsRERA2Ni3AssYVI4yGQ0mx937N7VG43ZRUVZBQUikejTJ55Qt3zwjWZz2smT0SEhj3/2md5o3H3qFIC2kk9/+SV/+tuff/5606asvDyRSPTp/Plqt0lsRrP58aVLr916QYF78tVHHrHZ7YuTksY8+WRUaGhcTIyHQlFVX59x9mxtQ8OIuDhnUy/OmrU4Kclqs/FJRiQSM8znGzY8tGiRS/LVRx4xWSxvJyc3G43LNmwwm81zX365qrY24/TpWp1uhKB8BKCQyytrasYkJkaFh8f17u2hUrknjSbT46+9BsDOso16fXZe3oX8fI7jEuLi1n7yiXfLL3J/LnyxoKBcp9uyZcuFCxc4jktISFi7dq13yw8Co9H4+OOPA7Db7Y2NjdnZ2e2EXfyxwu7IkSN6vX6M41ft0tLShg0bpry+9dn/ij7AKWARkA78AoQArwKvtvyhWGHsF8AKMI7YQGCYIOzSGs9DJHIZu+ojFp/y8lpkNKZbrfycCTmwR61ua4gLwGmbLUXwJixi2SKLBUBYy8LOJdbEcfxZKTBCKnW27xLjV8q1cNym5mZhxXbabHZZ3MTCcSlNTWESSauFXS3LAmCBdW47VoSrojhjG/R6ALlWa65jRShfhnF2stXWLByXUlsrXL6k1ma7FnMcrc9n0MYqJ//Samtstv1NTWeMxnq7Xc0wsUrl3RrNMwEBwqPrhLE6u53luCiF4kEfn2cCAobm5Azz9ORH6VxakwD8CgKeEkmMYM7sv/z9a6zW/fX1Z5qa6m02/sdhFQyTPWhQOwfh/SFHGhr0dvsYX99CoxFAgcEwTKtV/mOHUfJGdenyaPfux2prT9fXN1qtWplsdJcuD4eFPdhyDV5hrMFqZTmuv1Y7Pzr6wbCwPmlpw/z9+VE6l9acQ3cqiUS4x3NUUNCjMTHHqqpO19Q0Wq0afiaKRLJt7Nh2BryDVKoTU6e+dfr0z0VFJ6urvWSyf4WFvTpgwK0tj1PhY/936NDWwsKL9fXlBsO/wsKyamsjvbyUgvpP2Foj/xZjmKOzZrlMdA1Sq08kJr515MhPly4BsHPclKioVwcPbmc+7KX6+n3FxV3V6kltLLUqjPkqlbVG4xjHDvS0wsJh3boJ++lsbVTLn5Vzba2mZt/ly109Pe++jq8ZYobZ9cgjX2ZkrD9zZmdOjtFm81EqJ/Xq9dzQoXcKDpVzxlYeP55TVXW+oqJcpZrUq9fZioooX1+l42Xv0loz/2CKxbueeeZOQWfEDLPrmWe+3L9//YkTu7KzAdg5blLfvs+NGnVnG32ePXjw2uPHjxcWNlssQRrNY8OHvzxuXLjbhouPHSsosLGshGH42IRly4ZFRSkF701ha129vAAoZbKxbksMzr7jjrWHDh3Pz282mwHIJJLsjz8Ob/kaS9qzB8A8wcoaQuH+/qNjY389e3b7qVObjh0TJo/k5upNpjGOuU0ZeXk+anWFTueedG2zS5fRcXG/njq1/dixTQcPApjXxhxzYXKq44fXAFhsthU7dvCnJWJxgFZ7z7Bhz06dOiw21qUFfqd5dlFRdlERXxoGaLWbXn+91WSy43j6kxcuBPr63nPnnc/OnDlswAD3jlms1hVbtly7dR+fVpOvP/rovaNHL9+4cd/Jk6mHD5ssFn9v76H9+88cO3a64FDLI2fOWKzWL156KaeoaN/JkxeLijiOO5OX554E8Oojj7ydnCyTSsUMY2fZ77du9ff1HXrrrTMnT57ecneiXCY7/fPPy9eu3ZeRkbp/v8lsFib5JQMtVuuKdesAyKRSL7U6NCho3v333zt+/OghQ9wnov65MCMS6ZqaYmJi5s2bd++9944ePbqVsMWyYsUKADKZzMvLKzQ0tJ2wi46P1fjTFi1adOydd379h1r/+4iAHWr1hH9yWzXAnwAAIABJREFU7+df91Bz80mOy2n5i8I3IXlh4efduj12HYeL3kD8b8XqW/tRyJuK74EDT/To8Xbb41s3g02lpfdmZNQmJvq0PZJ9M4hav35oWNiqu+++0R1pT4FO12PFijPPPtu3o7WsbqxhX3+tUCp/dfwqwE1L9NhjO15+eYJgdOcm9NDnn58sLs5x/Iz9TUs+fvznL730mGB165vQmytXtrXcyU1ltOO3Yv+h9v/ZoQJCCCGEEPL/DRV2hBBCCCGdBBV2hBBCCCGdBBV2hBBCCCGdBBV2hBBCCCGdBBV2hBBCCCGdBBV2hBBCCCGdBBV2hBBCCCGdBBV2hBBCCCGdBBV2hBBCCCGdBBV2hBBCCCGdBBV2hBBCCCGdBBV2hBBCCCGdBBV2hBBCCCGdBBV2hBBCCCGdBBV2hBBCCCGdBBV2hBBCCCGdBBV2hBBCCCGdBBV2hBBCCCGdhIjjuH+o6UmTJu3YsUP0D7X+9+GAm7+T+B/p5/9EJ/E/0s//iU7if6Sf/GZOJLq5e8px1x7Mm7uf/KfGzf5gAhzH3fydvPak3/T9/N94MP9H+slx3KRJk37++ed/qH3JP9QugJiYmLKSkvfefPOfu4m/xV1Tp3J4B7j9RnekfUsYJl+lWnWju9EBvX68l+YplWrCje5Ie/T6lObmTZGR2290RzpQUDAlIGBKUNDsG92R9uh0By9ffntwwhaJxPNG96U9x4/P8vPr26/fghvdkfYYDOX79j08ZuwKrbb7je5Le9LTn1EolOPHv3ejO9KB5OS7Jk9+OyLipt62p6Yuqa3Nf+KJm33bvmTJ+ClTnrr99pt62757d8qhQ5s+/fRm37Z/9tlLMTEx/1z7/2Bhp1AofLTa0SNG/HM38ffpD4y+0X1o32qRqFwqvck7CYCRSmOUypu6nybTYUDs5XVTdxKASCRXKiN8fG7qftpsOgD+/iNkMp8b3Zf2SCRqlSooOPimfjAbGwsABAcP8vfve6P70h6l0lehUPTocVM/mLxu3fr36nVT9/Po0dV6fXls7E3dSQAMw3TrFhMXd1P38/z5w2KxeODAm7qTADQaH4VC8c+1T8fYEUIIIYR0ElTYEUIIIYR0ElTYEUIIIYR0ElTYEUIIIYR0ElTYEUIIIYR0ElTYEUIIIYR0ElTYEUIIIYR0ElTYEUIIIYR0ElTYEUIIIYR0ElTYEUIIIYR0ElTYEUIIIYR0ElTYEUIIIYR0ElTYEUIIIYR0ElTYEUIIIYR0ElTYEUIIIYR0ElTYEUIIIYR0ElTYEUIIIYR0ElTYEUIIIYR0EiKO4/7E1ex2u4+Pz5QpU1JSUgAsWrRo6dKltbW1Wq3WmXnllVfefffdVq++Ljl5xrRpAExms7Jr1z+dAZB54ED/2Ni2YmKxuK6ubtu2bX3Dw/vHxkKphELh7e2t0+lckpGRkW+99daoUfdptZKSEmzYYFu6VGMwGDqKYelSuKUQGYm33sKoUdBqcZ0xqRTZ2Rg0CAYD3n4br74KX1+YTDAa27rr2LoVc+dCLkd5eesBsxly+bWYu0mTMHQo+vVDnz5Qqa43duUK+vcHgFdfxQsvIDISDQ3t9eHyZSQnY+NGSKW4cKH1jMmE7Gxs3oyNG8Gyv1+uUmHkSIwZg169EBwMmw25udcVUypx9izuuw8sixdewL//jfh4mM1tdsBoREkJ9u/Hli3Ytav1jNUKoxEVFdi/H+vXo7Hx938xDObORWwsuneHtzfM5uuKyWRoasL69Vi/Hg8+iDlzMGoUmpogk+Ho0db7wPvhB6xdi507W//vxo24995rsVWr2mxk0CC8/XbHsYQELF78e2z2bDzwAKZNg8XSZgecGhqg0XSQ4WOPPtrikk8/RVDQH4gJN0cNDRg8eFFOztJ//atWKtVKpVi7tsW19uzZs2zZsoyMjLo6nVwe4OcXN2DA81u33uFyc3xs796M5madUhng5xcXG/t8UJBr7OrVPdnZyyorM8zm64oZjVUSiSo4eHRs7PNlZXsyM5cmJtaKxYpvvlF2/Ehdt5desolEYgDZ2Wt27Jj1F2MiEfPss7VyudZmM330Uev9VKsDIiKGDxv2QlDQgNdeaz0jFks1mpDg4Phhw14IDR0s/BfHcRcubDt69Ivq6lyDodbLq+v1xOx2i1bbbebMdaGhg3fvXrRv39LXX6+VShVtdUAikQUG9kpImD106LxnnvFsNSOVKgBRly7RCQmzR458imEkLoGjR1cfOrTi6tXzLGvvKPb15cvHGYYJCuqTkDC7qal61653P/64VqXSArBaTU891Xo/H374o4kTX+AzDz7Y3gvj009zgoJ6thPYsmXJ+vWvtZNkWfucOT4DB07p2jWaT4pEzLff1np4/D/2zjOsqfPv499sEkbYKFNkKAiC4kJxoCjuqtVWrbta29rW9mlta62tHdpqrf1b66gTW622uIsDBJGhKEMBARHDkL1nSMg6eV6cmEUI2Nray+t8Ll6c3OeTO7+ckJPfudfR/JQbD+OTT06Ehs4HIJV2TJtmWAsIGPd//3fA0dFTXdJZZjLZtrZOgYGhCxas79Y0MeG1t7fs2ZPu6TnYiKnGxydo0aL3J058SS6XjRzZ1f8nw9rawcdnSHj4/IkTX6LTGdp7S0ry//hjd3p6fE1NmUQitrKy+8umVNrRVQwnTpyYP38+gI6ODi63G8cI+v+OPSQjI6O1tXXChAnkw9jY2KCgIO2sTg2LxVo4d65eobub21NxAFhbWRnR+np4WFhYSNrbVRqTSchkzc3N2trREyf8/F5NSvqRz+dGRXUUFTFHj8aGDcwJE+LGjw8Xi2era/Pzc05K+kRXw4QJGD9eJ/3y80NSEvh8REWhqAg90UQivPwy/P0RF4fx4xEWhowMNDfDxAQAZDL89lsSjdYwffosa2vIZOjogLnueUkmw6lTqu3wcJBaXR2cnTsfMxXvvYfAQLS1oaoKHh7da42N4PFQV6cqHzcOWVloadGJITMzfejQIQSB5maIxeBw4OaGLVswfjzefRcA5HJcuABPTwwcCLXW0oLAQAQFYfx4vPGGJml7+WV8+ilkMuTk4MED2NoiKKh7zc0NAwZg0CDs3Ys33sDIkcjJQWsrOBxVAJGRmQSR/8or8yUStLdDIkF9PZyd8dprmDNH5ZDpHZ2OqVNBaoWFkMng44PXXsPs2VixQpPLMplYvRoNDXj0CLm54HK718rKMHQoGAyV1tiI/Hy0tWkOplyO3347aWraz9x8EAA2GyNHQqlUvQu1c+2azofFZmPyZIjF6OKcoILPx//9X4+0Dz7QKRk8GAUFEArBZqsCuHTpUVPT9XnzlvB4tJoaAKioUL2Rjg6Eh0OhQHKy6ulDh4LHQ02NxgEMXPAAUCqRmKhTYkS7fz+jtbXVyWlCQgJEItTWxlpZBbFYmtORQoGTJ8/weA5nz0b9+uu3LBbHz29Er14O9fV1NTU3ysv9gXEKBVJTVf7evetJzdl5hJ2dQ0dHXU3NDWtrf72MLTV1fWbmtwwGx95+BJfbvWZlNUAsrjUzcyO1ioo4W9sgNttSoegAQKez3NxmFBefsbBwodPZ5HNtbPpzubYNDferqlJJx9d3IQCRqK6x8YG2A4DUXF1DyXQNgKWlh5/fUr2DZlwTi+sLCy86O4coFNKqqlQOx8Lauh+HozmYdDrLxMRKJhPKZCIGg83nOzOZHC7XMifnTE7O6Tlz9gNgMFiBgQsBlJbeqqt7QGouLkM7OlpJbe7cI0FBmsAuXHgrJWWPiQnfx2cGj2dTX1/QrUYQsqys35ubS/fuHTV37hGBINbJKYjLtZTLO9QBZGQc5fN7t7RUMZkcS0snZ+eBlZU5f/zxXn7+NdIZNmwhWbNAcKOuTsBkcry9x1pbuz14cO2PP94rKEh4/fXTNJqmX+vo0eU3b0aYmloHBr7AZpsa17hcC0Dp5TW6qan8jz/eMzW1dnMLIrM6NQwGy8rKRSRqGDp01u3bpzs6hACKijL0nJCQhdolt2+flkjalUplXNyBxYu3owuUSuW1a4doNJoRs6goQyxu9fMbHxn5BWny+fbaWZ02NBrNyckLgFwubWmpF4uFTCaLTtfv96PT6erMjDSzsq6/8UbQTz/ddnHpr20ymezJk5eT20Jhc35+6pUrhxMTT3U2GQyWQiELDAx1dvYWCptv3DinVCrffz+0s0nGqVQqTU3N+XwbBoMpkXQ8elSwYcPCU6f27t4dA4DJZE2evLCgIOvhwyy16eHhRxDE3buJiYkXTp3ae+CA5gR04MCXBw58QRCEi4vnyJGTuVzThoaav2nS6fTFi/Wvptzd3bUfslishQsXGncM8hcTu/j4eABkYtfS0pKWlrZu3TqDJo/Ljdi923htT8sxoJmYAFi1cCEIAjQamEyivV1PO3rixKFD2y0tecuXIyKCC4BOx7FjigULRrz//odff71BXdmhQ7C0hK6GBQvw/vv4+msY0tBD7aOP8PLLOHcOs2ZhwwYMHYrvvtOYIhGWLfuZwUifOnVWZSWKizFpEk6c0HnjYjHWrFFth4SgK02bzz57Mu2nn7BggSqxs7DAoEHYtUs/hq1bt/ftuyYmZrT6Z9vTE7/9hrAwTJmictatw+TJsLHBhQvorE2bhj//VBVWVeGzz55YW70aAwagqQlhYXjxRQwciAMH9A7UudbW70+enK/dyshi4bPPVEF2dGDTJgCg0bB3LwxqK1Zg82ZVoUyGGTOeTFu6FEOHYsECvPEGpkyBrS2OHtU5mB0dWLFijavrmx4egwBs2gShEJcuYdEijSOR6PyfkJpMhvPndbTOvPcelEqcPt29xtC6FjU1Rb9++OMPnQA2bkzLzl4WFraIxWK8/bbO01kshIdDIoH6G/m//4HFgp5mELkcPfi6q7T8/HgA9+5NEAggk7U0Nqb166dzOpJI8PrrH5mZOVRX33BwCA4LizQ1dSJ3KZUEQTQBkEpVX9gHD44kJHzbWZNImrTrfPDgSGbmk2kPHx6rr78zbdpVHq93W9ujzMxvAwI0cTKZvOHDtxUXn5k7N8rObqB2JZGRU8kNFos3bVpEV0eD1AIDV6tLnJyCnZyCn0i7dWtrYeHFmTNPXrmyCoBUKnRzm6D9dBaLZ2HhWl2dbmpqu3ZtloWFqnE1L+/8L7/Mio39gnTmzYtobCzats3DoBYTs1GdsTU2FqWk7HlSLSFha1bW7y++ePDUqVejozcIhdVjxqzTDnLevIiMjKMtLVU2Nm4ff3zLwqIXALlcsnfvnOzsPwGw2bxlyyIAZGdHpaQc7axlZp67eTNi1KgVZJ3Z2VE3b0b0XBs+fNGlS5tXrDhmZmb7008z79+PcXcfofdZsNm8vn2Dy8vTQ0IWJCQcHTdu2d27l7OyYuRyKZOpSu45HN6aNZoPPSsrWm1ev350wYItalOP7OyY2tpi42ZubjwABoNVW1scErIwOfk3kahF+9V1ozU5ckR1OaFUEt98syg+/kR2dsLYsS9pa1yuuVrTNs+d2/X22zrfag6Hu3btvp6YDAZDoZB99NGvtrZO7e0tiYmn3Nx8Hz3K62wCsLZ2+OKLoyNGTFKXKBTyS5eOnTq1l3xoYsJzdfWOijpqY9PLuAng8OEtP//8+dM1AbBYrAjyjNM1PB6vW8cgTzDGTigUCh4THR3t6uoqFosFAkFkZKRCofDy8iJ3SSSSvxDH04RGA52u+mOxVA07dDrZyKCUyz09Pfv27avWBw8ePGyYZWYm1AeQILBunZwgiNWrl9Noag3DhqGTBoLA6tX4a9r9+0hOhqcnwsNRWort20EQePNNMBh4+BCenvoNacnJKCpCt53nT1EzNUVlJQC4u2PgQACg09G3L154AQwGCgvRty/69lW13wA4ffrskSN52i1PAgEOHwaAoUM1hVeu4PhxGNSGD/8r2tmzsLaGmxvc3DBmDCorcfo0AMyZAwYDJSVwc4Orq+YpSqVSr+9YJsPZs/pvX6nU72JWa7q19UjjcsFkwsUFLi4IDkZ1NRgM3LgBADQaSktVu1gs/TDCwzFqFHbs0DkUnXlaGpcLR0e8/DJGjUJ1NYRCADA3x5gxoNNRUQFHRwNdpf8ycrmwpERQWCgQCgU1NdE8nqtCIRYKBeXlkUqlwszMSygUCIUCglCfjpT19XeYTNNJk86q8zAANBrdxMRG/ZAgpGlpnzxVbT2DwQ0O3qFQiMvLo83MXBUKcVtbUWVlnFKp4PO9WlsFra2FRt5pa+uj4uJosk2uW43Hs/P2nv2kmlQqbGoSkH/FxdEWFq7NzYLi4mg221ypJKysvMhdCoXqYJJNjM7Ow9R5GAAfnxl0OlMkalCXNDYWd63V/zXN3t5PJhM1NAgKCqItLV379Amh0xnt7bUEobC19WpoEDQ06B/MiRM/IPMwAEwmZ/bsb/SEu3fPdKXFx//0RJpEIkxJiQAQHLy0sPCmtbWrVCpubCzz8AgGUFmZU1srqK0VyOX6v5KxsQcATJiwavToV9ra6lNTO52Mnp7Z0SGsrhaQf5mZ0ba2rgkJvwCwtXUFIJWKY2L2VlcLZDJjP+U0Gn3UqFkAWlrqjWh/xxSLhZWVgsrKQgAKhdze3lUqFVdWChITIwlC4e8/BkB1dYk6zpqaR+TG7t0x2nkVAAaDOWPGsr1748iHBEHs37+JxWJ3a1ZWljx181/gCVrsoqKiFixYoF3i5eWl3n718fislJSUESP0r0v+VVgsmJrqlGiN9GHx+Q8fPgSAtjbI5QDGjx8P4PJlnWdUVCizs7MDAwO9vfHgAQCMHw9DGrKzERiIv6b5+ICMhYTssSI7jQ8d+gvv/OkTHo6DB3VKJk3CpMf/tOoWu+nTjVVCJhBSaTev9Xe08eOxc6dOycqVADBsGAB0MdRTnwkTunfUWkHBE2shIdiyRcfRTiU/+0y1oTeSzMEBb76J6Gjcvq3qKTbIU9RGjMAnn6i21VdAM2aoNt5/3/Cz6HTMno1evSCV4tEj3LoFg5d4nTUycXxSraoqatQondPR5cua01F6uup0NGlSCjACgEIhlsvFnp6vsNn8wsLfm5pyGAyuvf1wJ6fxAE39xIqKayJR9VPVagCcO6dpNjt5UhNnQoKhYa26ZGbuVyoJP78laWk7utX8/ZczGIbbb4xohYVRFy7oHMzffhsHQCptA3D5sirIhQsTyA0mkwfQysvT2tqqzc1VWU5+/iWCkPfrN+X+fVVbur19fzqdYVDz8dGcMnqu0Wj04uLr332nOYDbt5PjxhQATp0yfDDt7HSuj+3tVb2E6vHlra3VXWllZXdFoiYez6qHWnZ21J07pwFERX1JChs3aqJtbCwlH370UYqLS6C6nCDk6ekXevf27tdvJI9nERW1IzZ2/8iRL3d+Ly0tNX/fzMiI2rlT5+Oury8FcO6c6kQZEfFuRMS7mzeneHkZ+ylPTb0EoH//YUacv2PeuhW1ZYsqToVCXltbunSp5mBGRe0jfYHgro/PCABXr/5C7vL09DdYOY9nJpV2AJDLpXK5bPr0pUZMcuPPP488dfNf4AkSu5CQkMjISACZmZmbN2/+8MMPhw4dCuDtt9/u1avXhg2qLktvb2/tZ4nE4mXqPkIAgL+v7/u6JT10Fq1eDV3sbG1/UHd0Pdbe+eADTy8vAG59+rwwZ07U+fP1tbXLFi4ElwulUtbWtnDVKgaDYcnjCYVCAOMmTQLw4MHPQD7wg7qqgoKCwMBAb+8dDx7cAdCv30pgnCFNJ2Pr1w+Aalsbg9ru3bh+HYGB2LAB27YhLQ3vvYeRI1FUhI8+AgAWC7/9Bh4PERGrabS56rYchUK/fi5Xv+sqLw8Cgb72pNy6hWXLAMDfX/WLnpqKPXuwbRtqavD99yqtsFAVQ0TEQQ5nuLoB78EDHDqE2bMBID4eixaBy9XvPXzwAAcPgkZTaXFGr2q60tLT8dZbAODjgzVrsH8/Jk6EuztaWlBRgT17AIDJxP/+Rx6oWTKZl7U1AAwYAKEQVVXw8YGLCwQCeHrCxETVFavGyQnFxTAzU2kPH6oaDvV4/31wOF1qmZmqj3XJEgwYgJISmJvDxgYKBUpKsH+/SisrAwATExw+vNvMrF9oqKrpee5cnSkjADgckCMgaDQMGQI6XdW8auToffQR2tuxd68xLScHpaWwtER0NObNw927GDQIycnw9UVTE377TXUw168Hh4Ovvhra1BRhZUVnMKB93bdkierihMPRDBKwtERn7eefVc2W2nSr2dqG7N8faWWlczqSyfD662/T6b18fFSnIwsLbzKGadPGnDp1ctAgm5iYgWVlmsspB4fgqVPPAg5sNpYtw5EjaQAMapMmneVyHciHdXVpAExMbE6dGtjS0o3m6jq1vv6uSKRp1OXzvaXSZh7PcdCgDQAIQnbt2kK5XHT79ocAkpI2cjhWAOzs/IcMWZudfRigDRy4Ii1th0wmunhxmfaBsrPzHzbsfYKQk1pAgO5lgS5dac7OIbNmRQKoqclMSdk8bNgHWVkHJZIWHs/WzMxp5EjVwbSy8gIgk4laWko4HLP29rpvv3WztHSxsHDkcCwKCqL79582e/be+/f/lMlEkZHLAPTqNbCy8u6337r16uXv7j66vv4hqc2ZoxkeYWHhFBb2RUzMpzt2+DweY2dYGz36g8TEbWy2qbV13+rqezY2Ho2NJY6OAS0t5RYWjqGhqoN54sRCdQAAoqK+TE//3cnJf+LE9wHU1xeT5VKpKCJiGYCamgJSq6rKIx1trbr6Qd++IwCYmdlqlxvUPD1DvL3HFBQkDhgwOTf3Snj4h336DAVw/PgbQmE9gFmzNjs4eDs4eKtjKCpKaWmpVChkJiZmu3cvc3X1d3cfnJsbX10tsLFxBiCRiHbvVr2X0tJ7CoWsVy9PAC4ufmqTLNEmPv6IQiEbN25ZZ7N//5D/+79IACUlmWfObPb1HZOXlxgSsjAn55qlZS+RqLWurnj58h979/bWq1Mq7Xj1VV8AcrmstbW+vb3F03PQjBlv6mlicRupkaZY3Nba2hAauqCzKZGI9+x5l9xub2958CC1vLxAbfr5hWzcGCmXy775ZiEAL68gKysHAFlZ8UqlUi6X+foGz5jxhrOzKs68PNWks02blmm/iqen/6JFOtejMpkUQEVFsdrs7JBkZiYDCA4O77zrL5uPY5AtW6YTp7+///u6180ikahbxyBPkNg5OzvPnTsXANni9dZbb7m4uLS2ttbW1i5dunSuoZkNZPRHdQdwhY8fr5e09dA5HhmpV7mbi4teYieTyXbtU/XZr1+//oU5c958+206sGzePJiaoqND0dFxSj3LAADwwrx5AFpargB3tTM2cuaspWUmcBwAn/9CFxoAqOeNkI2D2lMKjGixsTh3DmS7508/oawM06Zh5Ejk5almQpCTJ1gsLF06Wru27Gz9+lks6Dan4tq1p5DYVVbiwgUAmk7higrEx8PWFidOqHYBqhH9LBaWLtUZDZqYCFNTDBqE6GikpAAAk6nfUJSYiIMH8c47Kq3zb7w2XWnV1apW0j59VJG4uyMuDqGhSEpS7SKDZDKxYEEgEKj9dH9/ALh5E1u2ICoKTKZ+GyRBYNAg1fbNm9i0CU06I6lUzJqlmY7QWautVeWj5FBLMtTbtzFsGJKTNakqmRYzmViyRDP1afx4WFggLU3n5ZhMTeup9hvpinnz4O+Pjz9Ge7sxLTQUrq74+GOQ12g5ORg0CFVVGDUKV6+q5jSog5w50w3QDG+/dw8REZg4EeHheOMNAGAwMHasTv25ufjmGzg4qLS330ZjI+7f1wgJCRAIUFYGkahLjct1NjObe/8+YmIeAmhqesvMzCU4uFUorA0OXuroqDodkddCDAZ69bIFcObMbk9Pz/j4eFPTIdu2Fd+69X55+dWYmPlAPIOB4GD89lutWjtyJD4xcUhbm0qLi5s/fXo8Wa1YXAsgN3c3n+85fXq8nZ0xrawsms/3dHWdlp9/cOrUmOzs78rLrwK0fv2W9+07F497NglCVlx8BsDDh6rvlbt7OJ/fp729uk+fMEtLD9LJydEZjOnuHj5s2PsPH54nNSsr/R94bbrSzM2d+/WbC6Cp6SEAKytPiaTZ1XVcWVniwIEryF0AyHkJBCETiWrJEoVC2tBQSPZ+2tn1GzToFR7PBoBCIcvI0MSpUEgrKjIqKjLUmqmpTs/y+PEbbGz6njnz+p07v5IlBrWpU7c6OQWeOfN6dfU9AA0NhXZ2/YKD15w+vSooaLm//1x1kNoBFBffKi6+NWBA+MSJ7xOE/MIFVds4QchTUjRBFhff4nB4ZGKnrYlEqu+wv//0W7d+jY3dMXTofFNTa4OalZXz2LFrCgoSS0pSAYSGvmVl5SISNQqFqh5qF5dBfn5TAMhkqjjr64seB3CnuPhOQED4uHHLjhy5Exd38KWXNpFOQoLOhy6RqL7AavOVV3R6JZRKZVzcQRqNPnbsks6mjY2zjc1cAFVVDwHU1j6i0ehz5268cePk2LFLra2djhx5p6Gh3MzMGroolcrS0vvaJQSh4HD0Z2ARBKGnubv7BwfP7GzK5dKzZ3d2ZdrZOdvZzSXb2AA8fJihZ86cuYackEvS2FhNbkRF6Ryu4OBwvaSNbKy9ezfx7t3ErhyS+voqAA4OLp13/WWThCCIo7oDq8PDw/WSNplM1q1jkL8yeeLGjRuurq4uLi4Abt26RRDEyJEju5L5FhbNJSXGK3xajr5mZgaCKM3KAgAmEwDZ96qnRcbGAgD0RyrQaDQASuUvwC9axZ01AN0PaDOijRqF0lJVO42DAwCd/lkALS2wtFzEYKRbWOSTJeHh+tMdWltViYI24T29eOie4cNRXw9bWwCqxiH1FELtGPh8jq3tjxYWqrbVJUvw+efIzcWHH6qctjbVainaLFmCd97R0QzSEy0oCC0tWL4cublefq8QAAAgAElEQVSIjMSECbhzR0doa4Ob26aWlu2DBqn69mg0WFsjKAhvv62awSAUYtw4/Zq1tRMnsHYt8vP1ndGje6Tdvg1PTyxdiqAgfPABaDQ0NOg7QiFCQkanpsbHxDDVvcx6OXF7O2bNgrs7du9GdLR+Z7Qe7u5YtgxRUcjI6Kk2ezZqa1V9oLa2oNGQm6sfwMiRp7Kz573wQgObrfkZOHwYIpEqWpEIutecKsrKNNqsWTqJnXYPdbdaefkNHs+1udnl8GGkpNwiCGLu3JF668WIRPj5518BKJW0gIBzJ070B2Bt7T9p0tmTJ70rKq6np6cPGDDk3XeRnKxQaykp/VksjVZZeb2uLt3ObggApVIBgEajTZp0ztJSp7autFu3PjAzc3V2ntir18jjx90kkgYTE3vtINls/pw5GSdPeq5YkaWePPH775OgNdGBw+G/+67+Uk0AMjN/hu58CIN0q5WX37CwcH3w4DQAZ+eQ0tLrTk7653YOh29n5y8SVTY1FY8Zs27EiDfMzOxra/OvXFl/4sTCsWPXATAx4W/a1AwgNvaLuLgvOmvV1ffCwzXjEp5UKy9Pr69/uGTJuStX1pM9sG5uOnGSAXz8Mc3dfVhxcaqFhYO1tesff7x7/35sXV2hnZ1HXV0hh2P6449CAEolsWfPrOzsPysrc48de43N5pGavb1nba1AvZhFUNDc27dnZGf/uWmTb0DAzG41Op1x8eJXbDYvM/McoCTn5+otjcHl8t3chuTnxwUEhG/YoFppqa2t4ddfP7h+PeLFFzcA4PH4ERHNAO7di/vqqzBtMyRkIWnOn/8Vg6EZnJuTc62mpjAgINza2smI+eDBDT7fvr7+UUBAeF1dqVJJ9Os3sl+/UQbrBMDhcKOiRADEYmFJSc7Bgx9nZyecOPHNggXrtTVTU/65c6r/UrW5ZcuC6uriv2zSaPSYGAWAjIyYjz8OX7Vq2+3bF/VMMl2j0WhpabpdG52g0+kEQRw6lBwQMMq4qa7TuPZEJgmHw+no6DDu8Pn8zkuz9YSeTp5obm5Wz5xISUnx8/Mjt69cuQLAzs6OfKjo3Ef478Ln8zUzJ5hMKBSabQBKJY3B8PT0ZGhN9mtpaQEMLLjF5/Oh1fZGbhjS8Bc0ct0Tb294eiI4GDk58PTUzJaoqlI9ZDD06/k34fNVcyP69sXQoSgvBwBTU4SFAUB9vWpXV0GuXInPP0dODhYvNjyO6mlpFhaqaRNubhgxAnw+CgrwySeqAXYNDapdXcWpVKKhATExWLsWNjaGnc7a558/mWZurpob4eKCgQNRWAgeD/fvqxoy581T7dJeOuCXX/bW1LSpu2gNQqPh44/R0ICnpX3yCZqb8eefcHSEry9KSlT/uuQakS0tqpkTnZY40EdvHRbjmqexZiYDmkzWTM6NEAoFDQ0pfL4fuX3+/BUA/v525EMyr3r81ugALC37k3kYCZNp6uw8EUB6ejpZQvaBdqXV1T2ZxmRyAZib96XTmTU1KdbWfq2tApGoisdzACAWV7e2ClpbdeLUprm5qKQk1tTUwcvrBSMH529qEkmzeuZERUWKpWXfkpJYLteWHGDH5dqRu7SD7OhobmwsGjhw/pQpW62s+rBYPCenwUuWnOPzXZKSNAMBHz6MiY3dZFBLSNjW1PToibTc3DOxsZv69Zs2bNiqqqrMXr38TUwspk//nsMxB0AQioYGQUODgCB0DuaUKRvmzdvB5/e+devX5ORDVlbOH3yQSI6ZU4+GpNHob7xxxpBmDcDc3L6HmkjUXFsrqKsrmjv3Ozabx2abpqT8kpSk6k0mX1Qmk+hFWFsrAED2mZKYm9sEBc1oaanJyIjSNmNj93dlpqWd76GZnPybeuZEQUEKmWgGBk7OzLwCwMLCrr29acCA0M51asPlmvn4jNi06QybbXLs2JetrZ0uTP+2WVVVVFkpUE+eoNPp5MO0tCsA/PxCVq/+nsXiaNdpY9Plerd6kGeD6urSbk07O8enbv4L9LTF7uDBg9oLmly6dOnSpUvqh+oWu7KyMmcjK6f98yxZulQnq2KxdB6am3PMzR8+fOjr46Mue/DgAR4PetOGnBqiHvyuPTZOV8Nf0MgBXlu3YutWAJg6FVOnauRt27BtG9CDH7x/lMWL8eWXmofkrA513190tGrDz89Ag9PatXjnHdy9i+XLjU3SfCrayy/j4491Sry9cf7xSUnd8R4a2mX9JEVFaGiAjQ2MX3QVFaG+Hl5esLDQWX/YuDZrFtau1ewdNQqjtK4VXVxU7U9Tp0J9hTZwoB+g6e9Ws3Ah1GsbkZOUjWiXL2PHjifQyHbfn39W7R02TJUf9+8PQNMouFR/cTR9jPf26mmdJwIb14qKDmZna05HVVWXqqo0p6OwMNXpaPr0MjZbdToiV4Zjs/UX6CJL1JfOfH4/IxrZZ9pzrb29EkBLSwE5YaK09FJpqSbOrKzvsrK+AzB/vuExE1lZ+wGlv/8KOp2llw10pXXlGNGysg7Gx2sOZmnpdQBicX16+k4Ax46pDuabb5apZ+Z2dDQC8PDQ+UaxWFxX1xH37mkGzOTnXzSiVVVlWlm59VxLSvoBQH5+VH5+FIAHDy59953mYB47pmrN/vBDnYNJpzPCwt4LC3tPXdLR0VZenk3u0tKYhrRMFovr6Digh1pc3M7Tpw0s+9XQ8AhAVVUegD17Zn77bZmVlerfUqlUNjWVAdi5c4HehAYA165p5tC1ttalpZ3ryoyN3T9ixNyemGfObKmq0p/5dfSo6h19+qmm4VO7ToOYm1s7OnqUlOQWF98LCBj3dM0//viOnB5BolDItWdOrF2riVNdp6/vyKys6z255wKDwVAo5Ckp0eHh+sdHj8DAkLS0a0/X/BfoaWI3c+bMPn36ADh37tzx48cPHDhgaWkpFouXLl06Z84c9TrINkZaPP4VLl+69BX5I89igc2GSKTq/jQ1hVQKmUwmky1ctapRa+jTtWvXAEyerJkJCMDRkRYQEFBRUVVQ0PuxBkMaAgJQUaHJ2HqoHT6M6dNRXIybN/HKK1i1Cs3NcHTEzp0Qi7F0qSrqxsand2ienMuXUVoKANOmYd487N+P115DRgYGD0ZUlGo9ERgKcsMGrFiB27excqXhdWWfrhYbi/JyzJmjmmu8aRPq62Figu++Q3Q0oh5f9HYe+KgHjwfd5a671Mi8/HHHfo+0hATVzIZx4zBlCr7+Gm1t4HBU93Wg0fDZZ5BIdII8fPiYmZmPuXmQuqRPH/j4oLAQhYWqDJsg9Kdga2sFBcjJeTItMVG19rWDAxwdkZMDKys4OQFAdTVSU0EObTCS0ZL4+nYjaGvkysY91xwdZ5qa9gFQUXGutPT4kCEHWCxLhUKclrZ0zpw5EybM//VXAGCzNacjBoMLoLk5nyBk2plNY+M9aK356eQ0AaB1pZmbP5nm6/tmYeHvLJaZm9t0geDEmDEH2GxLhUIcH78EQEDAh3Z2QwGYmOgPZgJAELLs7CMALTDQ+HyIv6t5es7k8/sAKCg4l5d3nM02l0qF48dvv3btg3795vj4qM7tXK7mYCqVBAChsFavKqFQ54OUy6VGNCaT80Qan+8CICBgAZ1Ov3v3+IsvHjAxsZTJxH/8sQTA+PEbevcOBMDlGjiY2iQl7Vcoupt7DyQl7ZfLpcHBS/W6I41oAQEzbW37AMjMPHf79vHFiw/weJZSqTgiYqmjo39FRba397jQ0DVmZpojqVBIlUqCxTIZPfoVvZrT0y/k5GjavRMSjsrl0r59g/r00R/Lkp5+4d692NraYnt7927N6uqHr766m8+3T0s7l5R0HICDQ18bG5e8vAQ7uz4ODqpp8KWl2dp1dkVzc52RvX/HHDBg1KBBEwAkJ5+Ojz/J4XA//PAXqVS8bdvSkJA548bNB7Bjx8r2ds0Zc+LEJSdObAEgENwzODVVJBIymUwATCabIIiYmJOLFr3flUlOYp0xY/mRI988XfNfoKeJnbe3Nznd9ejRox4eHitXrgQQHR2tVCpXrlw5efLkfzDGJ0EgEKhWwmCzQRCqFRfIK32pFDKZQiI5deoU38JC/ZQ7d+6kpjYPG2a5ZAl++QUA6HRs28ak0+n79h1WKjc81pCaimHDoKuBTse+fZrBcz3Uzp5VaS0tKCzEwYOg03H1KgBERkI9S4ScPPGsIBMIAAsWoLgY8fF47TVIJKDR8MsvOvNS1bdDoNPpO3aMWbwYiYl44w10NYSATsdXX2H+/KejPXqElSsxfjwaG9HeDvJHfcwY0Gj4/XfNDQy079kwYsQwNzedtUj4fGzcqOphVH9M/v6QSAxrd+5ossyeaKWl4PMhkcDMDOXlOHcOAMLCVK2Dd+5A3QKunlP82mtrXV3f9PDQJHZz5sDHB7dv4/hxVWKnVGJHp0Uw1Jr6XmE918j7jAGqjffew5w5qmkQP/6omb3B1lpSY+jQoX36MLQn5Hp4qJab0cbDA3I5Hj0yoGnfZKInmrm5d2Cgt1yO48ePmpl5uLuvBECnR6emKleuXFlXN7lztwGNxjQzcxMKH929uzkoaBNZWFoaVVl5zcTENowcXgCYmjq5u88uLj5jUHN2fjKtd+/RpFZXl2Fh4dG//0oAd+58CYDNtggK+ozJNIVWC582BQVnRaJad/dwPt/YL+vf16ytva2tvQHcu3fU1NShvb3G3T3c1nYAoBw4cGXfvppzOzkvAQCHw29vr05J+SkoaCmfrzrW9+//WVKSxGLxZDLVF8PdffTt2/u60tS3C+uh5uMzPSvrRFFRvIODn42Nx9ChKwHExX0BgMnkjBmzzsSErx0kSXNzhVKpVI98ysw8d/78Rg7HTCLRGc9RU1Ngb+/VWZs+/bOea+rprtev77Gz8wgJWQkgNzdaqVTW1ORzOGZLlx6yte2rXSGZ1PL5Dq+/rrusFPD77xtPn9asaB8XdxDAypV7PD31Fw0hzbi4gwsWbO6J2dhYER7+ZkLCUSaTJZfL1q490d7elJeXsGrV3sDAyQbrNMiFC3uam2tNTEy9vYd05fxlc9SoWVyuGYDo6CMAmEz2mDFz09OjlUrllCkrhw6dfOHCnvb2Fu06HRxUd6t6663wL744Onz4RHW1BKG4cuXEH3/8tH//dQB0Ov211zbt2bPBiBkRcQuAo2Ofp27+CzzZ5AmpVHr9+vUlS1QTbaKjozkczli9OW//DJ2XRCFZvWxZsNbSt6TGZDJ/2r//xvXrvx45AmDBokUTJ0+mazWw6NX26qsfJCfvOnLEZM6cpuJi69GjERTEuH379vffbwMeamnOyckbdDXcvq1Z9eOxhuRkHDmCOXNQXAzjWmAgiovxww8qjSDw3nvoihkzQKbQ5PKwQUHYvdvA0DGDGoDGRmzc+MTa7NmYMAHFxXj9dQDw9wdBYN48jBuno5G8//67ixf7EARaWjQpAkmh1rqhr76K+fNhUCNXP/lrmoUFmptVy6mQtyzz9dW/MxXJ2LGjt2xBRYXq3lY2NvDxAYej6opVExSEt94yoNXX66xI90SaUom6OmzdChsb1STWhgb99e2eOUwmAgJUVxokBGFgLjbJ2LFjv/uOX1OD2lqIRLC3R58+oNFw5w4Ga27kCF9fLF6Mzlp6OrSGdTyB9vLL0r17r0+fvuS992Bvj127ojkcjrn5WL17eKixtx9Oo9EyMr4oL4+xtR3c1vaorOwSnc4aP/6gqamp+nZ/o0btqq+/01kbM+YgmYc9uZbR0lLA4/W6ceOttrZHpaUXAehpnXla8yF6qCkU0rKy6xwOn9SKi6MZDI6rq+FzO49nKxbXtrVVf/99//79p5ubO9TW3n/48CqAKVO+vXDhHVIbOPDltLSDhYXxnbXp078n87C/oLW11djYePz551q1NnXqd2pNj5iY7y5e/MrRcQCHY15dfb+yMpfN5q1c+dvu3TO1tUOHFra21uhpq1ef0svDeqLJ5dKCggQ2m/fjj5M5HPOCgngAdDqzc20AlEqCx7Nksw1cwY8f/+qZM5vJjsXc3OuVlQ9cXf0752pq8/r1Iy+99EV+fnJPzDlzNty7FyeXy0jz6NH/Y7E4vr5jDdap9dZkO3e+DtVEh9zCwkwajfbmm/8jMzA1EomY1P6+KZdL791LVJt5eSl0OuPq1aOHDq3vqk4ajdbYWLNmzSRXV6/+/QebmJg2NdVmZ6e0tDQMHqx5gytWfKJQyA8c+OKZmP80T5bY3bhxQygUTno8zCo6Onr06NFd3ar26dJ5SRSSsLFjtRM7UgsNDTUxMdm1e/f58+cBfPjppzVVVb15vK5qy8k5FBR0/auvvgoLmz1lCsrLsWWLfMuWCWJxO3BUS0NQ0EldDVu26NwB9rGGr75S3UfLiLZmDY4dg40N3nwT5eWor8e9e8a6XwcO1FnTxNVV58YG3WplZTqpWA+18HAwmfDyUg0TJPvpXnpJXyMh++LpdM16tmrUNwzF4+F6BjVy9ZO/ppEjybTuKoLhw7Fvn/5zAVy4EOXr+0VQELy9YWEBkQgCAW7cwOnTmrGDABISYGmJztrJkzp9kT3X+vXDxIkwNUVoKEQiyOWorsbixd33bP7L+PmBy9WZP1tba3jBYQBxcXExMZL+/Tnu7uByIRLh3j0kJOD2bRw7ptFychAXBy8v6GnJyTqzxXuu1dbeaG8Xzp49acgQiEQ4fz66T5/RP/7I7WqMDZPJmz077c6dL0tKLtTVpbPZFm5uLwwa9Imjo04rAo/naFAjJ7r+BS04+H8xMbMJQnH//n4224LFMrOy8unbd56R49/U9PDRo3gzs96enp3+9f8ZraLihlQqlErbSS0p6VMXl9Hk5A9D0BwdB/n4TM/KOpmff1EuF3O51j4+M0JC3nVzG6lO7Oh0xooVV1JSdnfWPDzGq+t6Ii0q6r2UlD0tLeUpKbu5XGsOx9zW1mvkyC7vUte/f1h5eWZxcapU2s7nO44Zs3ry5I/Vt45QExy8LDX1uJ5mY9PnL2iFhTeUSsLS0onUlEqllZXTunXJnWsjsbPzlMkMjC+2s+vj5zf+3r04hUIWF0feQ6JTM/hj098/LDv7akbGn7duneqJ+eef30ulYrWZlRXdv/9oNptrsM5Bg6aQhQqFPCrqZwAMBtPS0n706Bdnz17r7z9a71Xkcimp/X0zJ+eGWCzUMxMTTxmpE8Dvv+dERu5JT49PTr4klXZYWdkFBoaEhy8IC5srl8vU2qpVn4WFzevK1K7wnzD/UWg9GWn419i4ceOtpKSrne/T9B+DZm0NRAHTnnUgxtFZ7uQ/S1OTznIn/02amnSWO/nPkplp4+r6pofHV92rz47aWgPLnfwHuXzZy9ExZNy4I92rz47W1kK95U7+mxw/PtrExGTlyqvdq8+Ujz+mvfVWlL//f/rcfujQovLy9P/9779+bl+4kLNmzY/Tp/+nz+2//LLp1KntSUn/9XP7m2+GhYeP/FJ7cuJT5QnuFUtBQUFBQUFBQfFfhkrsKCgoKCgoKCieE6jEjoKCgoKCgoLiOYFK7CgoKCgoKCgonhOoxI6CgoKCgoKC4jmBSuwoKCgoKCgoKJ4TqMSOgoKCgoKCguI5gUrsKCgoKCgoKCieE6jEjoKCgoKCgoLiOYFK7CgoKCgoKCgonhOoxI6CgoKCgoKC4jmBSuwoKCgoKCgoKJ4TqMSOgoKCgoKCguI5gUrsKCgoKCgoKCieE6jEjoKCgoKCgoLiOYFK7CgoKCgoKCgonhOoxI6CgoKCgoKC4jmBSuwoKCgoKCgoKJ4TqMSOgoKCgoKCguI5gfnPVd3S0pKbn7/49df/uZd4enwPnHzWMRgniSCa29sXP+swukXW1nakoyP5WYdhDKk0U6mUlJT81w8mQbTV1Z3r6Ch51oEYQyx+BCAj43UGg/OsYzGGWFxVXZ0YH/+f/tBlsjYACQkbTEwsn3UsxmhouM9ksn///T99MEmuXv0+Le0/fW4XCJLE4uZdu/7rB1OhkEVHH8nJ+U+f2wsLM2UyycaN//WDWViY29Iy4J+r/x9M7CoqKppaWhNS0v+5l3ha2Nvf5/EePesojFFdXaeQiZ0tjz3rQLqhqBbm7FQLXtqzDsQY9QqlTKbks35/1oF0QyNkTOV9rvLhsw7EGAqlAgBTHkVXPOtQjKPsUMpLFe01zzoOYyjkSgCStnhlB+NZx2IMuUwIgt5SF/WsA+meloZ0WXvWs47CGGJRm1xOVJRcedaBdINSqayvzZOKSp51IMZobGpVKBQP8uKedSDdIGpvqqio+Ofq/wcTO19f35qa1l9+ufrPvcRTwcOD9uOPBydNmvasAzHG6tWLspOP529/1nF0B2cpvl7AXT3xP914s+kP8fY/JYU/uzzrQLrBZlHJm9Ptv1ri+KwDMcap5KZ5m4sy9g2zNmc961iM4bXkZshA+yOfDH3WgRijsELoOf/yxR+mDPS0ftaxGGP06gsmHJOr+15+1oF0A23Q1oNfvjhtbP9nHYgxFn10Mj23Kj/my2cdSDdwfNd8/cH81a9MfNaBGGPTD5Hb9/9ZeOuXZx1IN4S99KGvr+8/Vz81xo6CgoKCgoKC4jmBSuwoKCgoKCgoKJ4TqMSOgoKCgoKCguI5gUrsKCgoKCgoKCieE6jEjoKCgoKCgoLiOYFK7CgoKCgoKCgonhOoxI6CgoKCgoKC4jmBSuwoKCgoKCgoKJ4TqMSOgoKCgoKCguI5gUrsKCgoKCgoKCieE6jEjoKCgoKCgoLiOYFK7CgoKCgoKCgonhOoxI6CgoKCgoKC4jmBSuwoKCgoKCgoKJ4TqMSOgoKCgoKCguI5gUrsKCgoKCgoKCieE6jEjoKCgoKCgoLiOYFK7CgoKCgoKCgonhOoxI6CgoKCgoKC4jmBplQqe6gqFApra+tZs2YdPXoUwMaNG7ds2dLQ0GBpaal2Ojo6uFyupnYa3dLS2snJzc9v8OTJc0eNCqPTNamkRNLh66uRWSy2mZnFPyHT6XQ+39rJyU2pJPLyMtPT6y0trdV7PTxoRt51QsJdf/9AiaSjd29utxr50kbMHmpLlqw6duxQYWGDiYmJ8dftOSfewvxgzcPN5/BpJADkb0e/3gb8/h/gQZV+IY2GxSE4+joAbIzElvNo2I+GNnx2CnG5aBZBKkdX/1D/W85LfSiPuydvFhESWRdBvms6fxRbE+SZjk9PiAHk77To58jQkztkSu7CZu0SNhNO1vTyRmL6YPaZdaYANp4UbznT0XDE8lqOPD5HdqdYkVWiaJd0+T//3gt8mVx5p1CaVSJp7zCsnfjAfv5oMwAdUiV3XrFuADQnG0aoP3f9XEvP3iztXWdS2uPvidU1vzTK7Mpd0azhpkfftQOw8XjTlsim0kOuyfc7zt0SZRZLHtXKO2RdfjvfecG+tlmeWSR6VCMVSwnDcX7sPn+sNYAOKcF94a5+nLbs0IHm61/u5enIUZcfu9a4+Lti/YoeQ6ehITLQ0pShIJSbT1an3BfmPuooq5MafvVP/eeNtd98vPjGveaYjMaunPmhDqoIp1zTjZDuZMsJHWS1fkEfTyeeulzPZDPpFqYMVwduTlHbmACr6K2D6DTaxiOFW46XNJwba2nGVJuei28WVooMh7FpxPwJLgA6pAruhDPGHTX5j9p2nxXE36ktqxWLJQo7S86Q/lbzJ7i8NN6FQacBUBDKzb/cT8lpyCtprWuWmLAZre0yv778azvHWluwNx7M2fJrfsPFFyzNWP1fufKgtM3g62oC+HrCpgMZDx41G3fmT/TQCbKkefep3PiMyrKadrFEbmdpMsTHbv4kj5fCPMggSSKiCn4+m5dT2KQglF6u/IJHzfMm9P1lUyiAjT+nb4m42xCz1NKcDSAurWLXH7mXbpbK5F381307c364T1zqo53H0/9MFBhxdONs2P37nfi00rLqNrFEZmfFG+Lba/5kn5cm+ZBxdkjl3OHfd1VbbmH9lkMpez+ZtPrraCPH54k48d2C+VMDAHRI5NzBn6rL2SyGhZmJm6PlYB+nueH+YSM86XSdX5D+079/UFynV5uDjdmqecO27I9vuPmZpTkXgFKpPBeX9+OxG9fTigwH8MPK+dOHKpXKyEsZL797wIgDoEMi4/q9pRUk08LMxM3JZvAA17mTB4eN9NEOUk8mMeNxXpo6ZP3rk4+eSdmy73JD2g5LC9X3LuLMzb3HE1OzDZ8ZTuxaO3/mKAAHTsS99vHPxp0OiYzr/YpBB8Ddy9sCffuQ22eu3I6/mXsnpzjrfkm7SPLyjJHHd75jPXD5rPBhR3esAbBx++9bdp9pyDpsaWEKYPOuM59uP9lVzQBO7P1k/qxQAF98/+um7b8YdzokUm6faV3GGbsvcIAHgGOn4xa/9W1Xmrw8msGgG6yNTqNZ8Plz5sxZv369p6enulwvgwLAZrOdnJxCQ0P1TOMwu1cek5GR0draOmHCBPJhbGxsUFCQdlanHcry5cvT0tIqKmoGDw5++DDv5MkDJ08eGDRoxA8/HHdx6asts1jsuXOXAyAIRWtr89OVQ0OnxcScHTp0tLW13cOHeQJBHoCVK6d1lgG4u3volXh59beystYuodPpbm7ueo6Nja2exmKx5s5d2PnIdKU1NNTHxFwcMSKEjCEzMz0gIIjPt5RIOkjNycmlqaaoRQw6De72ANC/N2zNAUChxLFksBhYOBIKAsduGHAAuNtpXlepxKHroNGgVOLANWzv4otGp2FxiOZhfRsuZmLCANXD2BwEuaO8EaO/QIsY0wehrz1+jAYAGg2vhLAZWplYc7ty40mxsEM5PYjlZsv66YoEgJ0FLTyApa2522uyc6USh+IkqiBjpduXGE5w2UwsD+WoXyXpvlwmx5VMWX6For8TI/aePMiDaWlK23JGnFGksODSnKzpBVUKACwGbeFYM73aLqeL8itkFjy6oxXzYZWMTsPiUHM9xzNeyMYAACAASURBVN1BJ2NjM2nLJ5g/DoBIfdhxOLbt1M3229859XfWmFsimzMKJRY8upM1s6BS1iRUtIqICQEmqoOZJQry5ETeaH/vUAObSRvswfYfyjt7q12uAAAXO3ZogLn6xJxX2vHj+Vo2kzbYk+c71OLMDdWPvZ7m3kuTsaninGSrilMoTy0QHY6pP5XcdPt//fu7qMLw6M1ZGmZDbte3yi+mtoQMMJPKlakP2i14jH7OJpamDAAyufLzXyt7WbE8HTlkYsdh0SUygsdhTBluY2bCAODey0QmV34eUeRgxQZAp6G3DaehVdYh1WjuvUx0I6Qvn9xbE2F+6+HLlacSam/vHtrf1dSgqSDQLJRlFLRJ5crYjMZR76Qf/8Qv9k5jkLe5dlYHQEFocuSBHvxB3laaD7S3TuUAmAyaXKHU1vScLyPyvjiSRxBKT2ezycN7mZowapokiZl1F5Ir954rTPwpFIBMTnx+KLeXtYm3i/kwH+uKOnFKbkOWoNl/aczNveNj02uD+llZmqn+Q+h02uJwt2ah9HxSJZ1Gc3cyZzPpwwbYa4J0NCe1heGexy4/JB3yUKg10tEEeejOFwczCELp6WwxOdjZ1IRV0yhOzKy6kPRo7+m8xJ9nktryr65HRBVYW3BeGOtmasK6dLO0Q6rIK24iCCWdTotNLQ/qb0tmdev3pH57NJPDZvBMmC1CKY1GY7Po/dysB/V30IqTv/7HhG+P3OKwGQDoNJq9Da+ptUNbc3fk68S5/8YXP98gCKWni9XkUe6mXFZNgyjxTtmFBMHeyLuJhzSnJxaTvnCKL4D6ZvHFpMKQQc4ezpbujvydx9ODfHr5e9ktneGn/Ykfu5hLnkB62ZqHj/Imy+sahTQazdbKFICCII79eZdOp1nzefVN7dqau7POuZrNYiyfPYR8SnNrR15hzYFTqQdOpY4IcD2+bX5fZ72fCdriGYPrm9ovJuaHDO7j4WLDNzeJTREE+TqRWR2AtzZf2HMihW+u+go4OVhW1jYrlQgJ8vRwswPg7mIL4K0vTu45fp2ss597r1ahWFsjHa0gmctfHPk4SFGeoOrA70kHfk8aEdj3+I5X+3Yh1za0nb16l2vCPnzqxqkrGe4utkF+buqsbvlHRyPO3LTimwKg0WhmpiZtQrGro+244AE0GgC4u9gDWP7BnohIVZyefXpV1TZra6Sj9TkyFs4KQSesLTUn5C0/nc24V2RhxnXqZV1QVAUg415Rq1A8YZTqI45Nzg7y70tmdUql8tDv12g0VUMVi8VcOHu8XuXurr1JM+J3VfY/oJ/bkIB+nR1NnIbqAWBtqfqiebj1XvrSJL299x+Wpt7NDx0VSGZ1atgs5vL5k8ntc1duSGTKw4cPnzp16vbt2/3799cx2ezly5eT283NzampqV2ZXfEEiV18fDwAMrFraWlJS0tbt26dQZPL5e7bt2/jxo3x8bd++ikSQFHRgy+/fCcpKWbx4rBz59K1G8xMTLhff71P++lPUQ4MHB4Tc/aHH447ODi1tbUMHmzj5OR69+6tzjKNRsvIMHx9qY2ZmXlPNC6Xt3t3RM+1nTu3xsRcPHToZO/eTq2tLR4eNm+/vU5bGzo0OCupqEUMcy4EO3Qq6ZDhWDJ4HES8jg4Zjt0w4OgRcw/FdVg2BpezcDQJW14G29A/AouJiNc1D7f+iYuZmOAHAC0ipBVh3XS8uh/NIhxZjWVjAGBvrKrRrp8T49MXNT/bw9e3tYmVR9aYLhvH7pApf7oiYTFR16rU03SCzJIV1xLLxrEv35UfvS7ZspBrMEgum7bvNU2LzrfnOtYfF4ulyl2XJVsWctME8nUzTQBsX8JztqF7ONAv3pHN+FYIgMehRay106vteo7Y2Ybp0Yt19lb7i9/WMBgGHAMBvKk5YxJKLNpReyJRuOtiy+7VmvLtK6zJmi+mi2Z8XV3TogAwYSAXQIuISHsoWTfb0sWWued124Vjzfg8OgDrRSVNbQSNhrI66eQgiwXjVP+up5ObalvkC8dZ800ZZGucOZfB5dD0NP04OfR9b7vqxLmt+MT1xl0XanevUZUH+5gG+6gymK2R1RdTW06u77vqf48ACMWKCYGq0xmHRS856u9mz1a3BZacCPlgb8HxuGprc9b+/1M1xiiVKPktxMGKzZ1yzZzHLP99tFROrNiWp6fpRPieppBQKhdtyT1xrXrXubLd7/Q3Ym49WfLxAcHYgVYJ2U3j388or5Ose9lNr/K6ZikADpsukRIzRjl+vcoPXUCjYf1in68i8rrStvx6n8zYjm4YNmmYJqeRK5THYh7tPVv4+CgxSiKnufVS/XNuPZ6fktswe6zT2YSKzw/lpt1vXLdQ86PCYtAiPhmaV9J6PqmSx2UKTs83GBuLST/wyZhjlx+am7K6clRBRtz9fH96Lxve0c/HTRrurBUkceyyYO+ZPPJhVHJpRFSBWy+zW4dn9bLhAdh85O6n+9Iy8usjLha8GOqelle3bnEAgCNRD749mhns7xD5TdhLn8TezK6xMGU3Jqxtauuw4Wsuuo6cv/ftkVvBA52ObZ7uMeNnc1N21dW3CEKpp2niPJTy+d7kXjamR7+aNilYc80sVxDHLubujdRpaeaZsCK+nAZg65FbF5MKT34708nevEUoScutWrd0ePBAp+CBTmq5Qyo/djGXTqcrFMT/Pp7x8pSBnV+9QyI/9uddc1POUD/ny0kPutIAcE1Y+z6frV3yoLjunS0XYm4+DHv1YPofb1nzNWchFpMRsWXe1kMJFxPzT25f6ORg0dLWYTPqy3XLx5BCUXnjnhMptlamqSfX9A3fRqfTypO3no/NmvXGnkeVDUknVSf/orL6Pcev21iaNTQLzU1N8q5sAtBZ0wnyK53L9AfFNe98eTImOS9syQ/p5z6x5pt2lrfujz579W7GuQ0fbTt9IiotO7/io9fCSScqPjvizE03J5uE4x/0GbfehMOqu3twzmvbL8XfHTvCd8VLoSotLiMi8rqro21pZb25KfdB/E6JVNZZ03yOXE7E92sMHmc12z9d7NzLxsPN4eK1OzNWbAUQn5ILYMIofwAtbaK07MJ1q1UXJzGJ2cVltcvmjYu8eKtd1MEz4UTsNJycxCRklJTVAKDRaDV1zfu3v8dmdZkF8bhd1kMSPMQ3eIivXuHUVzYAWL1Yv8GPy+Xs27aW3BaUVASPnVZYWHjixIldu3bt3r1b1+Tu26fJcwiCWLRokUGzK7oZYycUCgWPiY6OdnV1FYvFAoEgMjJSoVB4eXmRuyQSifF6+vbtd+jQxaCgUWVlxfv3b/tHZZFIWFpaCIAgiMTEaEdH144O8aNHgkuXIglC8cYbn/j5BZWVFe/d+43xmv8FCIIoKhIUFQmuXYt2dnYVi8VFRYLz5yMVCoWHh1dRkaC4uPCfeN0D8QCwKhSvjEJ9G86md2kKOyCoUf1FZ8PVBmIpBDWIvA0FATYTqYXwccKCYP0n/nxVou5GvFOkSBXIA/swlo3TdLOasGh0mo6mH2ScFMCqMM4ro9n1bcqzqYa7/AAIO5SCaoL8i8mS2ZrTAJTUEZEpUgUBr950QTXhbEN3saHTjPW6A8A4P65nb1a3mhHoNMwabgqgvlWhV3MvK0ZhtayqUQGguknhascUS5WCKlnkjXYFAS9HVoA7e2Ig14Sl8/IcFh1Awj2huuTFEKs3ptnxTTVNnXQ63pvtoKd1H2ewJYD6Vrm6UCgmBJUS8i86o9XVni2olERntJhz6YQSXk4ccpdUrnSzZ2vXxmbSVk1zAvCwXNPdSaPBzUG/Ta6z1nWEtFmj7ADUtxjouReKFYIKEfkXndbgam/y8//5BHlbPKrpUBBKLyceuUsiIwAcuVLZ3qEAQIOxj/aXK48A8DhMa3N2V05Jdfumw3lsFj3mhzHaWR0AJoO2bEqfuJ1j1W/fhs8WlAvJv+jUGlcH3tyxzgBu5TUoCKWXsxm5q8fDYXpKSVXbpgMZbBY9ZtdU7awOAJNBXzbdO2636lfnTHwxgLdf9hOK5YLyVkF5a1xaRW8bHoDvj2dHxhUpCKWXC/9+cfNHu1JNucyz2yY52WmSAzqdpp2uSWWKT3YlmHJZZ3fMdrQ360rTxFnZsmlfMpvFiNn7snZWp4pzpn/czzrJK0EoBWVNgrKm6JRi114WYolcUNYUeTVfQSi9XK3IXRKpzvdOoSDsrE1nhw1A1xCEMvpGQbeaHv3c7S7uWz5qkFtxeeO2QwlkoVAklcoUSqVSUNoQnVzg2ttSLJEJShsio+8pFISXm62gtEFQ2lBQUgdgmL9zbzsLdYUzxg9kMuj1TZqvcHFZPYChA3WuUjprRoN0uHjw7VFBHsXl9dv26/RTE4RS8KhW8Kg2OinX1dFaIpWNGNQXgFKp9OpjT+6KvJwB4INXJzo87vrhsFnffLQQwE//z955R0Vx/e//2c6ywNI7SMcCqNixV9TYxYJGIRE/GqOJidFojLEkmMSYqCkaBbvYYxcFURALCIpIU+mISpfO1pn5/THr7rIgmHzjzxzPvI7HM3PnmTvvHXZnnrn3vu/su6yu6tTlJABLQzRWplXZ32JI3y5uTtaNTbKS8moADY3SqOupjrbmEqk8t7D0xMUEgiDdnW1yC0tzC0t3RkQDmB843MvDAYBCqXxVtWGHIukFPo9b+aL2dOTNfxbeqyh6WhYVl2xhJp48tpUmSW1YLNakSZMAVFZWtq1ks9mvqVTTTovdhQsXAgMDtUvc3d3Vy/PmzaMXEhIS+vbt23ZVHA536dL1c+aMOHfu8IoVr+yW/r+Lr1278OmngQAaG+sTE2MBDBumifmrr+bTC2fOHFy16qe2a37TNDTU9+ypiU17ecmSeW/ooGW1OHcPHjbw84CRPn6JxK5rmNHaX48kERKGY4nNCt0/1yxvOAUAD5/hfhH6avX+c9h4WkVmlxD0wLhrGQoAY7o368Fks+DTgZNaSKhlzYMkzyXLPWw4fp5cIyHrlwvSXVdkM/xav91euKcI3NqoUxiZoohMUQCYt0PlIRJCDft6/I0m6n9M5L0mAL3ddVsiLyQ3BW4up5fLawkA7guL1Vvn/aYal5Owya6vp6YXlXYiAl47ZpP2ee3KmsWZXAugt4fmPn0hqSbwh2YjaYaseAygXkICmLelSBXhlo59O+p2X/51oxxAV1fdnut/JlNFeKcSQO+ORi03XUisDPwuXbukY/Bt9fK8zaoWqYTfelmb8j/947GRPreu6ZWXewCFpY1f/PEAAJfT1jnce7FQoSSDxjh5u4hbFRgINd+xC7dLAtc1+/3M3nAHAD2ibt4PqicqRyt9ksLGgw/vPa4GoFCSL+pkpkbNetJpSJLadDAVgERG7DrzMGCYS6uyvecfK5Rk0Hse3q6tN98aCFU/xtIXTQAqqqXuU3XHJ2UVVM/fGA9g3ncq1+Lf115swD92Je9JaSMAJUFSFLSfgq4lF5VWNc4e21lsKDh55TEAmZy4mlQ0rFeHVh+W9p5NVyjJoPFe3u6tt4sb6Df7ydc3yd0n7FKvai/PW3+JXkg4MKevt632Xh9M7snn6V5htJErCJKk2pW1hMthr188csS88MMXU3/4fAyAC3EPC56+AOA+RnVzUS8AmLfmJL1w7vcgDoednPG0rEoztjLyerqSIMcN0zQZdnS15nDYd9OfaB+0paz9ID+ZMCJoy+HzST8sn6Iur2+Uuo9Yo17VXp63SjUErV93FwCujs3+Om5O1gDuZxZU1zbSXbSl5TUAXBwt25b9Ay5cvfe/lbsAXLyWoopz8CeaOJfvUH9GDxcbvx6eXTt3uJOaI1e0/ksvq6g+F53g7myXU/CMx+PK5Ipdhy7OmDjkn8XWKrsOXSRJ6oOZo9toCFQTGRkJoHfv3v+ikqadYw8YMODEiRMAUlNTQ0NDV6xY0atXLwBLliyxtrZevXo1LfPw8Hidg/XqNZDH45eUFJeXl1hatjZi/98Q9+w5YOvWw0uXzuLzBXK57H//W+Hj0wvA+vVLLCysFy1aTRDKzz+fU1lZpl0zRVG+vs3G2InFxn5+g0JDt2gXNjTUa8vEYmMPj07m5hY6MomkacGC93WCbCnjcDi9e/vV1FQ/fJjh6dnZ1NQMwIMHKa6u7suWrQagUCjmz58lkTQlJydU1wJAvQRun8NEhC4v+xw62QFAkwzBf4IgW9d4O2LZWNXy3utQEKqeUy97+DohNgu5ZXBr1voAAApC19WN98XcgQCwZD+sxTAzxNUMfDwKHtbNZHQLxKKwJgdzNoDbjwkAOu6tSUbVNFHaMm9HzrLxKjO0N1auIBA8lA/Ay5Hj68KJzVTmlpJu1rptzBI5FZOmGOvLA/C0ikwrItgs+HlyP/IXLNsvsTZmrX7Z1evRIoDgbc3GOHt34C+b1OxuTRDtayRyaml4Fb1c20QmZcuynysCBxksGqtrRwZ01jvxpdW9XNkPf9UAWDHFuJe7AMCSXZXWxpzV01XDuTzsmjlgqYIE8KhYGvxzoSoGJ+Gyqc3+Wk0ycu3B59qylhqJjFy6U+UjaxuJpMeN2c9kgUNMF43XXLUHdDE4sdoFQGqeJPRoyRdTrcIvV9Y2EeZGXDsz/upA65cRqszE8vCn9EKHwJsNEsLEkFv6Qhb8Y6a3i8Gyac2aGeqbCJfZtyrrFPVNSlr284kiHY1ERi79I/tlhMqkR7XZT5sCh1kvmtAsa0EVqpfxibU+AFJz60MjClbM6NCro1hJkLO+y6CAXZ93MjHkAXCzF05dm24s4nE5rLomJT3k//yt508rJKqT6SJeNtODJKmg75LFIn59k7JJRhyOeaItozW0/mZaJQD/3i1+La0xwMf8xLf99kYWllZJUrJrTAz51fXyDlb6Ejlhay5cPVfVm7xqZ7pCSa7elUGvyuSE1eiDfj5W6jFz3q6my2b7gB63t+seALmCWPD9jY833VLL1BoANx+UAvDva4/2MBfrATDS5534fgSA1Oyq0L33Pxzvuef8YwBmYj0HK9HqD7qfvFpwLCavg42hz6yTOcW19L6NEoXV8N+G9nIUClT3kdKqRgBmYqHPtD05T6oBSOXKEQuOWpjoq2Xe7hbL5qjuTzdTnwLw93PG68HhsAZ2d3hRK0nLqfByMzc31ne0NopOKLA2F60O8aM1Ho4qL6skVOkduUVVwV+dUFfi7WG9LHigdrUyuVJH1lLzKgb2cObzOMWltSUV9TYWhgN6ONlaGj0vr9PW6Am4enyuk53p6gWqTsn+vh3Wfzzi61+ju075FQBJUg4DVz4rq7G3NtHj84K/3OftYbds3kg7K+P1n4z/estZAPWN0i5j1tU1SNWyn3dfWTZv5GsF2cuNz+MWl1SXVNTaWKguX1wOZ9TAzpUv6pPSCr087GrqmkrKa3g8roez1ZqPVW1vJy7dS7ifX/C0cig8AcgVyuBlf9TUqR6V31/62zC/Lsvmjzc3NQRQWFwBoEkiC172BwC1bO2W47+u+0A7niaJ7P1Pf9MJ0sLMaMs3QTqFA3p1XLlo0g/bz3R2t8/Kebpi4cReXV0BLPlmj7WF8eolUwCciUqKOHMzOGAIAAtTIwBKJTF13npDA03nuHcn52ULA/YejVIolHMCRnzz036ZXGFmYnTtZqpaSWt04/xYt13Jwky8ZcNHrZ5npZLYcySKxWLNnz225VaJRLb0m+30clZ2UdqjP6urqwMDAxctWtRCKVm6dCm9XFtbm5SUlJ2d3aryVbRj7Ozt7QMCAgDk5OQAWLx4sYODQ11dXXl5eVBQEL3p9eHx+KamFmVlz168qGjXq/1jcceOPqNGTQbAYrEAzJ272MbGoaGhrqqqfMqUoDFjAgBs3PhFy5oLC3Wzk168qNKxYiRJ6sgePEhxcOigI1MoFCdOROjU1lJGEERCwg16+fHjLHX5sGH+EyYEAKCTJxQKhfqgJIW8MgC4+zKKkd4AoCCw/wZepfH3URk7ikJ4HNgslT8DEDwIKQcQHosfmo/YCRqEXi7wsodYH/nlmB+OhBxEpmL5OHR1RHktggYivxwARnSBafMkBHqc+rWMZo9NYv1mz+wKAoXlpLbMvxtv2fiXQcbI2CzMHax6Xg8eIkjJbwq/Kvthtm6HjlyJ3dea9dJ62HI+Hi0Y68ub82tj0BC9gL6tt/MpCGr/tWapiP7dhTqmjaTQrkaupLadr9Uu8e7An9BbX8jXbaOwN+MG+HHVPa2L3zNyMOfWNZHlNUTQMMMAv9YfammXHJ2iuVX49zDSMW0KJVVRq9SWtdTIldS2M+XN4nQSTugrFvI1XtnenB8wgA8g55kMgJutoKaRGOJjGJ9e/+Eo84ABJmjO3isqR9sgIQBU1yuPxZUB8O9lpmPaSIoqKFV5KVpW06jU0ciV5LZTzRonvJ0NJvhZCAWtjBixtxAEWFjiZa/u4skODhZ6dU1KulezTyexj4sBgJ+OFcWnVUdv8v1o6yO8TKFIy6tNy1P9yfx7Wy+b6fHzsez4BxUXNg0Yt+KmQkkmP3yhLaM1tL6kSgrAwVIfr4G9hTBgiH1waHKjVAmgul4+uo/1b0u7e86+/MFY54AhKuOVU9zQq5OJl4v4eaWkx7wYAEqCjL9fEn9flZfu39d+2WyfoPc8enWycHcwcpp0hC7XltEaVZCVTQAcrHRzg1oybkCHg5dy9lx4nLR3sqmRIKe4DkBJleqW/KJOFjKxY8Awl+spJQB2n33k5iCO3TFu5fakO+nlACqqm45HP1LX5mhjBOCPYylujiZR26f7LzpOl2vL/P2c1caupKIBgINVKy2yrUIQVNxd1TckI7cSwPA+Hcqrm4ImeAeM8NQRX3iZk3sqJkO73L+/R6umTVv2Kk1L+DyOhanoWVldRXWDjYWhvZV48ax+vbwcrt3J+z4sNmZ3yJmrWduPJkhlyi5ulgGjvNU7rl4wzMXBbOF6VRb209Jq+v+jF5MB+A/sQpu21YvGOtiaBi3fS5JUVm6JWnz0YnJ1XdNrGjs+j2thavCsrKaiql5t7JQEERmnavPOyH4GoIu7bVZuyZhBXQJG+9LlJEkej7z7y56YyaO6AyAIcv/J6+pqI6+lEASxbP74ccN7HDwV/+veSAAKJaGtAXD77mOdeBRKIuLMDZ3CDnYWLY2dvY1Z/56eALgcNoDFQaMdbM3qGiTlVbVBAYMDxvalKGrlDxFsNmvu1MHaO55q3sfqP6Tn5wumhh++xGazZgcM/+an/QqFsqq6TlvpP6SnjrFTKJQRp67qxmlv9Spjdzbqdmn5ixGDfN2cbVtulSuU28JOa5d4e3tPmDBBJw0WgFwu37Zt2+soX8Xr9kzdunXL0dHRwcEBQGJiIkmSfn5+r7lvcyi8tFxvWkwQSltbRxsbBwD37yeSJOnr6/cqMYvFqqpqPYFfGyMjcWFhWzMO/APZzJnjsrLS09KKAMTGRk+d6t+7t5+OzN9/3IMbEdmlEOujpnnmu1QBYbCqXHu5Va5lIa8M/j6we3mPntUfXxzGvnh8Ow3aHRGrJmiWu9jD1ABGQtRJ8P1ZLB0DkoKfh8rYtYTPhVyJg0tE7w/iA5j+S+OJBN0RcmJ91nQ/fliMTC3TBJmhzCsj/bvx7ExVd/RZA/hfHGjaFyv/dqZQp7dErM+q2a9KzR4d2pBaSFiJWYFbGz8YKiAp+Hm+8hsu1mfXHHF61VYaHpcl/6ud5gTtehqkZEaRYuWBqsDN5QVlylUBreSM0+gLWA7mXACJj2UkBb+OrWSQyOQUAA6b9eJEVyP9djqJfN30Y3/0aEMmFnFqTnZTxSkhM4okK/c8C/yhoKBUvmqGtY74VlaDoyX/r1s1AAZ0MYhLq/fr3IrvrDzWlU6eCP+i87cH82UK8uLG7r7urXSzikXcR/v8rqdVf7kr51UysYhbc27IywiJjIKGleG5gd+lF5RIVs1yetXnupVZ42ip52ChByAxS2XX6F92ekHDmr15C8fbj+yhasXR43OkcmL13E7aWRHp+bVrwjIWTnId3sMSgFjEW/dhl89+S9WR0VCqS8erwmmFhiuTx624mZpb8/PHXb/8M633/66SJOXnZaYWrJqjSg15UScHYKDP+3SGV+je+2P8HCK3jNHIgroBkMoJAGIDfs3V4K//TG4pA311Q5vDCV8SMMx5/MAO528UdZ5xfMKgDjFJz3hcduzd5272RrlP6yiK8vOxwktDzGKxzmwa1dHJmMNiATAyEBgIec8rGpIjgnp2tgawaGP0jhP3WSzWmS1TnGzFAMQGgmfRH3tM3KUt08RJ4W+dTLGBoObG0nGfnEzPqSi69BGA6ISCq3eK/LratRSHn0oDIOBzpfe/a7fmE1tma7uuv4XqU7w836vmDwWw9eBNRxvj4X3dhvd1q6ptOnIx9VF+s7b/9dtj1m+/+lnQgF/23WCzWcmnvlq1+XT0zaxVC8dsXDZJI/vtwvrfLgAwFOmVJvz0KL+0VdnrBql1rsWGwpqUrePm/56e/Szz0rqM7GcLvo6gKOp5ueYxNWB0j/HD7py/ltZt/HcAuByOp6ttXlGpvY1ZbmFp1MHVowZ1BRAwtu/4ET3Ox9wDwOdxP5ozKuZmulq2cUWgTjBiQ/2ajH2vHzyAyup6R1tzB1szAIkp2SRJ+fXwBHDtdkZeUZn/4K521s1GHVhZmBTfO8zT6g+9euN+XuFz/yE9ba3MAIiNRHmJB2y7zjAxNtRRauI0EtU8PvP6Qe48eBGtpU20rG3o1C9cOvbIy8sLDAwsKChYtWpVM6VYXFOj8g8NDQ0ZGRkrV65sVfkq2kqeqKmpUWdOJCQkeHl50cuXL18GYGFhQa8SBNFGJdrI5bIXLyoBmJq2k2n4j8U8nqCoKJdOniAIwsPDq6got6goNz7+MgAzM4uiotzc3KzXr/kNUVdXi5fJE8nJCZ06edFZFDExlwGYm1vQq69/bl+TXdcAFr1aKgAAIABJREFUqPphacwMMN4XZbU4e09XXNOkyZxIyIGvMwAk5ODyAwCwMFRdkatbjIOnLyLqJjp6obZJd4g4XaLTkgdgV4wMgHamhZkha3xPflkteTZZ1yBSFNSZE8m5yh4unJ+D9AVc1sHrqhlV6E1E+6b9X8BAj93XU3BqlbUen7XhWHVVvebPV9NI5pYocktUyRNifTa9ejmlCYCFkWpVHefPZ2qbZBQAkR67DbtGN8Jx2KyY79tydbpxCtl9O4pOrXHR47M3HC6pqlMCqGkk1JkTCQ8bXawFMffrzMXc+iYCgIWYR2/SnjdEzeQBFhc3di99If9gU+arDmptyp8xxKpd2csIOX07i0+t99HjszcczK+qa5Y/QVFQZ04kZNZ6ORvQyxfvqAYXN0iInKdN73+faWsm+GmBe2tH0FQ159skW3PhT4tea9CSrZkQwJOy9pM/ahoU6syJhMyqrm7GPTxNdizrUV0vB2BhLKA3tXo+503oCCApU3c6tNeU2ZrrA3hS1v74ejabtWfN4K+Cu5uKBQcu5hSW1Bsb8CO+Ha7/chCehbFe7tM62ip2dDLu6KR5VmEBI/s6AbibpWpJMjHSA9DR2ayjk8a2ioQ8HZkmTksDAE9K69AetfUyvEyeSEh75uVmQadKXL5dAMDCREivqk9m/tOaa8lFAHSmnNCh4NkLACwWa+Iw3dzG10QmV1ZWNwKwMBXV1Evo3IjcJ1UJqU+83K3oZboPWr2JIMjo2znr/oiZOcYn9BNV/qlvF8czOxY52JhsCosqeqZqCI++mbXu1/PTxvgCYLNZ+kJ+q7LXC7IBgIWpIYDaegleJk8k3M/38rAtrag1NzHo38MVwLGLd++mF+UWlRMEyWazTm3/6JevpllbGAFQEoS9jWn8iQ30vCSW5qrGPzabdWrnF5tWvQ9ArlDuPnatVdnfpaauMbewlE6eqHxR7+XpQKdKXL6eCsDCzCi3sPSXsAsA6H5YNTwut6yi+mzUbe3CXYcuAgieoZmdxMzEaPyofi2V/4z8opKY+BQrC5OJ/u23eXE4bDs7u1OnTunp6W3YsKGq6pV/SgMDg759+76OUpu2WuzCw8O1JzSJjIykR/DRqFvsiouL7e3bH8wBIDn5hkIht7V1tLDQbSH4t8RXr5774QdVzBRFxcVFxsVpYg4I0Jzx16z5DRERsRdayRNXrkReuaKJ0//lNyMlpf2pVV6fijqcuQsAgb8j8HfdrbuuIaD50MzwWCw/rFmNywKAmiZsuQQAfutU5Sn5+GBQsx3pq6uHreqS6mnLBvD4ua5JzSkhtGUvg6TOJMkBBG5tbJkSseuKXKdrVa6E+xLNI6Y6Z4LGb7WqI7X4T7G92f+n96yYGrBdrXmZT+TpRfIhXqrG8/Do+uX7NL/JkmpCO3PC78vnqjj3ONqbcdcdqV5/tJrLgZJoqz1j3aHn6yNKAIj02CYGf2/cNwBTQ66rjSCzSJJeKBniYxh+uVI9Zg5AXFo9gMpa5baz5QD8Pld1pRUf9LY3b6V3u4uTyMZMkJbfUF2voMe3tcpryl5GyHO1FWYWNqYXNAzpqukIlitJ97maa3HkncrIO83yxfyWJKuXDcfFqpfp5q7QAw9DDzycN845/MueBEk9yK0BYDhK1UtS26j47LdUHZm6hgE+5tdSyqOSygJHaOaOaZXw8/nLt6dpgkwoiUzQOBu/j1TTLBefGmdvodvDQs8bp5Pg2ZJXyQZ0tb5293lU4tPAUe3PaLrvQvbGfZpZRSpqpFO/jNbEGXJWczgD3b+7saEeAKlMFYCnkykAY0PdfA4dmSbObvbXkoqibhcEjm7HV+09lw6t5InIm3mRNzUzBvgFHaIXii8vsrcyBLDr1IOXDWltsfuvZAB8HofH/ds/H5ob9wrlCsLRxtja3HDz3vjlmzWX8cj4x5HxmsyJ2gYpnUhRfG3VxeuPAAzt02xUt1CP17eby4lL91IfPu1gZwbgYmw6gMG9PY5H3mtD1n6Qd3PkCqWjrSntz/b+dRtayRORcRmRcZpuaLlC2WvKRgDFN36wtzbhctiffTDio1mDhV6LhXr8ywdW1zdKUjMLhXr8Lh6awa9cLmfJB2NWfH9I3RrXquxvEX702vLQg+qoImPvR8Zqvqh+kzWzRgcu2Ra4RNN3SWfF7joUGTBOdWeqqKo9c+kWgMCPNtIltXWNLBtVR7a28h+z69BFiqI+DBzdauNfq5iamrq6umZmZqanpw8ZMuRfUdK0FcGECROcnJwAnDlzJiIiIiwszNjYWCKRBAUFTZkyZeZM1ZgsM7PX+m4RhHLr1rUAJk585cTT/3fxiBET7O2dlErF0qWzAGzcGGZkZCyVSpYvD/L3nzJu3EySJLZuXZuf//h1an5z+Pu/t2HDKqFQf9y4ySdORGzbFiYWG0skkkWLgsaNmzJ1qurc6kxo/H9k/w3IlejhjG66k3zhXApiMlBQ0Wwe4wm+cLIAgDN3EXELi0Zi+xU4mqH4Bab0wsx+yC/Hl0dwI1u3NoKEnSnbw0Z1rRzmxQMkl1MVG2dpbmAkhQeFhLZMFWScTK5EDxdONyfdL+e5u/KYdEVBOak9jzGPi4OfiACcSVJE3JCHLdQ3FrHm7Wiqa6IGdeYuGaO6x5gZ/p3Os/8zFbW697AJffSdrLgA/rhYF5ch6eUmWDHVWCKjgraVT+knol9lAcDMkPP57qot52qHeAlTC2U1Da9safx819Mtp8sGeRvGp9f/4/lZKrRmEpnQV+xkxQdw5nZNROwLQ312g4TcHGL/RfjTKf1NZg5W+Sozo9YvGvVNRHm1HC9Hw7yK15RpIqxpZa4THod1cK0PgDM3yyOuloYt62RswGuQEHRD4OQBFrOG21AUFZlYyXmZ4nrienldk5LDYREE1c3duIenyUAfcwBsFuaNU/W2EyS1L7KQz2X7epokZlZpy9R88J7T94ceHY15smymR6uJsQ0SJZ0YO2GArZONCMCZG88iop+EfdnT2IBXXS//36Z7AA583Vso4AAwM2rFJdNj2lzt2xl89irZB+M9v9+fevRK3rLZPq0mxjZIFOrE2AkDOzjZGAA4c70w4nJu2FeDbqSWHojMBjB1qPPMUa4AXtTJFv5w41FRjUJJ8riaP1x6bgUAZzvVeRjeuwOLhUcFVTrvpdCRaeKc6P39noSjUQ+XzendamJsQ5OcTox9b6Drql+v6+vxJg9zj4jMCvtmtLGhnkSmDFpzYcowz5mjVWkoZsZCAAolufdsGj01cRsolMSBs/cB/N1kWDVKglz7+xUAs8d1BzBhaGcnOxMAZ65mRVy4H7Z+qrGRnkSqCPrqOEXBydbkp+VjAZiJ9em0zfIq3SbVsso6AIKXM3bSsor2ZO0Hue08gNkT+tAl7w3xXrX5tL6QP3lk94hzd8JC5xgb6Uuk8qAV+/g8jkyuXPfJ+C7utmbGrY/R3HU4Rq5QBk0c3LYbfk1ZG0wY0dPJ3uJeev4P288ACPtxgbGRSCKVB33+x5TRvWdO6H/uyt2Dp+K7d3H29VL9hO+m5z/IKuTzuGIjUUx8SsGTUmdHawD7j0fLFcoePu7dvNwIgtx3LIrP486ZNhLAuajb2sp/hkKh3Hv0lWkTbVBR0U6r/D9Qom1j5+HhQae77t+/39XVNSQkBEBUVBRFUSEhIaNHj379wxQUZK9fvyQl5bajo+v8+W3N+Pd/FIvFJs7OHnTOAZvNnjEjBEB8fBRFUTNmhDg4uKxfvyQ///Hr1PxGcXFxB8Dj8erqap2dXefMCQFw7VoURVFz54YMH646t/QH+bcIjwWA7R+gt+4rNrDmBL47g/BYhE4HgOR8CLjwcYSHDQDsj4e9qaq1z78rwq4hZAhGdwWAv5KQlIcDNzTZGDQLRwnUbsPXhdPbjZuUqzxwXa7Oh5AqKJJqJlMFeVUOYPt8/d5uul/ONUdZ3/0lDb8qCw3Uel8cC3Qb3v44uasVO2S4YHuUrK6JArD0PcHk3q+ckOzNsT2yrryWEOmxerppmi48bHketjwAm07VAHCx5gX4iaLuSygKISMNR/vqAyApLNxeERZd799dePora7sPi1qtn6Sw8NeisMuV/j2Mjqx0Np324B/GeaGivEYp0mP3dBcB8LDT87DTA7A/psrKhFdWrfDvYdSlg5CiEOJvPrqnxj0kPmoU8tldXTR/hRf1iuV/5hAkNcjHxPBlj3BiVq1QwPZ00AzOq6pThGzO0pG1FeHZp+U1cpEep6dHM+/CZrMCBlkC2B/13NVWGDLWLvtp06zQDAA2ZvzdX3Sm2wKnDdakj8Q9qKlrUvI4bIIg3utnox48x2az1A1yUjmxL7JQKODMGOaQmFmlLVPjZC1a92Hn1bsy/D+P37+698hemkMQJHUk5snvf+Um7hwO4EWd3N3eoKub8f5Lha52BiHjnKtq5RNW3gTg5SKe4696ukp++ELA5/i4akwPSVIfb7oJYM4YTSdyclaFgM/xcdO4tLsPK1rKVEHaGK6b32P1jmT/TyL3rx0ysremR4UgqSNRub+fyEzcoxmhNXWoC4uF/RezXe2NzI31TlzNF/K5ErkyZGLH0f1UzS1RiU9PxRaE7r2/bn4PukRJkNeSisyNhSP6ONEldpaGk4d5nLqaHRp+e+WHqimULsTn6cg0cdqK1y0csPr3eP9Fx/d/+x7dY6uJ81LW78dSEg/MAeDuaAKAx2XXNshc7Y1DJncFEHW7gKIQMsVntF+z1widvpZd/qJpZF+nK4mFeDWnYzIrqhsA6LwT7DXJLqxcEnr2dmqRq4PZ8g8HAfBwMq9tkAr4nNp6qauDWUhALwC/Hb5N+8vFs/3Uw/gG9nD+89id3w8n0G8tozl/Le3G3Vx9IZ+eZATAwF7ufx6J33GkWS5CS1lbQRaULdlw9HZKnqujxfIQVS+ku5MlAB6XU1svcXW0CJk+AEDUjUyKomRypUgoWDZvpIG+QF0Drac5E5W8ZvMxA5HeN582yzPIzi+hB8C1LftbeLjYeLjY6Al4AAxEeiEzhwOIuv6AoqiQmcNHD+n29U9HAfy5cX7vbqqW6a9/Ovogq1AoFCyYM+67rRHhhyNDV34IIDziEoDtP3zSu3tHqUy+71iUUCgI//lzAGssTbWV/4zTl26VV9b4D+n5t9zh9u3by8vLRSJRz549/y0lTfuWXy6Xx8XFzZ07l16NiooSCASDBw9uYxeJRLJw4UL6lWKffDIjOzszNzeLoihfX78tWyLE4ma5dVKp5OuvFwIgSaKhoe5fESsUqpFYtDgl5RabzQ4N/Twv79GraqYo6uOPg1t+luDgBb16aabflUia/l3Z1auXnZ1daXFKSjKbzTlxIsLISKwt+1eIe4jHJfB2aMXVAZg3BKFnsfc61k8Fl4PrD7H8MFyt4GwBAz1EPgBJAsAEX+jzIeBh8Mtp/3f/DwPW44OdOJUMZwsoCADgsLFsfLPumN0f6Q9YU//BH42n7sjpyU0USvRx5+rI4jKVj58T3o6clq4OwLzhgtBT0r2x8vXTheqHQImcWririSQRlapwtmR3X16XWkgA4HIwupump+/UHcW5u3IAT1+myEjkVPC2CnMj9uYPNNejUwmN55KaADypVEJruhMdmTYSObVw+8uhXVIy84k8tUDOYmFriLmBnqZtg66ZJJGSJwNwJ1savK0iOUfGYWPwy+7an8/UhEXXs1kwNeR8tKOySUoBkMjI4J8Ltacv+fmvsrDLlWwWTA25n+woVmvQ2iwnmjhl5MLfVBmFDRIis0iamt/EYmHrAgcDoSZOuZKKS6unZ8VbMNYi6l6dgMca7NPs2T0urX7V3mcu1gL1NMXe8xKlctLGTLDzM80rIuIeVK8Kz3W2FgJokhEDP717L6dOItOVNYtwy0OtCBtTc+tZLGz92MNAyGmpJEkqKrmqg7XQa15CVlEjRYHNwrXNPdrt4f0/8tWcTkqCWr83a9Tn8e72Br6eJiI9bnm1NCGzqqpWPribquUp7n7Fqp3pzjaiJ2VNTjaigR/H3ntcLZERLBYOfq0Z9HA9tWL59jRXOwNnGxELFIAmqbJJqpwwsMMnMzS28vr9kuW/JrraG3WwNgDQ0KTo/cFpioKOTBNkcHclQa0PvzdqSaS7g9i3o7lIj1teLUlIL6+qlQ721cwGMGvN1bIXkk7OxrF3S4xEvMkrovX1uKP7OVy8/URb9tsX/VMeVa4Pvxd952nB83oAjRIFj8sOXztGJNSc8N++HJnysGz9zlv06LdGqWLiZ3+1lGninNdPSZDrd94a9dExd0cT307WIiGv/EVjwoPnVbWSwT10e/Hi7hbPHaeaRjgqoUDA5wzuodsnvvOvVAAhk33aNnY7j99pY6sOEqli4frTAAiSrGuQZeaWZeWVUxTl161DxKaZJkaqn/D15PzlmyPZLJatldHUTw8VPHtx/+FzAO8N7vTJ+5qBQDNG+4SfTI5Nyus6eRsAisKo4K1Xbj0E8POqaeKXrx2bMbZn+PGbsYmPATRJ5J9+e+xhXklLWbMg10S8DFKamfM8K7eEoig/X9eIX+aZiPV1xFE3Mj2crRauiWhokkXfzALAYrG2fj1d7eoAzPp8d1llXSdXGwAymWLy/37SFwpO7ljm4tjsOjPrk22lFTUAmiQyr5HLMrOLW5XRqKdE0WHB7JH9fFXp56cu3zl35S6AJ8+r6MDoXTIeFwv4vMF9O8clZj7Of+7d0VHt6rSZN2tM6LbDe49Grf8i6GZSxuO8Yu9Ozr27t3LZ0VZymzcuNklkwZ+2Mtntgjnv6bxwYufBCwAWzB3XUqxGIpEtXKHqL858XJiZE1ZaWspisbZu3WpgYNBcKVm4UPXSp4aGhszMzNTU1FaVr6J9Y3fr1q2GhoZRo1RmPyoqauDAgW2n3crl8p07dwJgsdi3b1+ztXWcMSNkzJhp/fuPaJniqlDIjxzZCYDH4xsYGP0r4pSUBAAkSdJiFovF5XIFAmEbNQM4cmR/y8LBg0doeyyFQvHvygDk5DzOydEkhB8/fmjYMP9/3diFXQOAEN2Xu6hwssAIL1xJx/n7mNwTw7tg/lAk5iKlELVNIEl064BlYzG7P7y+xEBPCF82hHnZ4953WHMSMRm49LLlSKTH0pnsw8uRc2+T0Zqjkpg0Re19CoCAh6trDXRkYTEyACHDW5lzFYCTBXuEN+9KmuL8PcXk3qqbhFyJnVdULz7JKyOtxOypffn38pRuNhztylPylfvjmiVeyJXU/mv1HSy52o4tJU+mPb+JeroTHZlOPTujVKO/uRyWpZg91U/06XjxwM7NEl11ai4sVxZeqwegx9ecq6p6kj7okXhN54tcSe2PqdKevoTOdSApHIl7oa1Ba7OcNIszskITpzF36gCTTydaDvRqdqW4ldnQICEbpaSNKW98H/HX+58N9DLUnhIFwMR+xpV1yri0+rRC1QwmnTuIJvhZfDLZQdtUTexvUVmruJZajVKJQkmlFzR4OxuM7WOuI9OKkNx54ZlWhPypgyw/neI40Fs3uVhbWV4tc7PTDxlrF323yt1OX+etsm+Ib4I7Txtqv/10XmxKeWRCiVROWhgLBnibB45wDBiqah6bONC2slZ2/lYJQVIFzxsra2TeLuKCksbOzkbd3DWfaHhPq/njXRIzq1Kyq2sbFQA4HNa+NUNmj3bXvkoN72k7f1LHxPTy+9lVAEiKGtHLfu5Ydx1ZsyDn+U4b7rL9ZGbsveeRt55I5YSFsd6ArtaBo1wDhmsae4LHeUZczklML1cSJJfDXjC508qgbu99dnlgN2v1BHUAbM31k/dN3rA75Vx8YdmLJgA8Lvv2/jk6ia62FgbJEUEbdt46G5cDgCCoSUPdv5rXT0fWLM7/9Z82suP24ymxyU8ib+ZJZUoLE/0B3e0DR3cKGNnsTqwkyEaJQv2OiqjbBQO7O2gHCSDnSXVscpGNucHYga09wqplRZWxSfnW5oallfVtyNTIFQRtBPk8jpGBnqONccjUXtP8vUf0c9O+mwzv6/be4I4Xrz+qqZOei80yNhKK9PlOtibn/5irLeNw2Jd3ffjHkYTDF1PvZjylKCr14dPxw3yWBg8f1q9jM9meT7btu7pi0yklQfwREWcqFrWUaQWp3Hk0HgCfxzUy0HO0NQ2ZPmDamB4j/Dq2vOXR/byZOc8zc55zOWywWJZmhid/XzCwZ7MG4OAp/SLOJSVnFAKggAWzR65cNMnJXrffPHjakIN/xT8rfaFQEo1N0lfJaFpOiUIzYoCP2tilZBRoa+obJPQqj8sZ3LezUI8fdvgqALoZryVODlYjBvleuX7v/JXEkxfiAYTMGtOucvKY/s3iVCj3H49uucuIQb7axi4n/1nsrQc2VqbjR7b1mga5Qkn7P9Bv3TUwmDp16qeffjpwoO7EOmoHBYDL5VpaWr5K+SpUL819E9Dvij1w4Mobqv/fwtWVdfTohVGjWk9R/o+wYMH7aTcjHm1+23G0hyAIv36ov2Bk687sP8K645LN52UNx153WtS3hdn7hYvGWX07t5Upkf47nLxZPS00v+rMYNM33E72f8R97u0BPpZ7v+r1tgNpi7xnDW4zLz2ICNDucv0PMnDBOT2B3pU/Z7ztQNqB1f3HC9uD3xv8Wu9Nf1u8/+XRu5klj6I3vO1A2kHQ+eNf13+wYPZrzZz3tli35cTmXecb8s6/7UDaYcT0FX5Dxm3Y8Kb+6P+f8gQZGBgYGBgYGBjeNIyxY2BgYGBgYGB4R2CMHQMDAwMDAwPDOwJj7BgYGBgYGBgY3hEYY8fAwMDAwMDA8I7AGDsGBgYGBgYGhncExtgxMDAwMDAwMLwjMMaOgYGBgYGBgeEdgTF2DAwMDAwMDAzvCIyxY2BgYGBgYGB4R2CMHQMDAwMDAwPDOwJj7BgYGBgYGBgY3hEYY8fAwMDAwMDA8I7AGDsGBgYGBgYGhncExtgxMDAwMDAwMLwjMMaOgYGBgYGBgeEdgTF2DAwMDAwMDAzvCIyxY2BgYGBgYGB4R2CMHQMDAwMDAwPDOwKLoqg3VPXUqVNPnz7N4XDfUP3/FkqlgsPhsFj/aY9LEEpQFJfztuNoDwUBDhts1tuOo00IEiQFHue/HSWgICg2C5z/9tkkKRAkxeWw/tNRAkqCYrFYnP/0rxwUoCQoLofF+m+fTiVBAizuf/8XpCQ5HPZ/+wcEJUEBFJfzX7+4K5QEh83+j59NgiRJkuL95++USoKcMmXKyZMn31D9b9B12dnZdXR3Wrow8M0d4l9hwecbPwqZ7d3F820H0hY79xx59rxsw9qv3nYg7bBoybLewgBPPb+3HUhbpDRdfCiND7LZ9LYDaYcDz7/0Mh7Uy+y9tx1IW+Q3pF4p2RvsuVHAFb3tWNriwMO19mKPUa6z33YgbVErrdz3YMOs7istDGzfdixtEXFvsx5fOKP34rcdSDv8eGnx1D4L3Ky7vO1A2uLUnfCK+ucfj1v7tgNph++OLhnbb0avjgPediBtEXP3XGJW3LoFW952IO2w+8w2Ozu7N1f/GzR2YrHYzsbif0FT3twh/hUWfL5x9MhB7/kPfduBtEX8zaTGJun/QoLediDtsOSzLz30+g0xDH7bgbRFDVHyWHZrmGnw2w6kHY6WrHMx6DbS+oO3HUhbJFaeuVKyd5jDbEOeyduOpS1O5W11MHIf6/bh2w6kLUoaCvY92DDYdZKLmdfbjqUtoh8f0RPoTez2nz6ZAH68tNjPY+SAjmPediBtcT//plTZFDBg3tsOpB2+P/5ZT8/+M4aFvO1A2qK8uuTu45uBo//TQQK4eOOkWCx+c/X/t3smGBgYGBgYGBgYXhvG2DEwMDAwMDAwvCMwxo6BgYGBgYGB4R2BMXYMDAwMDAwMDO8IjLFjYGBgYGBgYHhHYIwdAwMDAwMDA8M7AmPsGBgYGBgYGBjeERhjx8DAwMDAwMDwjsAYOwYGBgYGBgaGdwTG2DEwMDAwMDAwvCMwxo6BgYGBgYGB4R2BMXYMDAwMDAwMDO8IjLFjYGBgYGBgYHhHYIwdAwMDAwMDA8M7AmPsGBgYGBgYGBjeERhjx8DAwMDAwMDwjsAYOwYGBgYGBgaGdwTG2DEwMDAwMDAwvCMwxo6BgYGBgYGB4R2BRVHU39qBIAhTU9NJkybt378fwJo1azZu3FhVVWVsbKzWSKVSoVDY6u5HwjbOnDIKgFQmF9r6/WMNgPtxh7t5e7SU8fk8I0ORo51NxsOcQX49ok7+xmaz12zcsXHL3qrcq8ZiQ1r2KKfw151Hduz9q/UY9m6bGTAOgFQqE1p0blUTsXvLrOkT2tao6yEIIvSn7QlJKVmPcisqX+gJBB0c7SaNG7lk4VxTE2OCIEwdfCeNH7lzW6h2VXw+z8jQoIOjXW1tvUQmf/as5FVnAwCfzzc0NKiqetF6JAfDZ06foopWbNO2hmbfgcM7w/dlZD4kCKKjp0finSQem2KREgDgCMHRk9WX6xlZtVrV6tWrv/vuOwBnhtdX5jXNL7JuqXF1dd2wYcPEkdP0xLymErLgvCJ9u0wp0Xwhufos+2Fcx1E8084cAzsWqUT1IzL3pDz3hJwidWsz7MDu9pmeTX+u0JylaKQe7pWnb5d5LxJ4LxIc7V4nr6M4Arz/SPyqs3dxYkNdoapSAwe2zyKBVR8u35DVWEo+iVJUPiBcp/LNu3L4hizpC7L6IfnooLz8rlIdp+1Arv0wroknR2TLJpVUTQ5ZcFaef0ahHSdHgOlJRq/6BSX+j1f9mFDL1HuFhoZ+/fXXAB49elR71LH4quqgdoO4Fr4cYw+O2I2dW/j4x1W/XY2OrZQ9lZNSMc/c1bB7f4sAP/PJbBYHAEkRfxX/lF2XVNz0qE5RxWMLLASOvc3fG2u70IBroj6WgpQG3rLUPi08tsBBv5OLQTcZ0XSz4uS+fkUirvhVYjXeZgP00N+zAAAgAElEQVSX+PxuI3KRKhuTyy8nll7Ir0sraSoARbFZHAqkHkdkKXTsaz1unPNCQ55Jq5UASCq79G3ydADT3ZfP8fympeBpQ/aFwp2XisLZ4AAwEpgLOaLnjXkRowoN+aYA5KR0aqRFq5Ub61n0sRszs8sX1gYdjmRsyqpMelL7qFZayeMI9HmGJEU2yGsoirQzchvl8v4EzwUcFld793nnuz+ty9Gp00TP8ujUfPWqnJCOP2quLWCx2FYix65Wg/gcvQs54ScDig344laVmjiFFv2cxsz2/cJO7Kpds/9Os1b1a0buG+Y+Tbsk5WncqfQdmaV3GmS1JvoW7ubdpnVd0s1uYMt9D979cU/SBgAHZqU6GLvvSdpw6N5P5z58aiAQt31QDptjom/ZycZ3ROdpu29ufFKVrSPgcwQigREdgKd1txm9l/g6DqI3RWUcWX9+XqvVAri5sp7+DtNcTDt4OjU869ldDovtbNH5PZ85NU2VBxM2X176zEBPDECulA75yfRVQZoaWHay7+HfddpI76lsNicpN/bY7R3pTxLrJbVG+iYCnhAUVdtULVNKTETm2kq6Boqi4rLOH7+9o6giu6bphbmRdSe77rMHfurj2Ef7QLTs2O3t9/LjWWBbmzh0suuuLzC4eC/i6jfPDYWqOP2+bv2bb2/u1Mdz2EjfKVV15av3f/iqMyPSM/Sw85rYd+4kvyA2S7eN5mziwRM3wnKfZxEk4WTlPrHvnMAhH3HYXB0ZSRL9PrcQi0zlSlm9pJbPFTRJG3796K/B3mNpgUwh7fWpMVqjb5eh88d/4ec1jM1iUxQVc+/coejtBc+zaxpe6OsZUBQplUsAOFm7Txk89/2RH3E4uken2XHmh60n1gK4vDnd2cajpWD0F94FJbrfKH2BSCqX3NlVYqRvTMfpE9z65d3B2rl/12FjB0zp3204m8U+GXPg8OWwx4WZJEnQEbbk1xWHxg+aDkAml3acYqS9icflW5vZ9vMZsmj6lx1sXFvdHcDVpIshGyYDWDxj1bI569XlLStUc+TIkZkzZ6pXta/8np6erzpQq7R+otvg3r17dXV1w4cPp1djYmJ69Oih7erUsNlsKwvTUUP7ahc6d7DVXuXxuLOmjtbZ8XU0AExNmp0dPp/3wazxAAiCrKmtv/fgkVyhjLl+p/+YeRE7v4u5ntSja0e1q9vwU9j6TWEkqbrr2lhbctjs8soquVxhZWk+euQgZyd7etPGzdvpBUNDAzNTYy6HI5XKaOVPW8NoY6eJU2tV9Vle1qNQKNeGbrW2svBwc+7do2tDY+O9+xnrNm7btffo7ZgTZRWVdfUNwwf3p8UsFsvczGTKBH+CIGtq67Ie5eTmF9GbuFzu7EDVVZsgiEOHj7PZ7Injx1haWhAEUVVVffrsBXqrhbnZwAF+hoYGLyPp0Pys8mbNDGgRrUbzwfzF+w4cNjU1mTh+rEikX/mijs8X/Lr1l8ULg9hsNthcUEqKInWqOhhxzJnXw5bv/vH8T0EBLLjP5FeGNgHgsHj9RJojunR2+CN6rchIWBDTIHtKWvbi+iwW2PTnRs1qJKQqb+cxk99rjR6pQFUGUfyYEJqzLHtwLXsKHUZwYxc0aXsmYw/OmBMiviGr7K5SaM6VVVN0bSw2qjIIeZ3GLJJKXD9x75niUX/j6QAcRnC5+iwArlP593+WAhC7sUfsE/ENWM/ilQ1PSUtfTpf5AgCkHJVphPQFKTBhmXfjWOdw1MbOdQrPd7keqcCLh0TNdYWeGduiG8eim9BuMO/GZ006HjQ56V5dXZ2P6ZCCcwoAF09c8XL1rY4Xyepk2jJSiSOHj9gK3Xf+Hs5isSiK+nn1zkDz79QCzzl8E0+OopFat3rD91s3kCRpLXTpbjpSwNavVZRn1d5KroqMEod/63MZAEEpjhVtNOZb2Qrd3A17SomGvIbU40Xfx5TsC+0WYyFw0D40l8Ufav1+raIiqfJ8B5GXlGiMKd0HQI8jalBWq42dNjYiF9paKSl5nbwqverG0hsDfh4Qd6/iSnjmSi6b72LkTZAKLpuvJOUUKC6XVyV9fjh74+Une3/qH2MpdGxZZ6288re0xXpckVTZ2HIrgKPZPxzO+Z7+EroZ+zoadqyRVaRUxFCgQu8G/uAXpfWJeEpKwQLLzsiNLlGScgUhj8o7cOPJ6Z9HRh9ICzURWtkbunma9XhYmVTeWAxAwBH6OYx/XHX3z3tfppXf/GZgBKv57ZPFYo9wDtQuEfFauWRz2Xx/1zk10opbxec8zXxrpJVReQfYLE4HcSfa1anhsLkEqWSx2PYvPZyCkCtI+aWHB67nnd4xNd7RRHXbq5VUqfdyMfNyN++q+VsYOWnXGZb4zeGUn3kcQWer3ib6lrWSiozSBBezLi2NHQXqXGYYvXwha89Hft/fK471tOhOuzqtj8MzFJjICIlE3kCB0ucbioWmLhadSYq8X3zzRs5FAU/IZrFHe82i9Y9L7+dVZCpJpZN5R1ORZXVTZdrTBFcLL7WxszNxGev9vk4whVWPsp7f9e0wWNvVhV5ccDHtoEhgCFBdHfqX1z/bFrPCSM/E07o77eq0gxzVZUZk+iGABVAigaFY39TVugtJkvcLbsRnXTiZuKtrh3774jbzuQIvx961jVV5ZVkAjIQmfp4jhXxRVX25Whm2IIaudtO5z04k7DTQEw/qNFasb1ZUmRObcfZaxpm1AbvG9dB8BFom5BtQFNXHfSibzYnNOEtSpJ2pE+3qNHFyeEpCAcDJyh0ARVEKpZyi8NetPX/d2uNm03lE90n6AtU1PL/kUUbRXfpqYGpo4WzlmZqfeD8vIS794tYFx7W93ZoD888mHhSLTId2HS/k6yc9jtt0cvndnBu//O+ojgX85tACibxJQci7ufQzM7K6lRnNZnPSCpLUxk4bM7Glkb4xRZEKpaKuqSYxMzYxM7abW5/NH+/fE7n18JU/DfXFQ33fyyy4n/fsIb1L786DyqqebTz4RdLD+N+WHmtpQCmKOhm3l/5Qx6/t/nL2jy2PC4DNYg/q6h+XeqmHZ39HSxcAN9OjXe060a5OI2OzSZJks9lONm4AKIqUKxWgqKNRu49G7e7esY+1me2lW6eNDU1H9R3P5+sdj94LwNbCoa/PYBZY6nocrJy0q+Vx+dNGBtHLdQ01D7KTj1/ZF3nr1Jlfbrnat2K5XtRWrPx1ob6eQZO0odWPw2KxfHx8unXrpl3o7OysfVp2795Nn5awsLDNmze3Ws+r+NvGLjY2FgBt7Gpra5OTk5cvX96qksfjdenosu+PdW3Upi/Ua1vwmhoAQj3Bnz9/pV79cdv+lRt+G+zne/12yrBJC54+L1++ZC69aeOWPWt/2GltaRa27evxgZ8BCPt943v+Q5VK4tCxMzvCIvb9+ZNKuXn7tz/+DkCkL6x7/kBduVrZPE6heseWCAT8wsz4Do526hK5XPHhoi8jjp0N/Wm7q4sjgOFDVO2OFEXNmzv9+/WaEzth+v+uXU9obGoiSfKXTd+ZmpoAkEplhw4fNzQ0OHX8IC2jW+MMDQz69e0VHRN7PzXtbsI1Wqx7VvWF+8L/eFW0FyKj9h043MHRIfHmFWsrSwBKigtg0+ZfDPT5Hwa/DxYXhLRlVUeO/TXAYNbs9+bbdBDlnpTbDeG5BfDvbGIB4LOEIeY71Id4b5eBgZhza7kk9yQJSFlsDNyi7zyB1yWEn/a7yuI0lpCJayQFZxXyepUzM3Zn+x8xcBjBcxrHo40RTf9NQr4R69ZyiZ45y6oX9/L0xh4r9Zwn8CgKGX82M0xKCfXrohOX6n7b6zXexo/rPIGXf1ZhO4DrPIH34FcpqUCf9UK+IevON5L8swoALpN5fdYJATw+LE/dovrILDb4RpqrQFMpdTdUWhipUDSo4hS7sIftFtkN4Tr684ouKbQDuBZzDYBeVL/Ea5Imou5B9t1xFp8krtF9cCSk1MIPP+5uNqK4vHCo1ez71VeOnjswvM9qLotPC9K3yyTl1IHETYcLN1hbW//82R7BhQGa3SllfPmxqJJwepXLFuzonalt4JSU/I/sRTfKj//15KeF7r9qH5rP0VvgtvXM0y1JledXdI4w5dvmNdxfeX+IlGhcnz5+U/d47UY+mp8HxKkb3iiK3JwaEv/sxPnCP7uaDf7Ie8tgu+n6XMMKSbGl0LG4/tGqxLE1sorPu+1Kqbga9+zY8ZyfFvv8hhb8nraEDfYk58VHc1q51h/P3RyRHWoisOpp6X+l+MBXPSPM9GwblXWzohx7WY6ulVdoiwUcoVKp4LC5u8ffVxdSFPnj7XmxhScu5u45OCnLUuQI4M6zSzeenLEUOXiY+t4sPqvHFe0al7zh+qzbxeej8w/5u87VrpbL4n3Rb2fL2HQQcPQ+6b3teNYvt4rPrRl42ExoHXpz7o0nZ7hsno6Sz9GTkA16XP0Ds1K14wyNmXc15/ip9B1LB22hC7fGfwaAzxHICZmf09h5fda2euhLjw4eTvm5i3Wfdf6HzEW26grrZTUtxXefXK1sLAEgFppHPYqY5bvsUfm9md2X6n4crpDP1auWlJuJrNaMD+vtPEK9iSCVlzOO/BT1KYfN+3rcLgAX0w5Eph/ysusTOjnCwlAVAEmR9VJNAF52fbzs+ugcZdnxSQAmdde05N3KvXQx7aC12NHfK3D/rR/XTthjrG+2/ERAUsHVLvq6jZ16PKGDqRsAI6F446yDfd2bBRl5/0j41Y374jb7OPb54f3DF+4d2h611szQat20sM72PcT6ptrKk4m76NVnLwpOJOw0Fpkd+TTZwkjV6XE96/yyA9N3RK9XGzu1bErveXtiN30zbaelkW1U6rHVR4NrGjV2/GWc+g1ELZvFPrc2Xbu8sCz7h+Of334YI5E3HV15WywyBRBz//SL+oqY1LOJj66unP7L6B7T8koezts6Ki7tQtS9E2N6zlCFlB55NvGgranjoRU3zI2sAMiVss92zbj24NzZhIOT/YLURzmTcOBc4iEAh5bHd3b0bZDUDlhuGzzisznDP0FrfDL1m5nD56tXC0qyv9v/2c30mPe/G1Fa9dTE0Pzc93czC++fu3nY1tzxk6nfrNwZUlyWH/1z1uKt02Punjsdf2Dq4GCdOm+lxzytKJwyaG78g8unbxz6fMa3PC6/5aG5XF7PjgPiUi9tWXLIysS2vqm2zwKbyYPm6so4PDkpEwkNr+7M0C7Pf5q9budnN+5fAWBjbn92y20LE2uZXHo8ei+Xw31eUdzHa9D0kbqxaf5MAmHox5rbJUmRn20OOnf92P7zf2z46NeW+lW/fcRms+dN+vS3o6GtVshmcyZMmLBhw4ZXHTE6OrqgoCA4OPjSpUv79+/fuHEjn9/KaXkVrzXGrqGhIfclUVFRjo6OEokkNzf3xIkTBEG4u7vTm2QyWft1vUkaGptyC4rpf1HXEhztrXf+srpH145FxaUEQbq7OOYWFF+/dW/dj7v4fF70X3+MGNzsasLlcoJnT7168RC9Wvjk6bqN2/h8HgAul9uG8nVgsVjarg6AXKEYO2oIgLSMh1Ex8Y4OthKpNK/gCb3V3c0pN78oN79IJpMDMDI0sLW1BkCS5KafW/kmacPmsC+ePdbfr09BYVG74lY5deYCgFVffm5tbQ0WGyw2lydUyGVCofDshSiw+QBAkSw2x83NTSAQ6OzuMZMPIOeovOCMXGDCcvLXFZh5ccy7cl5kEbkn5XQJReLu91KKhOdsvvrBqeiS4vEhudrVAajJIbN2ywBY99H8Rax6cs27cmpzibJkpd0gbuNzks3Ho4NyigKLhfpC0rAD27ADm9Pid+E6lQcg75S8MFIhMGbZD+OZdOKYeXGqHxO0q2Pz0HWxHiGlKBIdxnDVgVEkZDWaqIpjFDnH5WpXB6A2n3x8UA7AsicHgJRsLJPnl8ryc3Nzr8REm/PsFZS0TJ5/p/Y0SRHWfNcyeX6ZPF9B6f6C8hseABhhHTzQYnq9oupO5Xn1por7RH5e4bGi73kcfnR09KCeI7V35LC4Q61mr/NWNd+ywGrZLDfSOhhAiSRPXSglGgFQFFkqyU+tvmousJcT0lJJfmFDGgXKRuhSLi2KKFinINv6pbNY7H5W4wDUyav8bCaO7RAi4hqxwKKb5RwMO05yXgwgqzrR3zEYwPPGvJaVxBQfSiy9sLjr7wb8Vh5LiusfHX4cymHzlnT9o6yp0ELoICekJY35t56fJimin82EJT6/lzTmtxunn/14AHWyKtrVAbhZfA7AtE5LJ3b8CMCz+lweW/Bh9/UAzj1u38PpQLc1khT5vD7/7vMYS5GDnJCWNBQa8U0BsFns5/X5z+vbj3OA8zgAtVKVLbj06ODtwov0xjZ2VJLy8MS1ejzRt6OPql0dXaGRnqazUqJo+H/svWdYFGf7/33ObO9L771YKIKIvfeKPZZYsCfRGE3UmFiisUWNMcVYsfeOXRQpAoIICNJBel16WbbPzPNi1gUWBO/f/74fPTzm82p29pxrvju7O3POdZYpqc8pqc+5/uYQABhwTfvbja9XVJ98uR0nMGuRM/muGtOKJAi8orEIQdA/59xv6dUBAA2lT/CcbyZ8F6bAVEfDfuEweL9Nv6rz6sgPLuK0Hy0lKa8vfJkbLOYaD3HVxkDkKumD5AsAMN5jXnJxjJnQRqmRSxqK3a36AkBuZVpxbU5xbbNInMBPRuwCgK9H/9LSqyNFjvWaJVfJOEze7wuuaTD18eCdDBrz3yX3+7mO0nl1pOUkn/lHlj0iX5bU5AOAm7WvzqsDgEHdJtBQep1M+9XIVNLE/BcA4GTq9qbwpbnYRqmWF1XnyFRNAKDUKIuqc4qqc1SaTq6V9mau/64M9HbqV1Kdf/rpH+TKkd5TB7qPjc0MNeAbj+gxGQCcLLrNH74aAOKyI3TbPksMBICFI9cav8uTYdJZ303eAQCXw48AgEwpLazMyS3LOHj7ZxSlmYqt+BxRYWXOk4RbOI7Zmbo0yGoLKzsX6WDhenz9nZ6u/curiwHA06mXqYHF01eBALBkwveTB31Jo9FrG6uZDNYPs3YCwIUnR9oOci30JAB8MWzxpAFzahurnsbdafmuTCEtkOSoNWqCICLePLE0slGo5AWSnMcvb2I4Zm/uXCDJKZDkqNSdSHW0dj297Y6x2BQAnGy6mBg0pwaxmGwAOHf/cMcjtARF0NF9JwNATUNV23evB599EnN3z7dHxIL3Jpl0yokTJwBg2bJlX375ZVVV1e3bt/+jzT9oxu7+/ftz5rSKOLi4uOiWlyzR3lRFR0f37dsq8Pr/M/eDIucs+7nlmq59p+uWl6xu9o4Xzp7o0d1ZoVS1HYTP45ILp8/fUKs182ZPvnDlTluzlpb/R7WPQr5cshYAXsZp5wJdegxvVvvNRnIhOuRGX19vAEAQ7Un80pUbv+1q/wZdB51O375148ixUz/EuC3l5RIA6NO3LzCaAwcMJj07u0VSEZ3L4nOzs7NHjWp13hSacG1GMRry8Ip4TNUI3Zeyus7lQOvJQfN+dAAoCdO0XCkrx2szMMPuNJEDWp/bJofuHaSfh7X46ly/ZAKAyJk2LUwbatctAED/vdp0z8ezWs2Ks40Qq6GMxgK8KhFTS4mu85nOMxilkRoAKIvUCjPrTWcbI/kP1GIXVOxK8/2ZLZMQVcmYJFYDneWmkn4ergIAeN3w+J/CxQDw3bv/zdoMb53l8eJV5MKvzsHOXF/degLwMvlbS45zF2EfDk1wr+RQcPmZASbNP+lQyQWMUI/uNs/Dw6M4pNXB1H5GGq8DhTFVdwDAnu+uW5NQ+wQA5Jh0VZw2RqBbAIAyeS4APC0/Pcx8nqvAF95PXMUTAHAV+7T7LpchBAAGynpRdgcAHIQeegYVssLjqetH2szzNR1zJ+9t2xEuZO3ECA0Q8GusNri/PLQ5Fvl30jfkwu8DQhxE+oO3JLY0CAC6GvXSramVSwDAQuAQWRgIAE4GHgBgyXcEgLe1SVJVHZ/ZHPohAL+csr9MmseisR0M3AfZThW0dkNjS58AgFwjXXTXk1yjWwCArOoE8uWfY0KcDDzh/cQUBAFAN9NeAFDeWHAoYt2YLnODMi91sAkAJBSH18gkI11n8VjC0Lc38mrSWDRONzNfb+tWUafo/Ec7nvo3HwFZxaOMcwBwL/UUAOwL/Zpc/+/0UGdjTwBQ42oCCGOeuZOJW7v7RRCUIPCzL/YlFkVWN0m6W/riOB6cfiO3Mo1FZ7tZ+vrYD0U6dEnvJJ7CCXyi5wLGu7uxqLePwjJuA8CpyN3kmi+ONn+zkoYi8uWJBWEuZp4AoMHUGlwNABYGdtCGVzlhNdKKcd6z+Wzhb4FrNJi6i6VXjbSSIAjdaVYHl6mNhNqbdkFRWlpxXHWjxEig9ZmiMh5juGZQt3Hky8j0R79cWwoA8XnPyTVT9zf/vzSYinx5+pvwLpYdfeMAQEPp30zcuuyvcQ9fXVkzRZuDcSPyJE7gU/ot1E1rkbFdJr355rmqQQIANiaOLUezNXECgIyixAZZ7Yu0pxtONc91VdSVTPyl+av85cIKcuHC+ueeDr07EUmjr56x1X/3WABIzo2vqpNU1pUDgK2ZY3jiYwzTDPMeDwC25k4AkJaf2NBUK+Q1/0eq6iuexd+3t3Dxdu3H5wpPP/zrakjA+L7NGaKhrx9+f2g+ufwyLRwARn/fnIP+83Gt1Kvbn3ezaz4DvE+qlaldVV1FWm5Sy/VkdDg1J7FeWivif6grFhr3CAB6uOqfBoslBduPfT9z5MLhvuNP3fm/zKoAgEQiuXv3rqura//+/YVC4R9//HH8+PFZs2Z9+Agf5NgNHDjw+vXrAJCYmLhr164NGzb4+voCwLfffmtubr5p0ybSzNW1VdqjWq1Ozcj1X7lNt8aju/MPK1vlUsjkipYG77OZ99UWPUkmRgYHd32vr7Ov1/XTewEgMTlz1x+nNqxe4OvtptFo5i7fRBBw/M9NBiLh9n0nUtLfjhner+WGBw+dun77YQsNXX5YvTQyOg4ARg0beOHKHZlc7v9Vq4gzadNaZ+c2ALDmxx0KhbK+oTEmNhEA7GytpvmNOXjo1IY1y319PNVqzdzFa2g09MoZ7W/C1dlBb4Si4pJZXy7mcDgYhgGAso17KpPJ/ZeuxHEMRVHSuLevzw9rVra1aaXWvbvOxtjYCADeJCZ5eXoAACA0oLGrKkq/XvkdAFy6eJHBoAGmUKvVcxcsS05Omeev/YNpNBqbGSqUDjfP3UNhaF0WVp2CWfZjOjs75+UUHKtcTppttFwBMPxO0smImpS5hnt0GhrycMPuNKED7b2OHQJO05gAUBTcHN8kk3AyzqlUDYTnKlbKMWVVEgYAgw5yaSxIOaKsSsYAgKyNoHOQ1YdnTld7DPXlonTQyIiuC5gZ51S16ZiZL52MUOmqKIzcaACgqif41igAOH+hPZlWJWERa2WK6vc7dwjYT2IAQEm4BgC68Pp9Z3cOZQB3VuauXbtWTF/Xw7UXAPxydI2JgdmqWT+ppUTuXbU5y1k3AI2NTJw27ur1K/NmLew1i90Lep5Y7p1S9LxcnmvO0Z6yMxqiAaBP61mTjjmd+6MKV8o0DTnShHJ5rh3PfbpN84+2q7APALBonImWq24W7Z9ivcZJ0BMATuasFzPMptqs+TtzOUZouDT9TLL1kSPIXCgNoZJrpI2qmsFWMyfYLYM2HE/dEFF6AwCiygJrFGX2QvcvXFr9awgCP5i4nMcQL3VrP9sGAGqVEgDwc/iGTeddy94/3WmNi9gHAI6lrDNgmekGtORrj6cSkwMAhmuW3df6cGw6V6GRlTS8HWY/c6KrVufR+A2ljbkAsD96eb2iykHsPsd9AwCUN2kzXIsasroZN1/qNLj6TFJzWvTx+J++63NomH3zZam7cR8AoCF0Z8MemdXxLkbeXLqgpDGnSlbCZ4pX+v7BQJkAYC3U+vsqTAEACo3M/7LWJ+YweHJ1U3H92xEuX0x2X0YQ+J5ny/ks8Yr+u4MyL5G+y4v8h5XSEtLe0cj9Cy9tHC2jIh4AhGyjJVf6FNc3+8du5n12jL1iwNUWvnhY9N825kJk3r3grKsAMNt7bVdTn2PRm8sa8u0Mui7qvZk0sxG7vPvUKgBQauQ772v/zk4mbnP6fNfyC9Lg6mPh28jltNJXk/91Jlqkmrpb9flt+lVDXvuVNxiuuZ90FgHEz2uRbqWnTX8v24GJhZF9HUfF5D6d1/f7bhY+ALA/aDU5W/bVkO02hs42hlqRalx7VrwU+U9w8i0AcDZ3nzdIKzKtKB4ARFyj2X/6Fla9BYDM0sRvAsZ72vb5fcE1Q377wkyFll+N3HL4ybYZf/QY1G2CmGtYWJUTnfV0YNdxm6dp56K87Pvv/fJSSEpgUNI1AHA0625pYFvVKMkoec1jC3+YuJ/HEgCAnbFWp0ItAwACiM3ntFcKF0v3hSO14e+eTgMYdGZ5bXFlfbmJyBzDNYEvziAIMn2gtqKCIIi7Ly8AwBCPCTqdBnwjACipzm8pXvcyX5Lt7TzgwLJLTxNuPY6/AQBCrkGDrFZnaW/m4j/yBwFXaGfqDK25HXE+Mfsluexq6754/BoA6NVlAIPOVGtUNQ2V49Z7kr7Rvss/5ZZmDvUet3PpEQAortDuPbcsy8u5OVB2K/ysBlNPG7wAAFys3dzsvV+mhRdIcuzMtDmmPl0G/P3d5Z3nvq+obVU4iCCIpZGNLiHPwfzdjxNTA4BCKVt3UDvf1MXefdnUtdqPZumclPWqpr6qoqbM1FA77SpXysiFtb/7G4qM9TYhUSjlvx7/gVxulNUnZb3KLcn2GzJr/oSvWprhBP7DwcVCnmjLsk5S4nAcu3v3bmFhoW6Nh4fHDz9od3H69Gm1Wu3v7w8A7u7uPXv2DA0Nffv2rbOz/jfyPj7IsbKZnnsAACAASURBVLO2tp4xYwYAkBM2q1atsrGxaWhoqKioWLhwIflWe9LxMknV2Sv3dWvGDO+n57Sp1ZqWBu+zuXj9kd7gdjYWbR07a0vTGX4jACA7txAAVi2dZWNl1tDYRBb+9unp7unmsnXPUQCwsWpVy/ks7EUrDSMH/7B6aVl5JQBYW1lodV681dZG/7N0ZgMAAWeuNcm0v6SxowafObr/1PnrALBqxQIba4uKymoAoNPpM6aMg/dz7Uagblmj0Z+qUavVZ89fbmlcX9+g59jp2QDAmFHDdTYTx485f/Hqr7v2Thw/ytDQAGhsANi0afONGzeEQiGdwQBcCbgKUytv3LgBABcvXyc3RBBkmv84HMf/OL1rHTIUAHJuqIzcOUuXLt24cWN00zXSTMmbAQDxFU/jZfEtHTuyyoHZfs0QAIDXd2wTb1rBY3VZVPOnJh27siiNyBkFgIyzqqYynMFHyLv9umyMzHKjsQAAUDoMm+MDoL1wGnSjKWqJjHOq3Dtqn240sQsK7ybbAIBliACAy2ymuokAgNjt8upkzPsHtnk/+oB9nGdLZO/T6fEVy9iTVvRMXR6jAQBDhmUf0WQaC3J4/wLApoOryX/Qqr1zFy9f+PXuWU1l+N3wVhOKCI2IS3iFoujqnYusrBgAMO+LhZsOvA4uPzvPQetM1KrKAUAX+foQgsvPKjGtbG+DkStdjwoZzflJhkxLAKAhDBaNCwBjLZcbs6zlWGO9qnKo6dwBJjPO5m6uUZVihFpv2JKmVvWh9gK3PmbjmbR2SuMfFQSQ7kiNoszHZNQar6MiZqsEqdu5/6TURO3oc4dHf+/vQKqqBYABFlNSa14AwET7FcYca5mmsU5VOcJ67gCLKTpLFa4AAA2hBgACiML6jJbjOIjd+lpPYL3T+ejtWTJ4Wq+o8jIfunHAKRHLGCM0Z5N2vNtvc2bYKMcvuxj52Iu6c5nCcmn+/eyAe1kn9r1YasK1cjfVJssacy0BACM0mdXxAJBd3Zzh5246YLj9F806MQUAYLgGAAgCL6htpdPRyK2//XgWnXPl9Z9vSiP3T7rHYwoAACcwAMitTsmt1mYU+dqO1Dl2dfJKAAhMPmYlcjw4+XEXU++yhoIjLzbGFYX8+nTBwcmPSTMTvtVg/pTjMVvJTO2pHl+Z8q3LGvOPvdjMYwqGOE3VE0k2UmhU1D1M1uai9HEc2dKxG+/xZTcLH0cTt1ORu24nkKU/OIKgB2cFGvEt/nm2MTbv2dbABYe+fNzulxuRfb+6SeJrP9zaoLnk0FRgNb3nisTCyLSyeACY7vOVmdC6QV5bL9M2AXAx69HPaTQAqDTNIgEg9m0oudDPdZTOsatpqgSAa9FHbYycLMS2ZXWF27448ej1lZfZz366NP/Y8uayGz0WD//Ryshh961vHyZop0vtTFzHec8W87TFwqYiqxEeU0d4TCWAeJJ0PVeSlitJI9/ycRzk16t5nozUSToiBEGQuW4A0L/7KJ1jx6AzDfjGFXWltdJKE5F5aNK9qgZJ367Dyek3ADj6cNebvNiRXlP6dm2O9gx2H3/v5aVzz/4a6zOTTM7DcM2/97QBqwZZradD71He03TRWyHX4ODyq/ZmLiN/drI0tMmXZD94denkmidtP35i9kudYzfQcxTp2DHoTEOBsaS2dN3sXUfv7C2qyAOA7KJUOzOnSf3nGAiMMUzz9w3tKauhqfkfRBDE9bBTKIJOGaS94k8dvCD13OvroafWzdamppkbWpn3npZf/rZQknMj7EzQgVS1RnU+6NDVkJOl1UVGItNeXbSJxUq1AgDIgki1Rn3zmTbvfHDP0TovbVSfSXfCLgNAQVmOzrHTYNpLCTkJp7cJiVqjOn23VR5wF3v3kX0msZmtTnEBtw7GpkSc3/FQwHtv+wXdZ09KSkpKap47HDNmDOnYEQQREBCAouiCBdpfi7+/f0JCQkBAwG+//dbxsDr+s+KJqKgoW1tbGxsbAIiJicFxvH//97YjYbFYg/r2eHqro9C1SMivywvreKcfYqOv82WSrbU56b3FxGmTUsk5dvIPrzfffv9GwIQxw/QGaWkpEgrqShKhQz7EBgCkkmSCICQVVeGRsT9u3evVf6Kzo52tjaWNtQUAxMYlAQCNRnvf5iiC4ATxJj7Sw707WSrBaxMRFomEdRX5AGBl3720rJw0fp9Nu8yY5jdpwth7Dx5379HXb9K4NWvXGxganbtwydnJ0dHJGUEQIDTtDjXWb46Tk1Ppc8065Cm5Jveuutcmtr+//+5f9v9toc2m8uVxAWC16cUp1q1dBAQA4H0deLouYPb4jlWdgkWtb79G3dSH3lSKN5XhAGDiTWt3NFUjMcv2J0Wv5EdPH5S90IR9rfVyCh6pvX9g86xalz2S3wMB5dEa29EMTAl12XjEWvnEe3zTXnRDN1pNKtZWhuscpvtXrNp07OUWhd5bUVFRNja2kRNFAA1vGkNwHNdc9br8qKHtIE8ePMvJyTFjO8TMEQI0AoClegod2RBWcXGO/WYawgAAQhsP7iiqpcfF/uUEEPWqitT6yAt5W9e9HvCz2w1Hvn4UI7MhxphlbcyyBoCshlcE4F2EfbTHAqBtHO3SmEKyeEKhaSpoTDuTsXV/wiKJrGCm8w8tze7nH9PgaieR14aeZ3LqE8+kb139vP8vvW84ibQB3/zG1AuZO8bZLfEyGQ7vh3gnI70m2oRjY8yxBoDM2liCwLsatpMNwqMLmzQNdJTxYI52ZkKuacqvSz31euueSP9yaf5st3UAcGeWBCewzaHT4suevZFELLzj1t96Ym5tSpk0z1LgWNqY27JCk9yExE7UbWWvAzyG6HLKviupv+80bXWDx2MI3Uz759elnp+SLtc0Pc45ezRuQ0zxgyupv7ccBAA4DL5cLeUw+A+XSbQ61dK8mrTj0Vt3PPVPk8TeTT3p57a0l81w0sdi0tgqTDHPZ0O7xROk24cgyM5x18hyWkcjtx1jr8y71COxJCKzIqGLaU/S8nVxeGl9rphjzKRxTPnWAGAhcACAwrosDa7WK/JAERQn8G4WPif9I/R3CQAAC/ppZ0zJ3wmK0Py8/G+/Drj66tCBLwL3TL8y66hnQuHzjLKErhY9224e+PoktC6bIBnWdepAl/GR2Q9RhHY6ag+bwX2edY8AwohvXi0tp6Gt/rmkSAD40//WwK76N8k4jpHyDiy4tu7cLACwMXL6ff7Vab97xOc+TytO6G7djjAAOB6868SzXfMHr53Rd7kh3yS/IuvQ4y2bLi98W56ycsyvLc2eJF3nsQSX17wy5Jvcizu/986a52kP/g3a2tIMAPhskVRRjyJo4r/t3yW2vAxdjwwAgJmDtJMFl8OOHHmws5uN968LjrfcZFTPaUNiJ4QnP5iyw2uox0Q2kxuTEVJclWtr4lRYmaNr3YLh2nPXv9/cdjDv8iI9mCDwtVN3772+7lXW89SCeDc7/VSK7YsPtSyeaBYJBAAcuLp5yYTv54xY9uvZNeGJj0uri374d8GZR38pVPJCSa6dmVOBpHnvABCTFlYoyR3oOcrMQJt/OWnArL2Xfrz9/NyamdvotOZf3Qq/DSt+n2JpZGNv7gwAo3tPuxpykiCIY3f29dowsKUSJoOlUisFPNGbq63Kp0jGDZzGOshWqhTLd84c238Kk6GNX9tZOBWU5Zzb8WCQ96i2WwFAywFlCmlmfureM5tW75tXJMn7ZuaP5PrM/JQDF7Z9OW75QO/OQyg0Gv3nn39qt3giJCQkJydnzJgxVlbapPy5c+euW7fuzJkzO3bsYDD0K67apfPiibq6Ol3lRHR0tLu7O7n8+PFjADAxMSFfkmHBjwhBELrKiehXb9y7OZHLD55EkgZSmfxtXpGFmTEAFBaXdzqgpYUpABQVl/7XpSIIwmazfLzdjxzcUS6pjI597d7dlSyVeBISCQAogpAv2x5VnCAAwMSk/ZZXLVEqlVXVNR9orAeKoreunz914nDv3r1fxMRZWFoVFxW+jAr17OExduxYAACCAARFUJqeD7p06VIA0JVEAICyligIVpmZmU30a66fVzcSAMAQ6PsHTAECAOrGdiS5LWP12c6pTsaezGtqWabAFCKkeyNwQE160moztaUSVkO0Ny10DiKwa3lFBgBYsnwxAOTdaXYrlXVESbianORj8LXCyBnEhjxtFIncr0ZOlEdrAMCwezv+d9cFTJ+N7Jo0LGS5jJznk2H1ZG1EuTI3Ojravbs7+fJNYzAACOnG5EvyMqwj4PQJaJ0AJ2AY9jIaV6eqiK0mE+fBkGkBAJKGonaO1/tBABEzzQaYTP/Z/UadSvJvljaJqklTX67IAwCCwDMbYm153cvlueXy3Ne1TwFAxDAukmXUq6sAoOUknx5sOq+Lge/PvS4xUfaVrN8aVc1dFW/n/n0sZZ2zyHtn33uWPKdBltN/6X2jVin5M0krgADij9fLDNnmi7u1X0qm1amu5zPEAJBVF59RG2sn6F7WlFvWlBtfGQwAIqYx+VLveOrBofO6GffeOuQyk8a+mPxbg1KrE0VoO4bdXOHzm5XASamRhxfcNOFaHRgVRHbFE7Pbb4lHMtZpAQBkVseRL6Wq+jJpHgDgBJ5e+dJe1L20MbdWLqmQFgIAA2VeSN6TVZ3QiU4Gv7tZ7x3jLjNp7FvJRwy5Zl/17+jgtITPEgOArdhV1yQFANgMXi/r4QCQWZkAAFJlfUl9zrWkvwFAqZE7GHUnSyVSy2PId++lniypz2kpkuz5Qk44dYyAbQAAdkauX/b9HgDSSuMAgMPg9XYYAQDp5QltNymty3uVF2LIMx3kOlG3UqqoL67NKa3LWzlsN5vB5TC5j5Iv3U08Tb4rZIsBQKVRtRX5PoQcMQDYm3SxN+lCVkKU1xVxmLw+LiMAIL0kvt2tYrKDjwfvHO05c/W4XZYGdmwGt6uV14EF18xE1mfD/yirLWyU1xdV59yLP09WY3jZD8BwTWVDWVF1DgAY8k3Phv+RkBuB4x96rVRplGQhrQHfpLgqLyYjxEhoOsxzEgCcDf5zz7W13W17nvjuIZ/dam4bRdA/V1xdP2OfidDifuyl2y/OmBlYnf4+WMgzBAAWg11YmVNYqb3H5rL5NBq9sDInKvUJAJiJrcm8upSCuA8VqVbWNFQCwMhefuvn7LY2dTjy/c2f5u13tOyCIEhybryYb3Rx6zMR3xAAjITN/6CrIQEAMK1FZauYbzS854Sq+opn8fcAoEFWR9ZGFEhyXme/dLFxI5cjkrRTqonZLwskOdgHH0+NRk1O6Zkamt8OvXgj+Bx5BMQCQwAwErUfgteDy+Z7d+1zdNM1FpP99+VdtY3VAEAQxNoD/maGFj8v+dBJtfdx/PhxACDjsCRGRkaTJk2SSCR37rSf7t+WzmfsAgICWjY0efjw4cOHzelouhm7oqIia+v/ICT0X0el1rj0ao4aPHwa9fBpVEuD/mMWAcCar+aGRsYFhUTPmT6m4wEH9usVEh79NDTyf6E24MzV9Zu1vwAMwx4GhT0MCtO9K22SkYUURRlR1lb6rX1tbazJFiQdExEVo1KpPtC4LXQmb9HSrxct1V50fXv3AYCbN9+FgBkCAGAxwMLCorFRN+GE+Pn5AcDgv7mD26SNLl6+qPiVdrk+BwcAkaP+yVdojwJAQ57+H9VrDbvHd6zKBCzYv6llkSwAuMxi2k9gAECvjWwAsB5Gtx4maGnQbzcHAK73a1TWav0zoTHPb/IkAOi/l6MrrWgrAwAa83EAUDUSAlsUABoLtCOQGmj6xb7g8TXL/StWVRIW9o1M532G1Jy9VNacJPoo6OEjaP4H/fJWe494qFu6IUN751pZWXn3fiAAvKy6NyNCPyIZXH66n/EUAOgq7JdcF/4yLxhgIfzn2HC7GTDNC5pSmjR1PLr4WfnZc3mbAUCOSQEgoeZJQk1zOObnJO1tqCHTQsxsvyu1DgHDwJznUNiYnt+Y6mE0CAAuZe2+nLWnq0HvbX1u62KstoJuhizz/IYUqbqOzxDjBJbXkAwAMx/r/+avZe+/lr1/lO2C1Z7/Pik8k1EbCwABaRsBIK4iKK6iOXa2PkrbYvP0yAxjthV0iIBpYMF3KKhPz69L9TTT9nWjIfRpXVdN67pqzi3nGnn5TwPP0BB6Tu0bFo1jJ+rWwWhkXYWuMPNxzpkTCZsAQK6RAkBsaVDs3WadZBLYt48HX5yaacztTCfLwFLkkF+TLmksHH+i+eCT83YX4vddiN83vtvC9cNahUdsxa7wzr1rpZNFekIKAHiQfuboC23BmVzd9LIg6GVBq0Dk3xE/AMC1BVkmfK1IFKFhoKmXt98IvZUAQxcAELDEAtL3elfxpOsk3HaTwNenCCAmei5sOU14N+n0oZCf9SzVGJTXFwJAXlUGAGy4MSNwVbapQCuShtAwaKeciMTOxBXelR142fd/lRMWnfV0TI8vSJ3K95RYRmY8BoBeTkNarmQxOB62vYOTb2WVJRVW5fz18Kd38lRRmY+j9jeHm2ukFQCw/Pjohz+9NRV18o2TJLyNUmtUFoY2xkKzPwM3EwQxtZ8/ncY48mDnkQc7ezj2ObLyLp/TTtSPhtLnD19NFsySNCkaM4uTWAxOUm7Mn4GbdetlCmnLyon5v2s/XU1jOzNe7RKXGUVGMwf30F5SaTS6/7jV/uNWf/f33Mcvby4a/52jZZf0giQ2k+NirY0d1TRUBsfdBYDvD83XlUfouBoSMKb3tOuhp/dd2qhbGZ74ODyxVfi+QVY3+vvu4f/kmht+0PF8lRqp1qgsTWyC/n0N73oFoyialpvEZnJcbdt/ykC7iAWGduaOWYVpmfkpfT2G4DiWnvcGANxm6Jd7H7q659DVPbNGL/ptdedl9ZWVlYGBgQAwZ84cvYpVADh+/Pj7Mt/06Nyx8/Pzs7e3B4DAwMCLFy+eOHFCLBbL5fKFCxdOmzZN1yjZyKj9juT/v8Gg086f3gsAgQ/DLl5/dOLPzWKRQNokX7RqGwBMnTBs7oyxAODezenfk9eu3H7yw8p5Lk7ttEWVNsnIctdF82fsOXDk+m399L62lv8H/CaMtLezliuUC5evIwjin9+3mZsZy+WKhSvWEwTB5XDOHt8PAEaGLUrw3sUUdQ2KO0Cj0fzy654PNG4fXA1kvjPKAJQJGtm9B4+u37xz9uxZhFADrgYAtVpdXV1NdoQBAKCxmDRmflKFOqPVtQQHzHC4dPiIobdspNIiHADIGS+rIfSEFo3/uGaoQTearByvz2tVOeG7md19Cas8RvNsiUwj0w/TFgWrERR8NrJV9QRThLzYKFc1EHQ2DDzABQBlPRG9SQ5Eq+4kw+f4MJnMmjSsNlO/RMNmBJ0pRKyG0pP+VgJA+UsNECByRBkCRF5BNLxz7MhUvKaSVpv3XMfuMp9ZEacJ/1beUqePcLwJ0w4A4qX3I6uvHT10PH0/W4XLjxZ95Sua1E+s/aPyac0FWWfPnlWpVChCs+O5OfJbNbF8Vf3wTW1YhaLAlG03zGzeraIDwenXk5M3GEA7PocCa+qgMFaOSevVlQCAInQA6GU03pBl8WfGErKd79cu/3DpIhWuOJS5oo+xXz/jqVcLdpXKsweZfvG+AVtSr2puBBCQ9tOd3EMeRoO2+l5n05v1yDXSOlUlAJAPdUABHWWr35iqsDE9s/aVo9DTSezlZtgfAHqbT2DReMdT1xFA4AT+rechHkOkwuQHE1f0s/AbbDkDANSYUsjoqKFGs05lOw0LAECultYptNoevj2lwVXDHL9s23muJW8kEQBgIdCWtvS1mmDEsfgtajEdZWhw9Zo+h/hMsQqT73+xfICt3+uy0CZ1w3zPTQLWB+msk1cBQB+7MUZccwDACexxxgUUoeEE5mzs6Wri7Wk5QG+TntZDEUAKazP1wqlkQh7Zx3iA/fjc6pQnmZeELIMGZa2HRX8GysQITVJppLnArlFZI1NJVw/+o2V7FAbK0GCq6iZJTmVqu4WxcpWUw+QDQC/7YQggBdWZcflhAGAl1taB5VSkAoCl2F5vQw2ufvDmnF7ZBAAMdJlgIbIDgOdZ94JSr2wcf1jAEik18h33ljmauOVUpvS0HTzdZ0XLFip0GgMncA2uLqstaKvQ13kYgiD5lZkaTD2p14LTYfufJF2fN+i7t+UpAGBl2KqQVqaSkoWxao0KAGql+h4P6bEx6Kwh3SdYGtjdjj0Vkx0MAJunHxawxUq1/JfrS4e5Tc6vyMityFg8/MeWHVU6AMM1h+//CgATfOdoMHVg9FmybGL/jQ3nQ/72dR38z9e3dL2LO+VG5Em1RuXXd94Ir8lkwezDV1efJd7hsvjb5h1Ra9Sbzy0Z4TVlXK+ZRx7selua6mTR0T1Ms0hM8/dNbTyxul7/yFTXVwAAk866GnJSrVFNHDRfF2C9HXFBrVG5OfRsW80aknD/RUpIcWX+iJ4TrU3sAOBp3N17UZd3Lj0i5IkVKvmPR5f0cO6TmB1jZWz345e/ifkfdjwxzcGLvwLAlKFzW65Xa1RqjcpvxHw6/YOinM2frkWvEwRFZ41epGeQVZj2OuNld8ceHs49fd0GwgdAnvl9fHz0ehcDwN27d4ODg/Py8lr2MX4fnTt2rq6uZLnr2bNnnZycyFhbUFAQQRBLly7VBuY+AVAUJSsnzl657+RgvXT+lKycwrnLfgYAC3Pjk39vMRBr5wm2/bh8087DY2asOvHX5pYjYBh2+fq9Q8fOx4TeBAB7W+ttP3+3afsBaFOgoGf5IcS8es1hs3t4aP8trs4ORoYGS1duJAiCw2atWjEfAIKCn5PeG4OhXzzR0CgtLS0nP+b677/teF84hk+YPOtFdKyTo0Onxu8jKyvLxdkRQRBAmUDggYG35i5YNmbMGARBAFORjh2mVsrl8mbHDmUCwLn1IXbZrcSrCUX50hObN292ncVM+F0BANUpWFUSZtyD5jSNmXNLBQCkc4agkHlRpeskgqDQdxfHdTaz9LkmZIVM90SKVkcmD085prQbxzDuQVNUE9lXVQBgNVTbcy7tpLLgoTbeqptgGznfFwDidimqU/SnBhWVLLflLJETzWESI++eWl5BFIeorUcwACD7ulaY1WC6WW+6so4oj8F0On03s52mM8teaCLWyLDWN/wWLGcLljMARNRfcnJyWrxw6Y3jjW8anxFADDNc2EPQTkJGQEAAALAQro/h2Nl2rX6lBsydNwr3BZefnWu/1ZRtO8vup0v5v44ZM+bA2lNMaL604wQWWXnjUemxPV4hAJDV+IqJsu15zR0iGtU1R7JX4QTWXTSAQ+MDgCXH2YRlDQAEEOZshxHmCwEgsfYZAYS3wagQyblSebY522GaTau0uXZ5mH+iXlnJpnGdhV6H3nwbVHimi9jXv9uvLb26RlXN329W4gTmbjiAQ+cDAIKgqz31m2bfyfs3s/ZVL7MxukeKWfGcrXjOUk3d+YztKEIz5dh4mQwnHzgx2naht/Hw8NLrD/KPDbXuvDvAvawTdYpKJo3NaDH7WtzwVsAy+PPlKpzAPEwHvC4PPZu0g0PnfenRPHmQVR3PoLEcxO4t1iQcevU9AOieRWEtdDblWQMAQRAWfIdxzv4AEFcWTABhyDZvUjew6bzp3Vaz2isx0T8IKcfr5JVsBu+X0ec4DD4AqDDF44wLdJShwrC+dmPbzbEz5lkOdPSLyL1zIX6fv6+2d0F0/qPXJeEitpGP9TAAsBa7pEteAYCdYbdqWfnfU58CwKvC4KTSyLVD/kopjz4ft7eqqZRFbxaJIKipwEbSWLjmyqQtE0+QcVUSnMDORO0Lzbh9fmksAJgILId08QvLvLPrwXIAGOc+FwCi3j6KLwgTc4x62eunNYdn3q2VVfZxHKnn89kaupCTfzcTjlkZOPr18AeAl7nBBBCFNVkcJv/nCUcsxa2udiiCLhm06Vj4tiNPfrU1diFjrFqROBaXEy5gi+uaqk+F7l0+cvPykZsPB/2y/NjoBnmtmGfU23m4zvJx0rVrL46cWfkcALwdBtx8eeJq9JGJPvN0U27P0x+8zo9iM7ietn34bJGtsYsaU8VkB9NQWn/X0aYiq+ispwRBOJu7habeYTO4CwavZTE6/8YLKrL3XF2bmBtjY+LoP2rts8Q7NY2V/buPDHi872bUqf7dR/214loH4xRUZNuaOOtSyUOS7h66t53L4n81fpO1sYOdqQsA3I25wGHxZEppXnlmD4c+BEFMH7BIg2nelqaK+UaD3Du/sueXZe84u+Z1VrSRyLS6vuLC08NTB883N7TKL8u2M3cOff0wLjOSw+TWSWv+ur6Ny+avnLZJt+310FMAsG3R355O+h1D/rq+7XDgnuuhp9Z+8au9hUtyblx5dbGtmePMYYsBIPLNU4Ig8suyAGDemG/G9J4GH0BeSfYvR9fEp0dbmtgsm9aqMEKpUnLZ/NVzNr9v23Y5/+BodV0Fl83zdPEBABRB207Inbrz9+uMl8N9x7d8pFjHkGf+w4cP9+6t32hmy5YtO3fuDAgI2LWr82SMDy2eUKlUYWFhujKNoKAgFos1ZMiQjrf6r9C2JQrJCv9p/XybWwHJFcqvftiN43jQs2g7Gwv3AV+kZeYRBIEiSEjgUZ1XBwA/r12s0WDb952YOFtbfPTX4TNHAy5FxyZU19QNGdhcjP3zum8UCuWOvYeaZHJXrxE9vdx4XG5FZXVby04Ji3j50y/7He1tHOxtDMSickllfGKKXK5AEGTKpNGkTdCzCBaTqVSp5ArFV99tBgAMwxsapanpWanp2qpDHo9rYNBqPkwuV3y16nsAwDCstrYOABql0ifBof379b549rie8Yczd8EyiaSih6f7jVt3Am/fmDN3PpfL+fOP/QAAeOv+czK5/9KVXbt13/jT5uTk5HPP/7Bg3AWAoYJFziztr/PkyZOb43ZTwQAAIABJREFUNm2ynC7/dvO3mAYDgJDlNoef/tJ/P8dotJQoEZr50o08aFWJWGpAc36e21KW62wm2Q243052y53WZuKpJ5odqOif5ZPu89mGyPDj3MYi3NGPCQDVb1qNRoLSwMrFJCU5tTrFBtqQc1tNPkCsz68c6xGMphKcb6MNy1oNpnOMEK4lajmQjmsgdptc91jbrguYTtOZBA6qesJ3c6uzbV02lnFOBQAaQpXWELF47kIaG+m7gxN8MpxZzFq4b6SururtDRXZpSWtMTIzM9PdzSM/o7itwuFmC24W7g+VXPh+3lbrwexesNk6EPn9xI65G8Y5WDm7OXmzaby8pPKsxthGdU13kfY2MbUu4mL+NjO2vSnbnk8X16okudJEFS43YJqvcP5LbxcYoWGg7GNv1+AEll4fhQByNPtbAoguwj7fdTnJo7fzizqZ9hMDZQGAQtNU2Jie2/AGAWSZ275HhaeCCs8gCKrCFT9EDuPQ+Rwan44yVbi8UVWHEWpDlvlKz/9Lt6dpjqsvZ+3R4OotLydb8pwQBEUR2r28IwdeL21U1bgbtXN/jBPY37Hauki5WlpQn55T+wYBpLfl6DVBwy34DuZ8Oz5THFf6VKGREUAwaexqefn253NYdO7mwRct+M2uw5uKyBMJmyz4DuZ8ey5DIJEW5NS+IYDoZz1hcpev2x5PJo1N7vqNJBIB5G7WMQSQr3z2cujtzKeqMeUf4at1OvNr0t9WvUEAWTVgH+nVfTjfDTqQXZl49tXuuKJnLsZeEmlhTEEQHWWsH3aYzeABQGJJRFFdtoNR97dVb0Z30c5kvCoKZtBYPSwH2hq4Xojb9zj9/CLfzS0fM2rKt6bTaGX1BWuuTLIxdO5i5sVm8mqbKlJKXpIh2plH3S1F9jyWoLAmGwBkKqmQbVBcl7v++vTonCA6yvhpwhEOQ/+zvyub0O8k8O6wqBILI1l0ztqrflymIKEgHABoKH331Et6Xh3Jwv4bjoVva1TUrTw50dbYuaslKbLyTUFMvazGw7ZPdWP58eBdMVnBXa287UxcCiqzAYBOY+648VVLy56O2hj9aM8Zga9Ox+WETz/QY1DXcYYCs7yKjJfZzwBg7cTfdM80G+bmh6I0DMdIs4KqbBRBjwfv0jNrCQHEjsurAADDsSZF49vStNzydIIgvBz7/rborJBrQJZNGAnMbkadQhFUxDXccbnVHXvLJikA8OOphdUNEifL7jyWILc8I6csjc3k/rHssrWx9kCpNapXWc9He097lf38yIOdJiJzFKVdCv03Ku0pncbYPu8oh9nOL/PeiyvpBUkYjknlDW+L096WpBME4e3ab9/Xpzaf+OplWvjYdR7DvMe/TAtrlDeQTYMFPNG6wws5TO4/312xMdXuPTb9eV5ZlquNe1uvDgBmDF105M5vN8PPrp6+lUajR6eGvcqI4HOFi/aM43OE8ZlRAFAnrRnec+KCMSvbbg4ACqV8078ryeMplTVkF6RlF6UTBOHTrZ9U1jjuWx9XWzceh/+2MB0AEIAjP1+xNe9oGkw3IADI5NKswrS03CQEQbYuO8Bl/2d/yQ4ICwvLzMz08PBo69UBwJIlS3bt2nX69Ont27frPTGhLR/q2EVFRUml0tGj37kgQUGDBg3icDq/8/h/p21LFJKRQ3q3dOxUKvWxM9pitIqqGmcHm6XzpzwJiXFxsunqYq+37db1y2ZOHvnP8StHTt8EgNDwaFNT44H9es2Z6TdjSqs7lZ/XfbNj7yEmk8lkMh4GhSmUShNjo3YtO2byhJFV1bVhETFJyem1dQ18Hteje5duXZ3PXrw5a7o2TTgo+PmAfj4h4dEqlfrYqcsAwGQyhAK+rY2ls6OdXKkqKSlDUf28NJVKdezEGQBgMpnkk2GZTOb9wCsjhw9p22zzw/FfMOfi5es0BovNZoeEhKxY5r9x/Ro7e0fA1dC6OS/ZOeXixYsAEBAQkKN8laN8BQDd2UN1jl1+fn5wcPCoUaMMhzWRTbQjYyGq580dO3ZMHD2VN5zVVIYn/6t8c1jZclqOZYAAAIKCg5/+JHnpc01Lx44pQgABSSxm4kO3GooAgLQIfzynqe0kH8pAAOD0yTO9QL85IgA0leLlMRrzfvSq15iJF81yIF0mwTMuqOgssBhId5rBVEuJkjBNaoCyZT0sU6TVaTdOX2fZC4R07LKaXirwptGjR6N0cPBjxPz0dPCQQd1mNN9vlMdoSMfuWeUZAFi8cMnWn9q5zzNl23oaDE2qDX3d9HjA2JkAsHfsNv/vZh0+fDg0NDT89WOFQiFAjLsK+w00mUGm4gGAr9GERk11Sl1EflNyk6aOTePZ8rr3NBw9wfLrdh21Ill6kSydjjBxwNg0/gCT6f2Mp3oavLev7LMi7eP1aAhdxDLpbzHZz+EbN8P+Z9O3AgBB4GTynFwjJRPOAIBHF052XD/J4WuyEuI/Ja02RoOrvnI/UCzNelP9vEiaCQSR15DS3bDfEMuZLTue6MAJ/EH2SZ1OMdtkoO3kqV1WCllGZnz7N5KI3NrkRlUdHWWw6VyMwHACw3DNBJcls9y+N+O1Cs95mQ8d57wooyr2bU2iTN3IZ4q8LYaNdJg73GFWu4eooD69oJ58eibCQJl9rMdO7bJS1xVFDw2uvpf6TidKF3NMBjtNme75jaeFfrC1U4x4FkdnRpx7tScq/0FmRQKXKRjoMPHLnut19bD3004BgJfl4NvVR31ttNNasYVPPS36s+gcc4Gdj82wuKKQF/kPBzm2ehC2pdhh/xc3b8Ufjy8If5ETpNIoxFxjT+v+7tZ9imty0kpfZUpeNykbBSxRT9vBdBqjsCb7XuIZHkswyGXiwv4b2tbDFtW8TSgIN+KbD3Ru5ymlAJBcHI0TuInQMq00TqGWEQRhIrA8Ov8ZGaV9Hxun/JUjSY/LCY/MDFJpFAY8Yy/7AWO8vhjpPrVBXnfi2e7n6ffTYhN4LEEf52FCrmGOJL2tJTkUitL+WXz3evSxoKRrkRmPFRq5iGMwuNuEOQNX+ToNbdZZGIvj2OReC99KUiMzHstUUgaNMdB1nJ5ZSwiCuB4RAAAMOpPHFlgY2E7rv2h0z+l9uw5HEKSw4u2rrHATkTn5JAmcwB/FXdUboWWTFACY3Hf+g1eXU/Lj5KomE5HFzEFLl4xeb2nUfKBe50bLlNLhXn4/TPvt6MNd1yJOEASenP9qWI9JS8dsaFsPSxKXERmXEcmgM/kcoaWRzcyhi8f2md7ffTiCICd/vH/x6dEH0dfCEh8plDIUpdFpDACCQWfOHrFs+aT1VibNe78WchIAyBm4tliZ2PV3Hx6V/Czk9YNRvSaLeAYAIOSKU/MTpfIGIAgx33DT/AOTBsx53wVOrVFdenSCPJ58rtDKxGbW6MUTBk4f4DXi/IMjgWGXk7JeyRRNpobmAMDl8Af3HN3uOG0HBAAajW4sMhk3YOoiv28/MMD6gZBPmyCDom2xt7cfOXLk06dP7927N3Xq1HZtdCDE+3pL/D+zZcuWmIgnHbc7+RRAjHq12+7kk2Leku/jElMzkmM/tpBOYAnM5wj2DhPoZxt8UgTW7XnU8M9p97LOTT8qy1Ptx1ot0wvFfmrEVAX+nr5A1+7kk2V5aA8Ps/4/9Dv6sYV0RJk0z/+Ox8lZLx2N3Du3/nisvj2KzWL/Naed++1Piv57uO22O/mk2HJlUXpZwt1f3nxsIZ3gs1q4ecEf7bY7+XT45+aOUw8Ppt6o7dz0ozJv09jhfgM6eFbs/yMf9KxYCgoKCgoKCgqKTx/KsaOgoKCgoKCg+EygHDsKCgoKCgoKis8EyrGjoKCgoKCgoPhMoBw7CgoKCgoKCorPBMqxo6CgoKCgoKD4TKAcOwoKCgoKCgqKzwTKsaOgoKCgoKCg+EygHDsKCgoKCgoKis8EyrGjoKCgoKCgoPhMoBw7CgoKCgoKCorPBMqxo6CgoKCgoKD4TKAcOwoKCgoKCgqKzwTKsaOgoKCgoKCg+EygHDsKCgoKCgoKis8EyrGjoKCgoKCgoPhMoBw7CgoKCgoKCorPBMqxo6CgoKCgoKD4TKD/74aWy+UFRWX7/jn3v9vFf4ubgY9T07M/toqOSEnLrKmp3Xfg748tpBMwDEuRh8jxho8tpCOyFDEYoblX+dfHFtIJSkKe2fAysPjPjy2kIwqbUgHgXt5RFo3zsbV0hFRVk1eXej3t4McW0hENyhoAeJRx3ohr/rG1dIREWsRSMi/E/PGxhXROSHJgriT9Y6voiLeS1PqmmtNPD3xsIZ2A41hUcrBU/kmf2+MzX6g16mM3f//YQjqhpLJALu/5vxsfIQjifzT0pEmTHj8O4nH4/6Px/1vUN9byuHwGnfGxhXSEVNZIEISAL/zYQjqhrr6Wy+GyWKyPLaQjZDKZUq0E8cfW0Sl1gLAQ+KT9JQAlEDICFaOAfGwlHYLX4QgDQXmfdowCA6wBowvpCO2TPprqejVKQ+n8/+G8wH8FVa2KwWegjE/6S1c3qgmCYAk/6XMmAChqFQwug876pL90tUyNqTCO+BM/aYKiUTFh3IS7d+/+j8b/H35JXl5e9eXyKwcf/+928V/BahAjYN+lUYPHf2whHfHVT/OT0hPiQ9M+tpBOMHbm7Nt9YOmiFR9bSEfs3LNt56FfoeZj6+gUI2B9w+Ls+KRPUqobqqaZTbY5tqjhJ335LHIpEg4U2p+2/9hCOkKZo0xxTukV0Yvv+UnfD8cNimOxWYOfDv7YQjrhOnJ9xJURthNsP7aQjgiZF1ITV7MsY9nHFtIJv7N+n/jHxD4r+nxsIR0RvC044veIgzWf9MQ8ABwcedDLy+t/N/4nfS6moKCgoKCgoKD4cCjHjoKCgoKCgoLiM4Fy7CgoKCgoKCgoPhMox46CgoKCgoKC4jOBcuwoKCgoKCgoKD4TKMeOgoKCgoKCguIzgXLsKCgoKCgoKCg+EyjHjoKCgoKCgoLiM4Fy7CgoKCgoKCgoPhMox46CgoKCgoKC4jOBcuwoKCgoKCgoKD4TKMeOgoKCgoKCguIzgXLsKCgoKCgoKCg+EyjHjoKCgoKCgoLiM4Fy7CgoKCgoKCgoPhMox46CgoKCgoKC4jOBcuwoKCgoKCgoKD4TKMeOgoKCgoKCguIzgXLsKCgoKCgoKCg+ExCCIP7TbTAMMzQ0nDJlytmzZwFgy5Ytu3fvrq6uFovFOhuFQsHhcN43wpNTcW4uPcjlwV+65RRm6RmYGJol3iluu+Hbgswztw+/SAgrrSiWK+VGYpMeXX0mj/hi0vCZNJQGABiO/X1uT1xydPirYBRF+FyhtbmtgCeMTYpKfSgR8rUKlSqF4whBB58x7Fq8i0MXK19+y5U0lIbSaEAQBBDGBqZebj7Txs2aPEa7a6VS0dKeyWAKeEJrS1vPbj39Rk0f0ncEija70U0y6ZPnDx+G3EnJTCoqLVCqFEYGxptW7/xyyqK9h7cfDNiTHVEhEoj1xmyXU/9cmuE3CwASUxK279v0KuGltKkRx3EEQcQig8njph3YcYjBYOjsFUqFqSvvfaNFPor37O5FLt99fPv5i9CklNfJ6UkyWdP0SV8E/HXB1tN44pjJx/44AwA7f9/6+797cBzvWKEeTCZTIBDa2dgZGBhWVVVWVlXW1Fabm1n09PL5buXaPr37NUtVKMTm3HYHOXfy0hfTZ+te5ubl/Lr7l5DwZ/X1ddZWNsXFRVMnTz9z4gIAbN+1de+B3XnpJXZdLNoXJAJQANgATAfY+37dRgBSABuAWQA/A7TUpQB434/9MsDsD7BJBdgNUA0gBsgB2ArwDEACCB9Bu6IIHcGSMaKJYM5i8q5ovzs8B5dvlWueafA6HDFAUOv2zXQQCqKOU9fu/nmXeczZzA+xkW+RK3YreGd4mlgNloBhSRjRRACASYCJPFiuTFRqCjQIA2F6MAX+AtQAlYfJVQkqZZKSaCJ403m8mTxZoEzPTLBY0PIGk1AQeZy8djWYXjblz+Z3aqNOVdfurrUttFVEKnS7I5QEykFZDiysAdNUahA2wrJjiaeIjRcbS19I6wLrZIkyVYEKYSA0MY0mpOmZmXxrQjek6/aCK/DXnNftCnC47GA42/BDbEq3lJbtLjP/0Vz2WqZIU2gqNQgTweox66+tnXY6MQwZAFB5rzLJLwkAxIPFNC6tKa1JVamisWlsO7bJFBObb230zBw2OTjtdGqpM4QT0q4Gj8seZrPNOrWRpkrzd+cPqR5CFzd//Gi36Ka0prb2bDP2pPJJupel90qj/KI6NcMU2C3OrXYF9L3c12a2zYfYpGxJydidwXPiSbOlegYcM87wi8NT/0mVREuUdUqOKUdVp1JL1Z2aGfc09ljrYTnUUqfzJOdkuxpGXB7hNNvpQ2zitsS93v16YfVCpphZ8qwk9Z/UoqAiTInB+6/Ds57MSvg3oSS6RFGjwDXvPdlu0GxAaAgAaBSaA5wD7dr4XfbrNrtbpzZVqVXRu6NHHxkdtCLofbujs+lCC6GVj5WZm1nw9uBOzQZ9P8i2n61uvUah2czZ3O4mcy7P6TG7x4fYPNnyJHR36NaqrblhuS8OvajMrJRKpARGeE/3Nu9invEsoySlBMdwM1ez/v79h64c+ub+m7BDYeWZ5U3VTSILka2PbVuzYauGofTm85FaoV7FWdWuhqWXl/rO9v1AG5IXZ15EHIsoSSlRyVSmJqYbN25ctWoVnU7X2+rMmTPHjh1LSUnBMMzV1dXf379dsw74D0x1xMfHNzQ0jBgxgnwZHBzs4+PT0qvTgSDIjLHz264XCw1avkRRdPqYeS3XCHnCtlsdPLPzj9M7cBy3t3Ya2mcMl82trK2ISYx4EnnvXOCxW4dCAUCjUf9+cruB0IggcHeXXoYiozeZCanZSQw6o0Far3PsmneNoDiBmxlbcDnaC7WzfRcjA2OxSKuQyWDOmeKflJaQlBaP4RiCohqNmsFgONo6R8dHPA67d+rq0ftnwnQDkvYAgGNYfWNdZm76+ZsB528G9PLsc+y383bWjqTZ+VsnN+/7gclgenbztvDq9/xlSG1dzdptK4LC7lfWVPTo3lMkaJbKoDMszKwKS/JRFLW3cSBXujh1MTI0BgB7G3sA+O2vHXsObicIAkEQA7GhgC9oaGyoras5czng7uPbuQnlLd1KcsyZU+a0PciGYkPd8u+H9iQmxwv4Qktzq7e5WQCQmBzfKG0YOkD71YdGPuvh5v06OV432pVbF3y8e72Kj0VRdMzIsUZGJgCAYdjlaxdQFJ04frKpiSmGYfX1daHPnyUkxgOAkZHxF9NnSyokgfdu3b5788ThU/PmLGwllcGYNWOunk4HOwfdcmp6yoixg+sb6sePmehg7/j02WOlShkb91KukHPYnGdhwT29fEQikW6oN8mJbzKSYALAIwAVgAeAD0DEO6+OAdByb3XvzLwB3AAiAHYBPAMIaeOo6W2oFfoemyqABwADAZwAHAD+AvABEAOkAAwCqAeYCPAUCCWBxWFAA9QRJbKbz/1YCtY4qJGoJxgTGQxHhuqEql2zdmAAcy5Tbx3qgL7Phqgi1A/U9IF00kYTrKH70BV/KbB4DBEiqBWKZWEAULm0EmEizJ5MrgcXk2DKF0pFlAIVo3gdjgpRuhVdnaXW5GoqZle0NWu612R+21wveIAwEP5c/VsahgOjXRusCpM9kLEHshlODIYDo/6vepYPq+l6U/Xaat3uZPdleBMuT5HTjeii8SKsCZPFy0q3lUoOSrB6DGEi3J5ckYdIXaaWRkoBQM+s8nhl1xddmXZMPQGGcw2hNSwH1vtsNFWa+gf1/IF80qYhuIHrzS3fU84wZ7BcWbzePHWFWvpcWnykuPJOpe8LX5SLpi9Lp/FpmBSre17HNGfyXHnC3kJMijXGN+Zuyy05XqJn1u53jjAQ87nmeivZDux2bdRV6qoHVeKBYo4Th+3ALvyrUOAjaOnVqSpVsmwZuSzyFBl4N5/MGaLmL0hZqYxfFo+gCIETHZjpQBmo7VxbvZU8B977bJRVyrIHZcYDjUmbiuAKAx8DdYMaQRG7+XakTf7ZfKsRVqp61YORD2gsmmlfU44ZR1GpKHteBgi4LnBtOXhtaq2emSRKYuhhqHPsdBqc5zrr6RQ4CN5no6hSFD4oNB9oTtoUBxcb+xgzxczYn2ITf0uksWhMEVMj1TCFzP+PvTMPa+Lq/viZrGQhIewQ9k2QRdwVxV3UirYq1q0VF6za1lZrrVVrX3drbbW1rVq1KrVWFPcdqghaRUEWWZR93yGBkI0sM/P7Y2IIAQP6e/vax2c+D4/eufnOuSeTZObMvffcaWtus+xladfXjthR9ExUm1LLc+WdDjtNZVIdhzhSaJSm3KYuZS6jXYioztCH3nN7G/nJd+d3qVE2KYuvFTsNd7LwtOC78x//+Ni+v71NoE1AZIBenHsil2PLkdXJAMDczjxodlBTQVPO+Zzsc9luw92sPK30yoqHFY35jUaynHM5Ecci+kf2N3SASqcGzw02ctLS3fJFGnmTPO9anttwN0JTdKtI2F8Y/1V88v5kM76Z3xQ/UaGo6nFV+rl0wIHJYQa/E8zgMPIT8s+sOpOwL6GptInFZwVNCeJacesL6ruUFSQVLDu3DKEgRj4MmjvIyE9rd+uX0kQvjH5w/AHHkhP8dnB+Yr5GqVm1alVSUtK5c+cMr84LFy48fvy4paXl22+/zeFwEhISupSZ5lUCuzt37gAAEdhJJJLU1NQ1a9Z0qaRSqD+s7/r2pYMTVHq3sn0nvvnut822lvY/bDg6ctB4fb0W1Z6P/zP6wkFik0FnPootunT7zI6D64/uOGtvIxS3NAVNddRoNft+3/ntFweNzHLY5lK55IdNv44f8ZbRSypVGwCYMVlODs7RsYdsre1/2XZs5JCxy9bNP38jxtfL//yR+NirJ4+d7mDTjMn6fuN+w5qisvx136y88+Cv6Usm3Ip5JOBbAoDQ3nn3Vz/PeGsOj8vfd/Tbu48Szh2Ki/pi7s3EKxQKZcXCDseTZcbuHzSoorqMyzHPvGvcuwkA3/28c8eeTRY8i9nT3/vq8y08c92vNzcvO2zGCHGz6PyVMxFvz+5gk8U++P0x08d8+1e7hfZCd1fPuITr7y6aCgB3kxMBYOSwMQDQKpWkZ6V+FLUyIztNb+3spZi5s99LTUsx55pfOHOVsNPW1nbqzB/mXPMzf5wjakrLSvyCvSwsBIH+QffuJ939O+lBYur95Hsz507btO1ro8COzWIfOWDK1WUfR7VIWg7vP/r+3AUAsHuv3cbN60tKi3/46fsPl65IS0/97JM1hqa27dyUVfoEagHUAMcAFgAAAAYwB+AMABXguIH1wZ1k7wGcAvgewOhmkt1xxy7Ra3YBXAOIARACSABSAQgfFwO0PG/OChhvMfAWXHNVQxtMUxeq9WYUixV4C845xmEsYAAA421G2562zrLOIGyEc/yF/bWdNW272jTXNJwYDkVIwSW4NlVrtsaMPoFOcaJQPCmaaxrZFBkAWO22Ml9iTuHrzjvqp+ra0bVoA2q114r/KV9xTVE3pQ5hI9b7rblzuUYyxWWF7LSMO4dr5IPNcZtu/SQ0LbtaFNcUtjG2NCENk2CqVJXFGguaM82wuUrvSpYHS5Gp0DZoLWZYWM6xxNV42aIy8UkxdxjX65oXlU8FAMBBeltaMq+ks6x2e63rIVdDByhsittxN9NOGmrqdtVJrkk8YjzoQjoqQRWpCrs1dp7nPPXxoqpYleOVYz3ZuulaU+n2UnWjGqEgLqtcSreWOn/s3OunXnqzmBp7uuhp3ck6I1mXPlDZVP/j/qb91GvKdpU1XWsKjAlkCplaibY1tdV1TYd3/eyDZwiCIHQE02COUxwDtgV0aTDtgzSgAF1AV4vUJmSGDgw8PrDnmrxdebXXaofEDGEJWRqJRpwq7rWmV/WFaoSO6DVl0WWWgZbZP2TbDbUbFzuOI9R9q8/4npGWSkcdH6W3nH8svyC6wEiGY7iqWWXkA41NM9yxSww1mbsyK65VjI0ZyxFy1BJ1Y2pjnzV98o/lZ36TSTT3aO0j8WPxkrwlOIa3NbexrHT3i7FvxQJAa3mrcKjw7di3zYXmeq86y4KXGodHdDZ98vHJpv3Uax7uelh8rXhqzFRzoblKoqpNrR28ZrBwqFA4VKgXP/vzmaxORmVQUTU65ccpQbOCAODppae/v/N7c3nzsnvLCJm4RPyt57ddyuI3xhsFdnQ2febxmd06qdck7UrKu5Y3N2YuT8hrk7RVpVYNWjIoeX8yx5rz6ZNPeY68W5tu1T6pxdowADDjmy36YxEAaFXafRP35SfmM7nMTU83WThaAEDW1aycGzlGsgPTD2RezHxw/MGwRcMMfWCwGQuOLzDtp2lN1tWsB8cfWLlaffnwS549b++4vdMHT8/MzLx48eLx48cXLVpEyK5evXr8+HFXV9eHDx/a29sDgEqlmj59upGsW3oaAMpksqLnxMXFubi4KJXKoqKi2NhYFEW9vb2Jl1Qq45/Bf4XKuvLvj26h0xmn9t4wjOoAgEalvTtp/pkf4+VKWVlVcXl1iVarTUyJF9q5tKnayqqKb/59mRhuflqcXVZVrNa8nIcYhn27fwuDzjj7683RIeMpFMpbY94GAHFLE41Km/N25IUjf5m24OXW69QvVwb3DSmvLv3p2HdE5ZiQsFFDxonEjaUVRQkP4p0cXIT2TrOmvEe06OHiVVpRVFpRpFZ3721FVdnOvZsZdMaN2MRvN/+oj+oAwN83cPVHXwLA34+SXupdE4QOGenh5qVQyOsaagFAJpfdTopzcnRpa1OWlBVduHYWRVEPVy/CZ1UPXNVTVl4KAEMGDb1x6a+hQ4aVlZfu+XH35IlTaDSaSNT0Uk5mPElPTUsJ9A8KGTK8uKSouKToVsIJRSd/AAAgAElEQVRfjg5CCoVy8PD+cxdiURT18vQqKS3usBsGkAIQ/DxcAwAKwE4AAFBD+7BIeley3QAUgF/BxOjJC8EAigCKAOIAXACUAEUAsQAogDfAJYAUgD7tzVHcKOyDbKCA5mb7yBGajmpTtNRgKhHVAQBtNK2z7NXBASvCiD9NnIbiQgElYEWYOlYNKFC8KRQnCgCAQQBpvqg9qgMARm8GfxUfADR5Gnh+60tzovGW87qUtSW1vYqfGGiKNJoijTJOSXOh4UpcU6SRx8oBBbo3ndGHwRrPQsza77zpjnS7VXYAIEuSAQDCQKyXWAMAQkd0UR0AIGA+zrxLmarwlU5uOKiKVMRfa1wrw4WBKTFVkao5thlHcaY3E9fgqiIVrmr/MtlOtwWAlnstjRcb/Q77EYOtNH6Hm3AKgyJcIuwse2VwDFcUKRRFClGcyMzFDFWiiiJFfWw9juJsbzbxEqbCao7VNF5sZHmxADFlrexYWfXF6gGHBxh1I/1/wUFWJCP+6uPq2S5sVInKimRVsVU4inO9uZgaAxwwVft4ZUF0AY1DC7sQpg/XdBj4hamx1PWpnWUIBTGz6tCv2XM/W4taib+quCquCxdVoq1FrSWxJTiK89x5KWtTqCzq2NNjjZrTh2ut5a2lcaUIBaFz6NMuTNNHdV3K2DZsn2kdeh976iaGNxc1Nxc1l8aV8lx4WqW2uag5LzYPR3GBt4B4CVXpuoGJyyiqQTk2HP9puvsEvyl+FBpF0aTQ2xSXinsiexkvQVQkIv4K4gosXCw0So2oSJQdm42hGIPLAADbAFu2lW7MjRitRiiIolnXHI1JI/rSEApCRHUAkHE+o7Ns2s5pAHDn5zuv4qdJiObGfz6eZ68bjaRSqTt37gSAn3/+WS87f/48AHz++edEVAcATCazs6xbetpjd/Xq1TlzOozceXt768uLFy8mCsnJyUOGDOl58wQYju078U15dbEZk+XnGRQ+aroFr0Nn7Olrx7VazcxJ8309ur7t47C4l26f/nBTh/HcYXN8DTcznqYMm+N75eDf/fwH99w3jVat0WpmT53f21vX9K17NwCgX4DuppDD7mYOHADQqLS1H26aviTs3PVTX6/cAQDxd68t+WKeoWZgeLu3n/5nCVG4crTruS+G/HHmuEarmRsx3983sPOrRJzHYDA7v9RDbty+9smXSwEgLuE6URM8sr3nYOX65QAgk0uzcjMG9u3pR9/Lx5dKpT5OTxWJmr5et2nS2+NjYv8MGTJMq9W+NSH8pdxLvJsAAG5u7v79jE9t9Q11H376AQAs/TiKqEHR52NVxP+TOu5ADLlgAAUAxFtM6EomBAgCyDSQ9RwpgLfBpmF58fNCnw57UIQUahAVzWwfZdMkaACAPoluWvbqaEHiLTGsMNxULNadB82TTc1SJQI4hNnNdb2Hsi7BpFild6V+07DcuLiRKAiThcwh7V9+IoDTN9dyrgUAWH2MJz/2UNYTcC2e451jWGO4Wb64nCj4Jvtyhuiu8eJbYgBQligdFzpaT7au+KGiS8sN5xp6IushqBR94P1Av2lYfrr4KVEIOh+U/2m+40JHRaFCCUoAaLrf9HjxYyqLyg/iO0U4MSwZACAvk2d8muG20M1hsm5Wa5eyVwDTYje8bxjWGG4+XvyYKGSszMDVOJVFBQBVs8prnheDzyg+Xdyc00xlUW0H2wIAjuEZOzJai1tpLBpCRRR1is4y4Rih6fjVhJ8x3jGGNYabd5feJQrSUmn9g3rxE7FSpCy/Xe46xlXfXOahTBzDAcD7HW8mn/ns9LOmnCYai+Y42LGzLHBhIJVBhZdHLVUf8j6k3zQs31isO7DvJ7/vOMQRABAEAQQAh6B3g/TN5V3Pw7SYX7iffkdbX1sEQXAcNy3rOagW3e2927DGcPPud3cBoDSxtOhWke9kX3gegOIY7j+hvZe61+heANDW2lafX2/Xyw4AWutaO8tsvWwBoDKjUtGsYAu6nt79ahDN2Xh2GIXw8vICgIyMjObmZoFAAAB1dXUA4OnpaVrWLT0N7IYPHx4bGwsAmZmZ27dv/+KLLwYOHAgAK1assLe337BhAyHz8elwcUUxdMXWSCNTVhbWm1Z0mLap1Wp2Hdqo39zy85pvvzjwzrj2ocOUrPsAMKpjX50Rg4KGHdoaAwA5hU/2/b4zqFc/C56lsk2R/vQRiqJCO5fPFn5lzuF5OBteS0GukALAp5s+YJmxAYBvzvfx8LMW2Gz7QuehRqMBgEZRw4Zdn7XKJOk5qcVlBdMnzV40e3m3B82QIf2GM+iM6rrK+sZaOxuHwX2HHf3+NADk5D3Zc3jHioVr+vr33/7TxuLyQndnz40rdxB7ebh6A4CyTZGWlQIAMrk0eIQPAFjwBb4+vQHA3zcwOfVvABg3YkLnRnEcP3XuBABMGjfF6CWlUhH1qfH0R2srm2++3mNUOXTgsM8+XLtn/y5fb7+8wmcrl63p12cgAKz5+hM7G/tPl32++JP3qFTqgaP7fmP8qkW1f8b8AQAyuSxq+ULCAhFOGXbpOToIN67btGnbxj6Dek8Me4tKpVZVV747b/qkCZMP7Dtk5IBCqdCbIgjwD1j58WqiXFBYAAAjho2c8+48AMjKfvLNd9tXf/rF/eS/H6Y8sLAQuDq7rv18vUajiYyap1KropYvzMrOBC0AANwD+B5gdacDtwyAGIJ4BAAAiQCrAPYaCHy6CuwUBh17BIGdjFMBQgHEAFkAAQDWAC4A8QD2ABsADgLcBuh030H16RCxYfkYAFB7GZ/KjWRdgitw+YIO096pgVSz1R26JXA1ThtFAwBcjKNZKDWASu1HpU+hK1coEXvEbIOZvjltk/YFzYD0dykAsKeYPDm+WIYr8MYFjYY1jEAGf3WHGUIIFTELNUPFqDpLzQhgUK2pNBeaIl5BtacKNuhOf3SfDuGv6HcRAKhKVKVzSuWP5aoiFSuI5bChY1YN3jMZAKbAyhaUGdawAll2q+06GFPj5qPMAUAr1iqzlKwAFrsfmz+FX7mikm5Pt9+guy9vOt4kOi5SV6sBoO5UHZVDpVnQfPYa36sUrCxA21CtRCt9LFUUKV4kMwJVoLkLcg1ruIFc19UdBlgRKmIRaqERa2RZMm4Al25NN3MxE8WLmPZM9w3uAIDjeMV3FXQLus9en8zwTGKvxsTGxkTdx/Rk9ZP+h/o7z3JOjUxlWDCC97YPDnaWucwxnk6HKtDUBamGNfxAvs/qDm8NV+M2o2wAQC1WS7Ik/AC+oJ/AYYpDxooMM3szvw1+mZ9mKmuUJQdLDPdqE7WdDTorKWy/OaGxaJgGS92QalpmN9Qu7EIYy65DQK9VaBMXJBrWWAZaBq0OMqzB1JjDKAcAUIlV4iyxZYCldT9rlykuD1Y8YNmzLHpZFJ8udnnLJWlhUmtJK7FLzLgY4VDhtAvTOHYcTItlHc0ioiiWFeto0NHmwma98c6yPks63gsCAIBGobm24JphjU2gzaDVHSaBIVTEOdRZKVY2ZjVaB1izrdk8F15pfCnHnhOyIUT37nyed7IgQGPQtCpt+ol0VauKbcVuKmwqiCvwnew7/fB0vU2uHZfBYahkKtMyvZOxC2INa+wD7UNXhxodTI9RHgCgFCtrs2rtA+wd+zn6TfG7vOKyub356A2jc87nPDn1JGZeTO+pvZsKm4iA2DHA8f3D7Rc4jUo3lLFjwI7gacEcK05VVlVnWVOpbryoLr/OY4iHvl6tUB9fcNzQK2GgcPzqDgGJaQ3Xmmton6C0VDd3Ij8/n+gRs7a2Nqx/kaxbehrYOTk5RUREAEBhYSEAfPzxx87Ozq2trQ0NDZGRkcRLncFx/Hz8n8am7F0NA7uZE+cH+w3o5eHP4/DLa0pPXPo1+sLBT7YucLBxGtxnOKFpENUCgKOtswkPHWycJo9yAoCSyiIAKCzLU6p0XQsuju6XD9yzsbTrvBeGYwDQ0FSnr8l6luHs6KoP7AjB7fs3b9+/SdT09g6YNHqKGfPlbt8ZdIaVwKa2obqpucnOxsHRzmnqeCcAKCkvBICoOR+evHCsuLwQQZAp42dMHT+D2IuY56fRaiqqywAAw7CSct2QYnrWYwAYOzKsrqEOAISOTp0b/eaHLakZD6dOnDZ6+FijlzRazZmLxh+Ns9C1c2AndHAaMmAYANCoNAD4IPIjJ0dnqay1UdQwN2L+lInTAABF0bOXTxP61LQUouaPU9GGdrTaDkHAl59vcHfzWLFqeUyszg2h0Gn2zLlWVh1mpAKARqMxMjV+7AR9YNfaKgEAV1e3qZPfAYCi4kIAWP7BRy2SlocpDySSlvELPpj+dkRbW1sXpv4G4HQV2CV23EwGqOkY2BHd+Ub5oxqA6I41EzoZRw2MEx03YwEaACIBIgDOAMDzjkMDEIsO/Qa4BAcAhG/cmWAk6xoNqKM7TMKjT6AbO6kFbWL7h4XmoBQhhR5GlzfIzSLNGBHdd7c0b25WPVRxpnNY40z9TEzIcA0ujZYa1rAmsIwCOxzFlYlKoqzOUQMAaywLbUDNI805EV3MI1RkKpSZSoSGSK7qLt68iTy34240mw6nwZrNNfKH8m5lhJOiaJFhDW8Czziw0+LSxPY3osxR0oV0XhhP06CxirQSROgC0LIFZZhcN4DIcmMpy5R9LvQxGn4FgOoj1ahcF7uze7EV+YouZZ39rI2uNayxmmBlFNjhKN6cqIseZDkyALAca6lp0DhGOtpG2AJA+e7ylgct/eL7Ec3ReXRVk8r7U+/AnYHyEnnxweLi/cUp76c03WtqvNs4In4EkSFhOdCy9lptZxnbiW0d2uGXjmmwsugywxr7CfZGgR2mxfQBIgBIciQsIcsuzE7VoHKLdHOKcJIVygQDBfwAPp1Pl5fI4wLiAKDqZhXXhRt+J9xmgI20VPpw9cOqv6qs+lhNujmJwWdIS6S3594WZ4m7lN2efTv8TocxBEyDFUR3mOjsNMHJOLDTYrWJ7QdcnCNmC9lOYU7KBqVPpI9GrgGAyrhKvhc//E7404NPRY9EAm9B2V9ll2dfnnNnTuGlQnmd3NzZXFopTf8lXeAlmHNnjv0Ae0mpJGF1gpHMbZybwKuLXhxMg+VEd+gqdp/gbhTY4Shekajr6G3KaQIA17GuigZFYGRgrwjjwQgcw1Etahdg11LRkn4inai06WXTd15fjnX7z+3ppacqmapbGQGqQdOi0wxrfCb4GAV2qBYtSWyP1Oty6nhCnk+Yj6xB1i+yX2BEYGBEYO8pvc8vO69vDgBkjTJ9AgSmxS5/fVlXxrCHJx52K9OPz+r9TI5ONqzxn+BvFNiZ1gSGBz488fDWnlsDZw/kWHIIT77++mvi1eZm3U8vPDz8xIkTe/bsmT17tqWlJQBotdrOsm556eSJ+/fvu7i4ODs7A8DDhw8xDAsJCXmhdSqt/PmZ90WseH+tvtzLvfe2lT+ac/j7ft/58x+79IEdDjgQXcE9IDX7gdDOJeVsMY7jlxNiP9w0T66Uhy0c8Pvuy4E+fY3E5hy+VC459fPlzskTBBQKBcOwa9F3B/cNkStkz4pyt/ywbskX88qrSldGfdkTf/QQXcRG7+JR5gMnB5cbdy5/e2CLu4tXaUXRoOChRjvyuPyxoRMu3DjDM+dX5YiNXh0wxr+zWQA4FP3Lzh+29Anod+D7o52d6dKUaZqam5wcXZwcnQEgNf0RhmGD+4cYWbP2Yu3a8d2qNZ/wefz6Ct23kFi1hMPu8Kve9s3m7bu2fPbJmg8WLxs5flhdfa2DvUNk1Lzcpzlbvt5uqDQ01S3Jjx44O7k4CZ11HfI4PmRw+/EkTG3buWnb91tAC3AB4J2urJwAIEb13wWI7UpGTIgyOuT8TqFeZwhNOEA2ADEKFw9wG+CFvyGD5rqlBzKEj1i0dJHA3qVGFi5Ds1F+OR8ANPEawIAW0v0Zo/Xn1ubNzcx+TJtjprIfTMsofIpbi5vphghNXXidOlvtUu4CAMp4pfK20iyki3lRmARTFinZ/dg+d3yo5lRNvUaWJKtaW/Us+JnXNS92P12XYcPPDbWba7uVEVD51OAW40nrRug1ReFFymxlYHkgALTGtwIGnJD2X0RfWV/AQf5Injc0T1mupLApdKsu5syNlo0GHNT16toTtYVrC18kM4LGp41qGdUTTWZ4pixbNrx8OACI4kXi22J+CB8AZNmy4o3FTsucLMfr+m8YlgxVk4rGpVFZVJ4/r+9Pfel8+rPtz0p+LfFc5mk3Xhfd2o2zq71W21n2bOez0NAO1286n/5OS5e/xi40f4f/LcmWTC6fDAD18fU4hluFWAGA77r2CS08//alFbhuXCK51TLQMuxCWIxPjOiJSF4lZ9uzBf4C+2H24ixxl7KaxJrGx402A9q/ogw+Y0HLAtN+6jU3w2+Ks8Vzy+cCQFV8FY7hdiF2lTcrAQBBkLCLYRa+FnlH8qhM6vQL0w/5HKpIrKh7XJf5ayYAWPtZSyulCIJMvzjdytcKAGwCbTrLOqdNEDD5zJUtK037SWjOhp9tzG5cXr4cAErjS8tvlwtDhJ3FRE9YfW79yDUjhywfwrXlNuQ13Fx389TcU3XZdRN26IaMHv36qCcyAjO+2aaWTaad1GuOhx+vy677svxLACiML8Qx3DXEFQBubb51e/PtEWtGDFk+JOVwyv2995lcZmt96zqXdYPmDmKwGc9uPWssbuRYcuRieVB40PRd081tzWuf1v701k+dZbZetg1FDRRqh/QDFp/1Q8sPpv00rekf0f/RlEdZV7I29d7UZ2qf+oL6Q1mHpFKpl5dXUVERlaobfomIiJgyZcqVK1d69+49depUNpt969at4uJiI1m39Ch5oqWlRZ85kZycHBAQQJRv3rwJADY2NsRm+wSm/x9zwhcBQMaz9n5yOytHAKiuf+EkklZZS1lVMfGXlvuwl4c/kUiR8TQFADav+K5BXPfR5vdR7KU9pCAUAKiuqwAADps7IGhw9N6zTKbZ7l+3iVtE3e3djlqtErc0AYC1wFoibSFyI0orih4/ecg2Y3+581NfL/9RQ8cBgJXAhniph9462DkAQFV1pWHlT4f3fP71J8GB/a/8GW/O7WLtmB4iaW0pKSsikifEYlHvXv4lZUUlZUV/Jd0EAGsr69Ly4u5sdMGthPht32x+d8bs7Zu/sbdzEDeLACD68EknofP3P35bUVnec1M8Hh8AiooLicyJRynJ/r0DikuKamqrCYGNlU1xSZFx8oTu7b3AKL9jobNM0lHWE4hdiOSJZICA51kUREewDUDR80ixU3NEF50eoq/OqLLLmlcE0yVPaJO11ACqrnxTCwCIDUJswgu+m5LvJU0rmpj9mQ63HCi8F55eeih7oYMSjPBTU6RpS25jBDCILArFTQUAUGwoxKbeScn3ErQRpVnRfG75UHlUQIBuTxfMEnhd89LUacoWlhGy+u/rK1dUsvuzTcte0ldd8oQ8Wc4KYOmyKG62AgDdhk5s4igOAIAAzZoGAAxbBqbAchfmdm0QAYYdo+5kHdORaUrWY7QSLTxPnpAkS7gBXF0WxU0RADBsGIpCRfa72UxHpvdubxN23BfplvYJ2h1kSrbYHQDEKS93V0mAYziROSFKFvED+ES57mYdADBtmMSm7mB2pCW3/ZaLxqE5jXcCgMbHus4/poDZE9lL+UlkTtQn11sGWBJlIp4zs9HddVj0srDwNVjTikN3G+8GACU3S8pulXHsOHb97ADAyteKiOpeJPN+29SH8iJUEhU8T56oTq62CbDRZVHcLAUAlg2L2NQfzJaSFiKwC3o3aNKuSQI3AZ1NF/YTzr84n+/MT/o2qbm8GQDEJeKiW0Xdyl72YBKZExXJFXYBdkQ5/2Y+AHBtuGnH025tuhU4K5BojkqnIhRke/F2lgVLpVAl/578929/C5wEM3bPkIvlADBx3UQrNysGm+E6wLWz7PO7n7Mt2QBgbmtqAvErgFCQ5eeXz9wzk+/Af3jioaRGwuPx7t69S3TL2draEjIKhXL+/Pk9e/Y4ODicOHHit99+c3Jy6izrlh712B05csRwQZPr169fv35dv6nvsausrHRy6mJA8GXhc/kAYJgQOiho2P30O4kpfxlOvDPkzytHt+5v7/lLSL6RkNw+qfbjLfMBoLgiv7g8z8e9m7R/I6hUqhbVJtyPnz5J17SAb+nu5JFX/PRZYc6wgSN7aCc5/W+1Ru3k4GJrbf/L8e//s6fd22aJGADyinLzinIBYNL7un7KrL/KrCyMxyU7M3Tg8KQHd27djdMvaLJz7+adP2wZ1G/o+d+vGSbJvgLRMb99tf0LoqzWqOPv3Ii/035gx03TuUoMWPecG/HXAWBk6CgAuJ98T61WOzu5uLq6DR445NzF2CfZmS7Ort2YeI6Ptw8ArP967fqvdYf0Zvz1m/Ht38+RYcO62I2IJfJfZPR5odcLZIUdZT2BWLBFnzxxHeC6wauGPXadmkMLO4RRlF4UAEDzjWMrI9krg0txfbaE5rpGcr090pSG6EYV+ZV8XW6sAc2bmps3N5sNNbO/YW+Y/fpqMhNIj0nBIHlCcV2huN4+dFITUkMUXCpdaE40ojnEDOFN4FEFHW55Wf4sugNdmaVEm9H6H+trN9dyhnK8b3i3J8l2khlZ6BZUiuqzJSTXJYYHMy8kjygEVgYynBjwvFNEXa8GAFmW7BbSvu5r6fbS0u2ljosdex/pjaO49InugzAh66GHNcdqwCB5oul6U9P19plAqSHtN9h3zI2zBZ9tf/Zs+zP3xe4DjgygmdOIt3DB/IIJGd2CDtAhcbXnaKVafbZE7fXa2uvtw50JIbo8s/DKcJaT8ci+PrWTgGHBAAC0TVfJ78XviaznaKQafbZExfWKiuvtXRKXQi4RBSrb+ItkZmEGABWJFYBD4KJAIp5jWhjnvRnJKPRX+QVlH8sGg+SJ4uvFxdfbb33/CPmDKHxY+aG5kzkAPDn0hKjxGtthDT86i+4yxCU7Nrs2s1bgKnh06BExVGJa9lKuqqQqfbZE/vX83dfbMyf2h+hWFhP27dDFyDRn9h7fOy027YPTH/R5uw8A/Ln8TwCg0qmO/o4mZG3StqrMKjqLbij7b0GhUcatGjdu1TgA2Dtu78yQmb6+vpmZmSwWy9+/PSyh0WirVq1atWqVvkYqlXaWmaZHgd3UqVPd3NwA4OLFiydPnjx8+LCFhYVSqYyMjJw+ffrs2bp4wsrKypSVHpOceRcAXIXtUxdnTV7w0x+7Lt06vWz2qi4TY0MHjCEyJ27eu3w+/s/da3/lc/lKlXLl9kVvjZg2IXTqyu2LMByztOhpwKuHTmNgGHb+5ukPIz/TJ8Y2Nbef+OQKWbeJsVpUu2v/JgCImDwXACaOnuIsdAOAnT//p7A0z8vNZ/UHG3Ac/+irheFjp02bNIvYy9KiR8fzvXcXfP/LN+cun16x5DN/38B1W1f/cuSH0CEjzxy9zOFwAUAulxGFV+CtcVNcnNwys9P27N8FAD/tOsTnWbS1KZd+tmDqxGkzps7WaNSLP3mP0rNRcj1qtRoAGhobtFrtlp2bAIBIfahvqAcA5svk8I4aMQYA3Fzdd2zZdeXapVNnTh7YdwjH8Y9WLsNx/J2p04kHVBDJE+27ESfVmwA7DGwRlwmKQcQ2pitZDcATAOFLBnaTAdYBsAGmAZwEOAxgAaAEiASY/vzpFCUAa42bw2ow9AmKWCG4SHf3TB9DV4JSc1PD2sEyIXtlEDbCjmZrLmrUJ9Xsw2zEAgElyCPljOkM+mzdwB9iZfyJiz4TSfZKWKNYdlfsKNwXXmx6KDMNezJbvE6MsBHONI7spMzmsA3FgoIr8YbIBs50DvF0CgCgWlH1zWkrtAjD2GdUimobtABQs7Gm4ZcG81HmXle8Onull73Cup8UNsUt2q3lYov4pNj1sCvVgoopsbLIMsF0gWC27gpHs9LZJSZU2EyxabzaCDg4zHdA6Ig8Vy55KDEPNjfvby4IFQAAUMBxsSOuwWtP1JqS9QzrydZF64qobKrNNJu6k3V+h/3oFnRUieZG5tpOt7WfbY/jeNXBKjMXM/3aJU1Xm/A2XCPRWARbCPoLiNlyTX83AQDDkiGc1n6Vbc1tFT0UGcoakxoBgOv5KmckKps6KHpQ9cXqipMVAw4PIPxMiUxxmu5EPKACABhWXcwB5Xl0GLUQZ4vBYFVh4VghkalgWtZzaGzaqOhRZRfLik4WjTg8gmHBQJXoncg77tPdPWd7qsSqe8vuSUukmAYzDMsasxsBoO5xHSAQvCSYwqAAAqI8kWnZy/pG4DnZM2ldEp1N957m/fTk04mHJ5pZmGmV2quRV3tN70U8nQIAiHVVMA2WdSyLqJE1GD/YQ1YvAwAak4Zq0LRjad3KXtZVOpv+bvS7Ty8+zTiZMePwDDMLM41SExsZ6z/dv8/sPimHUwrjCzUK42WeWutbDZurfFIJAI4BjlQ61YTs3qF7WrV2aORQI9k/xKFDh9RqdWRkpOGjoV5ZZkiPjrKPjw+R7hodHe3p6RkVFQUAcXFxOI5HRUVNnDixh411JvPZYyaD6efZvk7Hk7y09Xs+AYAIg2dRONu7rl709a5DG+d89taPG46OGDhO/xKKoRdvxRw7t//qr/cB4PCZfY62TnPDFwFAYko8juNTxkRcvHUaw7EhfUKtBd0sedoZCoXyxYdfb9+3ceaySb9sOzZq6Lijpw80iRvYLE6gX3Ds1ZNHTv0Sd/KBCQvF5QVf7vw0JTPZzdnz4wWrAcDT1cfd2Wv11g8LS/NYZuzE2DQzJivhQTyO4+/NWDx2WPssBCJ5wjQuTm7rVv1ny+6vpr0/Kcg/OP7OjbEjw/48dJ5lxkJR9OzlmF+jf0m4aMpDE3h5+Hh5+JgxzQCAw+FGzl4MALeT4nEcj5wdNW7UhDadhy8X2CP4xM8AACAASURBVA0bOvzw0YM/H/jx9p2/Hj564OHuueqTz6/dvHI/+R6bxTZ8qli39O3Tb2D/QalpKUqlQtIq8XD3jHxv0eJlkcSN46L5UWHjJgIAkTzRDgVgEEAKwO8A8wEAAANYDwAADIN3068r2RcAGMCyl3zTREcdHUAC4AlALMASB4ADRAHof0PnOjaHg/ILJWBAn0RX/6FLeqD2o9IG0bQpWvXvasZ8BuFVZ9mrQwdGBEMdraZ4UphRTADQxGkAB0YUgz6x6zOLaJVI+ruUNYFlf8EeYb3guODQ+EGj9HB3sp446E0HAISOYBKM7kk3jzIHAGWcEnAwjzJnT2QDAGDQuKy9uUqfSq24Q/qOVqQtjyrHUZzuQG/4pYE3ged5wVP5RElhUQxXNtHLuCO4VPOXPt0jdEQQIRBFi5ieTOsoawBojWsFHKyjrHkTefKHcgqLQmE9v2xTAABQOQo4CEYI/KP9AaDihwrJQwlvAM/vsO5yi1AQ713eT6OedpZZT7Y2fKRYT2B7swk/tRIty5MljBICgChOBDgIo4RWE60AwG5mh4yQR30fYc2YRqJxmOxArDzc/Lg54+MMAPBb76fPeBCniqtiq0QPRR1kH2UAgP7hEC8FhU5xinAqiy7jenLdo9wBoC6uDnBwj3K3n2gvThVTmVRilZP2XRgUTI2x7Ns/0Oy92TUJNWbWZk7jdONLiloFlUlF21BDWcXVCiPZS/npEeFREF3A8+T5RvkCQFVcFeDgG+XrPNGZ2Cw9X5qxPaP/Jt2CvcVXi8sTyhnmDJVE5T7BnXhEhM80n4LzBQ+2Pxi+abgJ2Ssg8BYQfqokKgtPiz5RfQCgNK4UcAiKCvKY6GEoLrhQoGhQEIuYJP+c3D+yP99J1+6zK8/K7pXR2XSXoS65F3JlDTKHIIfarFoTspd1lUqnBkYEpkenW3laDYwaCAAFcQU4jg+KGuQz0QdVo4XxhY9+fTQwaqC+ubsH7xbdK2KwGR5DPQAg82JmeVo5ADRXNTdXNQucBC+SXdp4icllhn/9cktu9ZD6gnpbb1v9bPj8/PwrV65wuVx9bgRBQUGBt7e3Xnbx4sWNGzd2lpnmJcJntVqdmJg4fz5xwYG4uDgmkzlypKmxSBRDV+5Y3Ln+/alL+gcMAYCHmXe37l/rKvRwcXA35/Aqakpzi57gOB42fMriiA4PX/vk/S9RVLvn2NY5n01yd/IK7NWPbcZuam5My33YLBENDR4BABqN+kneY7VGHTLLx9nBvbq+EkEoK3csblMpba0cdq050NkTInP2wIkfLsWfNayPnPlBkG8wALSplFW1lcH+A548TYtYOpHBYBJjxO7OngPe8hG3iEIGjDDcsU2lXL31QwDAUFQqb80rys0veYbj+KDgoQe/OaF/ltr+3/ecOHcEABxshZ9v/QgAMnIfUyjUs1f/zC/K/TDyMxNHtTOff7xOi2p37t1MjJMWFOWFTAhuU7U1iRpVapWtjd1Ph/esWNLBplKpWLZ6YWdTi+Z9MKifLq66fPPC9b8uA0BVTQUAIAhC7PI0P5fJYA4bMqLz7iZQtik/XrUcAFAUbW2VcNicJlHTvft3raysh4eEvrdw9u07fwHAru3f8Xkvd7Y6+PORMRNCl3y4iIJQ/Pz8h48ZnJ6ZZmdn39LcHDr8xd/P3wCGAywEOA/gDnAPgLjbRDuuWuIAwABYAHDk+ZPH0gAGd5VL20MSnwdtABAHwAQw9NHQKwWo9qvwZhyxRrBqDAC0j7TEYiUUPwqSj8gXytXn1RR3iuaKBivGupBZU1jfvcrqa6AGbaJWFzUCaOO0wATaSN3pQnNeo76sBgCsSjegJv1dCghoy7VNy9s7s7XlWkyGMfwZ2iotACj+UmDNWGcZdLWUSQ9pS2zjztf1/SjiFAgTYY3Uvd+W71ukh6VAAaoltWl5E9qISi5LMnmZFC6FZkOj8qiKNAWmxKg8qqZWAxSgWdIqllcos5WKdAXVnGokozvQXX99lVgEAHA1Lk2UWs3XdcC3xrUiTIQ7kgsA0kRp9bpqpgeT4c6gCWiqMhUAiBPETAem768dluGsPlItThCz3Fk0AU1dp25Na8WUWGfZ/4fmxGaH+bolXURxIgqTIhjZdc+fVqJVlisBoOLPitZnrfJSeUtmC+DgONXR65P2MbjGpMb83fndyl4KTI01Jja6ztd9FvVx9RQmxWakDdFc1posrieX486h8WjyUjmhp7FpVfFVl0IuWfezlpZLK65VAACFRol7J47BY0hLpU2ZTYCDkazyeiWFThlxZASN8yrPZ8LUWG1irfd83QS4yrhKKpPqMFJ3eIf9NKwpvSltc1pVfFWbqE1Rozj39jkKncJ35zdmNerzIcb/NL4+vf7+5vtl8WV2/ewk5ZKS6yWdZf8fKhMr/efrBvhK40qpTKrLSOPYi8jSQKiItad1Y37j977f+4b7mtuZNzxrKPyrEADCvw8345sRaRNjvx6b/Ety8Z3iF8lewUlUjRYnFvefrwuCC+IKaEya+0h3AAiaFZR6JFXfXHNZs6ZNc3L5SQCwcrP6Per3umd1Nbk1DDbDwc+h6knVf3z/ExgeyLPj1T6rffbXs86ypWeXWnt0PwPqFfht7m+t9a2O/o5Mc2bpw9I8eR6bzT579qyHR4cweu7cufX19f7+/ubm5s+ePcvNze1SZpqX+Mrev39fJpOFhYURm3FxcaGhoSyWqcsGjuOxN37vXB86YAwR2A0fMGbelMVpuY+yCzJk8lYe1yJ0wNiIie9NHz+3c5rnqgVfhY+OiL5w4EF6YkLyjTZ1m5WFzaDAYe+MmzV59AwASM1+oNaoJ4ROrW2oelqUJZY0Uak0X4+AsUMnLY74mG/exUlKq9UAwN1HxusAjxwylgjs1Bp1dKxuZTUKQsEwlFj1Q9TcNLjvsOmTZk8Nm2G4o17PoDPMOTyhg/N70xe/HRYxcshYw3ckbtHNHS6pKCypKNTXx147KWpufNnADgC+/HRjdU1ldMxvAFBZ3SHLpKGxPuHeX0aBnUar+fNsFx/N6OHj9IHdk5x0Q41MJiU26TT68CEjWGYvFzGo1eojx34FAAaDYW7O8/byYTKZzS3NNTXVJ2NOCASWkydOWfHhp8TQ6kvh7xeQnPT4o5VL7yQlPMvLdXZyWbt6/cUr5/39Akw5GQCQBrAR4BbADQAngC8Avu1q1RKCTIBHAE4A6wHWd3pQbA/RAsgBwp5vxgGEdjRl6FWbLh8cb8K1d7QAgJVh6jI1AFBcKbw0nnKjUnNLg9/AETbyItmrBXba+1pchtPDdP1zmjgNPZSu72PTpmuN1kwBAMBBk6fR5BmPiage6ybLYs3Yi2SdlzLpCbgWx+U4K0z3BpVxSrNQM72TmEiXYCE71T4qhEpRVIpq6jRUHpUVyOK/xdc2axt+bAAMxKfEJmS2n9i+7Ow6PbL7MkyG8cJ0w3ySOIl5qDnRS2fxtoW2SStNlCqfKNFmlMKmAIDTcifP7Z50QYfOUf5gPq7FpU+k2mYtlUvlBnKt37J2/sTZSPbK4FoclaNWYbroUxQnsgi1aO9K7AiNT6Pz6RqJpq2ureZyDcOCYTfOznW+q+s8V8NubLuxdlZDrUTJItOyl6LpfpNWprUP063/VxdXZxNqQ/TS2Y2181jiIXooak5v1rRqiBlyQauDgtcGp29NL7tc1vi4kcFjOI5yZPAZrcWtTelNhMxpnJP3fG/nCc6GMte3Xfuu72uYD/tS1N2v08g0TmG63r6quCr7UHsaS3fBZTuyp6VOS9+SXna5TF4pBwS83/b2f9//wowLXAeu1xRd1Mt15EamRt7fcr/wcmHt41omj9ml7JXBtJhGrnEP02W9lMaVOoc6650kaC5sLr9TznXgKkXKkBUhqBp9EvMk71qeVqllWbL8pvgNXzncc4xnU2FTyZ0Scwfz3m/39pvil/xLcpeyV/Oz7H6ZWqb2DtNFyQVxBW6hbnQWHQAoVMqim4v0zRFLyQgDhBiGSWoljUWNfEf+iKUjJn45ke/IT/wlMTUmNftatkap4VhyupRZuf13ZpR1ZuiCoSknU0pTStVyNUJB+vXrd+7cOWKSmyELFiw4efJkSkqKXC53dHRcunTpl19+2VlmGoQYsfon2LhxY9LN5Ji9N/8h+/8thKF0E8ud/EtYtu79J8/S0+48fd2OdIO1F2vPtz9GLVz6uh0xxbadm7b9vAWMJ4H8+7ACsw/NWFtfLYT8H6E+q5bPlLuJ3CiWrzhh7n9DpXclbzjP7Zjb63bEFMSzYoc8GcINesVJsf8bHoc+ZpoxR/z1cn32/3tikdiJVye6TH7p4b//JQnvJRDPin3djnTDd8zvpu6bOnjpSzy36X/PrU237n13b59s3+t2pBuI5IktW7b8Q/b/1ediEhISEhISEhKSnkMGdiQkJCQkJCQkbwhkYEdCQkJCQkJC8oZABnYkJCQkJCQkJG8IZGBHQkJCQkJCQvKGQAZ2JCQkJCQkJCRvCGRgR0JCQkJCQkLyhkAGdiQkJCQkJCQkbwhkYEdCQkJCQkJC8oZABnYkJCQkJCQkJG8IZGBHQkJCQkJCQvKGQAZ2JCQkJCQkJCRvCGRgR0JCQkJCQkLyhkAGdiQkJCQkJCQkbwhkYEdCQkJCQkJC8oZABnYkJCQkJCQkJG8IZGBHQkJCQkJCQvKGQAZ2JCQkJCQkJCRvCGRgR0JCQkJCQkLyhoDgOP4PmZ47d25s7Fku2/wfsv/foqVVzOWY02n01+2IKWRyGYqhfB7/dTvSDc0tYg6bw2QyX7cjplAoFW2qNhC8bj+6pRkQMwRYr9sN06gAl+MUAQWQ1+2JSbAWDKEjVA71dTtiChzD0RaUxqch1H/10dRKtAgFoZnTXrcj3aAWq+nmdAr9X91/oZFpcBQ345u9bke6QSlWMjgMGvNf/aGrFWpUhbIF7NftSDe0SdtmzZx18uTJf8j+P/gh8Xg8gZNFyKyQf66J/wqXdl3qN6mvg6fD63bEFH9f+FvaJJ26ZMrrdqQbft/9e//Q/n7Bfq/bEVM8SnyUm5774ZIPX7cj3XBg7wE3hNaL8q8+SVVTVOkgnci0ZVD+1ZfPOKTels4awLd53Y6YQq7R3GypGiNw4v+7b41uKcqZNNooJ4/X7Ug3xIizhtm7CS0sXrcjprhbWChRqd7x6/e6HemGEw8eDHBy7yUUvm5HTJFaVJRXXT17UOjrdqQbbqSm8ni8f87+PxjY2djY2HvZz/tm3j/XxH+FS7suhS0IGzx58Ot2xBSNVY3Fj4tXfLPidTvSDX/u/TNsWticpXNetyOm+HHTjwU5Bf/55j+v25Fu+P3w770p1Jm2tq/bEVOktLamS6UznZy4tH/1rfxDsdiLx5vv7f26HTFFnUJxs6rqHW9vd/6/um/+qUjEZDCWDBjwuh3phpisrLf8/Ye6u79uR0zRIJUWNDZ+NG7c63akG049fDg6MDBi6NDX7YgpDsbHF9fXfzZjxut2pBtyy8ttbP7Bm8x/9U02CQkJCQkJCQlJzyEDOxISEhISEhKSNwQysCMhISEhISEheUMgAzsSEhISEhISkjcEMrAjISEhISEhIXlDIAM7EhISEhISEpI3BDKwIyEhISEhISF5QyADOxISEhISEhKSNwQysCMhISEhISEheUMgAzsSEhISEhISkjcEMrAjISEhISEhIXlDIAM7EhISEhISEpI3BDKwIyEhISEhISF5QyADOxISEhISEhKSNwQysCMhISEhISEheUMgAzsSEhISEhISkjcEMrAjISEhISEhIXlDIAM7EhISEhISEpI3BDKwIyEhISEhISF5Q0BwHH/ZfVAUtbS0fOedd6KjowFg48aNO3bsEIlEFhYWhrKNGzdeenhp418bz28/H/NVDAD8kPeDYy9HE5ZNKzVtmnmseV3u+OmpT4fNHmZagyDIUfFRjgXHqC1DaAyatdA6eHTwnHVzHL10Dvy5/c9jXx3riRIA1G3qyazJXTqw/tT60bNHm9YMmzbswaUH50XnGWYMIw2CIDZCGw6Pg2pQUb1IpVQJbAR+A/zGzhj7n8j/GCrpDLrAVtBZOWH2hPHvjqdQKYQPIayQLn3YcWpH2OywHmpeJKPT6baOtlPmTFm5ZSWdTtfXq9pUvVm9DZUUCoXL4/r381+yZkloWCiFQjEh1vPjqR/DZ4f3RLNn454DOw5gGKavp1KpGIa9wjffiKSMpMDgQMIHB5ZDl5ojp45Mnz3dUEOlUsVi8cWLFyMjIwFg69atGzZskCASHPAu7WzYsGHbtm0AcGj8eG5NDQBocHzBs2d6QV5eXq9evYz2ahOJzo8Yod+ksdnCkSOdxowR+PlxHBwwrbalsLDk4sWS8+dxgyNjSMCyZUErVgDA1fDw1tLSoBUr/D/44FxIiFoqNTRo5uPDEwppGKaRStn29gAQN2uWtKLCyBqVwZiWlGRYg2k0ysbGxvT0vOhoWVWVvh6hUPwWLLAMDOS5uzMtLFC1WlFXV5OUVBQbq25t7WAUQYQjRnjOnGnbrx+O44q6uua8PK1S6Tpp0uUJEzQymd6aVZ8+doMGdWhdq21ramp68qQwJkZeU0NYcwgJcZ86le/hQeNwcAxDKBSESq1OSkrbsaPLQ6THfsiQQZs3A0DBqVN5x493Ftj07z9k61YMRREKRdXSgra1cYXCGxERhJMEFAYj/MoVw71wDGtrahLl5JRcuKCoq9PX+8yd6zFt2ouciZs1S/+Zhv74I8fR+ESqlkgSoqI674jh+MzLl8cEBl5JSwOAj2fO3H/uXOzUqZznv9/QH3+kWlqyWCzDvRgMhiWT2dfBYU5QkJDHa28FRSdFR+s36TQam0az43K9raxGuLn1d3REEKSzD+k1NRefPs1taJCp1QIWy9vKKsLfv4+D7keh1GgeVVXdKy+/W1qKADBpNA9LSy6D8aiq6uK8eVwGw8ja2KNHvWxsKpub1ShK1PDMzAIdHcf26jXGx0el1T4oKblbXJxeUdHa1oYDIAAMGs3JwmKEl9eM4GCemZneVPyzZ1tv3nzRMU9auZLy/O0kFRVlVFbmNzQUNTa2aTQ0CmWcr++GCRMA4MiDBydSUq4tX/6gpMSENQ6TqdJoLDgcP0dHJ4FAg6IFdXWFdXVKjWa8v/8QL68LaWnFDQ0YhrlYWYUHB88cNIhqcNq8kZW16cKFFxlP/vprwlW1Vhu6fXuXmm0zZowPCOjW1Eh//4l9+4b16aPFsMFr175IBgDfvPfehL59iTKO43dyck7//XdZY2OLXG7D4/k5Ob0/cmSQm5ter9ZqDQ3SqVQthvFYrLFBQeOCgtJLSo7evp24dav5868ijuN/PXmy9sQJ/S4UBOGYmbnY2vq5uEzo339I794arbbfhx/qBQjSRfBjxePd/f57o8qLDx6cSUoqrK7GMMzV3v6dkJB5Y8YYHnCVRmNoGQDoNJqdhcUgX98lkya52Np2NrgzJkaNolQq1cfHZ8GCBR9//DGNRtML2traOv/KhELh6NGj161b5+Xl1dUx7gCtW0Vn0tLSWltbx44dS2zeunWrf//+RlGdHhzHE35LIA7i7cO33//u/ReZ7aGSSqcOnzvcqNLW3dZI0yesT/q1dN/hvnaedgCQcT2DZ8PTR3WGbQHAwEkD7VzsAEDWIstLybt59Obds3d/fvSzs68zjuM3frtBKClUyltRbxEWOisNHaDRaWPmjjFy0sHdobNG0iR5dO1RwPAAR09HAChIK/Dp78O14Krb1ABAY9AmLpwIABkJGY0VjQ1VDQBAoVCGTBhibW8tqhdl3M24e/kuANAZ9CkLpxCWn9x/UpxT3KXy7IGzh+8eNvRh4tyJRn46uhtfCYKHBzt5OgHA/ev3cRwfPnl4Z40eS2tLNpfd3NRcXV598JuDf/zyx9XMq84euuOzf8d+omDONxdYC6hUqqxVJmoUJSckJyck9x3Sd+/JvXqx3smpc6cateLk7vQiTXNT851rdwYMH0BoHtx60Ltv75y0HDqDHrEwAgCyUrPysvJQre5cb2VjFRIawjXnEpsoip754wyDwZi7cC6KoieOnKBQKOY8c0mLxEgssBQY+kCn0yPmRhj56eruaqRZ+9VaHo8nV8nnRM4BgNlzZksVUpyDd7ZzLuacA0L5aMkSHMcRBBk4Z84zg5MOFUFC+HwAYFEoGIbFnz6ta9HMjEmhaKRSw3a9IiL6rV2LaTTip09bCgrMrKxs+va16dtXOGrUvU8+6SK2QxDvWbOIomdERMbu3fZDh4qfPlU/N6s3WJGdfTcjY4SXl93zE7fHO+882bevs0F9UVJUJMrJoXO5lr17u4WHC0ePTli8WFpeTrxKodF6L1nSJhLJKivFubk0Nlvg69s7Ksr9nXfuLFliGN/0Xb3ac8YMrVIJCNKQkoJjmHDUKIRCkdfU6AMmnTWxGIg4SSRi8vkUBgPHMIRKdZkwwTE09O4nn8gqK4M++shtyhSNXE68BADEv2w7O+P30hEGn99n5UqtUknreC7W47doEXEwlTU1raWlDD7fKiCgrbnZMKrTo1arKThOpdEQKlVeU0NlMJzGjLEfOjR53Tp5dTUA+Myb5/HOOziGqVtbMbWawmDQORx5TQ2m0fC9vMQ5OUafJo7jNR1Daq1C0aWfhc3NCo1m2gcfoG1tVDOz+1lZ3hYWHIO7MsIaANBotHGjR9twOADQ0tKSmpZ2o6AgqbT0l6lTXfj8DgeHwVgwfz5CpbaUltYWFJS3tFzLz7+Wn9/b1nb9yJEO5uaG4iOPH5/KyqJTqb1tbAQsVktbW059vbtAoA/srhcU7H/0iEqhYDjua2PDoFJzGxpQDOMyGEZ+EtYAoKixEQBYdLoZnS5XqbhMZmZV1d/FxRefPBnh5fVTUhKdStWgKINGo1OpCrW6TaMpF4uPJidfzs4+MGuW/fNQ1dHCYlJv4xvIMrH4WV1dP2dnisHX+0RKSn59PYfBsOFyK5ubtRjW31l3QntcUdHL1pbLZBpae1Jd3drW5igQFNTVAQCTTh/q5WVGp4vl8szy8nv5+QDAYTJteLwKkSi3uvqv3FweizWyVy8zBuNxaeneuLj08vJv3n1X74OTpeXkPn2MXW1qyq2u7u/mRukUT/dxcXESCADgfmEhAAzz9nYUCIxMFdbXE+5xmEwalSpRKPhsdnpJSVJubuyDBweWLgUAGpWqRVEKggitrPTGXW1sBFyuo0HNNxcunLl/n2tmNtLfn89mlzc2JmRn387O3jxr1pSBAw0do1Opbw8aBABNra2JubkMOv38w4fnHz5kM5me9vbmBj83wiYAIAiCANgJBHVisVSpbJRIcu/dO3vvXh8Pj20LFgAAnUabNmwYANxISZEplVw2W6pQAICluXl/b287QYdTOgBsOHbs4oMHfA5nTHAwi8l8lJe36/TpxwUFPyxfbnQk9ZYBQKpQZJeWnv/77/i0tJj1693t7Y0M0qhUv969hw4dmpCQsGrVqqSkpHPnzhl2agAAg8FYuHAhUW5paUlJSTl69OjZs2cfPXrk6+sLJnmVwO7OnTsAQAR2EokkNTV1zZo1LxJnxWc1lDaMWjAq40ZGYnTinB1zaIyuG+2hkslmfnT8I9MeMtlMv1C/9GvpK2NWWgotFRLFvT/ujVncHmkRbY14f8TdE3cBIHxpeMjbuj4nHMN3vrfzzqk7F3+6uOKXFWnxaXWldePeH3frxC0cwz/a95HeKyOlkQNrjr/wmBhqTu86/ejaow0xG6yF1nKJfLrV9HfXvNuuYTE/PfgpACwNXqpWqa3srdz93B/feSx0F679ZS0AoFr08rHL2z/YzmQx1x9cDwBHdxw9/+v5LpXX/7h+9sBZQx/M2Gabjm8y7ScA7IjZYSu0lUlk1/+4Pn/N/I93fmz4avS30QCAIMhPN39aNWXVZ9s+m7N0DgAUPS1aMWtFQU7B++Pev/j4ooWlxf4d+3/e+jMAsDiszJZMvQVUix7+7vDBbw5mPMzQi/Wvstis3cd3m/bQUPPrrl/vXLuzL2afndBOKpFmpWYtWrUoJy3HjGW27eA2APhx04+l+aUKrYJrzh04dOCd+DtZGVkJjxOIQE3Vpjrzxxkzltmeg3tUbaoTR05wzbmlzaVF+UVrP1lrJDby4Zfjv3Tr5/qv1wPA3CVzZy+ZjQBiARZt0KYEZWc7N6/cXDR2nIOra8nFi46hob2nTcvftw/TaAgZE0GW/R975xkVxR01/Lu9s7D0tnRUiiBFEVFRFDQqNqxRMRGj0RhNjEaTGBMTNdUSo0bFqEnsvaFYAAUBKdKl16XXXWD77sz7Ydh1gQXN8zw5+nrmd/gwO3O5/7tt9s5tY2UFAIZkMqhU7d9/j+1v17euuKEh/bvvqm7f1jp8XCenkJMnbSZM4E+ZUh0T00feMjCQYWYGAPKODseZM59HRxt7eBSeONFf4ZO6uv21tffWrZs8YoRaoSBRqQ4zZ+YdPqy1E8PM3x8AEJVK0dlJNzHJ3rMHUSoJROLIb76xnTzZed68rF9+wSTVSmXM7Nm6DhyRQvH78kt+WNiw5cszf/gB28mytnaaO1cuFFZevz40MjJj505pS4ttaOiob7+l6vgWmDZ5e/vsR48kYvHDJUuIZLL3xo02Eyc2Z2aSaTTrCRMcZ84su3zZfsYMhUiU8OGHbGtraWuruKFh6LJlrosXGzg4DP6eem/YgKJoxZUrru/qyRXwQ0NdFiyQNjczzMySt2yRtbZSWKwply7VP36sVxuBQFB0dzfExTlFRDSlpZWdOzf8448tg4Lspk59Hh1tPWGC46xZwpKS7F9/xbxV7F/IbDYWXhXcv99HIapS5R18yccSI7elBQAmjB1bdeuWyeTJeWVlc11d+2sDAFStbi4o2DRlCgAAj4c6OOx69CiuouLa8+cfjx6tK8+g07eGWiEQQgAAIABJREFUh9vPmFF161bF1asAIBCJfk9Nzair++zu3T/Cwzk0GiZ5t7T0bG6um5nZ9okTTZjMnuVQtEuh0GozZbHWBwYKpdJTWVnfhoSYMJlFLS1rb97sVijiKysnOjpqJTFtAMCm0b6dNm2knR0AICjaJZezqdR7hYVXc3PNOZyNEydOGjq0Wy7HHLiqtraPL13qkEg8razy6uv/SkvbPGkSptDD0tLDsm80fdPVqwAQ7umpu3PtuHGmbLa1oWFKRcXn168DgC+fDwBiubywsXGxn18fbTvu3EmvqSlpbMRczG0zZ052d8cOqRHkj7i4lLKyv1evflJSsvHs2Xqh0ILL/TMqypjNBgCFWv35+fOPiopuZ2fP0FxZedrYeNr0uu4FgE9OnwaA2X5+/d/3nRERphxOt1x+Jzd36ZgxazQhG62qk4mJt3NyAGDR2LGbZ8366NixJ0VFW+fOnTR8+O3MzIvJyZgwnULpVquZNNqNrVv7r4JR29Z24ckTQxbrwmefmWqc5oT8/E9OnDh0924fx45GoXwZEQEAJ+LiEgoK/lm/XiKX775yJa20tLGjA3MutTq5LJZILKaQSCQS6cGPP8ZlZ687eJBIJN767rtd584lFxSs3r8fM3L7kiUAkF5cLFcqU/fvr2xsxAQKa2q+XbZM14BHubnXkpOtjI3Pbt1qwuUCgEKlWn/o0MOsrGtPnswJ6hVg0mrGQFD08+jomLS00w8ffqU5M2gVWvJ478yatWPHDrlcPmfOnGvXrp08efL999/XVchgMP74448XChFkyZIlZ8+ePXDgwMGXfaNftcauu7u7TENsbCyfz5dKpWVlZRcvXlSr1S4uLtghuVze5x8fHHsAACErQ8a+O7artSvtatpAS7y65EDIumVN5U0AgCJodmy2Cd9EIVU0ljWmXExB1Iili2VjWWNjWaNSrsTWmvD+BOwfn6c81yohEAljZo0BAFGrCABijsUAQNj7YQCAomjS1aSBJF8dabcUABAEqS+rz4jNMOObKaSK+rL6xxcfI2rE2sW6vqy+vrxeK99U1VSZV0kgEA7eOzh39VwAELYKsUMkMmna0hcZ2/qq+qPfHKVQKXolZyyfcfjh4ZeaJ+mWCMoEgjJBbXkt9jTlUrmgTPDg4gNEjfBd+NhRhVyBrXj8++MAwGAxAkIDdPU4uznfyro1ImCEoFJw9KejtVW1+7/ZT6FSAEA37IzZtnrL6sSqRN8xvpjwv3o9AQBF0eqyauzvcexjK76VTCqrLquOuRijVqvtnO2wFxyzWQuRSDx/+/yoMaOqK6t/+6lfkKk3zkOcX124DwQgkAgkZ2dnR0dHClAQQACACEQqUAEAAYQIRCIQCdD3YnrysmUAUHbxYtWtWzQjI1vNz8y/RXD/fum5c7phPFF5edGpUwBgrnMyJTOZHD6fw+cPjYwEAFlbW118PM3IyGv9egKJ1FVdjR0lUql9FLrOmgUA1bdvgyZL28cAh+nTAQBRKmtiY2mGhpgAiiB1jx4BAE033o+iul4d9l+V168DAFsT+SAzGCbDhwNAZ0WFsYeHpKmJRKOxbWwoDAYAYNtsGxsihaJHm0pVfecOALCsrBqSkwGAyuViSeSO4mJZW1trbq64vh5QVFhcDADEfqEgXfihoRaBgTl79yp6h0gxIzl8vltUlFoul7a0SJubSVQqy8rKatw4ApHYWVHBsrJiWVn10U+hUBL27tUG81AUbUpPBwAqh0Mkk10XL1bL5c9++knr1WEyZDrdxNtb0dnZlPbvTptSlaq+uxv7y5fL+Xx+zp9/lldUXLx4UY0g1mw2dkg5QL4eg0AgjLGzAwCRTKbdaREYCABqhUIpFusK23K5uyZP9jA3b+zqOpeXh+1UIcjxjAw6mbwjJETr1WGaDWg0AJAqlXWdnU48nq+VVU5joxmbLVep6jo7Kzo6MMnkmpq6zk6lWo1pO5aeju3/YMwYzKsDACKBwKXTSUTiVHf3/RER411cZnl5sWk0bVjO3th4vo8PABgwGABQq1Gul8bOzrTqakMGY1zv1NhQc3MAqBMK28RiAKBTKHKVqlYojC8tRVDUxsioViisFQqVmuywVKkUSSRkEkmNIEZMZrBOMIZEJK6dNOnY++/rnheWBAZiXh0AUEmktSEhAHBx0Pe9USRKLS/HlEsVitr29tr2duzZEQgEuVJZ297+sKAAQVFbHg87qk1eNwiFxxISKCQSmUh0NDdv6OhIKS42YrMnenqSiMRwf/8jq1cPsnQf6tvbAcCDzzfVydqPc3cnEYkdvT8nAICgqKC1VdDamlJcbGFkJFcqSURiqJcXAHTJZAdiYgStrQqVCtPpbtsrzxPs5UUiEoVdXQ4WFn98/PEIZ+e6tja9JmkFaltbj/fOj99/9gwA3gsNNdFcK1LJ5E/mzAGAM/Hxgz9TIoEQMmIEAHToBOa1CimaX0AajbZ7924A+P3331+ikEicNWsWALS2tg4uCa8esbt169aiRYt097i4uGi3V6xYgW2kpKQEBLz4dVcpVBk3MixdLYcEDmEaMG/tufXg6IPABXrKtkRNoleUHITMW5n7F+0HAGmXtCC+AAA+dvlYe/Twih6fZuvtrdhargE916Ppd9OjfnhRdJIWkwYAQ0cO7WjqSLmRYuNq4xbQEza/ffR28ILg/pL/ys70O+mYkZEukdge7QYA/Lqib47/7om7KIKyuWxnT+d/fv0HANxHuuvVfPPETZVSNT1y+kCSTDZT7z/qknQr6YtFX2gfogg62+VFQc+OFTuwjRMpJzwDPLEVAQAr3esDiUz69PtPl05aeuPMDSqNqlKqZi6Zef2f63rX5RhyNny7ARPe/MPml9qpi1qlnujSK/et+/Cr1V8BgLhLXJBVMCJghK4YmUze8u2W2ZNmXzpzafsPvUoV+/OvhHWhAMWQZlhaWqrdw4UXUSUm9LwpKqJK979MTU1HhoV1VVW1ZmerxOKhkZHO8+ZhTklfiET3Dz5g29qq5XJhcXHNvXsK0csvNjDvQa0TEbEODh7z84vgKN3Y2HHOHABwnjcPAEZ99x22/97ixa05OVoxc3Nz23HjumpqRGVl2B6HmTMFDx680MPjWYwZAwCoWl1165brokVaAcvAQABof/7iykov1hMmAIBQ8wJaBgX5f/01AJj6+GB7ply8+OLFIJOxh3ErV7bn5/fXZhUUBACd5eVY4V1HUVG3QIAiiNGQITQjI7nm55zr6goA8na9MVAAAKa5uceaNTX37jWlpfUvejMfNcpXE7rgubsDQIhOyNP700+xjcQNGzoKCwGAaWYGAAqFovrpU0cnJ62k6YgRACAsK+N5eNAMDesTE1USiWVgIJvPVysUotLStvx820mTCARCXXw8our1EQIAApHoOGcO09wcUSi6qqsbU1N1U8BpDQ0/PH2qKz9bJ92/NyOjZ2PixKE8HqYNAGgMxuc7d1oRiS0ZGZjf9rS2FgCGmppi8nQTE5f582HVKr0VnCQiMXLEiE137z4sL1/p5wcAWfX17VJpiJMTi0pNqKys7OigkUhDTU1HWFlhPk2qQPB9QoKukmWXeiUf4isq4isqDkyf7mZmllVfL9S4mE1dXdHJyTQy2c3CwofP13pIjAH8daxQr6mzEwCcNU9HLzfy8hAUfcfdnUIi6e5Prqj4RicELlMqF+m87z/cu4dt/LFwobulJQDUi0QogL2JSVlT0/QRI/poAwBG79pBax5P96ENjwcAxY2NXTIZR6coUJermZkIimLKEwoLv7p8WXsIRdG5Bw5oH35/4wa2cXzFCg8bGwC4mZ2tQpBpXl738vMB4HJKCoKiM/39tXYyaTRFv0/dQNibmRGJxAKBoK2ry1iTiE8qLFQjyLh+mW6JXB6+e7f2oe42ZsnllJS/Pv4Y0/lcp04XABLz8tQIEuzlBQAkIvGj8PAVe/b00Y+g6NGYGEFLC41C8bS3zyoru52W9uncuVqBVpEIAGx7F8lhNXOFNTWdEokBc7Df08d5eQDgqRPy16sQq5nLysrq6Ogw6pcL1iUmJgYARvYuF9bLqzp2QUFBFy9eBIDs7OydO3du3rzZ398fANatW2dhYfHll19iYq69Q/cd9R1qpTp4eTAA2HrYOvg4FMQXNJY1Wjhb9NEffyL+FSXlEvnB5b3ikHxP/oyNMwBgaNDQ9WfW71+8n0AkoAhq62HLMeEAQNnTMrYRe/n+5Zh8aWqpdi2MipyKn5f/zDJkiUXi4rTi2pLaCYsmzFgz4+r+qyqlKnR5T5cAgUDIjsvWK9nfyJ+X98oeOng6RGzsKcByC3QDABKJZOduV5FbYe9hzzXhAkBpZqmlk+XiLxcDgEqp2r14t1wqP7ThUNKVJGzPfPf51SXVYYvC5q2Z13dFqfzXDb/GXYkDgPrK+kEkdZFJZN8s/0Z3j7Onc+iC0B8v/ggAhRmFJ388SSQSR4wbAQD5T/NpDJrLcBcLvsW4GePsXO0AIDspW5/iF/iP9adQKQ2ChuS4ZAAImhw0kGOnK9zc0Gxm2fPpl0qkm5b3ymsP8RwStbFX9bdSoRwVPAoARO2iotwiVw9Xdx/3kBkh36771tTC9IPNH2xYvIHBZDi49kqrSSXSVUtWIQhCJBLrBHWRcyPpDLqhUd9qUUwM29YKb/hgw76j+/qIrV3eq0jAzdNt7ca1AKAClVApXLl4pY+Pz9atW2/G3KyorACAyCWRcrmcbaYp70PVusvNi5hHolDO/PXX33V1nMbGgOfPzUeO5PD57dXVACBH0UN1dQAQpFIZkMle69dr1/XZvPnp9u39E6y9IBAcwsMBoE7n97IlMzPpk09sQkLsp08HgOfHj7fn53tv3Mi2semsqMjV/AB0VlXpanrvvfeIZHJ1TIzd1KkA0C0QmPn6sm1stC0R9tOnE8lkACDRaA7h4fKODjM/v9G7d3Ps7Dh8vuD+/XKdXxotXhs2kGg0CotlNGwY28ZGVFam7UtozclJ/fJL6+Bg28mTAaCzokLc2Ejn8YyGDlWKxTn79mFlZN29ezgYLNbE48dpRkYUFkvZ3W3m78+ytKyLj6+6dUstlxf/9dfQ5csnRkc3PX2q6OxkWVub+fkBQEdJyQCvH2HEpk3K7u4CnXSJLu35+XWPHlmPHy8sLjbs3d2ilsnyDh9WicUAIK6txbR5f/IJdnTMhx+aDxkCAGa+vuYjR7IsLRuSkgSxsfbh4QCg7OoK+vVXpk5aUFhayjQzAxTVdaZf2Ekiuepckw+NjMw/cqQhqSfz4G5i8mVAABAI0uHD9xw5ssDd3ZnDMfX1/eHyZSMGY46mvtBaEyLC6g5VKlVydnYyAIqiNUVFWc+f13Z2TnR0DB82DHsubitWKKVSGJjhFhZkIrFFLG6TSIyZzKLWVgDg0mhRV6/W6bTIuJmZ7QgJMWIwPMzNt0+cCABlbW2nc3IWeHpiTuSBlBSJUilTqZZ6ezvyeLZcLgAU6YQ0TmtCdwDgYWm5MzycN8CP8W8JCXK1+lFpKQCUtbQ4mZgsGzVqIPvVCHK7oIAAMKN3HhYAhltbfzd9OgDEl5TElZTY8XhRgYEAsDc+3pjJ1Oq01fyECyUSAGgUiQgAszQXKoNQ3zuOWC/syclUt7Z69MvAYqbezMrSKvfi83fPmwcAhfX1fz15QiQQvO3sAKCgtpZGoTibm1twuWNdXfmaqricmhoACHB2vpefj6DotbQ0AoEwJyCg/0IypRJ6e2McBsPJwsLFwmJpcDC2x4zL/TAs7OCdO7N//HGcm5shi1XT0pJcXDx22LCv58/vo5BOoXy3eHFxXV30gwfLJ0xw5/MB4IcrV4w5nPLGRjWCbJs3j29qymUyMZ0AoEIQBEXXHDiQlJ8/fvhwbWrV18WFQiYrVSrdhgmVWr2/d2tIY3t7i0hkqonPGXE4AFDbO0KmfVjZ2Oilk/2XKZU/nOtpx+ySSvOqqqoaG98ZOXLhhAlaGb0KKysrsY3i4mLduJhUKt2wYQO2LRKJ0tLSSkpKFi1atKZ3o4ZeXtWxs7GxiYiIAAAs6vDRRx/Z2tp2dnY2NzdHRkZih/rTXtdOIBLGL+vJywQvDz7x7MTD6Ifv/tCrGAVF0YfRD19FEgDUSvWjU71qgb3CvDDHztjGeOTskQCAIigACPIFL56nBTkgIgBb6/SW07prYdw7dU+77eDpMDp8NJVOvRN9h0AkTF42WWunXkkag9bHSJVSpSsGAH5hflrHzsTaBADUanVFbgUAVOVX9QgRwC/Mb1zEOADAmidUCtXV/T2fPJlEVvG8wtnTeXz4+P4rKhXKs/vPYtvPHj8DgIEk+9h569Qt3T2jw0Yv2bgkJCIEACoLKwEAQZDMhEzsqFwqz0zIHB02GhMAgNaGl4SFKVQKz5TXVNfUUt8CAJY2+rtH+wi3t7RrHTuVUnXl1BVdsXFh4/o4diqV6mnCi8BDSX6JhbXF2NCxbc1tcyLnhM4OBQAyhaxbugcASqXy4ukXkZ6bV24CgA2/78mxjxjGvVv3+oudPXVWd8/EsImYY4cAIlfLL126hMW5165eKxAIDAwM1n247kLshbD5YZg8giLa5QgEQmlpKYIg3x09WicSmVAoFdeu8dzcnCIi2n/9FQDUKPpEJAKAP06cSE9Pz8/PF4lEvq6uxzdvdlm4MPCHH6RNTc2ZmfpfaADPNWtMvLwEDx40pqRod0qammru3/f+9FOsXaPkzBlJYyPLxmbExo2K7u6ae32fMgAQCISoqCgUQahcLs/Doy4hoeXZM+9PP3UID887dAiTsA8Px5pMiRSKtifDOjgYAETl5fWJiep+JRwA4BAerm1HaExNzfjuO7nmN0za3FwbF1cbFwcEgu2kSQaOjgaaM2zLs2dVt2711wZY/7Xml4/CZlPY7M7KysbUVGz1krNnxY2NXh9/bKOpMZK1ttJNTPoUC2pxiogw9vRM2bpV2S+F1GNkaysWN8Uif5k7dzalpxvY2wft20ei021CQpJ1SpOdIiJ4Hh4AQKVSh2uCfxw7OwDoqqlpzshQKxQ0LhcA+FOmSBob0775RlRezjQzGxoZaTx8OAC05eb2SToDQF1Cgqi8vLumRiWRMMzN+aGhtmFhw9etk7W1YWFCEwYjyMbGITz8Sm0tAEyzszNlMk3c3ZsPH545c2ZQ7+hRXUJCS3ExACgUiv379+secjAyCuTzaSQSANiGhRm6uqb9+KPelwWDTCQa0umtEolIJjNmMrEA27XCQmsDgz1Tp7qamDR2dx9OS8usq/suIWHP1KmmLBbWq1ErEgHAbDc3UxZLolR2SKUowFh7++U6LpFQJyO8Kihorrd3g0j0++PH6dXV39y+/ds8/de6N/PzZZr3epS9/RdhYYYDdMMAQFJ5ebtY7Mfn2/TrGjRls4NdXADgSUUFANgYGQW7uIgVCqFEMtXNLVgn04UhV6kAoFsmG+noaNM7GqeXsykpoR4eWLJYjSBHNTnBTp1nrcvj4uK27m6tcjMDg4lubgBQ2doKAAiKPtNcp8lVqmdVVQFOThN1gmetXV0AYG5gAAAl9fVtXV2jXF1tTUz6L6RSq0GTP9XufC4QBA4ZonXsACBq0iQbY+PvL126rTk72ZuZvePra8hi9VFIJpEmDR9e09ICAAuCgiwMDcUyWUd3d7i/v1AsbhaJPO3ssDK7qEmTLAwNt509iyAIAvAoN9fBwmL6qFFGmgsSCplsxGY3C4Vax27m6NEeDg4uVlZsJrO2peX8o0dn4uIA4ElBwazAnlTh+OHDb6SknLp37x1/fy6Lhb3gB673BCY6ezchKVWqvx8+1N3jam09wdubrhMb1irUdmmoVKqvv/4a2+7o7bL3/5Z5enqGh4czBv5YvnjpXirRhydPnvD5fFtbWwBITU1FECQwUH/CtLKyUiFVeIV58ax7PqxBi4P+/uzvhJMJC79bSKK8OGXkx+U3lTe9iiQAMLnMk8KTgxtJIpOMrIwOVR8CgJx7OTvDdi7ft7z/WkqZUitvYGxwRnBGKVdW5VdFb4netWhX1oOs+vJ6vzA/E2sTzM1iGjAVMgXHiNNHsrGycdHWXnlqFpd1TXhtcCNZXJZHkEdlXuXp6tMAkHkvc0vYFvdA9z4y14TX3h/2vqBIYG5j/sPFHw5sOfDFoi/qKuve2/qeriSby04QJkQMi6gqqjp4/yCTzRxIsv9/DXQ0NyVXK5N6L/WjsI/2XN8zLnycrswrDQ1BX0jqnXHQX1hXjMPl6HZa6EUrEzU9qjivOLE6EQAS7yUiCOITOOBFsAHXoEpYBQBu1m6N9Y1JuUlunm79Z45oxTAw4Uuxl3or6yuml/HjxyOA5NTkAAAFKEQgTp8/XQm9XAdMDxnIHOBkxcf/xOUClwsA1bdv+2za5DhrVub+/QDAJBKPYeU41697AACPBzweKJUZO3cqu7rcV61yW7lyIMfOdfFizzVr2p8/T9XE2rVYjBrFtrWVd3SoZDLMUcBCSgYODkQyuX+mz2XMGCcnJ1FlpeuiRcLi4ozvvyeQycPXrbObNq3g6FFEpTLz9WVbWzenp5v5+yu7u69PnkzlcqffvKno7k7dutV91apRO3awLC2L/vqrj+ZrEycCgUDn8UxHjPBcu3bSX38lbdyI1b31vBErVthOmqQUix8sXSrr6LCfNm3EZ59ZjR3r8eGH+Yf11JKKu7qSVq40GT7cLSqKSKU+j47mh4b6bt3KtLAoPXduyJIlQ5YswcoZ5UIh29bW+5NP6CYmepsnDBwchkZGVt2+3fLsmd5XGANLXBIAZO3tdY8fAwCJyQQARVeXyfDhhq6uwpISrbbqO3fspk4ViURn5s2bsHjx0OXLK2/caHr61PXdd702bGCYmQHWNIeiz376CeuQ7aqpefbTTyEnThAplDZNvZouFToBiW6B4Pnx40qJxGnOHMfZszM1E3M4fL7LwoUPgoLMmExTJhMAcsrLEQTxGTIENLl1rTas9IpEIHhZWv48ZYrj7NkmwcFPrl///LPPvk9IaOjq+mDaNMfZs+sSEtp1JvLoBTtxYN90bBoRgUDYMWkS1lfrYGS0IyRk2aVLOQ0Nxa2tQzSeREFzsxmbjTl50RkZKIAVh7N57FhdzbqzjZxMTBgUiqOJya4ZMxadPJlVW1vU1DRUX6fz6qCgffHxjiYmC3x8TqSmvvfPPz/PmuXab1YFxvW8PACYOXz4IE+wqq0NAOhkMgAUNDQgKNq//UKX2b6+gxzFMOVwajs6Fhw8OG7IEBqFkl5RUdvRYcPj1ba3kwY4tV7JyNCrPE8gAAA2jfZwy5an5eUf//PPLwsXju03OKkHAgEAnlVUAEBE7/4YLWw6vVsmY9PpiQNMUcE4cu/ekXv3IoOD5wUG8tjsyubmAzExW//5p7ShYd077/SXz66stDAysjA0BIDc6moERb3s7W9pigR0dQIAhUwmk0h/bd6898qVTceOldTVbdBcJvX5qVqps5azldWXixZdT04Wy2SXk5K0jl2or2+wl1dCTs6Mr7+e4OXFoFJTCgsFLS18M7Oa5uY+LziHwUjVTAOQyOWldXV7L1/edPRoXUuLdi2twsaODuT27c7OzgcPHpSXlzs7O5eVlZF6X0dxuVyh5lK2u7s7Pz9/y5YtixYtqqys3DpwewrGKzVPCIVCbedESkqKh4cHtn337l0AMDU1xR6qNeWWGFlZWQCgm/HkGHN8Z/iKmkTp19N1JR8cffCKkoMgFoobyxqx5glEjdh62GKtEtl3swHAwNQAe3j/yP0+awHA0FFDO5o6kq8nM9iMYQHDvrnyDZVOjT0ZCwDaPCwAEAiE0TNG95f8Z8c/nW29J2wNTLewG2uMQBDkecpzew/7+rL6+rL69LvpAMA15WIPEfWLc5OxlTEAqNVqzwDPX678QqVTj+04JmrTU0RlamUKAMIW4UslB6JL2IX1RgjKBPmp+ZidgjJB8t1kADA0NcQOac3DVhwEhVzR3toOAObW5gBQL6h/FWGe6cuvXHVBEATrnMhKyXL1cO3porj7GACMTY1ryvuOVdNFLpdji5qY6rkM/d8IYxCAQAQi1jwxcuRINaixVgkykAEABRR72Oe/aEADgLizL0KAcqGwLiGBbmxsO7HvJJ0+lF+5AgDG/ZJEGMOWL/f78sv2goK4FSt0y62oHI62bYJEo4lKS7FWCZMRI7CjzvPnc/h8Qu+zz+jFiwGA6+DQUVT0eN06pVisEIkakpLoPJ7VuHEA4Ij1VeiUBvYIGBnRjY1TtmxRKxTDVqyg9h6T0QOKytraBA8eJG3cSDc29v/qKwCgsNlsGxv7adPcoqIQpbItJ4dAIjFMTLBonKy9fciSJSYjRhCIek5u8o6OukePUr/6imZo6DR3bvqOHYhCMeTddy3Hjh2ydGldQsLz48clTU1quVxUVlZy9iwAcGxtGX1+3QkEn82bZW1tz48d678EBoXN1g6QQ1FUVFaGtUr0pHcLCwHAzN+fQCRqtek2HWMgKpWwpCTr558RpdJ53jxUoQAAcV0d5tVh0AwNsfYL1QABmz7UPnwIAIbOzgAgVirrxWJ2ePjzZ8/Ss7PtDAywVonEvDwA4GkeIgNfvDUkJrLZ7IkzZ34bEkIlkf7OzraYO1cuFJZduDC4GUq1Guu04NLpAMCm0QCAz+XqTkuhk8m+1tYAkNfYWNfZif0VNDc7GBrWdXZGZ2RcLywEgPWBgR1SaV1np9ZONk1PmoJOofjz+QBQ1NTU/+i5zMx98fFDzM1/nzfvHXf3n2bNaheLd8XG6jW+XiTKqK7mMZlBOqWQGN1yOdYbUSsU1nR0AIBUoagVCp9WVQGAIZOJHdJ9SbFiNTaNNu5lMywAwMvWdkNYmAmHE5ObeyMry8zA4Mh773EZDAAw6hfxAoC6jo70igoei4Up75LJejon2tsL6uoAAEHR2vb2lLIyADBksbD3XMa6AAAgAElEQVRDuuaZcDgA0CQSoQCVTU3GHE6wu/4K71chpbj4j9jYMG/v9dOnW/F4dCp1mI3N3vfeszA0PBkf36AJWXVJpaAJ/uVWVztbWGBdFMlFRQDAptOxTgtDJlOrc/Lw4QA93WdufP6BtWsteLw/796tb2sDAIVKJRSLYeDIgkKlkiuVAFCm8+UiEgi/rVnz+fz5plzuzdTUy0lJ5kZGf23ejEXveDr9H31g0mhejo7716yhUSiHb90SaqcvaRRSyeTc3Nzjx4/b2Ng8fvyYhwVTB7iKAAA2mx0QEHDlyhU6nb5jx462ARpBtLxSxC46Olp3oElMTEyMTvmONmInEAhsNJmOlpaW4uJiANi/aD/W0KDLg6MPsMQoAHS2dKZfS38VycGJi477e1PPfEIURbNisrJisrRHvwr8CtsgU8j91yp4UgAAMUdjsDQoh8cxtzMXFAsAYNeiXbsW9YwnFYvEiZcT+0haOVlVFVRV5lV6BfcdHaSXO9F3jm46CgDSLikApMWkYR0YGOsDeyqlTpW9mO3pEeSRHZctk8gAwIBnYONkU1FQUZZX5hvc9yLMO8g7PS49JTYlbFHY4JIDcS362v5Nvd4FSZdE2zzxfmBPP3aMIMbMxky74iAK0xPTlQqlFd9q9MTRGUkZSfeTXkXY1OIl/mIfxF1ibbdEQkxCQkyC9lBEYE8GHEvQ9yc1MVWhUNjwbcwsBvxe/c+EMWhAYwADaKBtntDtnOBATwWxCF743wQgYA2zG4/qaRB2nT8f9vf9puiCDfIl9ZvXCgCea9d6rlnTmp0dv3p1n1l3ThERIz77DNsmM5lW48ZZjesVnfX78ksAuDZxokTz00jj8bw0F6NGQ4eG987VOsyc2fLsGaYE63WgsNkROplfh5kza+PixLW1Bo6OXCenQaJfnRUVstZWrrMzlcOxDw8f/lHPwB0ihWIRGDhFJ2lA5/EAIPjQodszZ0qbm/Vq66qulrW3Gzg4oCgqbmjg2NnZBAcDgG5HCAD0JGEJBK6Tk64qApGIZX7fudY3Ku+6aJHrokU1d+92CQTuK1dq5c1HjtSdkIxtD122TBAbK+vowLRNuXABALhc7oeal9FpzhynOXNq4+IkjY1sW1u1UgkAyt4JIBtNozSxX9G9XrDCPswXvFtZGZ2bCxqfO72xMV2nK3DeFz0dVH9Pm2YyQPYHM4ZIoXBoNCsDg6qOjor2dv7w4eMPHZLJZHDqFJnBcFm4EADsp0+3nz69PjERK5TMa2pSIYgZm81jMAAAq41j9fvEYq0MOY2Nh3W6Pp/W1j7V6Zz4XON+nVuwAIvk2eq9SNA4fP0r/f9MSTmRmuphafnL7NksGg0AHIyNjVms8tZWvR0JN/LyUIBpHh7kfhcPN/PzD/UeZJNcWZmsKaL6UFODdWXlSlNNlhDDnMvtr60/BAJhUUDAIp1KLIlCUdLYSCOTHfW5BdcyM1GAGSNGYMpvPHv2W++BOBKFQts8EXX8eM+z+OQTM43X4sXnZ1RWppaVYXHQmSNHkl/tk6aXxMJCAPDv3UdMo1A87ezu5+QU19VZGhkBwI30dNAp10sqLEzSCQBHHeoZhoro6PR1crqn8/2lUyhejo6xGRlFAoGVsXFmaalSpYKBHbvM0lIslazqHZ8iEYnLJk9eNnmydo9YJisSCOgUinO/0d994LJYtqamZfX1pXV1/ppQKKbwUV7e5IiIHTt2AEBXV1d2djaDwXB/mcfM4/GcnJwKCgry8vKCdbLb/Xklxy48PNze3h4Arl27dvr06WPHjhkaGkql0sjIyDlz5ixcuBATM9YZQnjq1Cm1Ws0wYIye1zdsm3EjI+9BXnNlMzZV+NGpRyqFytHX0d7bfnDJwfEL9zO1N1Ur1fsX7weAVcdWsQxZCqniYOTBkXNGYvelyLiR8fjvx9q1EDWScDIBAHxDfcuyyp49eNZY2WjhYAEArXWtAGDjauM51hOTjD0ZS6aSJy+dnHwjWVdS2CJ8lddQy+jw0cbWxrsX7yZTyCql6tNjn2J2/hT5U9CcoOCFwZiYAe/F1cCU96ac/v60uFNcllfm7Ok8yIoz3ptxYveJe+fuLdm4RK+kpFsyeGPs+PDxVvZWAJBwLeHO6TsAQGfSv/jji+2R2yfMmRC2sKcajGvM1V1RpVTphhi1qFXqPV/tAYCZ786MeC/i8O7Ddy7qa+oEAIAuYde+7fsw4UEs1AuDyfj51M/3r92/fvr6rmO7DAwNZFLZpshNYXPCpi+crlKqNizeoPcrrVKpdm/fDQDz3h2sy+R/IKxFCUoEEKVSefvC7XfffVcCEhRQAGABSwEKbR4WhRd+Jxauy87Jbs0vcOj9u2IzYYLV6NEODg5Nmom+/cGGxnUJBH32+3z++dBly5rS0x+tWdN/Sm1tfLyhq6tDeLhCJKJyuS3PniEKBYFEMvP3F9fVUblcCouVsXOnXKffduy+fUQSqaurq/nxY2Lv/kersWPN/f1dFi0iUigdRUWi8nL7adMQpbJa4zpgAiwrK9qgjWAYZCaTxuMBAKJWNyQmShoaHGbOxNyjzN27ld3dJBrNf9u2uoQEAwcHjr190cmTg/QFkxkMbMAKqlZjkUICmQx9pq7o0LfMDkFq+t02gGNnZzRsmKi8HGtT7SgslDY1UTgcrKkl97ffFJ2dRCrVZ9OmhidP2DY2HHv7sgsXFF1dWm0EItE2NFShUJTHxVk6Ohq6unZWVXVWVHQUFpr5+gJAZ0UFoCjL2ppAIqFqNQAQSCQbTWm2ZAAvtg9Yfy6WZA+wtDRnsWxDQ2OTkq4+fPjTxo0GbLZMLv/kxx/nzJkzMyRE0tQkrq01GLgv2GjIEADAvF6hVAoAbbm59SQSAMgVCgBAVKrOigoDR8fumprO6mpRSQkAqBHk5LNnADBJE/HysbIiAAhEIhWC6Po3le3tAOBvYzPZ2RkAkqqrH5aX+1pZZdbX8w0NBULhWHv7CZrySu2NIjBt2NepUacVo7y1FQCsuFwAkCqVWGPsgUePLjx7NsLG5sdZs7StshKFokMiAQBSP2dLhSAxWNuEh0f/FyTI0dHSwAAAEsvK7hUVAYCnldXM4cN33r07zsVlkubXXWuqCkHECgUA1LS1lTc3O+lzzqQKBUPfRRrG1cxMpVo9zcurv1+oQpCb2dkEgFmaPOzYIUMsDQ0B4FFR0d28PACgUyhbpk//9urV4GHDQjXPiKvTXzLD2/tUYiLWOQEA/dsmJHL5q7t62JCX9n6judu6ugCAqhkCMtbN7bfbt+kUykRPz5hnz76eP5/DYMiVym1nz07w8KhobKxqaZno6YlF7DCd/aeltHV2YjrVCPK7pjBOL7oCtgOHzTAuPn6sVKneCQx8lWfd3m8KUn+OHj2qUCgiIyMpg05WwmhpaXmpDLyiY+fq6oq1u546dcrJySkqKgoAYmNjURSNioqaMqXvrQsAIDo6GgCshlqtju475Ob8tvOXv7/8MPrhop2LAOBh9EMAiDoU5Tyy740y+kgOjqWrpaWrJVY2RyASQqJCACAnNgdF0ZCoEO8p3gCA3UNMu5ZSpsQcu9kfzy5MLTz9/emY6Jj3d75/49ANbNTchqMbvMZ7AYBCpog9GUtj0D6N/pS3jacrKWwW0ll0V7++kzwHwsbVxoxvBgAoilo5WU2NmgoAGbEZKIpOjZrqP6VnqBhW1Ydhbm/u4OlQkVPxUdhHIREh7c3tDBZjmN8wwDzOsy/yBVb2Vh9888GhLw/plbx79u6F3y+cTD05iHl8Vz7flQ8At07dsna0rquoI1PIRmZGKIrOipoVOKVvPaWVvdWKr1Yc2X5EKpY+vd9rbkJ5Yfm6BeuK84r5TvyVm1Zyjbjrv1n/65e/AoCq90WzWq3+c++fB78/2CXqwoRf8cXUQqaQp0ZMvXLqCt+JvyBqAQA8jn2MouiCqAXjpoyTy+QA0G9IHCAIsmDagrTkNAcnh3Wb1vXT2ovykvLN6za/orAualCrQS1Xy7lcbmVlpaGDIQBQgAIAuo6dLli47rPPPuNk58zrfaKRrlvnsXp1VFTUzm3bAMDYw0OtUAh1Ojd57u5YyrJKM7kAAAhEov/27c4REQ1Pnjz++GO1vrRdV1UVlr0VlZczTE3vL10KAJZjxpj5+6ft2GE6YoTH6tUMMzPsfzGFmMMxbdq096VSdu/ZhLIPPhj23ntYHjbr559FZWX206ap5XLt7bkwAZ9Nm2hGRiqptENzRc7z8FDL5SKd0TBULtfviy8IRGJrdrZKIumqqemqqSGSyeYjR6JqdWNqqrS52XzUKCAQROXl1sHBapms+PRprCUC09at4wRTDQy8P/mEQCS25eXZTJpEMzRUy2SNyckWAQEOM2cK7t+Xakq/Ma8FRZCO3uViKIpm793b59VznD3baNiwprQ0besu1hQ8dOlSGo9H4/Gqbt828/MDAqGzstIyKEghEmmNxLQRqVTb0FCpVJqwZ8+ExYsNXV1bnj0rPXuWHxZG5XLVcnlLdnZTWpr5qFFOc+diuU7zUaMwx1TR1dWWm9vHJK6zM6JUduk8d66Tk1tUFABgBX/WHI41hwMFBfXPn1uy2Z7V1QCQ2dSEndhdJJLSuDgAABJJq62tokKrjWNv77pkCQA0pqRcLywUymR0MpmekVGUkwMAWDUeolQ2paUZODq25uZiBX+1ItGB1NSC5mYrDme+xpMwYTKD7O0Tq6pO5+REagbtpgoEWQ0NXDo91NkZq1SLLS1lUiiZ9fX+1tbhbm7b7t9/x9XVv18rqFYbAEQnJ9sYGvrb2SVXVDwTCLgMho+t7b3CwsvZ2YcXLvzl4cObeXkelpY/z55N03yARTLZj/fuISjqZW3N7OdRPS4r65BIRtrZWeqLC9oaGWHtrneePzdmsdrEYjMOx4jJRAFmeHiM0rlrllabUq3GRhN//Pff22fPHqnTaImgaGxe3sW0tD81t4CTKBSozpnsUVHRkbg4BpW6ot/kSABIKCzsEIsDnJysNFcsfGNjrN31dk6OtZFRXUcHmUg0YrFQgJk+PqP13avK0tBwZXDw4bg4ALA0MtIdtoIgyJ2srPNJSdFrX3LLAC0+Dg6XkpPPJSXN8Pc317yAjwoKsior6VSq9q5ifBMTACCTSN0ymY2x8exRowAgubgYRdGGjo6qlhYbY+PtCxbQKBStzguaOck9zz0nJ7O0lE6lGnE4q3/7Lbu83MbUtFbjFeVXVVHJZFcbGwCoamraefZsdnk5iUhUI0h4b8+1qqnJzsxMGxR4mJV14No1Jo22Zvr0lz7ZswkJ7V1dDBrNXed9xxRqH167dm3btm1sNlvbQjEIhw4dam5uZrFYfvoGTevyL5onFApFQkLCMk3/cGxsLI1GG6/385SQUFxcbGZmxjTQExyauGLilZ1XEk4kzP92flFSUX1xPd+T39+r6yNJIr9aokGhAgCtcHZsNoVGcRvvBgAFCQUDrXX94HWOEQcALu+9nHY7rTynHABMrE0wr06LXCrfv3q/pEuiK0kgENbsW8Ngv7xRpQ+IGvEL63l7MmIzKDTK8PF9S3GxFQFALpFTadTWhtbzB84DgIObwy/rf+lo7shNycVK6ORS+a7VPT+ZLsNdSnNL9Ur6jH95Oz0AKBXKzITMKe9OuXLkCgCkxKZQaVTf8frzuZGbI49sP4Ki6NrQtQCw56s9R3480t7aLu4SAwDHgPP3g7+5RlwAWPPFGrlM/vt3v0vFUm9Db+yWYuJucVtTG1ag6RPos/f0Xkz436JUKFMTUucsm4M9TIxNpNKoI8e/yH/JpDJsoF1uei42Sbu7qzv+XryJmYmHt8eXn/S0EWCWyKSyT1d/im13d3U7GDlgtxTTFV6+arn/6F6j0geBAITg4OBz587NjZoLAFiBnQr0zH8a6T+SBCRBrSAxMdECCG0aJzjEyMiFwSi/csVj1ar33ntvxzff/FFfv3Du3DU7dtRVVjZUV0u6uizt7Fw8PYFAqI2PL/7nH63OocuXO0dEoAiiEIn8e59BRCUlhSdPAoC5v7+Bg4OwtNRo6NBKzfWrZVAQolA0Z2R0VlZ6rFrlOHt27u+/o2o1phAApJ2dK1asGGNsTNEEDETl5SVnzlTdvDls+XKqgYGooqL9+XMsL0yi0Xw0t4DEcqbmAQGAojn79qk00zHMfHw8PvxQXFcnbmhQdHbSjY2Nhg4l0Wiy1lbtbScAoO7RI+zeX2HnzjU8ecLh81EUxbyWnN9+09YO9mirrwcAJosVdvYslcslkEhqhYJmaDj8o48ARfP/+ENw/75NSIiJl9fE48dF5eUUDofCYtGNjQFA2d3t8eGHAKDo7CzQlxkfBCKZTGYyVRLJkCVLzHx9sVuZuS5ZgqhU2Xv36nWvGQzG+PXrLZydsXfE1MfHwN4eULTwxAm1TPb8+HEDR0fnefNMvLw6KyossemACJJ/+HD/zmKem9uQpUslTU3SpiaVVMowMzOwtwcCoTkjQ3cUjgpBcltaQjRTfDMbG6lk8vjx4+t7T0zEtLXX1MDVqwQSyWXMmON1dbBlS5tAkP30aVlbGwFgbUBAn/lwcpXq6+hobkKCsLKyqbS0Siis7uhAAdzNzL4IDuboFMOtCwgobW39Kysro67Oxdi4qbv7aW0tmUjcGBSEeXUqBMmsq1MiCIFA4NBo0enpRALhQUVFXGUlADgaGc3TCaFh2hq7uztlsk+vXKFTKHKlkkggWBoYzD9+XCSTedvYnM/MvJmXRyAQ8hsawo8cYVAoFBJJrlJ1SqVqFDVmsTbpmwd+PTcXBm2beFRWllhW9rSqCpurUtDQUN7aSiQQnlZV9XfsMG2GTOZsX9/oR4/W/f23LY831NKSTqV2iMV5AoFIKjVms3dcu9bc2QkAaRUVwbt2ceh0BpVKJhIrWlroFMoP8+db6wt7X83MBH13m1Cq1ZlVVVM8PTGB1LIyKonk0882LcvHjr2elVXf0dHQ0TFz9+5hNjYMKrW9uzunulokFvv2KzQchDBv76tPn6aXlc3+4Ydxbm48DqeyqSm1pAQANs6Ywe6dnZArlcnFxXampjsuXBDL5WmlpQBQWFvrZW+/6913DTTlAVqd2FNTqdUTN29u6ugAAA6TuWDnThRFvZ2cvl++fPq2bTKl8tt//ikWCHIqKpg0GgBINF8cNYJM8PJaonPjDQDYfOxYa2ens5UVi06vaGgoq6+nU6n7PvzQpt+MQ0wzti2Rycrq64sEAgKBsGXBAqbO5xxTKFcoRJcuXblypaCggMlkXrp0yVHHoceQSqWrNcOfu7u7CwoKsrOzCQTCvn372L3z+P35F47dkydPuru7Q0N7mgliY2PHjh2rt/P22LFjADBixIh6tZ5KeVN7U89Jnrn3czNvZqZeSgUALLo2uCQ2x+SllKSUgI5jlxObM3TsUCqDCgAPjz0caC1sYjAAKKSKZkGzqa1pi6Bl/ua+Y3VUCtWtI7d0JcfOHTt7/WwsXftvQVHUN7THVcqIzfAc66lnbIrOikAAnhmPyWEiCFJVVFWSXWJkauQd5B0SEfL10q+VCiXmhGFPX69k2KKwSRGvdOuCnCc5km7JqJBRmM7U2FTvsd6DT07R0t7a3t7aTqFQrO2sZy6Zuf6b9br3mVjzxRrsrmJdoq4uURcAEIlEFofl6ee5ctPKsaFjX942OwCZTzIl3ZKxoT39cY9jH/uP9aczXpwplArl2SNnAYBEIun2zbU2t968fLOPNoVCcfLISWwbQRDMq+sjPH7S+Fd37ChECpvNjouLwxw7ClCUoNRNv2rB7g/4y8+/KOSKGoAazXnHg8VyYTDEdXX1KSlWgYHvTJ9+9erV7lu3KLa2AQEBjsOHGxgYCIXCwsTEjpiYqlu3QKcCGksyEohEu359Zw1PnmCOndO8eQDQnJ5u6OLSoLn8tRwzpjkzUy2TievqGlNSLAIDbSZMEDx4oM1aMgwMIiMjdRU2PX1acuaMuKFB1t5ONzZuLyjQHiJSKFgMDwBQtRq71WnB0aOVOsHF+sePqVyuqY8P19mZamCgkkhE5eWNyck9iUsNPA8PApFYdfOmgZOT5ZgxZAYDUakaU1NLz59v1umYw7RhkUUCkUjTxBuIJBKZyWxISqq4erUtPx8AUr/4wiE83Co42HDIEKLOJ5ZqYIBNy5M2N/9bx47n7k6i05/9/LORq6vF6NEMU1NErW56+rT03DnhAOPxqFSq27See8mwbGwUQmFTampVTAwWNZR3dKR8/rnTvHlmfn62kycTSCREqUzbvl2oE+DU0paXJ3jwwNDV1cDRkcxgKCWStry8ukeP6hMTdT8bBW1tUpXKR9MomtnU5Ovq2v/Ejmmj29kBgEqlOq+ZCE0iEg3p9HH29nPc3T37dZuqEOTcw4fw8CGFTGaSyWYs1jtDhoy3t/extu7zPTdmMg+Fh/+dnZ1cU1PS2sqkUMbw+Yu9vLT9sPlNTdgNMFAUjdMEDh9o+nb9ra11HTtM25wzZwzo9G65XKlSYTfibBWLPa2tJw0ZMsHV9eiTJ6BplpQoFBLdSd2GhscWLepfXVcrFGYJBMYs1ph+P8NaSpqbYwsLAaCluxt0csGJ5eUf966LwrTRyGQmlbpi/PgQd/dL6emZlZVPSksVKpUhi+XF5xMJhISiotua6jGlWq1Uq2VKJQHAwtBwtq9vZFCQpb4SAkF7e2ZlpQmbPbbffeFyBQKpQjHS0bHHsSsv97azo5EHdAYE7e1YW4Ovk5NQLE4qLJSrVEYs1ggHhykjRkwePlw16I1JdCESiQc/+OD8kyexWVmJhYUypZLLZI53d188btzIfvFCLMda3thY09LCotOlCoUZl/vtwoWjXFx0fyYwnacTE/ffvImiKArQ1NFBJBCYdLqpgcF4T88wP7/Rw4ZhtZVKlerCo0fYf2HdEgQCgUWnezo4zBw9evqoUX1+gGYFBt56+jSvshJbff748VFTp+reDPeFtRrNAEAiEo0NDCb7+CydNMm394AbTGFBdXVJSYmtre2qVau2bNlir8+rVigUR44cwbbJZLKZmdncuXPXr18/tncPuF4IrzSu4n/Etm3brqde33Z/23+k//+K+YT539/6ftS0AWdRvgnsXrK7PKP8cpGeOa5vFKNpo7f/th27V+wby/5v9kf/El3bXfty0deKk7HTeCJp3stqPl4vaZ2d+2trT/j5sQf+YXgTWJed7c7jfayvLurNoVEiWZWUdGjyZIcByv/fED5LSKBRqT/rK8J5owj588+fZs0a/bK7/b5edty5U9LSckHTD/TGEvT995tnzx5o1skbwh/37v2VkJDxsttzvXZW7NmjbZ74L3jVe8Xi4ODg4ODg4OC84eCOHQ4ODg4ODg7OWwLu2OHg4ODg4ODgvCXgjh0ODg4ODg4OzlsC7tjh4ODg4ODg4Lwl4I4dDg4ODg4ODs5bAu7Y4eDg4ODg4OC8JeCOHQ4ODg4ODg7OWwLu2OHg4ODg4ODgvCXgjh0ODg4ODg4OzlsC7tjh4ODg4ODg4Lwl4I4dDg4ODg4ODs5bAu7Y4eDg4ODg4OC8JeCOHQ4ODg4ODg7OWwLu2OHg4ODg4ODgvCXgjh0ODg4ODg4OzlsC7tjh4ODg4ODg4Lwl4I4dDg4ODg4ODs5bAvm/U61SqYQNwsR/Ev+7Jf6vyInP6e7oft1WDEZDRYO4UxzzT8zrNuQlIAiSk5bDZDFftyGDUZxbrFapL/xz4XUb8hJkMpmARH4iEr1uQwajTCoFgJT2djrxjb5KlKjVDVLpo4aG123IYIgUCgBIa2iofLPfdKFcTlGrH5SVvW5DXs4zgaBLJnvdVgxGfWdnt1x+Ny/vdRvyEhAUza+pYVKpr9uQwSitr0fU6pupqa/bkJfQIhKpVKr/cAH0P2PKlCn/od04ODg4ODg4OP8fMnXq1P/O+/oPI3Z+fn7tNTWHPvvsv1vi/wS/99//fevWcb6+r9uQwdi6f//zyso7x4+/bkNegue0ads//XTRrFmv25DB2H/8ePSZM8Vpaa/bkJfgMWbMe8uWbXmzv0G37tyJ+vDD8jPXjDic123LYPh+sDTAffjBjVtetyGDUdlQ7/v+4sQjJ90dnV63LYPxzidraVTa1V9+e92GvATexNHnftwTOjrodRsyGKu++zqruDDt/JXXbchLMB8b8OOmz5fPiXjdhgzGj0f/OPDPqdon6a/bkJcwa/UKPz+//07/f+jYAQCZROKyWP/pEv8nsBgMLpv9uq0YDAqFQiQSuW/2bycAAIHAoNMNDQxetx2DQafRgEAw5HJftyEvgUgkMhgMI0PD123IYLCYTAAwZHOMOG/0m04ikmhU6htuZHtnJwAYsFhvuJ1kEplCJhu92V9zDDaT+YbbSaVQSCSSkcGbfjoiEIBJZ7zhdtJpNAKBYPTGn9spZMp/qv+NLovBwcHBwcHBwcF5dXDHDgcHBwcHBwfnLQF37HBwcHBwcHBw3hJwxw4HBwcHBwcH5y0Bd+xwcHBwcHBwcN4ScMcOBwcHBwcHB+ctAXfscHBwcHBwcHDeEnDHDgcHBwcHBwfnLQF37HBwcHBwcHBw3hJwxw4HBwcHBwcH5y0Bd+xwcHBwcHBwcN4ScMcOBwcHBwcHB+ctAXfscHBwcHBwcHDeEnDHDgcHBwcHBwfnLQF37HBwcHBwcHBw3hJwxw4HBwcHBwcH5y0Bd+xwcHBwcHBwcN4ScMcOBwcHBwcHB+ctgYCi6KtLq9VqHo83a9asU6dOAcC2bdt27drV1tZmaGiolZHJZAwGQ/uQQiazGQxrU1N3B4cpAQGBnp5EAkF7VK5UeixZorsEhUw25/EC3N1Xz5plZ2Gh14xDV67sPX8eAO7t3etgZaVX5lJ8/FdHjxIIBDKJZG9pacLlJuflpR8/bsBiDbK6LncOHnRzcsK27z558tetW9lFRWKpFAAM2K+p0lIAACAASURBVOwN774bGR5OJpFeaFMoXMPD+zwXCxOT0V5eaxcssO9tJ4qi91JSTt64USEQNLa1sRiM8X5+K+fMiUtLO3juXM7FiwZsdn+Fenlw6pS7iwuKotv37z924cJAYrVJSSRiLz++rLr6xOXLTzIz65ubZXK5saGh17BhMydNCg8J0UqqEWRYWJiPuzuDRsvIz28XiRAECRk9es277wb6+GifuH1w8EDrbtuwYd3775OIRLlcbuXrq91PJBIBRVEABp3u5uq6bf36oJEjX7yYvYWpFAqHzbaxtPRycwsPDR0fEEAk6r8mUSOI3ciRUpkMAD794AMCgbD32LGyJ0+4HE4fnXo58fvvEeHhAKBWq38+cCDt2bOi0tLWtjYiiSQWiwFg3cqVu7Zt08rL5HJTF5eBtD25c2e4uzsAiMXiu3Fxt2JjcwsKBHV1ZDLZfejQxXPnfrlz54ywsCN79wLAd7/88svvvyMIMriFWgJGjuwQCmtqaigUioe7u7OTU1Fx8fPCQrVa7eLsvOzddz9cuZJMJr8wVSbjDvCF+vv48flz52ofVlRWfrtrV9yjR83NzRwOZ+2qVZ9v3PjTnj0//vprQ2WlIZc7iCotZ7/euXBiaHl97ZfRh8/H3RtERndPUU3VwasX47MyBC1NUrnc1NDIb8iwhRND50+YrPvpLa+v/frPIw8z04Td3bZm5oLmxrnjQ05/9R0AbDv+x67TJ9puPDBkc7QK456lP6+u1GvDX199t+z7bXoPvbDzm90LJ4X1srO66uCV8/HPMgTNjT12DnVbOCls/sRQkr5P5vXEhFlbPwWALyNXfL9y7bZjh3b9/WdbTDxmJKbwt4tnDl+7pN+A736cNX4CY9xIvUe1MgsnT+ltZOXBS+fjM9METRojh7kvnDxl/qQwrZEoil57FP/7pbPF1VVtIpFCqbA1tzj73Y+jPb22HTm461R0W+xjOo06+NI9Buz6eWHoOwBw/t6dhV98NrjMCyOrKg9eOBOfgRkpMzXi+Q1zXxj2zvzJYSQiaSDJTnE3k06fNHL0wrB3CspLd5+MbnuYTKdRGYE+L7fzh18XTpkGAENmTimprhpcRiaXM0Z5afdTKRQDFtvOyspnqHvE5LBJo0b3PxGVC2q+PvTbw7SUprY2Dov18aKlX0St3n38yK7jR9oepRpyDPro1G/Az/sWvjO9xwAf938lQ6VQDNhsOytrn2HuEWFTJwUE9jFy6PTQ4sqKPtroNJr0WQEAbDuwd9fRw/XxyRbjA3R1KpRK/Wbs+W3htBk9Zgwfqlfm9C/7Fs+Y2V9GY6qNj7t7RNg7kwLH9H89T165dOT8mfyS4m6JxIjL/Xrtxx8tifz29327/jjU9jTL0MBgkHVfGLn/4MLp4QAg7Ow0GqH/9VwX+f5vX3/bY6Sbc28jOXbW1j4enhFTpk0aE6Rr5P9GuA9ZWVne3t4AoFard+7cmZKS8vz585aWFjqdbmdnN2vWrHXr1vF4vMGfKQb55SI6ZGZmdnZ2hoSEYA8fPHjg6+ur69W9eHpUqoeHR11V1Xhv706JpKy29vzDh+cfPvR2cdmzbp2tubmuMIVMnqvxDLokkpyyskvx8XdTUy/v3Olobd1HM4qiF+PjCQQCiqLnHz7csnRp/9U/P3z4SkICAIxwdR3C56fk5/8/9s4zrIm0bcN3EhIIvUsNTUC6gCBSLIAINpRFEQtix7aIrr2ia11dOxYE7KJiWUQFFQVBelEU6b33KumZ78dATELdd9/3cD+POY/5MXnmnmuuTDKTe56WxJwcSTExcVHRAd+XCIlEYzAAQE9Dw1RPDy2UlpDgBuw4e7atsxOHw4mLinb39LDZ7INXrqR+/nx5717ePBV9L/Nden+rOr99+1hQ8CAm5kVCQuTZszrq6tywfRcv3oyKkhATszQwqG9pUVdSik5MfJmYSFFSMtHVlRQX5zs5zs7h0dEAoK6s3NrR8a2nhygk5GxrKyEuDgDSkpIAsOvUqeuPHxOFhFQUFYVJpK5v3+qbmxEE0VBRqaittbOwEPi9+TM09FRoKIfD0VJTm2JjIyoi0tTampydHZOQcOPx46eXLqFhOfn5Xd++xaelkYhES2Pj/NJSJpOZ9fXr+4wMbmKHgsfjEQRBEERYWHiUnJyQkBCNTm9ubT105sybhISoGzfQMBKRqK+j8zk/HwcgLS3NYDK7urszPn3y27Ej6uZNTTU1Xk0Skbhw7lwAYLPZHV1dBSUlNyMibkZEjDMzu3L8uEAwSnxKCpVGEyaR6AwG+tLM0FCK56MkEYljdHVzvn7F4/FqKiodnZ0dnZ0AIC8nZ2dtrdn3GTFZrMN//jlKQWG0traxgUHs+/foVy7s7l2/5csp/F9LopDQ/Dlz+puR6bs0roeH7wgMJBGJZiYmRmPGNDY3p2ZmpmRkAMBEW1s05l1iopmxcXZODlftYWSknq7ul9xcPB6vpaFhZmoqJioKAHkFBRlZWZnZ2RZjxxq7ujY2Nn5ISUlKSSESib/MmSMuJvbu/fvfdu58n5h4/9YtgRslkUhc4Okp4FNTQ4O7npuX5+jq2tHZaWtj09jYKCsjc+zkyXfx8RwOx2LsWGkpKV6peXPn3n3wAAC0lFXQA41R15CXlkFLvpSVOGxc1fGtG/16yIhLtHR2KEjLTLOyIRAIaAyvjYM3rgXeCOZwOKNV1V2tJ4iJkBvaWt9/yo788P7SX4/en7uKhnFlZ06w11ZRjU5LoTOZqXlfqHQ6WVj4TWaapd4YNGHiCuqoqAEADodTlVdobGtjsJijZGVdx9sBgKayCvqt8HGdce3ZUzweTxml1Nze3k3tIQoJzZjgICUurqXC93EfDLsaGHaVw+GMVlN3HW8rRiY3tLa+/5gVmRh/6cnD9xdDBE5vU3vb8qOBvCVvMlIt9Q24WR1XEH1JGaXEQZDGtlYGkzlKVs51gh3XAFFIiMli4XF4Lf5voLneGEGTIVcCQy5zOJzRahRXGzsxsmhDa8v7j5mRCXGXHj94fzkMDdtw8mjQo/tS4uKz7Ccx2ez7r6MrG+rtVi8N23PwTXqK5RgDaQkJGoOOnqJlM93ZbPa1yCcAIEQgsNhsAFCQkXUwt5QQFdVS6b0ej98MRVckxcQ7v3VrqqhOshiHlnBjek0GXwoMDuJwOKPVKa629mJkckNLy/vsjMj37y5FhL8PvjlgpLWRyZu0ZF11DTRSQkzMcowhn89Zc9ls9rW/HgGAGJmMPo0ryMg6WIyTEBXVUuXzgMfjeUtIRKK1kYlADIlIXObuAQBsDqe9q/NrSUnw4wfBjx/YmJrdOXJSW+37jf1LcZHDskUd3V325hYNLS1yUtKHr12OTUvmcBBLAyNpCUleTZ+Z7teeRKC1D2JkcntXFwAoyMo6WFpp8Why49WUlIRJwp3dXbWNjQiCfC0tFjQ51xMA2Bx2e2fn15Li4Ij7wRH3bczG3jlxWptfEI/HL5nVe8tqbmt7/v6dg6UV+vJN8gdLQ2P0nsnVZDAZYU8ecXdXkJV1GGctISYGAFyrR65cRFckxMXlpKSFhIRoNFpjawuDyfwj5Cqa2H23+ss8AGCz+6w+CA9+EG4z1vzOyTPa6hRu5LKdW68/jpCVkra3tIpOiCcRiQFHDsWnpdY3NVkaGaO/fd/P5xyPaw/vA4CGqlpHZ2d7VycAKMjKOVhb9z+fOhqaAiVjDQwFz6en1/fzWVQYHH43OPyujbnFndPneU3+3WCikJC8rKyisjKaxnHhJm1MJnP//v1KSkp6enrW1tbd3d2ZmZkHDhy4evVqUlKSBs/telCQv8OxY8cAoLq6GkGQ9vZ2AoGwY8cOgRgqlQoAUlJSe/bssTUxKbp/H11enT5tb2oKAGqKihkhIWjhl9u3AUBCVJQbVnT/fkF4+Ew7OwBY5OLCW44uobt2AYDH5MnyUlIyEhJf79wRCLi6fTsAoDVziZcuFd2/n3L1Kg6HA4Cjfn68kejRUeZNnSovIyMrKVkcFVURHc27hAYGAsAoObn0u3fR9RkODlOsrADgj4AAblhhZCQASIiJ8e5b9vKl++TJAOAzcya3MCEsDABkJSXT7tzZsXw5AKTeuRO8fz/qZJ2Xl4AguoLH4+uSkmoSE+dOnQoAvh4edUlJ6JISEQEAstLS2ZGR3MKw48cBQFhYGAAuHzzILa9LStqxZg0AKMrJhZ85w1telZBwZvduc0NDbslMR0cAMNXXz/7rr4JXrwh4/MYlS2oSE7++fMmNKY+LQ50ryskJCQmd2rev5csXdGn49OnC779bmJi0fPlSm5kJAGQREQCwMjP78vYtGpMaFTXF1hYANFRViz98QAvRYElxca7UEMG8i/7o0QDgt2QJAKz39SXg8ZtWrhTQ3LxmDQBISkh0VVZ2VVZmvXvnNHEiAGioq1fm5KCFnRUVucnJ6PrMadOUFBV/27ABfZu+Cxei5V2VlU1FRbxSgy23L18+ffhwTW4utyQ9NhbN0k4dOtRVWVmTm0sgEPz5jclIS28NCAAAKUlJens7dwm/efPcqVONlZXoyyfh4QCApko3r12jt7d3NjS4urgAwJULF7h7ddTX95fqv1hZWgJAcFDQ4QMHAKAkN9fL0xMA8Djc1oAAASl0BQBaImORuHSBxdrACACu/rYbAKTExNlvU72dpgHAoRV+/YMPr1wHAEqycjF/nOctZ8amhO3Yb21gJCAbtmM/+vLoqvWoh0Mr/NqfvyPg8TsW+goIUl99AACSEBFJzGLGp4ftOmBtaIwkZiGJWdS3KQAgJS7OXUESs9jvM7ydXQFg3dz5aBh3Obx6fa/snxd5ywVkeZc5DlMkRHsbCnYvXdEe/Z6Ax+9YvExA8NmJM2jMp9sPkZRPzA9ZYXsPWhsaIymfkJRP1PdpqL1ekymfhlgO+20EACU5+Zizl3nLBTRLHj0HAHlp6ZqoN0jKp2Pr/QEgZHcgAKgqjiLg8Tt8lvMemrsuRCA4W0/IfxTlYmMLAFoqai1vk5CMXHSJuRCMxj87HQQAXi5u3E28y+F1/r0mLwTzljNTc8L2H7Y2Mhks8tjGzQBQ/eItMzUnaMdeHA63w3clkpFLTcoCAClxCe46AESdv5z/9KXLBDsA0FJVa4lPRT7mo4uehmZvfF9J/4Wa+mnAmME0rY1NASDs4NFj/lsAoDL6nbfbDPTy2bF8tYAmukIUIupraSO5xflRr1xs7QFAS02tJSkDyS1Gcou/PosBABwOV/MuCS1Bcoufnr8MAOpKyuhLtKZNSkKCG4AuAwoiucX6WtrCJBL35bHNWwGg+u0HJLe4PSWbQCDsWOknoIm+JIuI5EfHutg7AICWmnpLWjZSUIYuhwN662jFyKLcQqSgjPm1OOzoH9amZuhLak5+ryxPDFJQNqDss8shAKCholr3Ie3Yb9sBoDT2/fRJU9Bfwx2r1wpoois4HA4pqUJKqvJfx7k4TAQALXX1lszPaGFbdi5vzIAL9Wtxr0n+8gEF/7NgJ1v7vXv3DpZocTic8vJy3hI6nb5o0SIAWLVq1UhSteH72HV3dxf3ERMTQ6FQqFRqcXHxw4cP2Wy2rq4uuolOpw+to6Wicm3HDkt9/erGxquRkUNE4nG4qVZWANDW1dV/6/3YWADwcnKa7eDQ1tX1Ki2Nu6mHRquor38UFwcAspKSKvLyNAajor4+NjMTQRAACHn2rKK+fsAqZW83t7lTprR2dkZ/+CCwCS1Z7+Wl2JdQ4/H47cuXA8D1Id8I+l5cbG0BoLWzk1tYVFUFAHqamlQ6PT4zU0VRkUan61IoaJ2HlopKeW1teW3tgD7xeLzrxIkA0NrRwS2srK0FAHMDAyV5eW6hi52dEIFAp9PlpKWnT5rELa+qqzsVEkIkEsPPnJlkzdfCIkQgeM2YcePEibLq6rLq6qLy8lcJCTgc7shvv1Hp9Gdv37I5HC119Yra2vauLq696r5f9/AzZ3D89ZdCBIL3nDlPQ77XYdDodFEy+da5c8qKimjJaE3N8EuXxpubV9TUnA8NHfp8Dhj8raenrLKyrLLybEhIQXGxvKysKJkMAIWlpWwOR1tDA93KYDAG1NTV0Ym4ft1m3LiKqqrTfVWVOBwOrZa7/eBBVEzMhRMn5OXk0E0lZQM36g2B+/TpK5cskZSQ+PbtW2l5eWl5OYlIVFRQAIDk9PTS8vInUVFsNltbUxMAOBwOfRCrKHNnz16zYoVU39Pq02fPAMDNxQUAEj58AABhYeHf9+8HgEtXr/4tn0kpKemZmWP09e1sbF7FxqqrqdHp9LWrVuFwOA6CjNbWLiktLSktHdoeSlZhflpe7tjRekv6mt7wePwfa/3xePyVyMcIfw+Q8vq6A9evkojEVycvuFjZ8G4SIhB8XWfG/hnEK2uqPdrexKy4pqq4pupVRqqqvAIej7/45OGDd2/YHI6umnr8x6z9YVcGFZw+O/bs5SHM4/H4OROnAEBzRxufz7raA6FXSETiq9OXXKwnDC3bTe0prq46fvv604R3WsoqMhKSANDW1fnw3Ws2h6OrTimurorPzuQKOo/r53OGe+zF4KHO8kCU19UeuHaJRCS+OnfZZXw/kzyaZbU1AGCsPbqHRi2uroxJSaIoKdubmRMIhMbWFjaHo6uuUVxdWVJTNeCB9DW0np+9bGdmXlZbfeLG92t8ogXa4QE34F69JmtrDly9SCISX10MRrNDPpOz5sReChWIvLb3oLaqWnFVZUxyIkVJmUqnl9fWEIWEEATRpWgUV1WWVA/iU1Pr+YWrdmMtymqqT1y/NtS5GzEDaiZmZ6V9yTHQ0rE3t4xJSqQoKdOZzPVei3ovH3VKcVVlcVXlYJePvpb288shduaWZdXVJ0J6P6PymmoAIBAIKn03TACYNdlRiEBobm8bUGdoQS7FlRXoEpOYQFFWodJpxZUVD2NestlsXQ2NkqrKQTWvhtlZjCurrjoRfIVr8sD5MyQiEQCEhPga0IUIBF8Pz9gbd4e32k/2/ssoAFg617P7W09MwnuKigqbzVm7cDEAcDgcXU3N4oqK4oqKQc+nts7zkBt2llZlVVUnrl4a2sBI+FuC/+ToOBxOoFqORCKtWrUKAIqKikaiMHxTbFRUlLe3N2+JLk+nohUrVqArycnJNjZ8N6b+EAiEX+fPX3ro0LPExK0LFw4RGZ+dDQCmowVbo5s7OmIzMrSUlS309MTJ5NCoqPuxsTP6GrPeZmUFnD2LrpfX1QGAs78/7+7FNTXO/v4Pf/99LH+/KCU5OUtDQ3FR0eDHj+++fDmLJw0CgMa2NgDQUFbmLUT7zOWWlHR0d0vxtJz25116OgCM1dfnltQ2NgJASk7OpOXL0RLuCgBsPX0aXXnwxx8DCsYmJwOAueH3emNdDQ0CHv8xL6+xpUWxL/+ITU5G20oWzJxJJBK5weHPnzNZrPnTpxv09SAU4ENW1tp9+3hLZq5axV3ffOQIuhIVHGxpZAQAD16+BACikNBggmI8LeAIgsxwcpIUF38SHZ1XVEQWEbE0MXEYP37H+vVzV66MeP58X0DAgCJchAgEgeCY+PhVW7dyA5pbW/+8ehUAXr9/DwC/9nWJe3b9+qCaQkK7t2yZ5e398K+/Du7cyS2vrK7eeuDA4vnzpzk6FvelpyYGBkM7HIKXsbHL+mr+UCIiIyP6Hg/8d+4EgO5v33K+fLGyGL63EEp9YyMAqKmpAQBJWBgt1NHWBoCPOTlt7e0yA3WWGJCroaEAkF9QYNh3dEMeG2s2bkRX3jx/PqzU2+wMAHAbz/ebrSqvYKo9+mNxYWF1pb769ztX2MtIJou11HWmifbAHVDEyaK8sloqqrqLPARi6ltbVp88DAArThxCS6Zb2QwrOBgvkhMBwNrQmLcw7EUkk8Va6jbLRGd42agPCd4Her9LOSW9t+Ogxw/RlRU8jbOoIG2g36dhffYnLOopk8VaOmO2ic7AvT+5mmM0tfA4XFxWhq7nLO5W/fmzAYCNmjy8f+hjCREIgWs2OK9bcTf6OVqRNlKTz54wWaylM91NRusNbLLvpoFGTrQYN3PTOt4A3blu3PUVB4fpJSlEIASu3ei8Ztndl1FoXRoXOoOx4sBusrCIqZ6+p/M0WZ7OBn9X8/LDewCQV1aiO6u3Nw53BQBWBu5BV+JDbg2lucHfeYXP3eeRaEWavqY2ALDZ7PrmJiV5BTTsRUIci82eOdlxRCb5BVFYbLaumxNvJO/LFXt7v7dsNntgzV83Ofsuvhv1F1qRFvboIZPFWjx7zu3IpwPaGKwT1NCyXwoLAODgxbMHL/b+rOu6TP5uctd2dCX+9v3BNYUCN212XuJ9N/LpsW07BwsbOX9L8L979EePHgGAmdkwvTN7Dz1shL29/cOHDwHg48ePhw8f3rZtm5WVFQBs3LhRSUlp9+7daJie3sDXpwBWY8YQhYTqWlqa2toUZGTQQhqD8XtfH6yunp6c4uKyurqZdnaLXFwEdn/07h2LzfaYPBkA9NTVjbS0UnJzK+rr0WEW4/T1zwcE3IqJSfv6FQBWzZ5tqqMDAAfDwiTExEpragBgi7e3Fn+KBgAkItH/xAkAkJaQSPr4ceWBAxRl5X1r1qBbZSUlAaCyoYF3l6q+aqrS6mrzMd97btLo9MDLvU/tXd++fSwoKKupcZ88ecms77dOZxubtC9fIuPi0K5gprq6HATJKy0lEAhaqqqbFi1Cw9BxITQ6/XBwMABwOBybefPaOjq6vn1TV1b+lJe3PjBQTlr6oL+/koLC1pUrj1296uDt7WJvLyMlVVZVFZeaSiISmSzWIv4RGGmfPgHA5PHjB/uMxpuaBh8+DAChERHJ2dmm+voNzc0NLS3cAB0KZd2iRdwugxk5OQDAQZD1gYFsNvvOkycpWb3tIHIyMoe3bxfQl5GSsvfwKK2o4JZYmZmFnjpFIhJr6usbmppGKSgM5g3FxtKSN9jGwiL01KnjQUG1DQ1d3d2/Ll/e1Np67+lTMVFRbQpl8+rVvbb5n4GoVKrf5u8/RWwOh0AgVNfW1jc2Kikqoid8dUAAIAgALNuw4V1iIgAoyMtv7ctveKVW8j9CAIC8rOyx/YK/ixOsrG5dvgwAObm5f5w/DwDb/f2NDQx+27t3lKLiJj+/5Rs3EgiE88HBJBLpW0/P8+hoAOjq7h47fvw4nhzL2MhoU1+CiFYlRr96BQAzXXu7z5f3nd7CoqLxVlbcHXuo1JVr1/Ja4pVCu3mtXbVKSkrq2MmTW/z90YMuW7OGRqNtDQiwGDsWAEbr6KBSa3/9Fd1x3JolaC86Iy0dADDR0imorAAAbvbWQ6f5HgsEgPbuLgBYd/r49PG2W7x6hy4lfv4EANOshnkyBABUdpKZxeKpbgDwsbjw8K3Qbd4+iZ8/Jn3JkZGQ0BilvHvJ8sAb176UFs+xn8y7L4vN9uXPVEx0Rq/38AIAKp2+9cJpAOjq6dFd4N7c3t7xrVtLWfVjYcGp8FtbFvR25E3MyQaAafzVYINha2JmqKnd0NaybLr7yXs3HS2t32ameUx2TMr5pCQnv9tnBQAEhl39UlosILj3ykUZns5DJjq6Wxb69J5GGg0Aur590/GYwQ0QESYtnzWXG5P4CTXJl1IPiKqC4m+Ll564dV2MTNZWUftcUqSjqlZeV2ump1/d0KCioLDbdxUAMFnMhfv4fpbYHE5uabHvgV0AwOFw8Hh8VUN9XXOTsvz3K7eHRj1z9yYApH7JQSNNRuttWezba/JjFgBMm2A/rEk0cr6z60avRQDwsSD/cOiVbT4rrIyMAWDjicNKcvK7V6zp9bl7m8Dup2/fePgqGgA4CILH46vq6wR80hj00Ke9vcfWHz1oa2o+e7LjFp9lwxoDAAeLcSQikavJQRAAWL9gkbS4xOFrl7f5rrQyMgGAJXu20ej07ctWjTM0BgBdCt+NiM1m1zc1+e7qdc7hcAgEQlV9XV1To7KCIlpRhyCIhvNEdSVlYRKps7u7prHBQGd0cOCREZm0tOo12dSorKDIPShvDIlIXLtgkb3FuI2HA5Xk5XevWc9kMhduCxDooctgMn13/AbcD72ubv/504EbAxIzMwBgqp397cinPVQqGsPFRE9/y/JVMAIcxlmTiMSqul6rOuqUj3lfV87zGiWvcPjShW0r11iZmlXV1W4++jsAHA7YqqelBQC6/L3lEATx3fr9xt57Putq6xobuc1ECIKMdnTg3ctQRzcyeJj2ol6TVuNJRKKA4N8K7qFSc4sKGrs6Sku/D2FRUFA43Venw2XTpk00Gq2joyMjI6O4uNjU1JSbcQ3N8Imdmpqap6cn9NUBbtiwQV1dvbOzs7GxcenSpZ79OmIPDVFISFZSsqG1taWri5vYMVmsGy9e8IbpUyhO48aJkEi8hQiCPHj7Fo/DzZ04ES3xmDw5Nyzswdu3aP2fkpycq5wcB0HQxG6Og4MehdJNpbZ0dIj3DdQ10NTkVrBx24Mq6+sr+xI1AHidkqKqqMhN7JzGj38cG3vt0aPZfTV5HAQ5dbO3Y28Hf3sxk8UKfcr31DJGU9N5wgTe96IsL39+xw5nG5vfTp0CgJyiIgDQVFGpqKtztLae7tD7hUNrmJks1o1nz9CSipoadKWqrq6qrg4A1JSUDvr7A4C/ry9FVXX7iRMR0dFojJK8fH1z80QrKy3+QQZoiqY6+DdSWVFxpqIiAFy+dw8AcouKNNXUTu3c6bN1q9eMGbWNjfFpaY9iYhb2paqNra0AwGazH8fEAEDW589Znz+jm9RVVPondiH37mlRKJFhYWONjCpqavaeOBGXnOy3c6ecjExdY2NzW9uwiR2JSOQNVhk1qrK2tqCkZNHcuXeePFm5cOGz168BoIdKdbSzm933eCDQW4DJYt2J4BuEKCwszGazm1ta0MTu/NWrH1JTRYSFb/OMNZ7n7s5tk+WVuv/kiUAhRVW1bjH+2wAAIABJREFUf2KnqqysqqwMACG3bgHA1ClT9mzZ0tXd3dTSstDTc5arK3omn/RViX3NywMADoeTV1CQV1DA1Znq5MTNxqZPm3YnPLy8omK6q6vj5MkAwGKxAg8fRre2t7fzWWUyb927x1vCK8VisQDAcfLk/IICAFi3erWaqmpnVxd66gz09T3c3QGARqOhUnf7zkxZXS26klGQBwDTrCagnVy51xqTxboRHcU96NusdCJBiJvY1bU0A4C6It+YqgFBh2JoKaugSVtRdRUAbJg7v727K+lLTnt39+pZEzwnOe0LvQIABvx3fA7CufHyGW/JtPET0MSOwWReeHwfADgcTnFfi15ZXU1ZXU1TRxs3sevzOcyIYJT7sTFfy0tfnQ7KyP8KAA6m5m8z07RV1J6+j1vqNstzijMA7Au51F8wMiGOz6SNLTdpY7JYAMBBkNLaat6Y12nJ3Ji65mYAUB81IpPH1weM1R3jd/zQ55IiACipqdbX0Fz/y4JVRwOXzZzj6TgVANBBCbwgCFLX3HQj6i/ewqa2Nt6EiclixaanAEB5bU15bQ0ATJtgx03s6pqbRmgSjTTT07cfawEARZUVALDBa6H6KKXOb92Nba1LZ7p7OrkM6BMAYlOTBUqaWltRn4tnzN4XdI53E4vFep+VTmPQR5jYkYhEBRnZmsYGVBO9fJzHT8grLQWADQsWqSspd37rRu/kRjqjPadOAwAa/42Ig3A6urtu/PWYWyJCIrHZ7Ka2Vm4eBgAMJpO3eZQoJCTf9wM6vElZ2ZqGBq7gUncPK2MTY109KXGJnWdOnr11ncVmX7h7y9V+YmNry1J3D08XV9SkQNcaNpt9g2cIBQC8SfoQuDGgrqkRANSUVAC90vljptlPHGFiRyISFWTlahrqm1pblRUU50+f+ehV9LvUlIUzZwPAhsVLlRUVPTb4ocHmhoZuEydDv/MJADf66sVRREjCbDa7qbWFNw8r4R8Q3cHTV2rEJluGTewGDGayWPVNTfVNTZ/7figBQENDo39id+3aNXQ2BgBwdXW9fv26wnA/jih/Y1Tshw8fKBSKuro6AKSkpHA4HFvb4R8K+4OmU7zfFwlR0ayw3lFaPTRaYVXVH3fvBpw9W93Y6Mcz2DA5N7eyocHBzGxUX1+32XZ2x27dehwXF+DlxZ15xNXGRk5KqqWjY+nvvzuNG9fa1cVBkOrGRg0lpYr6et7Boalfv6IrYQcPOlpbA0BbZ6fVwoVSEhLveTp7TXdwcLaxeZOS4rR6taG2NgC8z8xkMJmaKirltbUCzzQSYmJfHvV+rb9RqYUVFcdCQjYePVpVX7/ey4sbdub27TN37lCUlGgMRnxoaElV1Y6zZxEEqaitFThdEmJimffu6c2ejcfjC1+/zi8tPRwUlJydvdPP71cfH27YqZCQU6Gh6xYtWjp3rryMTHFFhdemTTBQHXjv+ccN1QMGpaG5GY28fvx4TUMDB0GmOTg4jBtn5+WVlJX1KT/fbMwYrqAomVwSG0uZNOnYzp2+8+cPIYvD4W6fP6+rpQUAhrq6t86ds5ox40N6upyMzAiNAQDSJwUAX4uKjp4/v2z+/Jr6ejVlZdW+mTgQBLHmH3bEi6SERE1uLm+JnpVVXUMDqpmbn3/o5MkVixefOXIEQZDG5uZ9R4/ejYi4ce+e9y+/jDU2HlpqaK5cvx734QOJSLxx8SIApGVlcTgcm3HjBNQopqYrly374/RpKUnJxsqBu7wAQGNjI7qSnpGxzt+fTCa/jYsrLS/X0dYuKS0lEPi6vAwtxSUpNVVdTU1NVRUA0tLTB/zOSElKVhYWovOetETGyvJUMgHA/AN8dTxSYuLtz98BwOqTh4Ojnt7afRCtckMZ+XdSgA+fP1FGKakrjkIVEASxNTIdTJAkRKTHpQoooA2gUuLi9ZFvyI42UuLi1U+iv5SW7Lh0Lv5j5pE1G3Yu+d5Nok92eGOfS4r3Bl/ym+M51crm7MN7lFFK6Cj7mqZGDodja2I2hOCn2w9NB2mglBIXR/t+tL8R7Arcz+SITmbgtcuBIZe3LvbN+JpbVF359MSZnUFn0RZYW9NBG32ECITJltavg3r7lqm6TaltahQ4oJS4xO1Dx2cFrPNycQs/cvI/NikQ+eFTNkVJGc0IUz7ncDgcWzPzIXaPOn95hsPkXp9TJ9Y2NXKlti5dsS/onJS4RHtiOlqy58KZw9cuy42468Jgb+TDxyyKkrK6kjIApOR8GvrNEoWI2urq+VHfpwRSnWJb29iI4++kuG3F6rVeCxXl5PJLS3ee/uNVUuKuMyePbBp4WpmBTfYJ7lzlx91UXFlBUVZZMnvO4StB+86f4XA4tuaDdgIhi4j0fMrrNelgU9vYcDnwMPB/jaUkJNozckbiaiirOBwAeE5zm+Xo9Oxt7IlrV8RFRU+FBr9J/lBU3tvFWWA2HC44HI5TzHeLU7UdV9t3Yx8s5u+ZhL9xifUPlpKQGGdiZus05eDBg0Pv293djSBIQ0NDfHz89u3bx44d+/z5c4sR9NIZZvBEe3s7d+REcnKysbExuh4dHQ0ACgoK6MsBW+IHhMFkokMiBH4GuIiKiIzV1Q3askWYSLwQEdHOUx92/80bAPDgmTJNWkLC0dKyuaPjTXp657dvFfX1FfX1VQ0NLDZbR1VVSlz8SXz8u6wsAAhctYosLAwAMjz94SLevhU4uoykpLONTXNb26vk7895eBzuyt69e1evVpSVTf70CQBESKSHJ0+id2r5we8CYmSy+ZgxV/btEyaRzt6509bZCQCd3d0PX706ffu2k7V1R3e3obZ2Q0uLuKiopaEhAEQnJaV+/lxeW8seaD4zMTLZ0sgo9OhRYRLpz9DQtr7xE/FpaSdDQuY4O+9Zt05dWZksIiIpIdHe2YnH42MSEqp5KiMBAB1gUc3fssyls7sbHTlRVl3d3NYGABQVFQKB8DYlBQDkZGQaWlosjI0B4FNe7xU+Sk4OeKo/h0VXWxvN6lBEyeTJEyYAQDs67cgIHkPpDEZrWxsa3N7ZuWLzZnkZmWVeXumfPhno6pZVVra09XYrlpOVRUdODHg+BTRbWlsBQF5ODkGQVZs2KY0adXj3bgDA4XCjFBR6Z6Tr6Vm7ZcvQUoPR0dlZWl6+/9ix3/btIxAI9jY2Tc3NpeXlb+LiAEBeVraMp3l6hJy5cCFg+3ZzM7PAvXtVlJXv3L9//dYtVVXV2BcvZGVkAGCET3gA0N7Rgd59ikpKUtPSjAwN0aESMW/eoAE9VGpJaekIL3YpMXEA6OjuFihHq9zQrVxU5BUAoLKhHoYD3bGwqhIdOZH8NcdYS6e4pqqmuTe7VZCWKa6pQkcqjESwP+JkURsjk8dHToqQSAfDrrbwjFIaoU8EQRYG7lKQllk717O4uir5S46x9ujm9nYAKK2p7jVZXVVcXaUsJ/8f+xwMFQUFAKisrxs28nFc7IFrl2bYTVzl7vGxqMBER1dSTOyU/2/oGF42h1NcXVlcPcy1Q2cw0F78CjIjmmGrz6TiCE2ikem5n9GRB8k5H411dNH16KQEQE9mVWVx1X/B54q5ngCQ9nmkeQmvZntXJ3r5FFZWJOdkG4/W6zX5IQEN7qHRiqsq2ZxhLh86g4HeeBVkZQHgTUoSABCFiMc3b9NUVRMVIVsYGj09f1ldSflEaHBFbc2ITPIIAkB7Vyd35ETyx2xjXT1nGzsA+FxUgL6X4sqKwQZP8Gi2cjVVFEcBQFWdYK3E34VXtr2zs7Sq6o9tu3b5rWOx2T00WvDDcFkpKc9pbn3B9OKKimFvR3QGo7kV1RRsafnPTY5Y8J8fHYfDKSkpeXl5PX/+vL6+ftmyEdUlD1Njd+3ata083dJfvHjxgqfNlFtjV1VVpTbQpGL9ycjPZ7JYKvLyCkM+FUmJi1NGjSqqri6oqhpvaAgArZ2dr9PTASDg7FnuCAku4bGx1U1Nx3mmLxH4RdnV1++NO6VZa2dnbGYmur6Mf6wAANx9+ZLbJAoAQgTCSg+PlR4esampy/fvtzE1Ha2unltSIkIi6Q03qYy0hISGsnJhRUVBebmNqWl4dPTha9cA4E1qKgC8S09HR1egcDic+Vu3AkDK7duD5b7SkpKaqqoFZWV5JSXoZHJvPnwAADue2XdvP32KIMhoCqWoouJLUZEaz3Sy1mZmiZmZcamp6LQpAtyJjDx44QJvSWlVlW1fDdysvv5q0NdSDADjTE2TsrPRZoiRwDurHG8Jm81WU1ZW5BnYOxgpmZkMJhMNPhcaWlhWBgATf/kFAF6/f4+OmUBx7euw+Dk2dugH8aS0NAaTqa6qOkpBgcViff76FQCUBhon8SUvb9WmTcFnzgzrU4Dr9+7t6WshZbPZbxMSzPo6FQCA09y56ApnxCnyoWPHfj92zMbaOjIiQkpScgdPxtnV3f3p82eyiIjhmGGm7uQSdvNmxJMnALBr3z4AiH71Cu23x2X9pk0AUPr1q9wIJsnUp2gAQEGVYKqKNp7q8U/sZG9i9jYrPSY9BZ0PZVjZ7VfOb79yHi15kfLhRcr36ivb9d8r2EYiOBiyklI6quq5ZSWfS4smm/dWptqbmr/NTI9JTUYnQxkMNofzpbQYAMyWLug1mZyIjsZI/foFAGz9fNHyTfMXvcvKGFbwb2FvZv42Iy0mNcnbxW3oyNP3bgFAVGJ8VGI8ALxISniRlMDd6rG9dxhT8aOoAXdHSfiYyWAyKUrKSnLDX7nfTY61eJueGpOc6D1t+kgiA/48HvDncbTkxYf3Lz58v8Ztl/de48VPXw7lMzuj1+fgdxh0njk6c/hB3/01T94IffDqJQBsP/0HALxIjH+RGM8bvObQPgCoiolDJ3ocVDMzncFkUpRV0KES0Qnx0G+oKVlExMZs7MOYlx/z8zT45y8cVhAArkU82HryGDfgxfu4F+/joK9N03bRvOHfeEY6g8mkqPRq2luOe5uS9PpD4rA7jlz2ZEjw1hN8nQh7qNSEjO+/lbPXrgKAqvjkoesCEtJTGUwmRUVVacSPuMOY/DuC/8WjGxkZKSsr5+TktLW1yQxX/TFMYjd79mxNTU0AePr06Z07d4KDg6WlpalU6tKlSz08PBYs6L1tyfXrdTQgbDb77IMHADDbfvg+s638fdcex8czWSxjbW0DTU2ByNiMjKTPn/3c3c8HBADA6/T0yMTEw2vWSIqK0hiMbUFBLtbWZGHhp+/fjzc0lO8b9IQKousTLSyUec77m5SUxOzsqvp69cGn17/74gWTxXKfOpV3cv/B4H3od54wISEr631WloG2dl5p6fFNmyTFxGgMxuaTJ2UkJVs7OjZ4extpa8sMktX1CvJ3nGKwWACAPhkAAJPFCn/+HIfDiYuJAYAwz5BYAFgwY8b5mzefvn7t5+3dfxzrNHt7RTk5YRLp5fv3j2NicDicmKjo75s2BRw5Mn3SpDlTpwLAqZCQ/NJS9b7/0pjv5nbuxg0mi5VXUjKg2289PbwDY4vKypgsFpHnvOUWFqIrnjNnDvGuUVhs9rGLF7nBblOmvPvwAQCqamvLqqpsLCzQ7rdllZVSEhJmhoZ62tp2VlayQ2Z1LBbr8KlTAIDODIzH4336vttc8goL07Oy0GmKbXiGI4yc/MJCADDQ0zPU13/07NmF48elpKSoNNqagIDZbm6es2czmczlGzfiR1bDv3XXrnNBQRPt7Z/cvy/O838qKCHXrzMYjCXe3kT+T38IZrq5cTicXfv3y0hLt7W3Xzp3TlpKikqlrli7FgCkpaUvnj6Nw+FGOPW5o/k4AIhOS9639Hv3mtrmpk8lRaryCnpqfIndMrfZR+9cD499tWX+ogHHsXZTe9CxnKislrLKCb9fnybG3XkdHbx1N8JB1vx5FEGQXyY6LnByAYCm9jb/86dGIjgETf2mk1g2ffbRW6Hhb2K2LFgy4MBYVBaPw3lOcUZnOKqoryupqbI3NW9saymsqgQATWWVGRMcJptbAoCx9uiLj++jgrr8ye7IfQqanDnn6I2Q8FfRWxb6DDgwlquJThTv7eKKxxHuxDwP3rVfWlyCSqf7BO4GgN3LVo3V1QcAWclBB4qy2Oz9ly8AwCK34a9cPpOz5h4NCw5/9XLLYt8BB8Z29/Sg3UiWzZp7JPQqDoc7tjEgKz/vzsuo4D2B0hKSVDpt6f5dHlOc50x2EhEWBgBZqUGvcRabvT/oPAAsmjFrsBgAiM9MAwAdtQE+iGE1Z0925CDI9jN/yEhKtXV2BO871Gty7w4AkJGUvLwnEAe4oR8vWWz2/gtnAWDRzN4Rb+isUghH8GGvoaUZAIT5u6GPRBAAZk9x0lRVA4Cnsa/vRP0VHHiksKLsj9BgAPhlqiv6bxbo4IlBNc+dBoBFfVMcL/tl3tErQQ+jXwwYDzyf5jBWeWRnOzmjU9A/ff3qzrOnwb8fk5aUpNJoS7dtRgAmW9usX+wDAMOdT9b+M38CwCL3uUMffYT8LcH/7tG7urrQXjcjSTmGaYrV09Pz9PT09PTs6OjQ0dFZuXKlp6enoqIigiDoOgrvf4gNRlld3cpjx7IKCymjRq0c7p+y7rx61dLRQRYWNtHWRksevH0LAIErVhxZs0ZgWeDsjCBI0pcvrjY2rjY2XT09KvLy86ZMQTvbIQiiq6YWnZIiKiJy1M+PO4jhAU877LI5c04EBHCXhdOnIwgS3jcKAQBKa2p4mxrrm5tP3rghRib7DzlpC8rNqKiW9nZRERETXV0A0FZV9Zw6FQBKqqpUR41a4Oo63cFBTloaQZC2zk6ysLCfp+d0BweRwa/Y648fN7e1iZLJZn31SePNzAAg9NGjusZGAHgZH9/c1masq/sxL48sImLJ3yFMXVl5y4oVDCbTe9OmeJ5ZAAGAzeFk5+WFRkTMnDKlq7tbU1XVbdKk7m/fEjIyEARZNHv2zClThEmk/NJSWWnpiX19wrjVgd6bNgk0yLI5nAdRUXNXruSWCAkJtbS1/ckzv9r1hw8T09IAQENNbeNw9cwl5eUL1q5N+/hRS10dDdbV0noSEvIkJERPW1tLXf35zZtPQkIm2dgAgJO9/ZOQkOO7d892cRHpmwekP8WlpZ6+vqmZmVoaGpv8/AAAj8f7Lljg5+t78cQJ7uLm7AwACILYjR+/oq8icIRwOJyNO3bcfvjQedKk+Kiobz09WhoaS72950yfriAnhyDI0gUL5kyfPst1RNU2HA5nnb//uaCgqU5OkRER4mJiRcXFvGc+8vnzA7//Li4mtrvfyJUh0B09eou/v5WlZVt7u6KCwnIfHw93d3l5eXTGS/91636ZM8fD3R2dYnpYLPTGWBsYZRcV3Hn9kmt725VzHA7Hz/0Xge4pmkrKB3xX05mMaVs3vs7g6wbH5nBuv37pvHk9r2xZXW0PjdbR/U1HRW252+z4nCz07a+cOcdzkpPnJKe17p5DCca8cPb3gyEJevKgsa1VTIQ8bsz3eYU0lVUOLF9DZzKmbV73Oj1lMFk8Hv/w0InYs5djz1420NDUUVVLCApZO7e32vvSb7subN7uOcXZc4rzGA1NrmBsZj+f0c+dN6yGv4mmssqBlWvpTMY0f7/XaXxDBwQ0Z9pNAoB3mRkNrc06quorZ3t4Ok5Fh2UIk0hbF/l6Ok71dJxKHuTaKawsn+Hvl5TzUUdNfStPT8QRmVRRPbB6PZ3BmLZh9evUJH6T7NsvnjmvW8GNDFyzgclinbx1vbiqUkdNfeUcT08nF0UZOQRBtFXVLzy46+nk4unkMqjPivIZG1YnfcrWUadsXdp7L0rP/fy5uJA3LOPrl/VHDgLAkpnuA6gMp6mnobnNd4W1sWlbZ4eirNxKj3meU6cpyMigl0/AYt95U109p04jCw96+RSWl83wW5H0MUtHnbK1b7SBnYUlANCZjGqe9vpncW8TMjNERcgThuxfOKBg+pccGoPu6eLq6eLa0dWlo04Za2Bwp28czErP+eimuc6CU1J811y9LCk7U4eisXVl7xdJU1XtwMZNaBsOi8XXNspms29HPnX2HeaG2V9WT1PLc5qbqf6Yjq5OHYrGynlentPciivLEQCysHDIkeOe09w8p7kNcTsqLCudsWJpUlaGDkVj66phrveR8LcE/8nRU1JSPn36xFvS0tLi4+PDZrMnTpwo0a/Jqz8jGjzBYDDi4uJ8+rrqx8TECAsLT+Kf7E0AKpX64sWLmpqa3VeudFOpRVVVxTU1CIJY6On9+euvUvwVDDQGY29w7/SJPTRaUXV1Xnk5Dofb4+srKiICAKlfv5bV1upTKP1ntgOA+Y6Ol548iYiL8583j4MgqV+/ipBIE9ev11VTq2psxOFwFx49IgsLX9i8mftXZqignrp6YVUVAFx7/Ph5wvc2CPQvaO68eBGwZAk6JsN3z57G1lZJcXF0Zrj03FwCgTDO2PhmVNSeVXzjfWh0+q5zvSOtvtFohRUVX0tKcDjcfj8/sb70d+akSXdfvkzJyWlobt5w9Ki8tDTapQ9BkD2rV0sInBw6fV9QEKDTnXh6dnR3o33RDEeP3nXqFAAsmTPH3dn5bmTkh6wse2/vqXZ26Tk5APC5sBAADmzcKNlvmj3/pUvZbPap0NAFmzZpq6ub6OuLiog0t7VlfPnS1tExwdycyWQmZWXNc3Pz9/X9XFDwKCYGh8NFv38f9uhRbHIyUUjo1M6dovzZPB6Pb2xtRRBk1/HjZ0NChAgEGp3e0tZGZzDs+lJAAMABiIuJnQgKCgsPFxcXb2pp6f72DQB0tbQeXL4szV9PSaPTtxw8CABsNruruzu/pKSgpAQdEnHl+HHeYAaTmZievqDvgaGorAwA1PrNa4NqvklIAAAajbZ03bq8wsL8oiIEQcZbWoaeP8/9y6yElJT9x45pUiia6urSUlINTU0Z2dkAICYmdu7YMQFNgZlTuCxftMja0hIAzl+9ev3uXTweLyMt7b9jx5v4eG0NDXSX8qoqYRLJnmcOSK7at56el69eQd8cJSuXLbOxtgaAMxcuhNy4gcfjZWVkNgYEAMCLmBgqjSYtJSUnK8tms7/m54uSyeE3b2r1q94elgunT9tMmtTU3Oy5cKGmhsb9iAgAGGdhsanfJC/DErJtr/2GlatPHQEAGoNu7eebWZg33sB4y/wB/qB51+JlLDY78Eawy28bdNXULfTGiImQG9vaknNzWjo7JplZCMguO34Qj8MZaWqjskqycm1dnbxhvIKjVdUAgMVhz9rmn5yb09LRMWks378GU+n0jaePoSuLD+7JLSv5WFSAw+HO+P8mUGG2y2cFi80ODLvqErBOV41ioY/6bB1QlsFkxmVn+rh+r80iEAgCMVzBmVt7Z8zZH3yJxWYlf85p6WifZD6ONxid7oRKo/se4pu5bc0czwkm38c67PJdyWKzA0Muu/zqp6tOsdA3ECOTG9taBTS9prpei3z8LjO9oaVZR43i/+fxvPIyNBf8Y8Nmgek5qXS63/FDaJcmNoeT/PnTmF9mIghiazr2zu8neFsY/op7CwBUGu3MPb7pTuSlZU5u+t6xZ9fy1Sw2OzA4yGX9Kl2KhsUYQzERcmNbS3LOp5aO9kkWVv0j65qbpMQlFuz6TUyEHJeZhgP441YobyQAUOk0vyOB3K5X644crKqvQxDE1sz8ztGTXJ/xGelbT58AgG/Unl+2bCyrqflYkIcgyOzJjr8uFPybSiqd5vf7fvSNd3Z355YUfS0t6a8JAJf3BFp6ezS1tc7ZtF5LVe1edBQAWBmZ9B9mS6XTNh47BABsDru2scHY3e1rSTGCILZjLe6c+FOmr5bUc6qr765tCIKMmTF15mTHUXLyeaUlr5MSAeDUtp283VqoNJpf4F5UsLO7O7e4aEDB+PS0rSeP6ahTNFTV3qenSktKWnt5IAiio06pbqifNI5vynquJoPJAAA6nT7G1QlBEFtzyzunzsjwVOXu8ltPY9APXTz/jdqj5zLFwshYjCza2NqcnJ3d0t42yXq8oOz+3QDAZvdZLS4aUNY74NfsvFx1JeV5v67LKy3JLSoEgPtnLmj3q96m0mgbD+0HAARBvH5dl1tY0KtpMe7O6fMyI56ekM/knp3fz+eQgn8ruIdK/Vpc2Pytq5J/HNuaNWsmTJgAAHFxcTt37tTW1tbS0pKRkamvr8/MzKRSqcrKyleuXBmJedxI+ry/e/fO0dHx6dOn7u7uAGBkZKSiovL69esBg2k0Gm8FHlFISJxMVpGXN9bWdrOxsTUx4X1YpzOZxov57vIEAkFOUtJcT893+vRxfd2DNp8//ywxca+vr4/bwL1GfA8f/pCTc3HLFkkxsSUHD3o5ORVUVpbV1nb29JCIxLkTJ/rNmaPK09iKCu5csuTorUHnigSAq/v2TbO1BQCf3bvj+zrk8aKqqJjUN+8JncHQ46+JFCIQ5KSlLQwMls+ZY81fbZaQlbV41y4tVdXG1la0Z4OUhMTFnTtteUZx9hcckAv79/8ybRqTyQx79Ojpmzf5paVUGg2PxztNmLB6wQL7wf/2vqi8/Prjxx8yM2saGugMhpy09FgDgzlTp850dEz5+NFzw4aw48ddHRxa29vtFiyg0mgcDkdcTMxm7Fj/pUvNeHpu0RkMTZ4RLQKs9PY+snMnAY+n0+kqPGbQNk0hAkFFSWmDr+/yBQv4vhj8wSQiUUJcXFVZeayhofu0aZNsbASqfBLT0tyXL7997pyboyMAGEye3NjcvHn16t19E6311wQAOVlZdRWVsaamc2fMmGJvz6tZUFx8Mzw8ITm5sqamvaNDTFRUSlKyqqZm4+rVR/bs4YbR6HQF3YGngQWA4DNnFnh4AMC+o0e5/2khgJioqLWFReTdu8OqhV25stDLCwB2HzhwcpAefng8Xl1NzcXJaWtAgAaF795Ho9GklJSGHRUbn5DgMmuWva1tQWFhR2cngiCqKipZycm8jemmazI6AAAgAElEQVRcqSFGxaKU1FbvCg568O41AGirqC5wdNm1eJmYyKAV/HkVZUFPI95lZ1Q21tMYDAVpGSt9Q2+naZ6TnXjHs5fUVq8+eeRtVroQgUAZpbTA0eXx+3dqCoqvT10cUPBtVvrXijIAUJFXsDIw8nZ29ZzijArSGAyyo+BfPijKyE4wNvWft9BhkBqRvPKyoCcP3mVlVDbU0xh0BWkZAVmUd1npjr+ueXr0T3eHyWce3A04d1JLWaX04QBd1vLKy85H3Lv0NIJrwMrQ2NvFzdNxap9POnmidf8dUW4dOLLYdYZAYV55adCjB+8y0yrr+0zyawIAg8kMOHMi6NEDEZIwk8WUlZSiMei66hqZN8K5OgMeWkJMbIGL2zznac7WEwQuxh3nTx+/McAfPGgoq5Q/E/zVyCsrDXp4711GWmV9HY1BV0Df+LTpns4uAsMerz97uixwN2WUcltXJ41BRxCQkZQ8v3UXN5LGoJNtBQcM6qhTHK1s5rm4Oo/n85md//XCvTuhfz3C4XAEPF5aQtJ8jIHPrDmLps/iDaPR6eTx3zNmEpEoKSZOUVa2NDDurwkA79JTHVctdbAYl19W2tHdBQCqioqfI6LEeH4TBTQBgEAgmOmPsTQ0njfNzXmCnaABCyMRYWFTvTFfS4qodLqslJSN6dhNPssc+6Y/RGP4TIqLU5RVBhTMzvt6KfxOSs7H8pqarm/dkuLi403H+syeezT4koriqNfXbgymyWAy8Tj8innz57nOcLa16z8mlEank03HkIgkXU3NytoaGp2uICtnZWLqPXO25zQ3dHg+GiNoVUXV0sh4QFn/3wPP3bouLirKYDJVFEd1dHUZ6uom3n3Y/7i8JfIyshQVVUsTk3luM53t+G7s7Z2dMuZGQ4+KpdHpZMPvVUgkIlFSXGIwwX8SLMCtW7cWL14MAHl5eSEhIXFxcRUVFW1tbeLi4vr6+tOnT//111+H7V2HMqLE7j9j7969b//66wbPr+C/E10vL+50J/9a/E+c+FxcnBgePnzoD2Uk0538cI4HBV24fr0hP/9HGxkGiqmp36pVB0Y2I+WP4vFff3kvXTpYYvfvQXeRh72ZediuAz/ayFCU1FSP9po9xHQn/xIc1iwTERbmTnfyrwU3zoh3upN/J4t3bc3Iy+Wd7uTfifBYg3N7DqxZMHzvox/IgfNnToYGd38uGD70h+K8xHsk0538xwz/X7EYGBgYGBgYGBj/L8ASOwwMDAwMDAyMnwQsscPAwMDAwMDA+EnAEjsMDAwMDAwMjJ8ELLHDwMDAwMDAwPhJwBI7DAwMDAwMDIyfBCyxw8DAwMDAwMD4ScASOwwMDAwMDAyMnwQsscPAwMDAwMDA+EnAEjsMDAwMDAwMjJ8ELLHDwMDAwMDAwPhJwBI7DAwMDAwMDIyfBCyxw8DAwMDAwMD4ScASOwwMDAwMDAyMnwQsscPAwMDAwMDA+EnAEjsMDAwMDAwMjJ8ELLHDwMDAwMDAwPhJwBI7DAwMDAwMDIyfBCyxw8DAwMDAwMD4ScAhCPI/kl62bNn9e/dU5OX/R/r/LUpqalQUFETJ5B9tZCjqmpqYLJaGquqPNjIMxRUVinJyUpKSP9rIUDS1tHR0delqa/9oI8NQVFoqIy2t8O++gjq7umrr6vTUKQT8v/opsaimWkxEREVO4UcbGQoGi1VSU6WtoiZMIv1oL0NRVlNNECJQlJR/tJFhyCsrVVdSEieL/mgjQ1HV0MBgMnXU1X+0kWHILysdJS8vIyn1o40MRUNzc3tnp/6//t5eWVs7f4FXaGjo/0hf6H+kiyIrI+M0acr/9BD/nJK7t02NTSiqaj/ayFBEv3vb2d01ZeKkH21kGIpv3dTT1TPQ0/vRRoYiJT29q7BgksPEH21kGEorKijqFCtLyx9tZCiKS0pq6+omTJ4sLPyvzkUq7t4dpdLtMLn7RxsZio4OKLkPFraNsrK4H+1lKBoimGQyx2Fq8482Mgx5V8FobA+FwvrRRoYiOprZ2clxcKb9aCPDkB+M6I5BDAw4P9rIUKSkQOdXcHAi/mgjw/D8+f/2Av8f1tjt3bs3JS7+9Z37/yP9/xY4DZWom3dmOE390UaGYvGGtRmfP+Unpf5oI8MgrKZ87tiJNb7LfrSRoThw/OjJ8+e76xt+tJFhkNNQX7fG79C+/T/ayFBEPH08b+HClvoGWVnZH+1lKHQNxtg7lISF/WgfQ1JSAqNHw6dPkqamhB/tZSgcHLpERIivX//ba+xwuNKoqNEzZvyrK5kWLy7LyKDl59v+aCPDICz89tw58zVr/tWVYQcO5J48WdjdvfxHGxkGZ+fntrbLDx48+D/S/1e3nmBgYGBgYGBgYIwcLLHDwMDAwMDAwPhJwBI7DAwMDAwMDIyfBCyxw8DAwMDAwMD4ScASOwwMDAwMDAyMnwQsscPAwMDAwMDA+EnAEjsMDAwMDAwMjJ8ELLHDwMDAwMDAwPhJwBI7DAwMDAwMDIyfBCyxw8DAwMDAwMD4ScASOwwMDAwMDAyMnwQsscPAwMDAwMDA+EnAEjsMDAwMDAwMjJ8ELLHDwMDAwMDAwPhJwBI7DAwMDAwMDIyfBCyxw8DAwMDAwMD4ScASOwwMDAwMDAyMnwQsscPAwMDAwMDA+EnAEjsMDAwMDAwMjJ8F5D+CxWJJSkr6+PigL/fs2YPH49va2nhjduzYMdhB752/hFTUIhW11MKyfxIDANkvX6NhSEXtoyvXNixdZms5TkxUFADmz5wlKS7h88s8dOuejZvweHx9xqcRnpl7QVeQmsY39x/NmuoydAxS00gtrRrK5Ku3aBhS06ivM7p/gIiICLp1j/9mPB5f/zF3pCavBCONLUhjy4Gt24eNoVbVDmXybRwaxrv8vnM3ujU/KRVpbGHVNUpKSPjM90K37vh10wh98kIikeRkZQd1ey0Uae1AWjuodQ1DuY1PHHnYnt+24vF/4xlGb/RoMVExAPCcM2dQn6HXkc5upLOb2tg8bExXXUN42I0Fnp5j9PTIZLKkhISdjc2Vs+ckJSR8vBeiMXu2bf9bJu/duIn00CIjHg0bg/TQqK3tw8ZwlzfPX7rPnKWooEAikdRUVWdNnyEqKuqzaBG6dcdvW0duEgBkZWRFRES0NDXnug9+Mm/fRhhMhMGkdnYNG4MuvwceRMvzv+QiDCaLSpOUlPRZvATdumPbtr9lEoVEAk3NQbfeuwcIAggCVOo/iiGTwcenN2zPHsDjwdMTRo0CYWHQ0AAASEiQGGxfKSmcsDCMHo3fvl1kcA9iCCKDIDJUqvQ/iZk4UQiN2bNHBIeDVauEbW2FxMRwACAvj3N0JA+2o54eEQ3z9BQf3IAigmgjiDaVqvVPYshknI+PBIJod3VpeniI4XCgq0skk3GSkng7OxEAePRIZ7B9SSScpCTBzk48KIgyuActBLFEEEsq1fyfxJDJeB8fOQSxZLEsJk2SwOFATY1EJuNlZAgyMgR5eWJtrcMQPmVkiGPHSuzZM8S5MkEQZwRxplId/0nMxIkyaMyePVp4PK6tbTL6MjLSbLBd+sRtEGReZKTdsDEIMo9K9fgnMWQywcdHAw2TkyP1D1BUHPTLORLu3XNCkNUIsppKXfFfieEub97McHfXVFQk4/E4SUnJ2bNnv3v3rn9+9ebNG3d3d0VFRRKJpKamNljYEAj9Z+88MzOzs7PTyckJffnmzRtLS0tp6QHuEUQh4sI5cwUKtdTV/ysxACDLc9AjF85lfs6RFJdQVVIqLC1t62jv7O5ysrPvNZmYYGliKiUpyavGZrNvP3mEw+G0NTQAwNzIBE0KAUCLorHz6O/HLpwTJpEAAI/HK8rLt7W36+uMNjc24cYImpw7wNdRlv/M4PH4Jb/MQ9ebW1ufx752GG/TazIh3tLU7LvJuR69Jh9HAICOphYAmJvwmNTQAAAEQa6H30NLjPTHjBs7lu9MavCbJBIXevwykEkZgRIEQULu3MbhcAiCBN++efLAwcxPnzq7upwmTkID3iYmCAjeevjAytwiNTMDj8d7zJwlJibW6//BfTwe7+42XVFBgc3mtLS1Pol6hu6iICfvYGsrIS4+qFvPeQO4lZEZIqy5peX5qxh7mwlo2Ju4OHNT08yPH9Gwj58/5+bnLfjF8/b9cDwe7zZ1qrycPLpjVPTLltbWmtpaVRWVwuLi7+Lz5gsY0NLs53PwmGs3rgfs2E4ikSzMxpoYGTU0Nialpn5ISQEAx0m9J/PNu3fmZmaZ2dlcqfCIh3p6ep+/fMHj8W4u0+Tl5fjFtZqam1etWysuLt7d3Y3H45csXNjPAN8vAZFIXOjlNXTMzn17j/0fe2ce18TVvv0rk40AEnYRBAUErQpacUEERVGxdbe2FVRExVatVFsq4NKn2larra21drNaLS5Fq0UeBRS1GOsCCm6gdQuCiAqyJRCyksz7x4SQBBJQ8bE/3/l+5o85k+vcc5GQyZ17zjnZ8BWXyw0cOLCjc8eKyoq/z5yWSqVhodoPgyyBQD/UvZISwd9/v/nG1P1/HmCxWNMjtB5yLpy/desWh8MZOHBAd1/f23fu/PfwIQBMJnNG5PTWfU6LMKMhSfLXHdu1/5m/btuw/suLly7V1taGjRiuNXnypFGclNSDzs51hYVgsTB9OgCo1di9GwSBbt3QqxecnSES4fx57SkmTQKfb2jA8FOVzUaz57t1TWUl0tPReOHEoUNgMPDnnxg3Dl5eOHECABYulDb21X5oiUTkkSMqpRJ+fsyAAObp0w3r18uNNHoeDL4ePIWmspJMT1eFhmo/HU6caLC0ZGzdqrCxYbi5Ebdvq/U6MiIjm7K3tDRpVZX6wQO1mxvr9m1Vi5pGA2xDA0+jqaxUp6dLw8IsAGzbVpeSUs9gwMGB6NvXsrxcfe6cAsC6dWWNfe0B/POPPDe3niDg4MDy9+epVOS5c/Vnz0r0NYYeuM08PLGmsrIhPV0cFtYBgEpFnjpVx2YzvLw4gYFWEon65Mk6hUIdEHChsa8LtP+cj3g8wsaG1auXFYdDXLxY9/nnRQBYLMb06S7NPBgk+ro4bddUVqrS0ytDQ7UfVSdOVAcEdLC1ZQGoqFDOm3dDryMRGWmcCnt6WlVUKObNu2htzZJIGgiCMXNml+YaQwMtxzGvqaxUpKc/CgvrSDWlUjWAWbO6Us0rV0TXr4vffNPrhx+us9lEZKS2jJKaWlxbq/TysunRw9bR0QKAWk3u3n1HX6PnweCbVXtpli27sG7dFS6XGRjofPOmiMezP3v2rJ+fX2hoqKFs2bp167hcbmBgYMeOHSsqKlqUtcITF+tIkiTJdevWASgtLSVJUiQSMZnMxMREIw1VseN3sNFV1JpvVDXu2TXUdnLfgTunzmmKHxzengTA/5WeAErPXyLvPRRdu8lkMhMXLjKKRjWtLC11FTXdtv2bTQAGB/QvzL6g7fLgsfp+WeW1W83FVMWO0pjfunt343I4uua65R8DKL14lXzwWHRTyGQyExe9bxSNahIE0byiRm1H9+2nXk0Gg+Fo76AofdSijKrY8W1sTMVpMWz0tIiOTk5U2HUf/wdA6dVr5OMqkbCIyWQaBeRwOJu//Ep7sFqsX1RrfqSDtfXo4SMAeHbpUlVYrHvUVK8WtxZl6z5ZDaD0+g2yWiwqvs9kMj+KfV8n+yQh0crSiqq08W1sqIIZtZ1MP3LnSr5GXHf4j/1orNgZaYy2FuMYbQd27fnxm29FpQ91R65fyLO2sgLw/dffkLUSUelDJpP50fuL9UPZ29lR5TG+Dd+oqEZtk8ZP6OTismxpPAAul9uiRr9iZyqObtv+8y8ABg8aVCq8qzv4xaefAaCOiMrKG190baj9v/8O4OG9EgB8Pp8qmBXeug3A0dHxwb17uhrbH3v3av+N9QpvRhtVsdPFMbUdTUsHEB0V1bFjR0dHR4Wkft2atQBKi4tJpUpUUak1qRenm7f3zJkAwOcbFNV0TWqrr9deGBcuNDiuv7XYsY2adesAoLQUJAmRCAwGAOzYoX309u2mKzOfz6AKZiRpN3AgC8COHdoym1pt99ZbHAAWFk2a5htVjdOP00bNunU8AKWlfJK0E4lsmUxERnLu3OFrNHaHD1tDr2LH5xNUUY3aTp7sdOeOu0bjdfiwCxordkYao42qxj2dZt06ewClpR4k6bVzpzNB4IMP+LpHr1/vrPdkMqmi2oEDXj/+6CES9aWaJBlw/XovJycWAEtLQnew+UZV43Rxnkizbp0bgNJSf5IMqKnpy2QyEhNddI9GRNjb2LAafbKoCplGM7K4OJjapzaFYsS0aR0BcDiE/nGjjarG6eK0XbNuXTcApaUhJDlSJAplMhmJiV2phyZNcurUictkMhpNsqlqmdE2aZJbp04Wy5a9AoDLJVrU6FfjTMUxr1m3zg9Aaek4knxTJJoEgMlk6B795JOeVlYsqorG53N0pbLu3W25XKZ+8ay5pvnWXhqSfGf79mEABg/uWFo6nSTfCQtz+/jjj9VqdWVlpX7WtH37dgCDBw+mkiuK5rJWeYKKnUQiKSsro/YzMzM9PDxkMplQKBQIBGq12sfHRygUAnB3d+dyuWYjPS9CA4Mk9fWF9+49elwOoKzisYerm0wuFxYXC3LOqdVqH0+vwnv32hJKqVIuX7fGytLy4K9JVP2MgiAIBzvjytZTICzW3l/OFJz0cOssk8uFxUWCc2cbTRY/UbStu3ZSOxw2u7K66mBG+tstVTefFCrsjKlvEgSx/fc9P/22I/NklkfnzjK5XFhUJDh7Rq1WA9BoNMKiInc3Vy7nyV53giDS9+0PHT/27PmcL7/7lsrGnhpJfX1Zufa2bGbWCY/OnWUyufDuXcHZ02q1upunJ2VVoVCYCRIaYvKGyLPwxsSJRiY5HI6zs7OkqOhMdnZ42EjB6b/VanU3Ly+dyVbfRDt27kw9fCgt5eCNmzfbxaRSqVz+ycdWVlYH9+23srQUFhZSx4/9dcLD3V0mkwkLCymflElhYaF7584thioqKgIwcMAA106uuoNjx7wGgCTJZ7e69ddfAcyInE4QxPbffvvply2Zx495uHvIZHJhYaHg1Ckjk22/IuluhleavMH+xEgkaLxwIjMTHh6QySAUYudOkCQ8PBAcDKEQ7u7asxMENJqm7pcuqS9caOjblxkdzdGZ/OIL3h9/KJVKkiS12eEzmyTLyshGkyoPD0Img1CoEQhUajXCwlgACgs1KpW5IKGhz3QLrG0+NWVl6kafMg8PlkxGCoUqhYLUaNC7N0coVAFwd2f17NnCTbo33jC+evfsafH++84ff/ywoaEd/jMNfaoafdZ6eHBkMo1QqBAI6tRq0seHKxQqALi7cwgCfD6rtrZBvzuDgS5dDApsHA4xZ47r3r3lGk27+ZRI1GVlikaTVR4eFjKZWiiUCgQ1ajXp42MpFEr//PNxampFWlrfiRPNjWLasaM4NfVBWlrwjRu17WVPz2dDWZm80We5h4elTKYWCiUCQQUABgNCoQSAu7tlu5+6XVAqNcuX51pZsQ4eHN2xY9N7hCAIBwcHPZly+fLlVlZWBw8e7NixoylZW3iCxC4tLS0iwuD+iI+Pj25/7lztnebs7OzAwMAnMtGOpP11IiJ2AbX/uLISgM+wIN2jc5d+SO1Q130zZJ05U/b48fQpU/k2NgfSDgFQKBV/nTk9Ykgw45mvow1qtc+QQfpH9Jtz45a00SRFeUXFocyjPl5ed+7eZbM5CqXyl11Jz57YUWF9vb0rqqq2/74HwJKVy7VuB/XXV9ZJJD6D+mcfyQwM6N9CILOwWKzVictHTp7w+4H9z5jYpWUejYiZo3/Ep3/TkJf5H35AWb1ckP8sZ3lG0o4ciZgTrX9k74H9ew9oC67zlywGZTL/auCAgWbiFN+7t3hp3OyoqLFjXmuvxC7rlKCsvHz6tAi+jU3CyhXf/fiD/qM+fr30m3WSOh+/XtmCv1sM1aNHdyaTmZuXV1ZW5uKivd1z9FgmABbrKYd/6CgvLz+UdtjXx6eismL7b78BWPKh9n3t80oPA5N1dT6v9Mg+fSZw0KDmccwz0NzT/2SkpcHwwgm9CydKSrTN7Gw4OQFAt27M27fVutwuK0sF4LXXDO5LuroyAGg0uH1b3b07sz1MqiIi6vWP+PiIdftz50qpnQ0bnnvqZp60NGlExGP9Iz4+TeOb586toHays90CA9uazdvYtMMTaERamigiwmB0uI/PNd3+3Lna+kJ2dg8AEolBVmeK1NQKALrKWXuYrIyIKDA0eU7P5D/UzrhxjmPHOpqJU1xcv3jx5dmzu44d2+l5JHZpaY8iInIMfR7R7Tc0kFRz6tTOcrna1DdHjYZcu/ZyYWEtj8fy97cfP974TvHzIyvrQVmZdPr0bnw+Z9++wmvXaoqL6zp1KiJJUj+dyMrKKisrmz59Op/P37dv37Vr13g83qBBg0aMGPGkWccTXGSDg4P3798P4MqVK2vWrImPjx8wYACA2NhYFxeXFSu0o+x9fX31e0llsug4gyH2fj16xM2b/xSaGYsXGVlycnDY+B+DbCB4wMD9P/1ysSB/3Y/fA4ifv3BAn74AYv+z0sXJaUXsYpWqIfL9hQqlkopGJU9Smcw7aIAFlzugjzYVKKt4DMDBzs4/bNidorsA5ArFyLffcHJwGB4UzLOwAOD3yitx7y40NhlrcERrctVn+keMMjYOm71g1uzggYNiVy5zcXJesfgDlUoV+d58hVJJRdOVH7wHBFhwuQNe1Zr0e6Vn3ML3diTvUalUM998+z/rv1AoFQ52dlmnT78xexY1ao3SGJtcaPDcak1+tkb/CBU2elpk8KDA/b/uSPh01d179wDEL3qfMhC7LMHZySn/+nUmkxk0YOA3P/3I4XAaGhqSkn8HUCeRRL+3QP/vVSiVRieVymTR7y3QqDUEQdx/8ODtOdEDAwLi3os1dvvuPGO3jo4b13xhJPsj9WDI4CAANaKaazdu9Ozew7NLl+jI6bHxS106Ose/vzhyXgyTydy05ecbt24plIp5sYsASOrro+e/qx/Kr1evuNj3jX22hwZA8ODB+3fuBnAl/+qaDV8B+Dgh0b9X79ilcS4dO8YvXhI5dw6Tydz0008///prfX19+tEjACT1kuh3YnRBSBJnzp215fM3fvmV7qBKpdLXAPDr1TtuscHbSiqTmtHk5uUBcLC39x/Y/07j+EKK9+YvoGqZsR9+4OzsnF9QwGQyQ4YM2fTj91QVf/GHHwKQSqXRjV/w/P38Ll+54tXdd+qUNxwc7O8IhZnHjlEP6TRaD717x33wgYFPvTjNNTuSklQqVXTUrOAhQ/bv3ZuwbNndoiIA8R99NKB/fwCxS5Y4Ozvn5+czmcyQIcGbNm/++Zdfyh8/PneOCo7oaACg3oV1dRg6FP36AYBYrB1jRxC4ckUr0xrwQ1ycvqOmOK1qpFJQw2Oqq5Gfj/h4DBgAAFFRkMnw3nvaR319UVMDAB4exO3baqmUjI6uB3DunBrA6dMNX38tj4sznjOxcKHU3b1pwJyfH9NIo4tjXpOSoqQG1VVXk/n56uHDWQsXcgHExspcXBgrVmj1RhU7qZSMjq4wDM6Ji+M/P41USlJ1wepqdX6+Mj7edsAAymeliwtzxQptQc7Xl63/AS+VaqKjiw3j8+LiOgIgSezZUw1Ao4EpTVviGGmkUk1oaAcA1dUN+fmy+HiXAQMsAcTG3ndxYa9Y4bJjR5VKRX71Vfnx47V1dWo/P+uCAolUqo6ONpg5d/eurGdPK7G4IS+vTiiUAtBoSCONn591XJxBmtI8ToualJTy0FA7ANXVqvx8yfDhdgsXugOIjb3p4sJdvrzrqlV3y8uVmzd3bxY8V9ckSfLMmSpbW87GjU1ju1UqUl8DwM+PHxdnmBsYxjGjkUobQkOdAFRXK/PzxfHx3QcMsAcQG3u5pkapUGi/Ax04UAqAwcAffxQCkEoboqMF1ENlZVKVSrNiRdPp4uJyjDSNHuzj4vwNPTyrJje3AoCDg4W//4E7d7TflwoLdxcWFuoX53JzcwE4ODj4+/vfuXNHF2rw4MFGNbzWeYoBdmvXrgVQUlJCkqRYLCYIIiEhobnM1KzY8GGhRuPnnk4DoItb5xYH21Fj7ACUZOeR9x6Kr98iCCJhwXutzrHV4eHWGQCTyezu3S0z+Y+WTYYONxpj17LJzp31x9itTVxxfO+BR5evSQtLFse8A4AgCCaTeWT3XoIgEt6LbXWObZOB4SM05ZXeXT0Jgii8cNGUxmiMnQmT7vqj63RhqeF05OOq79auo5Qll/PJx1XiwmKCIIxSRvOwWCyjgXEtuB0R1qoGQBd39zbKxPdKCYJIWLzE/ORZAw9hI8laif4YO1Ma87Ni9TXNt7DQUACvjRpF1krEDx4RBJHwwYdmJtg259jhdGqU21drv2hRED5ylNEYO/OaRfMXgPqf9/U9efRY3ePK/Ny8bt7eAAYPGkRK5eKyxwRBGCWL5tGvz/nq16n0PYwebTTGzoxGo1B6e3kRBEENpyOVqu82fktpSu7eJZUqcWUVQRBGmeKzEx5uPH7u6TQASkpAkhCLtbdQDx5s6kWl05Mnt3APEUB4ONtobNzz0wwbxiJJO7HYliCQkGCh0xuNsWspOI8kDcbYmdKYn/HaFg2AkhIPkvQSi7sSBBISbPVH4H3yiR2AwEBTHmyoIW6ffNLJVHCdxsyM17ZoAJSU+JFkgFjclyCQkOBCkgFWVk3puJUV89694BY76tfnRo9ueTGB8HAHo/FzT6cZNsyOJEeKxaEEwUhI6Prllz4Ajh3rR/UyXyk8dmwoNcrtq6/8WxSEh7sYjZ97Og2AkpKxJPmmWDyJIBjDhjkdPz700aPxUumUa9fCBw60h+miZmioq1Q659q1Nxct6kUQLWvCwzsbjbXO88EAACAASURBVJ97ds2iRb0oV9272548Oa6ubvagQc5eXl4AQkNDdSnTokWLQF2Bu3c/efJkXV1dfn7+qFGjjGTtPMZOx9mzZz08PNzd3QHk5ORoNJqgoCBTYn4HG9G1Vm4VtZfGCEsez93VFUDOpUsajSYoYEDzaHKFgufraWVpKblTrN934bL4n3b+xmAwUrcndXX3oLo8uJTvGxz4sLwsN+NY/z4GM0+bwt4UNj+uz7LYxbp9YVGRh1vnmW+8uea7jf/ZsF6j0QT1NzR5U6g16eVOEIS6rMIo2l+n/y4sLgofPsK1UycAfBubwtyLrn697Pj8+1cK2Gw2msG3sREJW8lus86cpsK6ddJe9SLfeGPJyuUMwMXZGUDOxTyNRhPYf4BRQG7nTl9/viY2finfxkZUrE1P5Qo5r1NH3UxeAyfF9wG49ezxsOxR/plzfj17mdKYR182btpbBf9cv5d/HcCxk1kajSZo4CB92ar1X2zYvLmy+B7P2ZFvYyMqNbcKjLZXe2h0fP/Llr8EAg6Hs/e3nQByci9oNJqgQXomSx8CcOji/s7cmHUbvuLb8EVl2sS04Pq1AcFDZs+MGqWbWgkA4HK58hoxzKIfpzlUYZXBYKTu29+je3cAfr16d/PyLiouzj5/Pu/SxerqGo1GEzhwkH6oA6kpb0ZGPrxX4trFg8/niyq0uenqzz5b/flnHy5ZsuDd+c5OTjdv3UpYvuz2nTtcLldeJ2nFp14cI7JOniy8ezd89Gg3VzfqSOS0aUviPmQwGC4dXQDknD+v0WgCBwUaxfF5pcfgoMJdu8DnQyQCALkcPF5TE4BEgkuXQE1TXrsWy5aZN9nUsY2aceNQUABqun9ODkzdM6KOW1oy6uttAbz1Vv3+/cqDB60nTWrh7bxrl9WMGS0ngo0eGCKRyTVNmmvGjZMUFKgFgg4AcnIaNBoEBZn8mODzCZGoa2vBn4tm3LiyggKluzsLQE6OQqNBUFBTGfL772tXr64BEBvrlJMj4fOZIlELV+zvv3+8evWjvn0tr1yRmtIYenhizbhxwoICmbs7B0BOTr1Gg6AgKwASyaskifJy1Ztv3j1/vn7gwAsA+HyWSBRqFJAkUV6uPHWqJj7+DgBra2Zd3fDWPLQQx4xm3LgrBQUSgSAAQE6OWKMh3dy4S5femT+/86hRxtkkn8+mZi0AKCgQDxhwYvZsz1GjDOpJXC4hl7ew9oKpOG3UjBt3pqBATI2ly8mp1mjIDz/0HTlSe+pevWxee83l8mWRSqUBwOdzRKLo5jF79bLbvHmIlRVr/fqrLBahUsU01xh6aDlO2zVqNQnq0po6ukcPWwDW1uzhw9/auXOnQCDIy8vr378/9K/Aqak9evQA4Ofnd/DgQV9fX31ZW2hrYicSiSobhxNTo+ioqRJHjx4F4OTkRDU9PT2p+WgvBFFtbWV1NQBq8gS/g42wuBjA0VMnATg5OAiLi5vfEGwRO1tbAD26devRzUfeONzeytJy1NBhSfv35eVfbTGxa5tJMWUSQPbFvMB+ASNDhq75bmPBzRsAnBwchcVFbTQJ4JedSQCi9daGcLCzHz86/M+0w/89emTq+AlPZ1IXViRucstiMpUq1ZadSWNGhB3N+guAk70DAI1Go1arn/p1VygUldVVAJwczQ3jMA9JksK7d6n97NwLgf0HUM2jJ05QkQuL2lSpfa6IxOLKqqpfdyat++ZrFpM5LDj4cUXF44qKo8ePt9EkSZIz58xx7dTJVJXuWbCzswPQw7e7i0tH3cyJC3l5nVxcSh88OJKZWSMSAXBybP1FP3b8+KrPPo14e9r6Rp/9Xn31j9+T7Ts6KxSKeyX3ung85QCXX7ZtAxAdFSUSiSqrqqiDLBZLqVRu2frLmPAx1Eg+6n/pSf8zra2bhtZ9+ineeQdPOGS5BUSipnkY2dkIDNSW5Y4e1R68fRtCITw9obMpkRhkfHw+A4BY3HIaSD36jJAkhEJNo8mGwEAW1Tx6tAGAkxODahotkvK/RyTSVFZqx7FkZ8sDAy2oqRJHj0oBODkRVPPgQWl8fFVAAPfiRQWPZ9Lz11+Xf/RRaUCAZVpat06d2nPorUikrqxsaPRZHxhoRU2VOHq0FoCTE5tqenpyXFzYXbpwSksbiovlpqIxGHBx4bz9dkcfH8uAgPMymcaU8okgSVD3dgFkZ4sDA/lU8+jRKgDffXffyYmzYEFntZo0VQAjScycecHVlWeqStcuiESqykpFo8+qwEAHaqrE0aNlAJycuFTT09OK8slmM8xP8aGIju6+fv1Vtbp9nkzz2NlxAfToYUtldRRsNnvUqFFJSUm6jE17Be7Rg8rqKKysrIxkbaGtid22bduWLm1amDQjIyMjI0PX1FXs7t+/39nERLn/Adv27lm6pmk026PH5fozJ4Imj297KGoZYVsbvtFxWz4fgFxu8k3Yusnf9yz9bJWumZF1IiPrhC5m0ITX2x6qoqoy9UgGgIjGUWji2lqGs/az6JedSU+X2DUPq0/ssqaVkEMnjQdQJ5E8Ki/v7OraXNwWTudkK5VKj86dXZyfZAyBIUqVSn+qRMbxYxnHj+maQeGjqB2N5n/xNjbFtqTflq7UDkVtUKuPZ2X59G26IAaN1FbgzJhUq9VXC/IBdHA2ToIVCgXD0mJudPS2H39+OnvdfXwB2Nryt+3YsXR5U7WqugYA/vOZdkHg0PDRAOokdY/Kyjq7ubUYKv1IBoDhhgsv8Xjam3dXrl59usSuoqIi9dB/AUTMmNH80dglTfeIQ0eGAairq3tU9qiz2xNfkZhMyOUoKMATLR3VItu2Qe/CiYwM6F04ASAhAQkJuH8fugvn/fsaygNF9+4EgFu3Wp5K5evbDsmWUmkwVSIjQ5WR0dQMCqprNGZ8Pfwfs21b3dKlVbpmRoY0I0OqawYFNZXMBw+2OHLExda22FSoVaserl79aPBgqyNHfLjcdpuO0OizcunSUj2fYsPnU3vr6f59v86dOQC4XMLFhVtWpjA/ZbxnT2pZULKmRmVn10L59olQKjX6UyUyMiozMprK5FSS16dPTvOOYrEqJiZv27b+ajV59aoIQIcOB400CoWGwdg/d67ntm1PPKPOiG3b7i5d2pR2Z2Q8ysh4pGsGBWVRO/fvj+vcmbrCtOnVtLU1V+duX7p357d4RmrpX1060b17d91BM7K20NbEbsKECV27dgWQmpq6Z8+erVu32traymSyWbNmTZkyZdq0aZTsSSflti8TRoZ37ewO4IekHYKc7AF9+sTPf08ml8/6cPGUMa9PmzARADV5otVQYcEhDAbjpvCOqsEg+S+4cQPN1iV+MpOjw7u6uwNIPXpkT8qBrV99c/vu3a9++h7AG2PHTZs4GQA1eaLVUEn79iqVyoA+ffr29lOr1b/tTeaw2TPfehvAoaNHT/x9qqjk3lNY1Q8rrq2tFokA3Lt/v7C4qIO1taS+fsPqTz/65D9Txo57Y9z4yPnvWPJ4Zn5JwjwNDQ2ffLEWwPRmq/s+EWwWa9dvOwGkpqft2f/H1k3f2fJtZTLZrIXzp4wbP+2NqSqVMnJeDONJftqh3bl+4waAXq+80vuVnvtS/ty6+Xtbvq1MLpv17jtTJkyY9sabKpUycu4cMyYJgphrNGIfKLh27UJeHpPJjJ45MySo5ZE6bSFs+HAGg3Hz1q0tm3/o2qULgNTDh/fsTe7RvfvNW7eWLIrd9MP3UyZOemPSpMjoWZY8SzMvulKpBPD48eMWH33SZXF0JO3apVQqA/r169unj7i2trq6GsC9kpLCwsIOHTpIJJIN67/8KCF+yqTJb0yeHBk109LS0sH+aa5I7Zj/T5ig/TWL1FTs2YOtW2FrC5kMs2ZhxAj89Rc8PfHllwalwTt31NBbeGXECDYgO3pUtXZt07C2R49ISuPr2w53SNhs7NplBSA1VbVnj3LrVktbW4ZMhlmz6qdM4Uybps0hHBzaOQF6UiZMsOzalQUgNbV+zx7J1q1OtraETEbOmvV4yhSradOsk5Lq0tKkQ4fy0tM7WlubfB99+GHpxo3loaEdDh/uZm1NyOXt/H1vwgR+164cAKmpoj17qrdu7WJry5TJNLNmFU+ZYjdtmnaGh4OD9vNXoyErKlq/S1NXp03uWax2uI6x2Yxdu/wBpKY+3rOnbOvWV2xt2TKZetas65MnO4tE2g8+Dw8LqhK2fftDKu/kcIiQEEcABIG5c42HPxYUiC9cqGYyGdHRXSnZMzJhgmvXrtQ/54M9e0q2bu3f6PPClCmdp03T/pCB7ico2rgczOnTZQBMjbRrX8LC3BgM3LwpUqk0bHbTa1dQUADAs3FZ87CwMAaDcfPmTZVKpT+MykjWFtqa2Pn6+lLTXZOSkry9vWNiYgBkZmaSJBkTEzNmzJi2n/L54evl5evlBeDLn38E4OXRZerr4zJPCUiSjJkWOSZ0OAC52WXMdLi5dJr82uspGelrNn2buEg7tzHtxLGss6cd7e1Hhgx9Ooe5Vy5zudypY8cDSPpjn3eXrn179f5kw5fUozERM8YMH9F2k9t27wLw4/oNA/v1kysUv+1N5vF42zZuAvBxx7Wff/P1tt271ixf+aQm9cPqDo6fEQkgYsqUz7/5OvfyZZIkY2bMDB0SDIDNZlPThJ8UjUYz9u03z1047+3puVRv6OFTQBDE1AkTASQl/+7t6RkzcxaAzKy/SJKMiZo1JmykXCFHG7/KPQc0Gs38JYt/27M7PGzkwd+T35oV5e3pGTMrGkDmXydIkoyZFT1m5CjqO5kZkwRBNC/Ibfh244W8PBaL9dS1Ogo3V9fJEyam/Df1j5Q/V61YCSBp9+5OLi43b91ydHAIHTr02+83x8yeHRoyFNSLzjO58kVIcPDPv/zy/U8/zoqaqSuYUTN8GQzG4KddDmnb9l8B/Lj5+4EDmoaijp88CSQZMW3a52vX5l7MI0kyZs6c0GHDWjVpBpKElRXafN/DHL6+oNYJSEqCtzdiYgAgMxMkiY8+Ql0dLlyAVArKJpVQGqWV/foxBw5kXbjQsHOnMiqKQwmWL5cB4HCeffElANTPmnEAJCUpvb2JmBgugMxMFUkiJoYzZsyzFofaC19ftq8vG0BSUp23NzsmpgOAzEwZSWLu3A4HD9anpUnDw3kHD7rweC0/LxoN5s+/t3VrZXi4zcGD3mZu1D6bTwtfXwsASUlV3t7cmBhHAJmZtSSJ4GBrHx+LPn2a/i0VCvLRI2XjMCztwZwcMY9H9OnT9NMFVVWquXOvA2CxGB06tEM2TxCMqVOdASQlPfT25sXEuAHIzKwiScyb5zZmjPE3ot9+e0SZ5PGY1C89EASjeUFuw4ZbFy5Us1gtPPR0+Pp28PXtACApqdjb2zomxhNAZmYZSWLoUEdf3w7+/k2F5IcPZQqFcW07N7eCy2X6+zd9Ec3Lq1i8+BwA/TTr+eHmZjV5smdKStGaNZdXrQqgDt65cycrK8vR0XHkyJGNMrfJkyenpKSsWbNm1apV1MG0tDQjWVt4sskTSqVSIBBERUVRzczMTC6XO6zxN5GeK82XRKF4d/rMwf20z1TK0YxDx49pNJpL1woAnL98OTpuSe7VK0wmc1jg4Baj6VbiiF4SC+DdmbMGNy7GtvnzLy4V5K/+5qujJ/8CUC+TTpwdxWaxt234tvk8gKawS2KbH9eFPZWTvfSzVd5dunZxd/87O9uWzx84NpwkSe8uXUsfPRw2OKjFaJRJkiSjY98D8O6s6MH9BwjOnr0lFPq90lM//dIxd/qMNRu/2ZH8++r4RKOVw6QyGRXH2KTpsEqlUnD2TNRb06iwhzOPcjmcYUFDmgdsaGjYvW8fAJlMlp17YbDeYmwyuXz+h9RzrqkR1QCok0iOncwKGjhozy/b7Fr6PTo0LonSgtvo2frBtSunaDRH/zrh7elJdcm9dInNZg8bYu7nC41IOXToUEY6gNKHDwDkXrxE/S0frVi+Yc3atscx4uvN3239bQdBEPZ2du8ufv/oiePenl7U8ihF94q5XO6wIU9faWtHNn+z8dKVy6vXfH7sxPE+/n2OHstUazRsNnvbTz+fOn2ay+UOC27TAs5vv/nWtu3bTwoEPXr3Hvf62I4dnW/cvHn8xAkAFhYWfP7T3NETnDp16/Ztv9699bM6pVIpOHUqasaMubPnrPnii8NpaVwud9jQJ/jeJZNhfmNxXCJBQeOqXt9+C2uTv3T6xCiVEAjQeOFEZia4XAwbhl9/RXAwZs9GSgo8PbU/Kda7N/PaNYMPp19/tQwOrps9uz4lRenpSZw+3XDxohoAp13vJimVEAgaqNwRQGZmA5eLYcNYAFJSVIcOKQGUlmoASCT45x8lALncoDqSklJ/6JAUQGlpA4DcXDkAmYz86KOqDRva7WaOUkkKBPKoKOtGn1Iul3H5smLr1jqCgL09c8GCpluKmzcblI2//rp869ZKgoC9PWvBghLqIJWvKBTtuUBxo8+6qCiHRp+1XC6jrk7dt+8/Xl5cT0+OnR2rrEyVnV2vVpPUrVhdX4GgZtkyoZcXz9OTZ2fHKitTXrxYS42ua99kVKnUCAQ1UVGdGk1WcbnEsGHtsAh/+6JUagSCiqgo7Q2ozMxyLpeor2/o0+eYt7e1p6eVjQ2rqKj+8mURgHHjPNLSSnR9T516tHRpjre3jadnBxsbTlFR3ZUrlVT1kcv9H00J2Lx5yKVLlatXXzx2rLRfP8erV6uqqvax2ext27ZRP7zZKNt86dKl1atXHzt2rF+/fvfu3cvIyGgua5UnS+zOnj0rkUhGjx5NNTMzM0NCQp7uO/GTompQJR1oYdmRkcEhusTu0rUCfU1x6f3iA/cBWHC5RiUlo2gNDQ1J+/cBGBkyTJfYuXZ0yc04/unGDf/NPAJArVZPGvPa8tglZqZNqBpUVBxjk41hw4JD5k2fmXMxL/fKlQZ1g1KpGBkyNGrq2198/23IoMAWTOpFI0kyad9eACOHDRvcf8DW3TsBxMyY2aKTru4eI4cOO35KcPhY5uTXxxqEVamoOMYmTYc9e+GCpL5+9PDhurD+vXrxLCyoyqJRwPMX8wAoVarCoiL93EupVG75bQcADodDrbHH4XDS9v4xcliombKDSqWiFsZr5jZUP7i+7NadO7caFwHq9corPIsn+P+8dPVK0u97dM1790uov+VAauqzJHZV1dRCWZrkxrWIb925fevObQDWVlYhQUH/mzdRq7h26pR75tyna9ccSk/LvXixQa0OHDho8zff9O8XsPyT/4QMGcLj8doy1IPJZB5NS//hp5/2/rEv/UiGTCazt7cf+9rr6UcyOE+bjFC/NhEzx2BxgbPnzkkkktGjRnXt0mVkWNjxEyf8/f3baJJCqcSWLdp9Fku7RLCVlba01l6cPQuJBI0XTmRmIiQEPB5698bFi/j4Y5w4gSNHQK1U9eOPlkOHGiz70rs38+JFm48/lp04oTpyhOzcmYiPt/jyS3m7lOv0TDZIJOTo0exGk6qQEDZV+rp0qSEpqeleoVxOUj//oFIZJEOXLimSkpqc37vXAECpJA8cqG/HxO7sWblEohk9mtfoUxYSYlFbSwLQaJCcbDDn+uRJg2eyqqqhUVZtFLZ9f3kCwNmzEolEM3q0TaNPcUhIh6lT7cRitUBQd/WqrKZGbW1N2NoyGQzG5csDO3U6res7caJTZaVKIKi5erWupqbB2prp52c9erTD558Xte/dw7NnxRKJevRoXfZZFRJi+5wKmc/C2bOVEknD6NHa1c4zM8tCQpzGjOlUVCTNyam6dKmmtlZla8vx8rJ68ED+xx+jLC1/1fUNC3OdN69HTs7jS5cqKdnIkZ0jIrznzDn1P/Pv6mqZmzv5008vHTpUnJdXAaB79+67du0ymg/h6uqam5v76aefHjp0KC8vz8bGZuLEicuXL2/7tAkKBtkev/DTIh9//HGO4NTxPS0kOv8qGF1c03buGRs26kUbMceMRQvyCq7ePHe+dekLhdu503frvnw3evaLNmIOarkTiemFP/4lOHRxX/ju/M/+88mLNmIOarmTqrJy+6cdZ/m/weeVHsEhhTt2vGgfZiksRLduuHrVxt//ha0t0BZCQuosLNjHj5tcAe5fAoNxNy2t29ixL3jOh3lmzCjKy5PfvGlyybB/CVxu1nffvfruu14v2og5Vq26vmHDbYlkTuvSF8rIkelBQXM+/fTT5xT/X5eY09DQ0NDQ0NDQPB10YkdDQ0NDQ0ND85JAJ3Y0NDQ0NDQ0NC8JdGJHQ0NDQ0NDQ/OSQCd2NDQ0NDQ0NDQvCXRiR0NDQ0NDQ0PzkkAndjQ0NDQ0NDQ0Lwl0YkdDQ0NDQ0ND85JAJ3Y0NDQ0NDQ0NC8JdGJHQ0NDQ0NDQ/OSQCd2NDQ0NDQ0NDQvCXRiR0NDQ0NDQ0PzkkAndjQ0NDQ0NDQ0Lwl0YkdDQ0NDQ0ND85JAJ3Y0NDQ0NDQ0NC8JdGJHQ0NDQ0NDQ/OSQCd2NDQ0NDQ0NDQvCXRiR0NDQ0NDQ0PzksB6rtFlcnnR/fvP9RTtQnlFRdH9ey/ahTkk0nqVSlV0719tEgBJklXVVf9ynyKxSENq/uUmAag1mhqRqOhe8Ys2Yo7H5RUA7t0vEYvFL9qLOVSqhro6FBW9aB9moS6WDx5oOnRgvGgv5pDLSZLUFBU1vGgjrVNe3lBUpHzRLswhkahVKrKoSPaijbQCSZJVVYqiovoXbcQcIpFKo0FRUd2LNtIKMtlzfu+Qz40xY8Y8X+s0NDQ0NDQ0NP/XeO21155f9vUcK3Z9+/atrr7644+jn98p2oX+/ZO+/XZ8cHDXF23EHCtXZt64UfXnn+++aCOtEBi4Pj5+wpQpg160EXNs2XJi9+7Tp09vfNFGWmH48I/eemvUggVTX7QRc/z1V25CwndZWXtsbKxftBdzTJz47quv9lm1KuFFGzHHgwePJk6cjuRk+Pi8aC9mmTuXxeVa/vjji/bRCrX9+zt8+61FcPCLNmKOmpUrG27c8P7zzxdtpBVuBgZ2jY93mjLlRRsxx4MtW8p27x5++vSLNtIKlxYs6Nu37/OL/xwTOxaLZWPDDQhweX6naC+6dXMICHB70S7M4eBgaWEhDgjo8qKNtAJBMDw8HAMCvF60EXO4utoRBCMg4N/92Qmw2cxOnRwDAl550UbMUVT0EECfPj3s7W1ftBdz8HhcR0eHgIDneDF9dmxt+QDQsyf8/V+0F7N06MCwsGAGBLxoH63D7taN++/2STg4EBYWlv9ukwBAEBYeHjb/bp+Vrq4MgrD7d5sEwLKxYbGeY/ZFT56goaGhoaGhoXlJoBM7GhoaGhoaGpqXBDqxo6GhoaGhoaF5SaATOxoaGhoaGhqalwQ6saOhoaGhoaGheUmgEzsaGhoaGhoampcEOrGjoaGhoaGhoXlJoBM7GhoaGhoaGpqXBDqxo6GhoaGhoaF5SaATOxoaGhoaGhqalwQ6saOhoaGhoaGheUmgEzsaGhoaGhoampcEOrGjoaGhoaGhoXlJoBM7GhoaGhoaGpqXBDqxo6GhoaGhoaF5SaATOxoaGhoaGhqalwQ6saOhoaGhoaGheUmgEzsaGhoaGhoampcF8mlpaGiwsbGJioqimitXriQIoqamRidYuXLliBFdTJ03OXkCSSaQZIJMFve8NTweKyqqN0km7No1ru3PTNtJTo4gyXUkuU4m+/xZNDweOyqqHyVbuXIEg8EYOtTTzc3GwoJlbc3p0MFCIDD5N9rbW1pYsD09HSdP7mvaQwxJbiHJLTLZ98+iGTrUh9KsXPk6QTB++CEiMNDL2prL47EZDMaUKYNMdfTxcbG2tuDxOP7+HqYNLCbJP0jyD5lsz7Nohg59hdKsXPkGQTBWrpxCHb9589tPPnnTysrCVMe33gqldq5e3WLawHKSPE6Sx2Wy9GfRDB3qR2kSE6cZPcThsAjimb53JSevJck8ksyTyc49i2bo0FcpzcqVcwmCqKk5eePGgUWL3urVy8vGxorJZJoOvunGjWOLFkX17NnNjIYkC0myUCb751k0e/ZstLGxjoqabKThcNiOjnYBAb1tbKxHjhxmqnujmOPgYG/axjaSrCbJapns0bNoeDxeVNQ08xoAOHwYkZHo2BFcbltl3bphxQrU14MkmzaZzGTf5OQ2aVauBEGgrMykhssFwHn7bVvTcZi+vgwrK0pmR5JGm5mOVsnJbdRYUD5NGXB1ZfB4hI2NxeDBpjQWQUHsHj20siFDnLZu9VKrvUhSt3ma9uCcnNxGjZ1ZnyxHR4LHY9rZ8fz9TWl4ffpwPDwomWXfvq6rVvWpqgogSd32qmkPnsnJbdF0WrkSBOFv+kX3S07uc+iQqUd1mpEkqZN5rlgxkiR12wjTBqiObdF4rlzJeLbrZHMsOnZ8kyR12xTTHgKTk9tFk5ycTGVNsjZo2gKr7X+tERcvXqytrQ0LC6OaJ06cCAgIsLW1ba5ks4nIyJ5GBz09+f8bTWWlLD29MCysCwBvb1snJ0uSJMeO9dYJkpKuNfZlRkb2BVBRIbl1q5I62KOHk6OjFYDr18vz8koZDEZUVL9mHgw+DHRxnkhTWVmfnn4zLEz7Ebh1ay5JklevPho//hUHB8v9+wsePqwdPvybxr4DKVlOTtGtW2UcDnPgQM/u3V1u3y7/73+vAmAyiRkzjBMsT0/HZh4GPpGmslKSnl4QGtqdap44cdPe3uq995Lt7a0mTuxrZcXZuvVMSsr5xo7Buo5nz94SCsvKy8UTJw6wsuL+9VcBAIJgzJgxlMEwMuDczEAw8ASaysq69PRLoaG9Gk3mBwR47dlzhsFgkCS5detf1tYWjR1ZkZEjDGOTx49fopTbtx81oYGnZydDA0+sqawUp6efDw3V/g9kZV0BwOGwZs8eQx0RiST79/9N7U+aFMrnW1P7arVm9+4MNps1YB6w9QAAIABJREFUZ84EAGq1etu2/1KG2WzW2LHBOqWnp2szA2OamTSnqawUpaefCQ3tTzVPnLgQENDju+/2rl69VaPRdOvmPmZMUHl51alTlyhBx46OY8YM1XXPysqePv0DjUbj7e0BgCAIV1fnx4+rlEqVTunp2bmZgQnNTLauUSgUtbWSsLAhVJPBYDg62k2ZEq5Wa0Si2n/+uVNbKzlx4hQAFos1ffqbjU+mevfuPwiCmDjxNWdnJ7VaXVVVc/BgGvWok5NDSEhQhw6659PgayqbzY6MnNrMaiuaysqq9PRjYWFNzxKDwYiK0qb1dXV1KSlpmDABDAamT0ddHcaNQ5cu+P57yhDCw6GfSYtETTIvL5w+jTVr8NdfyMoCj2fgjM1GZKSRW3h6tqyprER6OoKD4e0NT09s2oSAAPD5TZojRwgmk1QqyaoqsNlEx46akhL9OBy9c6nS0siqKs2DB4Sbm/r2bWMPhgY4zUwSzUzqNGRlpSo9nRUcTGkaTpxgvvqq+uJFnUaZlMT29VXdvg2CYNrbWwwZoi4vV5w7BwAE0WHGDDRefZT//KPIzVXk5nICAiz9/CiZ/OzZ+sOHXQ4eNMrDGGy2dTOfbEOf+hp1ZaU0Pd0iOJjSSE+c4L76quLiRUojO32arKrijx9fvXs3weNx3N253t5qiUSalwcADIbdlCmEtfafkFSrq3fvVpWWWvTqZTVwoFoikV68+HDVqopffulx7hynSxcjD/bNfHKb+aQ0DZWV4vR06+Bgrrc319Pz8aZNVgEBTD5fp6natYs/aJClry/VkWVnd33WLKa1tVoioTQuzc5l4emprKi4MW+eTtYcUx1NaVSVlZXp6bbBwZSm+sSJDq++WnvxIqWRXLkiuX69y/TpD1JTVbW1nV5/nevoSD1v93bvZhBEl5kz9SM/SE1tqKszOsjmGyQVFASb7dHMp5Whz7Zryo4d6+7s3Lev9vrvaahhs9mRzeIYaczDIEmy7Wp91q9fn5iYWFpa6ubmJhaLHRwcli5d+sUXX+gEH3/88blzu7Ky7vH5XJFoiak4cnkDj/f189OsX5+TmHiqtHShm1sHsVjh4LBp6dJBX3zR9N2dwVhP7fD5FiLRKlPxx4zZnpl529KSXV//mVkPK83HMaVZv/5UYuKR0tLlbm42V68+6tt3E4/HFgqXurraAJgxY69AUPzggQgAn88Tib4FcPdupbf3CkdH66tXP3Z11abU+/dfeuutLQTBUKt/Nu1BxeMt0sVpu2b9+szExJTS0vVubrZiscze/gONhuzSxSEnJ9HFxQYAl/uej4/L9eulPB5HKt1N9UpLuzh+/PouXZxycta4uNgCEIultrbRAH79dcGcOcNNG5jO51uKRL+ZNWmsWb/+v4mJe0pLf3ZzsxeLpQ4Oc6ZODdy371x0dOiRI5fVas38+aM3bkyvr5fz+VYiUap+wMzMvDFjlkVHjz5yJLehQVNVJW6uMTSg5PHGPoVm/fp9iYnbSkuT3dwcxeJ6B4cparXGSGNvP6Wmpg7AwoVv/vBDgl60ID7fWiQS6Ddff31IcnKmvtLQQFMX0yaNNevXJyUmbi4tzXBzcxaLJQ4OI4KD+546dcnFxSEpafXo0YEAkpMzIyNX2NhYb9r0n59+2nP+fArVd+3aH1es+NrFxSkp6auhQwfyeD35/A4i0ZWGBvXu3an6ykYDCp3GtEmTmvXrtyQmfllaes7BwZbH6wkgMXH+F18s1Qm6dAlRqTSPHpURBFFRccfe3q4xYCc+30YkKtY7RacOHawHDx5w7NhJT88ueXlZlNjQhkEvE1Zb0KxfvykxcXVp6XU3t07l5RUuLt25XK5cri3dFRYWdesWgKtXMW8eLlzAjh2IjoZcDh4PbDZUKnz2GVaubAo3aFCTDIBGgxkzkJxsIKO68/kQiUy5NdasX4/ERJSWws0NYjEcHLB0KT75pEkTEsK2sLBYsYLo3Jnw9lalp0vGj+e8/bblb7+JeDwGn2+rd64GgcBIZrV3r9H5Sbm8ecdWNfL162WJifzSUsLNjRSLRQ4OFh98IN+wQaepYTBsly1jubtbR0YSjZ/WysuXS/v1A+D8++/WERHUwfo//1Q/fmwg++efR8OHqx8/1peRcnkRj0fw+V3N+jTSiNavr05M9CgtZbm5acTiYgcH2w8+EG3YQGkez5jRkJfX68YNZUmJfmamrq29wucDcJw3r8svvzRGJ41kpFJZPGdO9Z49+jKNXH6Zx2Py+X1N+zTSlK1f/yAx0b+0lO3mphaLrzo4dFy6tNMnn+g0l7jcHt995/buu1T3q5Mn154/7xoTU/TZZwBYfH5oS+fSl3muWOH9+ef6BrJ4PFMdTWmK168XJiaGlJZy3dwaxOJTDg4eH3xwb8MGSnN31aqSDRsmSyRHe/SoLy5+Qy7XPplyeQqPx+bzJxmey0jWIqb6Povm1MiR7wYFffrpp0YauVzO4/H4fL7IzLu1DTxZxU4ikZQ11mYzMzM9PDxkMplQKBQIBGq12sfHRygUAnB3d+eav33wnJFIlGVl9Y0+izw8bGSyBqGwRiAoUatJHx87obAGgLu7DSXj8y3EYnMv7b17NceP3wHAZpu88fS0Pusafd728LCVyVRCYdXOnZcA+Pg4SKUqobDK3Z0PwNqay2IRDQ0aXfeiokoAAwd21WV1AMaO7Q3gqfP1lkwqysrEjSave3jYy2RKofCxQHBboyEBzJo1WCKRKxSWXC4LwIQJ/a9fL1UqG3QRUlIuAPjoo/FUVgeAy2VTO99/f9RUYveEJuVlZaJGk1c8PBxlMqVQWCYQXFerNUJhGYDXXnuVz7fctCnj5s0HpuJs3ZoBYN681+3tbb755sCzGzM0KSsrq2k0mefh4SyTKYXChwLBVbVaA0Cj0QiFD93dnXTPD0VlZetv8kmTQpOTM9uibM2ktKysqtFktoeHi0ymEArvCwQX1WrNmTNX2GzWtm0fDxtmXLeOjn5j6tTXqP3i4tJVqzZxOOxjx5L8/LrL5QqdjMVi6iuf2WpFo9W/PTxcZTJ5YaG2dOTj01UovAfA3b0Tl8vhcNghIYP27PlDo9F8+eV369Z9YiYyQRDp6ftCQ8efPXu+VXEbfNaXlZU3+szy8Ogsk8mEwrvHjwuocwmFdwG4u7tpO9y4gQsX0LevNl2jsLCAWo0tW7BihbbOdOmSsYwg8NVX2LfPQNZ2NBoIhZRLeHhAJoNQCIEAajV8fFBYaCRnhYa2JWobZW2FJDWUSUCVmUl4eEAm0wiFKoEAajXRrRsAaDRQKKgbxBZDhliOHasfgP3KK9SO/NQpXcZm9cYbRufh9OzJ/+CD6mXL9GVP5FPV6FOWmcny8CBlMpVQKBcIoFazGn2Sisa3BoNhXG/jcKgdxZ07ekdbkDnOm1e9Z4+BrO1oNAqhEEBtZibHw0MjkymEwjqBgFSruT4+imYvOsXDHTsqUlP7pqVJzZ60jbLWIUlp45NZlZlp4eGhlsmkQmGNQECq1ZbdugEgNRqNQmE2yv9HPFlil5aWFmH4L+7j46Pbnzt3LrWTnZ0dGBj47OaemrS0wogIg9v/Pj6/6Pbnzj1C7WRnzzx8WAhg+HDv1NTrZgL+8ssFKolpb583IiKSDX1+pdvPzy+jmtnZCwFIJAr9rA5Ajx4uTCaRm3uvrKyWKpgBOHr0OgAWq90S0LS0/IiIbYYmP9Zvfvpp2qefpmVnJwQGegFwdLQBoFZramrq7eysAFApl7d3x+bBL18u0smezeTFiIhNhibf1+1fvHgXwNtvb9yz531dsznl5TWHDmX7+nYOCuplY2PV7oldWlpORMRaQ5Oz9Jt1dTIfn1nZ2d8FBr6if3zgwF6tBs/IONtGZWsmz0RELDc0OVm3r1Zr1GrNuHFLsrN3BAb6GfW1trakdnbsOKBSNcyaNcXPr3uLZ9Epn81qVkTEYkOrTTe7585NpHaysw8EBr4KgCC0ic7vvx9oNVdjsVirVyeOHDm5LeLWfGZGRMQY+uyv25fJZFQzO/uYk5MDAFy4AACvGea+BAF/f1y5gtu30b07AGRltSBzczOWtZ26Ouhdzw32G6/tUKufLGa709Ag1jcG6Del8+cDIOvqGi5fZrX2GcRorfpAVe9albUI2dBw39CnfrNy/nwAmro65eXLrYbi9eljXiD688+2yFpEXVd3Tc+Y/v69xhedNHzRZcXFtxYvdp0923Hs2JJvTd7zaaOsLZANDecMn0z95o3586k/pM7oydRobqxdW19YyOTxOrxicEU1JeP7+3eeOpVjb3Kg7f8VniyxCw4O3r9/P4ArV66sWbMmPj5+wIABAGJjY11cXFasWEHJfBtvw1NIparoaIPx435+TnFxA5+fRipVhYZ6AKiuluXnV8THDxowoBOA2NjjLi5WK1YEUWIvL9vt2/MBjB7dLTX1ulSqio7ebxjfJS4upKFBs317HjWMyZSmmYc2aaRSZWioV6PPR/HxwwYM6AwgNvYQg4FHj+qsrDgBAZ2Tki4JBHcfPqx97bXeR45ck0qV0dG/UXH8/d0uX77v5bV86tQABwerO3ceZ2ZqM1SdptGDW1zcKEMPyrZoUlIuh4b6Aqiurs/PfzB8ePeFC0MBxMYmK5Xq6ur6mJjg8PBevr7avK2qSluDnDFjs5NTBwC3bz8EsG3bX6+99iqaoZMB8PPziIsbb2hAER39g6HJFjQpKedDQ3sCqK6W5OeXDB/ea+HCcACxsdsZDMajRzWRkcGTJw8cMaJ3v36ely4V8XjcxuBNmXRBQZFK1RAdPRpA795d+/btduWKsL5erq8B4OfnGRc31chAWzQpKWdCQ/sAqK6uy8+/O3x434ULxwOIjf3B2dk2P/8ui8UcPTrgt98y9+49KRbX19bWAyAIxpUrt6KjV1FxqNqeTKZYsuRrAGq1GkBtbf3Onemenq46pZ9ft7i4GYYG5LogjSZb0KSkZIWGBgCorq7Nz78zfHj/hQvfBBAb+6VEIpNIpIsXRwQH9/X1NSgbyGTy6Oim+57Hjp0GEB4+1DC4TF8DwM+ve1xczFNrpFJZaOggACwW88SJc/Hx7wwY4K9SNURGLmEyib17v6P0vr7GY1Pu33/w9ttzeDwe9ewpFEojgVQqi45+T6NREwRBiQcODIiLe6+5xtBqzxY1Uqk0NDQYQHV1TX7+9fj49wcM6Adg0aL48vLHTCYzKGgggG+++UGpVALA/v0AjNMyqRQ1NQAwfz7c3ADg/PkWZAB8fVtI7KRSg/ofAD8/xBlOxmIyERKC6mrk56N3bzg6wsMDx47BxQUrVkClQmQkFApER+P2bTWTWR8dDYDp58c09EBKpfWG52L6+VnEmZz49UQdSaWSKgGS1dXq/Hxm797Mfv3Y48fLYmMZLi4W8fH1kZFgMhWbNil+/hmAeOPG+v37OX5+fF2cxrsZqps3K/ROZ6ABQJJ1O3cCsBxvcLWhfFYY+jTuC0Cp5IWGAlBXVyvz8zm9e3P79bMcP74yNpbp4mIbH/84MpLBZIo3bZJfuEBWVRVHRwPg+fkp798n5XK1WFyfmwsADIaqrKxY73Q8P7+OcXH3lyzRyvLyFEIhz9+/U+Pnrw6NVFps6JPqq3+EwWRah4Q0VFfL8vN5vXuzHB05Hh61x46xXVxcVqwgVaqiyEhSoSiOjiYbGh4mJYnOnavKzGQwmb4bN+rHUUul1/XPRZKiM2fYtrZGsuYYdwSs/fy6GJrUKJV2oaEAVNXVkvx86969O/Tr5zR+/M3YWK6LS5f4+GuRkQwms2TTJumNG2qFIjc6Wl5WplGprhk+Jw0SSa7huZTV1Uayq3FxAb/84tGsRquWSo368v38fA19tl1T+88/hyorS0pKAPj5+cUZaqRSabRhnOaaVni6KbFr164FUFJSQpKkWCwmCCIhIcFIY2ZWbHi4JzWV1cxs1vbSACgpWUCSCWLxEoJgJCQE6rocODCJEqSkzGyxY3i4L0muO3BgBoARI7zNaMzPeG2LBkBJyTKSXCcWryYIRkLCsN9/j7CxafqyyOGwkpJmt9iRxWoa2+vr69yiJjy8FzWV1cyM17Zohg3zJcktYvEmgmBMnNgHgLe3U1XVN1QvDofVp0/LL7qlJaeqajs1U7WubqcJA30ogZkZr23RDBvWkyT/EIuTCIJha2tFEIzS0p+pLt99NxsAm93yVxoGA6WlydRM1a+/nm/CQH9KYGbGa1s0w4b5k+Rxsfi/BMEwygKfnfDwwdRUVjMzXtuiGTYsgCTzxOJTBEE4OPABnD69TdeLJPN+/32NKQ+nT+8zP5s1PHwoJXhGjY+PJ4CSkjMkWVhefgEAl8vR9aK2bt26zJz5dovdWSwWNZXVzEzV8PAR7aIBUFJSQJLVYvG9VmY9HzzY+pRVfZlue+cdANi5s5Xu4eGtz5wNCwNBICHBjIYdHm59+DDMzoplh4fbkaRO1vZZsVTHVjW2YjEIwiIhwZSGFx6um9lq2ywBaq7xIkm7Tz4BYDVlSltmxer3NaPpKhaDIGwTEkxpbMLDCatWbl/YhIcHkKS+zGbMGP+ysrbMiqX6mtd0CAsDQbgkJJiL078/NWvVfN7W79gxfVkbZ8U6hIe3RRMqFjMIomtCgimNff/+4x89miKVhl+75r1gQct/rI/P0OPHdbJuixYxCILBZA7/++9WZ8W6hIe3iyY8PFyXNZmaFauveY6zYs+ePevh4eHu7g4gJydHo9EEBQWZEpuf9PBcNePGHSgoqHB3twGQk/NQoyGDgtx0j27ZcsWwb8uTHrZsOQ8gJmZAVlah+YkR5uOY0Ywb91tBQRk1li4np0SjIUtKRF9++ffSpUMXLAh0draeOnX3338XzZq1A3qTJwCsXp22enXahx+OWrBgmLNzh5s3yxISUm7ffszlsuTyH1o6s74Hc5MnmmvGjfu+oOABteRKTs5djYacPXuIRkMePpzfs+eqCRP6WFpyVCr1P/+UUvrMzBWjR/cBoPl/7J15XBPX+v8/2QiEJWEJ+x5AEXABtajgBoJWtEppi7igFlu7etVrW/Vq1VZb7XLrt3YTrFKl0mIVFZAgKm4FFxRFVDCKgLLvCQSyze+PITEECKjttT9f837xR2bymTMfTpLJk3PO84yKmDVr29Gj+UOGLJ85cySHwz5+/DoAOp2mUhEaWR8G9CVP9NRERHxeWFiek7MBQF5eiUpFNDe3hYcPc3DoGl2PiQlavjxRoVAC0E5WOHHiamjoB2FhIx0cuvKCo6Mnrlz5I41G6+zM6CsQVBvQlzzRUxMR8Z/CwtKcnK8A5OXdUqmIwMAhOhqJROrgEN3a2g5gy5Z3Vq/uiul7TZ4wMTEKCPA+ffqKtrKHAX3JEz01ERH/KiwU5eT8BCAvr1ClUpHDnLTeVm6ZmZm0tFzTbHp7h92+fVdHqT8x4mk0ERFxnZ2dTk52AC5eJLPC+1yKQL7rrl8/5+c3hExxMDbWnRfWJD04OAyprKwmxX1p9FrtpomIiC4svEmupcvLu6xSqXQ0XckTYWHIyurZFl59FfHx2LsX8+YBwKuvdo3t6UCOSOm8TPqTJ7Q1EREoLERZGQBkZeHECWhf27WSJ0yOHyf3ydPStJvRnwOhh4EcqNFIIiKUhYXcsjIA8qwsqFRMtU/t5AnbtDTtNXatO3Y0b94MgG5m5trS0tdZWnfsaNq4ke3vz9+9u+ez+pMndDTVERGywkLnsjIA0qwsqFSGap/dkidu3350MEHIa2pas7Pvz58PGs378mWOv+6S1hESCSmTnD794MMPbw0f7pGeriPTnzyhrRFFREgLC/3KygC0ZmWJT5ww1nrRNckTbh9+eH/bNvtFiwb/8INOO9r5DZLCwoujRtkvWmQxZQr6Q3/yhI6mICJCUlgYVFYGoCEri1CpuGqfOskT2oeb+fgM+/rruz/8AMB22rTgjIxez2Lm4zPi229ZXO6tzZtvffZZcHC3STb9iRGPq+kreYLkf5o80dzcXF/fVQSEXEVHpkpkZmYC4PP55Kabm5ueq+r/gObmzvr6drXPh4GBDmSqRGZmKQA+34jcJAhkZ9+3sTGuqWnT09q9e43Z2SIbG5OIiL4n6Z/Qp1TLZ3lgoJNI1AAgM7MYwP791yIiBi9ZMtrJictg0C0sjBwceO3tsgcPmjWr/bKybm7YcHTOnFFbt3YVafP3d/799zcsLJZ3dirKyhpcXCyf0iRBECJRrdrkvcBAN3KTXMlnbW36xRdRfn4O6ek39u7NYzLpNBqWLXvxyy+PArC27sovo9NpBw/++9tvM3/55fTevWeYTMaYMV43bz6g0WgAoZE9nclqtcmSwEBPcjMzs+vrf+rU4SJRtZubNYNBt7Q09fKyv3XrgU4jO3emAyDnYUksLEzJxg8f/jMqajyeDoIgRKJKtcmbgYHe5GZm5iUAfD4XgEqlUipVDAYdgImJkeZztGlT/BtvRJIDZr3CYDAOHvzSwWFqv8oBmKxQm7weGOhHbmZm/gnAxsbywYPaS5eKAgP9SJN9YW9vffv23fLyynHjAp7MSb80N7fW1zeprV4NDBxOpkpkZZ0DQKfTyE03N0edyxH58eHzrXRb7EFnZ2d9feMAxX37bKmvb1D7vBQYOJJMlcjMzFb7UYlE99zcXB75JGtb9Aw7yD2aWgzkg35lA4E8hEyeyM1FYGBXFkVmJgDw+RCJ8A9Zma5SkckTitxcZmBg1+PMTAA0Pl/Vx2J/kpavvmr497/ZI0Z0Xr2qJ7OkSxYQYHf8ON3M7Il9kskTHbm5hoGB5OP2zEwAdD5frtcnaDSWra15VNT9+fNBEPcXLRpy7VqfstdeM/T1venr26esD5TqF71TJGrLzTUODOzKosjMBMDi8ztFIp10hMrdu9n29p5ffNFbe2oIomj+/P5ljwOhUpHJEy25udzAQPJxQ2YmAAM+X6q/M7vTSC5g7Ru311+/tXlzv7J/OI8R2CUkJKxa9Wj5S0ZGRoZW5KsZsauoqHB0dNQ9+H9IQsK1VatOaTYzMu5mZDx64ceO7arB8fbb/gSBxYv9PvssT09rO3deIAhi8eJRf20+LICEhEurVj3qwIyM4oyMbp+EtLTbaWm3KypWOzpyAdBotNGj3R48uEqusgKQnl4IYNKkbgtcjIy6EioLCh48fWAnkym1UyUyMm5kZNzQbI4d21UppqLic0dHcwBs9js2NjwANBp8fJw0SiaTsXz59OXLu346k2VKlEqVkZGBtuxJTSq0UyUyMq5mZHRbRbt8eeLy5Yl6Wqira0lNPQ9gzpwtOvkNAHbuzHj6wE4mU2inSmRkXMzIeHTtmDhxJQCxWFpV1eDoyNc+kMGgd3TICgtF5NK3vrCwMBMIHIuK7vWr7M/ko1SJjIzzZE4GSX7+LQDLl38dFRXq6Nj7jD9JUNDIkydzhcIzc+bork/6q0hI+G3Vqs+1rOZkZORoNiWSdjKRoqLivKOjrc6xzs6Otrb6/JOcPZsnk8kGKO7b595Vq9Zr+TyekXFcWyAWSzw9R1ZU3HB0VNcUdHUFgOJi3bbI1ELNCmZyZVu/soFAjktpkicyMqA9qtH3bMz/HkIs1mRLyDMyWrR8ijU+VaqeBzZt2NC0caPhmDE2hw6V2eq+JXrKbI8doz9WcNwdlVisyZZoz8ho1/JZqdenLjSa9Pp1ZVMTw9y8L4mRjw/Lzq5fmQ4Nu3dDK3mipXtn3u7tRe948ADAKVPTnk8pWlpuxsUNSUgglErxtWu9yko3by7dvNn+9deHJCT0bEEPSrFYky1Rn5FRr+Xz0mN1JtBv5iyLxxuI7B/OYwR2M2fOdHV1BZCampqUlBQfH8/j8aRSaWxsbGRkZHR0V41NS8unDSaekpkzPVxduQBSU0uSkm7Gx0/l8QylUkVsbFpk5KDoaG8ASqXqvfeyaTQsWTJcT2Anlyt3786n0WhLloz6G3wOcXU1B5CaejMp6Wp8/Ms8nqFUKo+NTXFzM793r3HOnGGRkb6Wlo/miWprxdCaYyFLipA7e0IWH3lKWCzG3r2LAaSmFiQlXYiPn8/jcaRSWWzsnsjIEdHRXd1iaWmiOeT8+dsAWCzmQELhV18d8/QRM4vF3Lv3PQCpqZeSks7Gx7/J4xlLpbLY2B0EAXd3G1dXPgBnZytynOnKldKCgvsEQWjGPhMTs2QyRUCA5/Dhj+6RoFSq9uwR0mi07OwrpaXVbm59fhkMzCRj7951AFJT/0xKOhEfv0JtcltkZNDLLwfFxHzG4bAtLXVHCAaejl1X97S1Tlgsxt69WwGkpuYkJR2Lj/8Pj2cqlXbGxn4cGTkpJGTUe+99SafTqqvrew3sJJJ2Mt110aKozz77ITk5beXKuF4TYzXKJ2bmzFBXV0cAqanHk5IOx8dv4fHMpNKO2NhVBEFwOEaJiV8AsLR8VAlI05OaAsV6UCgUH3/82QDFen1Oc3V1BpCamp6UlBIfv53H40ql0tjYt1966cXU1HQOxygx8Ydud7wYPRoAMjOxRes3hkqFa9fg4PAoYps8uRdZZaWubCBMn47Vq8HhYPZsJCUhPh48HqRSxMYiMhLktZ1MnnjW0DgcTmKiPDVVlpTEiY+n8XiQSttiYw0iI1nR0ZDL22Jieo7GNaxY0fLf/xpNnGhz9CiN2eeFUVumqQn8xD6tExPbUlMlSUn8+Hg6j0dIpbWxscaRkSbR0YRcXtubz14gJ9b79gxAKRYramv7lenAnT794erVdA6HN3t2Y1KSS3w8g8dTSaX3Y2PNIyPNo6MBkMkTmkN448ZxBg/WbqStqKglLw8A3cDAnJy7pNPtNTnU3WWmw4ebBgSYd5/iHAgMDscnMbE2NbU6Kck7Pp7F4yml0qLYWOvISNvoaJVcfmOAnQmYCHpfK6+h7vTpgcj+4TzG+8DLy4tMd01MTBQIBHFxcQCEQiFBEHFxcVMvMgjZAAAgAElEQVSn6ha1f1Z4eVl4eVkASEwsFAh4cXHDAAiFpQSBuLihU6e6A/j999t1de3h4W46N67Q4dChotpaSXi4l5ubRUeHQo/yiXxaeXlZAUhMvCIQWMbFjQIgFJYQBBEV5bdt2+lTp+5t2/aiZgROIuksKakFoJkFCw72/PHHMzt2nIqNHUMOmAFIT78BgEbDmDHuT2+STqdFRfkDSEzMFQj4cXFBAITCIoIg4uKCpk71KSmp8fS01qymUqmI9PSr0KpUR1JSUuXpaauRHT16mTS5fv1fkDRAp9OiogIBJCaeFghs4uJCAAiF18hL4v79y0aP7nZLqw0bUm7cqJDLFTKZnNyTkHAMwPffvz969KPLVkeHbM8eoYEBs7NTnpCQsXnz4qczSSeH/RITjwsE9nFx0wAIhZcJgoiLm0Zmy7JYTHIdmzYEQRgbG40c2c9KgO+/T6mtbRyIsj+TIQASE9MEAse4uFkAhMJcgiDi4mZNnTq2qUm8du33M2euSEzcOGVKt1ub7NuXumPH3ry8PwC4ujpu2LBs7dqvwsMXJiZ+ERz86HeRUqncv/+oRvnEeHm5kemuiYkHBQLnuLjXAAiFZwiCAMBiMXVK5cnl8pMnz5D/46pV7+lvXKVSTZ/+2p9/XhQI3PoV9+dT4OUlAJCYuF8gcIuLmw9AKDxJEMSiRXNTU9NZLFZUVPcbaXh7Y/RoXLyIX37BggVdOzs6oFJh6dJHX2D+/roylQoffKArGwjkcAiLhZYWCASIiwMAoRAEgbg4kNd2vUVc/3ewWAZRUbLERLpAwI6LAyAXCkEQBnFxrKlTCdKk9v9OEHVvvCGOjzcKD7c9dIhmZET0+o+oVHVLl2rLntImjcUyjooSJyayBALTuDgAUqEQBGEaF8fpzWdbXh7dyEi7ZImisZF8YDJ+PEM9+tWLrKGhLC6OUCq1ZQOB7elJ+lS2tLAFAqu4OACtQiEIwiouzmzqVACq7n1lN3++pkAxSfk333QFdkZGdrGxAGh0es8BOVJmNX26doHigUNjsayjoioTE40EAoe4OAANQiEIwiEuznLqVFWPzmy8dInBZnO17snWdKXr7jjaN5noRXb58tV33tGR/f/IYw/qyGSynJycBerLjVAoZLPZEyb0cxPG/z0ymTInp2LBgq6yXkJhKZvNmDCh6xalZNrEm2/2eVtVtewCgDff7PPmp3+Rz7sLFgSofZaw2cx16yZfuvTg1Km7gwd/FREx2MbG9OTJu1VVXSNzmvDotddGJiScO3WqePDgjyMi/GxszG7dqjp+/BYAQ0MWl/u01yYtk4qcnOIFC8aoTd5ks5kTJngBiInZVVPT6uNjb2rKvnWrWqFQGhgwoVUzjCQmZntNTYuPj6OpqdGtWw+LiioAcDhsd/deits9hcmiBQu63oq7dp0A4OPjpBPVkbBYDLlcIZMpFArluXM3iosr/PzctKM6DQYGLJlMsXu3cOPG2KevDiiTKXJyri1Y0LWmWCi8zGazJkzourJIpZ1Ll3ZV45NIpGS5EwDffLNSZ3xLKu1cunQL1OVOJJL2d97ZSqPReiqfyKQ8Jyd/wYLpapO5bLbBhAkBANasWaxQKDdujA8Le8fT09nff3BNTQMAsbht/vyVEyY8+qSsWfO2QqHcuPH/wsJiPTxcAEilHTNmLMnNvdLQ0KytfGqreQsWRKqtnmWzDTo7ZVJpx9Kl/wGgVKpaWyVFRSVlZV0LHI2NOebm3e58KJV2LF26AoBSqWxqagYgFkuysk6NHTs6KWmnjvhJfcpycs5pbh0mFJ5gs9nBwWPQvWyKWCwGgHXrYGcHExMsWoSDB+HkBAByOaysUFzcrWqJtszNDWfPIj8fL7ygW8dk4OTkPAolhUKw2ej72i4/eFB25AgA1YMHABQXLrQvWQJAJ3LqKSNrmtCtrIy+/PJJTMpkipwcA7VPhVAINpvZh8+2gwfFu3eTtxSrf+stqKuyEVJpy1dfaWqUNH/1lTg+XlumoZdSJgODkMk6cnJM1D7bhUIam23Uh09xTs7D1avZ7u4Gbm5Mc3N5dXV7fj4A0GguP/2kX6aSSll2dtqyx0Kck2OpNtkqFNLYbJN/3he6SiZrysmxU/tsEArpbLZ5Hz7rTp++vmqViUBg7ObGNDNrKy1tLigAQGexPN5/vx8ZQdjPnKkt+/+Rxw7szp8/L5FIwsK61pgLhcLg4GCjp/5985dz/vxDiUQWFtZVwkooLA0OdjIyYgK4c6fp1KkyOzuTGTP6vDc5gDt36k+dumdnZzpjxl+cNtHd532JRBYW5qn2WRIc7Gpiws7MXPzdd7nJydfS029LpQomk25iwk5JeWPatG81xzIY9MzM97/7Lic5+VJ6eqFUKrewMJ4+3S89vZCMrv46k3clks6wsCFqk0XBwZ7kUOLChWOSki5evFja1iazt+fS6fS1a2d//LFust7ChROTks5evChqa+u0tzePiwtJSDjxF1ZRBnD+fLFE0hEW1hUkZWVdB/DGG6G9isngmCCIo0fzDhw4A4AcQusJnU4LDfU/fjz/6NG82bPHPbXJGxKJNCxME8dfDg72MzJid3TIAMhkip9+6kowZDIZ5OCTsbEROXKmjUwm/+mnR7fkIgji5ZcnL1s2Jzi4l0qBj2/ymkTSTt4xDIBQmBccPFwzlLh+/ZJXXgn9/vuUU6cuZ2Sca2/vBMBgMPbt+zoqqtuw/fr1773yyrTvv086efJP0vOVK0VBQSPnzJmpo3wKq/kSSXtYWLDa6plx4wJOnsyVyeQ//bQfgIEBy8zMxNnZ3szMZPTokdnZOT2LjMhksp9+2gPAwMCAvDOsgYFBWlpyaOiEXlOAn8jnBYmkLSxsktrnyeDgQCMjQwByuTwxsVuVcpA3Tf/qK1y+jOzsR+kR9fXYt0+3aY3s2DE4OmLNGqxZo3uj2AGiUKCtDeprO4RCBAfraUpx5Yos8dHSVdX9+7L79wFALh+IjO7i8mSBneL8eUIiYal9yoVCVnBwX2NsKjJWVqkk+7t1MiGTtR8/ronYVA0NvcoAGIWHP1lg13H+vEoiMVL7lAqFhn375L30kqK+XpyTI712TdnURDcxMfTxab98mWFqaqg1+9lTZuTnx33xRev33x/46jptCIVC1dZmpjbZIhSaBgfT/3lf6C3nzyslEku1zwahkNe3T5uQEPclSxry8pquXJG3thrweNaTJ9eeOMHgcOgslh6ZTWioy4IFLnPnPvZdW/5hPPm9Yvtl3bp1eXn7jh/vvXbUPwcabWta2sLp03sZrfnnMG9e8uXLVbdv954d/c+BzX7n//5v0Ztv9p/l/gzZsCHlyy+PSiRHn7WRfrC0jHz77Vc/+aT3Ckz/EA4cOPHKKx82NORbWPwFI1t/H56ek4OCxu3e3Xt1xn8Ij+4VqzU99E+ke7mTfyw9y538A+ml3Mk/Ep17xf4z6bXcyT8Q/eVOnh69FTIpKCgoKCgoKCj+/4EK7CgoKCgoKCgonhOowI6CgoKCgoKC4jmBCuwoKCgoKCgoKJ4TqMCOgoKCgoKCguI5gQrsKCgoKCgoKCieE6jAjoKCgoKCgoLiOYEK7CgoKCgoKCgonhOowI6CgoKCgoKC4jmBCuwoKCgoKCgoKJ4TqMCOgoKCgoKCguI5gQrsKCgoKCgoKCieE6jAjoKCgoKCgoLiOYEK7CgoKCgoKCgonhOowI6CgoKCgoKC4jmBCuwoKCgoKCgoKJ4TqMCOgoKCgoKCguI5gQrsKCgoKCgoKCieE6jAjoKCgoKCgoLiOYFGEMTf1PTSpUuTk/d4e1v+Te3/VeTlVQ4axDc3N3zWRvRRUtIglcqHDXN81kb64cKF+66ufBsb7rM2oo/y8vrq6pbRowc9ayP9cOlSsa2tpZOTzbM2oo+GhpY7dypGjvRjMhnP2os+rlwp4nK5AoHrszaij44OWUHBdQwdCg7nWXvRS2EhjclkeHs/ax/9oMjLYw0aRDc3f9ZG9CEvKYFUajRs2LM20g9tFy4Yuboa2PyjL0cd5eWy6mqL0aOftZF+aL11a3F09I8//vg3tc/8m9oF0Nra2sEwrjAZ8ved4i+issnIodPE6lnb0IeUXqCgtdebCJ61kX4gcL/D0LLFxOFZG9FHB7MTtNa2f7ZJAARKlAYmMhPbZ21EHzIxAUBlbKFisZ61F30QoNGYLIYJ71kb0Qed3g5gJIdjbGLyrL3o4zKN1tYiU+TVPmsj/aMSiUFXPmsX+iAUnYBSda3xWRvpD4IgqjqIhpZn7UMfREcHCBAl4mdtpD/aFWLx32jybwzsBAKBlb//9OPH/75T/CXspNHGf/qpYPr0Z21EH0fnzau7fDnuH9+Za9nsycuWjX/zzWdtRB9HN2w4/uWX6/7xnbnY0jJk7tyFn3zyrI3o48yBA5+88sqXBw+aWVg8ay/6mO3pOTooaNvu3c/aiD7K796d5OHx359+8hk69Fl70ceLwcF55yqBBc/aSL9sMDIKY7EGP2sb+mhrSyaISju7t5+1kX4oLV1pbT2Zzx//rI3oo7LyaG3tcX//D561kX64cmWrQPA3DtNQa+woKCgoKCgoKJ4TqMCOgoKCgoKCguI5gQrsKCgoKCgoKCieE6jAjoKCgoKCgoLiOYEK7CgoKCgoKCgonhOowI6CgoKCgoKC4jmBCuwoKCgoKCgoKJ4TqMCOgoKCgoKCguI5gQrsKCgoKCgoKCieE6jAjoKCgoKCgoLiOYEK7CgoKCgoKCgonhOowI6CgoKCgoKC4jmBCuwoKCgoKCgoKJ4TqMCOgoKCgoKCguI5gQrsKCgoKCgoKCieE6jAjoKCgoKCgoLiOYEK7CgoKCgoKCgonhOowI6CgoKCgoKC4jmBCuwoKCgoKCgoKJ4TaARBPNmRSqXSwsJi1qxZiYmJANatW7dly5aGhgYej0cK1q1btzsvb/rx4wAenjhR9O23Nbm5nc3NRtbWVv7+fsuX20+cqNOmfpmyo2OXkVGvZkL27xdERw9Ec3nduqtbthAq1ZP913r4QKGgMRgAFB0dX/XhYeb+/d7R0QPRnF23LrdvnzY+PtLm5vaGBlNb26b793vVBK9YUVlQUFdc3N7QYGZn5xAQELxihfOYMRqBoqPjP314mLN//zC1Tz2amqKiU1u2rK2s/NTWtlcNy9AQNJqNl9cL8+b9sWpVrxprT8+WqiqVUmnj5TV24cJJ775LZzI1z8o7Ot7tw0Dc/v2joqP71VQWFR3bsmVbZeWqPkyOefXV3N9/B/DltWv/HjasV82y/fvHRUcf3Lw5+T//AfDN7dv2gwbpaOQdHXP7sEEerl9Do9F+bmw05vH0aBhMJt/JafikSS+vWLHE17dXDQnTwMDKwWH4pElzVq+29/DQ7Jd1dEzvo/E1+/dPio7Wrxk3e/afhw8fbGgwMDTsS2Pj6Chpbe2USnlWVvVVVb1qln/11cPS0sunTtVUVHRKpeZ8vvfIkeHR0VNefZXOYJAexvbR/pb9+8PUPvvSrN+1a+bixfo1Tm5u40JDp0ZFjQwK8jU27lUDgGVgYGJm5uDi4uvvPzUqalxoKJ3+6PdwZ0fHkD7a375/f0R0tH5N+OzZxw8fzm9oYBsa9qV5Mk5fveo3fDh5drs+Wk7Yvz9S7ZDUMBiMxsbG1NTU2NhYAJ988snatWtbaDSiRzsCgWDTpk0hISE8Hq+ioum33+5s2XK2vV0KfKp9Ci2ZRUWF+LffirZsOdveLtdxIhCYb9o0KSTEncczrKhoGYiMxaIXFdUFBia0t8s/+WTSmjXBlpbbmps7aDTMmjX43XdHDxpkZW1t2NGhkMvB4bAMDZmHDt16/fUjmtbc3HirVwdPmODC4xlJpXKJRMbjGXI4LB2ZhhkzvIKCXIYNs/H1tR64TKFQHThw8+230wGsWRO8YsUYgWB7S0snjYbp073i4vw9PTlWVjy5HARBsFgMmUxZXFz/xx+3UlKKVCqCRsOUKYIFC4YJBBbm5kZyubJXmebsHA5r0iS3sDCBtzffwcFUoVANRMZmMxsb27/6Kjclpehf/wp8661RAQE/tbZ2kuKXXx4SE+M3ZIgFk8kkv5GkUnlVlSQn535y8g2NzNHR7K23Ro4f78JmM8m4or29FxkAOp32+usj/Pxs3N3Nzc0NOzuV1dX9ywwMmGJxZ3LyjeTkG3Pn+i1aNCIkJFEslmm6PTJyiLu7GZ1OVFV1CIWimhrJhg2TAPz6a+Hu3VdJWViYICLCy9XVnE6nPXzY2pesJ4GBjp98MvkvkcXE+C1aNKKvFv4SmP1L+iA/P7+1tTUkJITczM7ODggI0ER12lxcvbrg888ZbLZ1YKCRjU1HXV3N+fMWfn46gd0AZXQWyyMmRucUpm5ufWk66uvL09Ntg4JIzYPsbKsRI+ry8zWaksRE25EjO5qaAFgOHmxkZQWAUCqL9u0DYGxr6xYeTjbVXlfXWFys0ZA03LpVdfGi86RJZFSn7WFID5/cHj41Gml9/d30dMegIFJzPzvbZsSI6vx8UvPg7NmOhgafWbPK8/Lqioubysp8Zs3iWFrW3b5NBnauQUGWAoGm5fK8vLNff23I5XrPmMGxtKwvKblx8OCNP/6I2r07IDZW2wODxRrew6dFd58aTVt9/e30dPJcFm5u57dvdwgIMORyNZore/e6vfCCuK6uTiRistleEyZYuLgUnzxJRnUMFmu01rlE58/XiUStNTXDX3rJwNi4+OTJ35cvLzl9eukff9DodB0Do3uYtOphktRI6usL09M9goL4AoGVm9vJ7dtdAgKM1CZHx8RUFBRUFRUFzZ1LHnj9+HEajUYQxMmffyY1QT3OZe3mRhDEyV27SOWJ+Pj5X36J3ujrcB3NsLCwK+npg4OCbAQCAFczMsz4fGOtjw+DxaLR6YrOTjqdronMrJ2dK+/ezfz55zMHDgBgsliTY2IAqJTK7H37SKWLj4+5tbWkufn2xYukcseFC06DB2sb0ByojV13k6Smpb7+Qnq6b1CQvUAAoCQ/3ysgwITHk3V0kBqfceOu5eSER0eX3r5959o18oI+dupUI2PjuqoqMrCzsLEZO3WqpuWSa9e+WbWKUKmcPDxIZUNNzdUzZ84cOXLghx/iz5zR9jC1h097nc5kMpUKxfCgIEeBAMD5jAyCINx9fHT+F4VcTqPRXD09ARAEIZfJCCA5Pj45Pn7Y6NGkZmZMDAClUnl43z46ne7i4eHp42Nuadna3Hzn5k1SPCIw8L9JSU7u7jrtz+zh07FHf86MiWmqrz+Vnj4yKMhZIABwIz/fNyDAjMfrJPuTyVQoFOEREcK0NDqd7uLmBsBz8GBLKyvS2O/79jGZzFfmztVskjKNRoO5hYX2JovFiurh0KW7QxaL9eF//mNmZtbW2TknNhZA9Jw54vZ2QivqJdt5UFp65PARLtcsLe3MvXsPg4OD1q4NDglxmzz5Z6kUAAPwA+Dr63H27M9crkla2pl79xTBwUPUskSpVKFp09fX+uzZRVyuYVpayb17TcHBzv3K2tvlr73m4+dnfeLEgsmTE0ND3fPzq5qbOwDs2PHi22+PamnpPHq0OCzM1traGr3h7c3PyJhrZsYWCkUBAfZ8PsfMjN3RoehVTLJ8+Zjhw23F4s6qKrFAYDFAGZNJP3OmjHxq4kTXa9eqW1o6AWzbFvb66yNaWztFort2dnwmk6DRaAAePGgdPtw2IMB+8mS3t95K+/jjifPmDRWLO+/fb7G2NmYyab3KNEHba6/5/uc/4+Vy5Y0bdcXF9VZWnIAAO/2ymhrJ2LFO5uZGW7aETJ7sZmXFuXGjVhNgbds25eWXh7S0dBgYGHR0yGg0BpvNkMtVfL7xG28EzJ7tvXhxalWVRCCwSEiYaWJiQKOho0OhUhEcDgugWVt3k5FtMpn0N98c2dDQXlbWUlRUa2TE8vbm65dVVLSMGuXAYNBJWWNj++3b9Zqo7uOPJ86Y4dXa2ikU5jY03J0+/dW33hollyulUoWR0aMgZ9WqcWFhArG4888/yzs6FCNG2PUq6wmXa7hixdi/REajYdo0T4Loern/Jp48sDt16hQAMrBraWm5dOnSqt6GZIp37y74/HObMWNCU1KMHRzInYRK1dnU9AQyAEwOZ+KePfq9aWsKtm4tT08PSU42dnCQtbTUXbo0dPnyuvx8jaYkMTFowwbB9OnaLSg6OsjALuSbb7xfe03PuVJefBHA8Dff1NnP4nCm9+dTW5O3devd9PSZycmmDg6dLS1Vly6NWr68Oj+f1BydN6/u8uWQ9eu3CQTGVlbLrl0zs7eH1ohaU1nZ0rNnyaYa793TkQG4efjwL7NmZa1bpxPYsTicVwbgk9Sc3rr1dnp6THKymYNDR0vLg0uXxqtfdFJTsH+/s79/znffWbq4fJSXZ2ZrC0DR2fn9rFlFmZkMJnOh+lzX09JyExN1ZD9ERhakpv65Z8+4xYu1DRhwOAv7M6nRCLduLUxPX5KczHNwkLa03L90KUxtktQc3bChTiR6Z88eANeEwtOJiRMXLrx67NjZffsAsDmcd3o71zWhsLa0lFTmJCbO2bKFaWDQU9bX4Toa7+DgK+np/0pOtnBwaG9pObtv3+TXX9fR0Ol0SWenkanp7uJizX5Cpfps3rxT+/eTmlV79gCQdXRk79vXlzL122/f++47ncZXDcDkqj17ftu69UJ6+trkZCsHh7aWlkhLy1e1PuZsDmfmO+9cy8lx9PAQJidb2tpuTEwMDAsjnyVHy9hGRnYuLhvUp/t5y5a0xEQdJQClQpGxb9+BH37Q9mDI4WzozycZ2G1JTrZ2cJC0tGTs27dg1SrfF17QaUfS0sJksbK1+gfAveLiTe+/fzYrC4ChkdEXe/YA6OzoOLxvn7GpaV/i+aGhqZcv87QiJyMO54v+fJKan7ZuPZWe/n/JyTYODuKWlgBLyyXa/WlkpBCLP1i/XpiWZmJqmi8SabfQ2dHx+759HGPj79Q+f9+3r6esr7N/NwCHa9avBxCzZEn0kiU0gAd0ANIe7VTdusXjcRctOrxnTwEAOl20b1/knDm+K1eO+/RTACxgFoBdu+J4PFMt2Xm1bOynnz4K33ftmsnjGWrJaP3KPvxw3Guv+aSmFs+aNWjt2vGjRjl88cV5AO7u5m+/Paq+vn3YsB8rK8UTJ+Y0No4eOvSFvXsjdf7Zb7+dxuWy330349dfC4OCnKuqJB99NO7ll4fo6Z/1609VVopLS5vCwgT790cNXHb6dBkAMzP2iBF23357AYCrK+/110c0NEiDg38eOrSUz2ecPev2wgsOP/00w8iI+eKLSb/++nJoqPuCBcPnzRva1CSdPj1pxAg7S0vOkSPFPWXTp3sdPdr1Xq2qEq9ff+rIkWKxuCsy8/Cw0C97882RY8c6zZ9/8P/+b1poqLtKRezcmU/KJk92e/nlIQ8fiqOikqurP1epxjg4TPriiynjxjlv3nzG399+2jSPxYv9N28+s379eFNTg40bcy5frqyqktDptE8+mRQe7vHTT/nOzlyNjGxWLlfOmPGrJoADwGLR16+fqEcWGzt81CiHOXMOvPXWqGnTPKysOImJBaQsONh5xgyvqirJwoWphYW/1dYeDwszTEp62dzcMD//QWCgIykLDHQMCxPU1LS9/35GY6MUAIvF6CnrleXLxxAE8ccfN+fNG/qUsoAAe1tbk/37U2fMCDUxMdHT2tPweGvsJBKJSI1QKHR2dpZKpSKRKCUlRalUenp6kk91dna9pQiV6tKaNUxj47BDhzThGgAanW5oaanZVMlkA5E9BgTRKhKRfw+EQhNnZ6VU2ioS3UtJIZRKMw8P0puys7OvBlrLywHQaDSv2bP1nKe1rKxUKOTw+fplenw2iUTkX6lQaObsrJBKm0Si2ykphFJp3sNnY2kpAMfRozXhmob2+nrN415l3jNm0JlMbdlj2FSpGkSiBpGoRCjkOTvLpdIGkagwJUWlVFp5ejbcvastrrh6FcCUf//bTD31yWSzZ27aBEAhk2lkVw8e7Cmb/dlnAE7t2PFkJmtFolqRqEgotHB2lkmltSJRfkqKSqm09vSs625SQ3Z8PICQJUuC584VNzToab+bsr7+4qFDj+uwQyKpuXuXtFogFFo5O8uk0mqRKDclRaVU2nl6VotE1SKRvO+3JQAanT5u1qyBnE6jbHnMF10qkQBQqVSVItFlodDa2VkmlVaKRGdSUlRKpYOnZ6VIVNm9PxO3bmUZGHyXlaUdq5GwDAx+OHGCfFx5//7ODRt6VTKYzBkLF2qU+mmXSCpEogd37wJQKhS2zs6dUmmFSJSdkqJSKp09PStEogqRSKa3JwG4Dxq0Kz3df8wYAAMUB4wbV1FaunPbtoH41LgFoFKpykSiM0KhvbNzh1RaJhJlpKQolUpXT88ykai8j/fn/wAawKDRPDw83N3dWQC5+IMOkL9aVAAdoAOa4QUGMMTbu6DgJhmHAVCpiFWrslQq4s03R2nGIfz97UaPdigoqO5NFqAZrXgs2a1bdefOlXt4WISHe5SXt3z55XmVinj77ZEMBu3OnUYPD4ugICcAFy8+rKwUA8jJybl3r/bYMZFS2W3F0bBhNv7+doWFtb/+Wgjg3Lnyu3cb16/P0b8w6dy58nv3mvpdu3T1ajUANzdzW1sTAO3tciMjpru7+UsvDWYwaHfvNrm7mwcGOgC4cqWyulpy6NCJn37aIxZ3njxZqlSqzM2NRKLGn3++CmDcOCcA167V1NS0ZWaKkpKu9yp74YVHX5oamWZPr7IzZ8rOnSu3sDByceGNH+9SWSmuqpIcOnQLAJ1Ou3+/2cWF5+LCmzbNE0BCQn5tbXtZWRkAmUy5Y8dFAFFRQ0i9s7PZ4MFWPj7WJSUNR4+WkHGYSkVs335BpSJmzx6cmtol05ydIKAd1QGQy1Wa1jQ7jQmdpAEAACAASURBVIxYTCbdycnMyclszBjH6moJg0E7f578akZ5eQv5VEiIO4C9e681NLSTB06e7GZubgjAw+PRr6+gIGcAKSlFZFTXl6wn4eEe48Y5ff11rnavPrHsxRc9AfzyS8r169f1yJ6SxxuxS0tLmzNnjvYeT09PzePX1UMOubm5gYGBADqbmtqrqz3mzjXgcu/+9lvTjRsMIyPrF15wmDwZWuOQD0+eHIhs4KgUimQtYwC0N88uXQpALhY3XL1qHRjYawvXd+0CQDcwYPQ2KqOhYOdOQqXyW7RIv0yPz53dfWpvCpcuBSATi2uudk3VWw8eTGcwHly6JK6uNu2+YsxLPV/cl+x2RoZKofCOiHgCn51i8RdaxrQfH1C/6CqlknwgbW0FwNeaF9ZsqpTK9qYmjrk5gNbq6p4yaw8PABVXr2pkA6dDLF6nZUz78S89TJK01NRcPnLEzstr0NixHDOztK+/7qvxnsrsnTvH6h3K7Ul+Wtr2OXMASMXiolOnALyvZfIHtcmNp0/rb+diRsYAz0gqB48e/Vg+Lx07RpqMVduL1fL5VfeRRRKFXB4RG+vh59drgxz1D9Oju3cPUKmfc2lpa9QXIqVCUV1ePlvL4Sa1w925uYOGD9ffFIPJfHfdusUvviiX667o6lX8r40b54eGHvn11w8+/3wgVgHkHDsGoE0snqw2OVnL7Ue99ef/EhbAY7Pv3Lmj2cPVepajfqBQr45gAQCOHev2Ln34UHz9es3w4bZeXl7FxWUAJk92A3DsmKgPmWVxccPjyry9+XfuvKeRnTu3GIC5uRGAXbtmkjtVKmLUKAdbW5Pq6q7QYcoUdwaj2/dIcLALgOzse9o7q6rEZWWtrq5cExO2nu7ql/BwQULCTM0mh8O6fPkNzea3307T+Bwxws7a2ri0tOupiRNdGQz6yZOlAMhJxoaGdqWSGDrUhs/n1NW19yWTybpd1nrSUzZ5stv27dO0NSdPPprJ+fzzUPLB1atVAMrKWrSVFRWtAAYNspo2zQNASUnjqFH2AM6fr9CW1da2iUSNXl6WL700mJTpNxkS4qYjCwpy3rIlRFtz6FC05vH69RPIB4WFNQAePGglN11dXd5+e1R29r3QUHcrK837t+t9UlUlJjdtbEx6lelAyoRC0YULDyIjvZ9SZm5uOGaM04MHrRcvFly5cmXs2LF9KZ+SxwvsgoKCUlJSABQUFGzevPmDDz4YNWoUgPfee8/W1nbt2rWkzMvLi3wgb20FYGhpeWDo0BatC4fNmDFhhw4Z2diQm3WXLg1ERqJob89ZuFB7j4Wf39CVK7X3qGQyu4kTAXQ2NjZev27h62vl7+88Y8af771nZGs77IMPTsbE0BiMwu3bGT/+CODSf/97OyWF7+c3euVKACqF4kZiIgBCqUzvfi6NhpRd//ln0GjDlizp2Vfy9nY9x5IoZTLniRMBSBsb665ft/L1tfX395gx4/h77xnb2r7wwQdHY2JoDMbl7durLl7saGgQrl1rO3Ro5dWrX3t7k4vn6oqLAdBoNKahYYrW6TynTCnOzNTI6u/cKREKB0+fHhkf39NnSneftn5+wd190hkM1+BgaWNj1fXrtr6+HCsrnrPznawsU1vbSWvXquTy/TExys7OlIULVQpFa00NgLRNm6pu3pyibqdBneGxa948Uz4fQE1JCYBzCQm+0x5dX+rVF7nq4mJ3rZhb1t6+p7tJBz+/KT1MegQHtzU2Prx+3d7X18TKysLZ+WZWFtfW9sW1axVy+a6YGEVn556FCysKChSdnd8tXFheWKiUyycuXAjAydfXdfjw+wUFnW1t33U/l7Ofn1Iu11a6+fsXnTpVLRLZauUlkHS2t/c8fMbKlQAGBwUt+/XX7TExNDqdUKmcfH1NrawAiC5cMDE3X7h9e1f/e3qS7ZALDaVi8etDhgDgWlnZCQTFFy8+KCmZ8Oqrp3//vbO9/YuFC6EOWKVi8Yrx4z38/QG0tbSQyklz5sx4++2eJr/obtLNzy9K3Z9Dxo4FwGAwXHx87l2/7urry7WyAnAnP99OIIhZuxaAQi7/LCams739iHqS92Fp6YaFCz38/OZ1f1062ts3qM+Vl5UFQKnQt5Kpr2NJyPaHBwVtTUlRyOVrY2IACHx9eVZWAG5cuMA2MgqOiBg/YwYAF/WFqKO9nTzvKnVrg/z84tQ+A8aNA0CoVO+99pqhkZFSqQTQIZUmfPVVXPf/BcCo4GCWgUFVRUVtVZW1nR25U9revqq7z27tq/vT08fn9vXrXr6+5qTb/HwXgeBtdX/+KyamUyoFsG3TJgASsdhfIODyeF7eXd8TpDFpe/s7CxdqNiVi8aSAAI2GxIrP3/zf/2rv0RylYYif3zsrVwJQAM1y+ZKYGH9//9WrVx/NyLhXWgogdt68zs5OE/UaNSVBkO3knT49acKE4uJrwAUAgDUwFkBJSYM6sBMBqYMGDQVQXJwFHNVotGRdEdugQZYAiot1B5V7lX333cWcnLLhw23Xrg3etu38pUuVy5cHjh3rdO9e04cfZpMHks/euvXO0aMlDQ1cb+9JISF+V69WjRhhp2nc09MCgEikO0JfXS12deWamDzJr3QNeXkPFi5MBfDSS4Nmz/a+c6dh8+azALZtm1JT0/bVV3+SsqFDrVesGHvhwpK0NLeGhod+flPGj3c5dap09eoTNBpmz/YGcPRoSUVF64oVY7KyFpw4UdrcLHV15fWUnThR2rcd9Cq7fLny3XczAHh7W73zzuidO/OvX69ZuXKsmxuvvLxl27bzpGzaNM8RI+Dk9GgUbeXKsZowaPZs7zt3Gn/++co774wGUFbWrC1jsxlmZmwAL77oScp6eiNlJiYG3t58JyczHVlBQTX5si5YMMzHh3//frOpKdvS0kipVN2/37xzZ5cyNNTdzw8ODqYA6HTa7t272tpkR44Uh4Z2WwhLrhokh1FpNNqHH47rVda967pkP/xwWW8PD0gGIDzcg8mkZ2XdBVBbW6tf/DQ8XmDn6OgYFRUFgPx59+677zo5ObW2ttbW1sbGxpJPaaOUyQAUffcd18Mj4tQp/siR4tLSvJUrHxw/fiI6OuLUKVImra0diIxEJZeXJCZ2cxUerhvYKRRVOTmazcYbNzgODo5hYdLaWq/YWLfZswEQSuXd5GRSUHbiBAC38HAy8Lpz+HBbTQ20IjwNGk2XrLraNTTUvMe3O+lTz7Ean+VaPutv3DB1cHANC2uvrfWLjfVS+7yl9pmfmAjAbujQxvv3r+zdqzmQIIhrag2JV3j4nF9/Pbh0qUbGHzRoxNy5xt1XWANQyuX53X16hYfrBHYqpfKe2mf1jRsAPEJCJLW1/rGxflFRio4O7XYkdXUASvPy2BzOFHWgnL5pE3n4je6jTUWZmW2NjcYWFqTsyPr15P727msrlXJ5bneTPuHhU3qYLFGbrLxxA4B3SIi4tnZMbKx/VJRcbVLTzmnyAY02YcECcs/4+fPvFxQoFYrT3c81LDy8WiSi0eka5cSFC3dfuXIiIWFuj2EbpVze83AysLN0dBxNvqYqFYCKGzc0GqatbaD646Ox2vV/qVTlt26RjwvPngXg5ucXGBFx+vffFXJ5lta5VCpV4dmzheqllqRyzMyZ7B5JkToHAhgZHq4J7KwcHAAolcp7168DuK/xSaONDA8fHxUFgEyeUMjl19R9fvXMmatnzowJD9cJ7BRyeVr3c1Vo/XjTT89jyfatHR1DoqJIDwDuavVkp1TaWFMTou5MjU8AKpXqoLq18eHhmsCLpR5uz/j9d007cpns/PHjPQM7loGBBZ9f8/BhY12dJrBTyOUHu/vUbt9G3Z+3r18HUKLVn8Hh4dOiogCQyRMKhQKAMC2NdHv/3j0A1650+0aUy+X7u7/o165c0dE4ubjoBHY6RwGYHB5OBnYqoFOpPHDgADn98s7SpRUVFWZmZu+99dbvQmH4q692nYggyHbqa2sBtLTUAOTkqQcZtJG5CzweD1ACBVyuAkBLSyFQoNFoyQzJTS7XEACZT6BNr7Ls7NLU1NtkWLZjx8WKitbp0z3HjnW6ebPuwIGbpPLAgZtFRbU//hgxf/5QYCgAkajx3LkK7cCODDi0EzBJ2tpkAFisp6oCVlkpPnKkGMDUqR4A7t5tOnKk2NSUbWXF2b+/kHwKwJEjxbduNXz9ddjcuV3Lu+/dazp8uLipSbpsWeCIEbZCoej8+fLz58vLy1s+/XTy7NmD9cj0+Hn//V5k1dWSY8fuAHB15QH45Zdrr77q4+bGIwgcO3aHfAoAnY7p0z1ff90/La2E3DNr1mBNZsCtW3XLlmU2NXWQobBE8miljbbszp3Gd95Jb2rq6OlNW/bnnxUbNuRoy2pr206cuAfg008na6xeuPBw9Gj7c+fKyadIk1OmuM+dO1QovDtr1uzg4KA1a7JffdVH51x5eQ9CQ91ffnnIqVP3p03z8POz6VWmzSuvDPHzs/noo+PkG+MpZZq0iePH//Z1F0+YPHH+/HlnZ2cnJycAeXl5KpWq90FFggBAo9HCUlN5gwcDsPDzCzt0KNnLqzInp+7yZf7IkQAIpXIgMhIDLndhc3Mv59JCo8mMiGgsLIwpKwPwICuLUKls1D41mp00WlRamnbyRMFPP5EP2Fzuv/o+FynrmTYxkGN1NAciIuoKC98qKwNQmpVFqFQOap+khkyeWHn7dvbGjSc2bhy/alXgW2+ZWFtXXb/+/ZgxACatXh2+ZYum5eyNG5PnztXIam/fzly9en9MTHVhobYMgCGXu6E/n6RmT0REdWHhR2VlAO5kZYlOnHDRetFJzVo2+7Xt229kZFw/erSyqGjfG28YcDi3srM1S9yWCYVDwsIAECrV97NmXT96dMOQIcNmztTIrD08akUievcUYyMu95v+TJKaHRERDwsLPysrA3AzK+vWiRMCLZOk5uiGDce//PKDw4c/CQ0dFhZmoV7WOS46+peVK2k02q+dnQwWS3NU4YkTn4SGDgsP1yiDYmL2/vvfOXv2RH/yibYSAIfL3dOfVQaTaW5v/31ZGYBrWVmbw8MXfvONjobD5dLpdElTkzGXm6puUCqR3L9xI+Gjj7YuWABA8xRZoKRX5ZY5c6pLS+esXq3duLayL4y5XN+goNLCwqSyMgD5WVkfhYf7dP+YG3O5KxISPnnlFQC7zp0bNm5cz3ZMuNwc9bmivL3v3769vO8pbz3H9gWNTr+kVALIy8p6Nzz868OHx8+cqaMx4XIlLS0sA4PbehfSZVy/PsjPj6xOYsrl7s7M7F2nvqxpdphyuQX9+TTlckcGBRUXFp4tKwNwNitrYXi4v05/mpq2icUnLl4MGT3ajMu9371NsuCIZr/Opn4GIpswYYIKuFZeDoAF0IGIV1/VmZ8243JfeuUVAIANsEH7KbJDCIIADIGPAPIrMxoY3pusH8N6ZOPGOZeXt5ATgjY2JgDu3Hk0f/fxxxM+/njiF1+c/+GHy7W1a/z9V23aFPveewNajfDXJiqSo4xSqRzAyJH2dDrt4sWHmmc//HDcBx8EffvthR07NtXWFo0f/9mqVeO++Wbqyy97Bwe7FBXVfvDBcQDvv//C++8HxsfnJyVdb2hod3e36FXWFwsWDHv//Rf0yAIC7CorxVOmuL///gtlZc0uLrwrVx6VKDp2THTixL2QEHehcP6hQwwGw6mqSuzoaFZf325vb2pjY7J//8vLlvXyMQkO/plGw6ZNk6dN8+DzOaTs9m3dcVlSZmHBCQiwe++9F/qSXbjwwMPDIjY2NSDA7t//Hkuj0RoaHqX0nDhReuZM2fjxLocORZuasgoLb7zxxkh7e9PKSrG9valGduZMWV7eg8BAxz17ZpmYGJSWNvUq0+DmZr5w4fC0tJL8/N5rNj2WDMDw4Xb29qaXL1fW17frVz49j/HTpLm5WZM5kZub6+vrSz7OzMwEwOfzyU2l1jImOosFgDd4ME+r2gLT2NhxyhQAdZe7xi3Z5uYDkQ0cQqUiMydqcnMtfH3JxxWZmQAM+fxWveuUm+/du5+dzekjSV5HZmxj4/nSS49rT9snmTnxMDeX7+vblUWRmQnAiM9v7uHzTlZW9oYNQ6Ojp23dau7qyuJw7IcPB0Cj009v29ZUVtaXzMHff0FqKtfJSVs2EDpaWqBOnijPzbXx9SWzKIozMwGY8PkNIpFO8gSNRnvr4MFXvv6aa2eXt3fvuV27zB0d/5XdNVFiqu5YGp3eU/bvM2c4FhbasoEgVZusFYnu5eba+/p2ZVFkZgIw5fNrRaKeyRPZO3cCmKg1P2ViYQGAIIhLhw/rV5paWgbMmNFSU6Oj1ENbc3O1SEQmT6iUSidfXzJVoiAzE4AZn09u6qwC1MHIxMQ7MHDDwYMGhobo+hLtX7lv06ZWvXkh2kiam8nECJVKdTM319XXt1IkqhSJLmVmAuDy+eRmT5/V5fqGDUj49vYDVOpB3NxM5kaQyRN0Op3c/DMzEwCPzyc39fekNpq0CQs+fyDixvr6AYoBtDY3l6v782purpevb5lIVCYSncnMBGDJ55ObygG7/WuhAXR18sTo0aOV6lQJ8hc/od7UhnzPcbm634VcLhtAS0vXeqyWlg7Nzt5kHY8lI8MjLy8LDw+LMWMcb9yo9fCw8PCwEAjMAVRVicnNqVM9NmyYmJx848MPs+/fb25vby8oKJs79yC5rJ7D6foNRo7VkeN22pACufzJq5xyuWx3d3Pyz9PTEoCxsYG7u3loqBuA+nop+VRIiPuHHwYdPHhzw4acsrLK9nZpUVHt0qVHW1s7g4Ndiovr588/KJHIgoOdly0LTEsr3rr13IMHrVKpoldZX2bi4vw//njijRu1OjIzMzaZG+Hiwhsxwk4qlX/88cSSkoZz58oBNDRIyacYDJpKRbz1VvrmzWdqa9vmz5/32msTamra4uKONDVJAXz++TlLS87HH08kG9eZwiYIMJl0ADt35pOyXk0SBBoa2rOy7i5bdkxbZmpqQOZGODmZDR1qc/duI4fDvHWrLje3AsArr/iQT9HpNJWKWLXq+Ndf5xoaMmg0mru7W319+4oVQp0RWYIgNmw49eOPlw0NmTQazdbWtFcZCY2Gjz4KamiQ7typfxJ2QDKS6dM9AWRl9Z/D/vQ8xohdQkKCdkGTjIyMDK1pNc2IXUVFhaNjV+Ywk8MBYNCjuB25R6meSeEOGjQQ2cCRi8WabInyjIxyLZ+H1T77qv17bedOEIRfbOyFL77Qc4ou2eLF9O4DNo+FTCzWZEvczci4q+VzX28+b6enAxBMmqTTDp3BUMrlVQUF5i4ufclYRkbOgYGFKSka2UC4vHs3tJInijMyvtAy+X0faz/pTGbo8uWhy5dr9ojr6gCARrPXKjDWU9YhFj8oKGAZGdn76Bsh1+HP3buhlTxxIyNDe8J3a28mCYK4lJoKYPucOdu75wMByN65UzMx2lpXN0Clfk4mJOxVf3wIgriakXFVy+R/1CZ/qKgw6zFdroOphYWdu3vZzZv9xi6mFhb2AsH9oqLSwsJhPeqB98qxhISdq1YBkIrFAC5mZGjnaixT+0zsUWIjVygM79E/OgwPCrp08uRAlHpITUjYrnUhUioU2pkTi9UOMyoqrB31lTDQkH/+PAA6nc7vo4S1NpfOnpXLZPbOzgMRA/gtIeHzVasAtInFAHIyMnK0+jNK7fbUAEqW/B2wASMAWskT2pkTmthNe/E8eT0aNMgd6LZIiIxjSkq65uzUa+N038xqWcNjySwsjABs3Tpl69YpAF580ZPMLiTZtm3Ktm1TAJDpn6dOdVtz1tGhEIkaLS055Hwu1CN8Hh66JRfIBVh6QqV+mT9/2KZN3S68YWGCsLCuFDGhcB75YN++QgBnz3b7hfPmmyPJWPOHHy6Tc9OTJrkByMt7oF/WK8uWBb7//gtXr1YtWnRYJ0/ztdd8PvooWLNJznd7eVl6eVkCOHCga/J93Lhd1dUSpVL1889Xf/75amnpSienaD5/PIfD8vKy6uxUnDlTVl/f7ulpQc6KurjofoOTKa4XLjwkZWZm7F6jKJJ795q0ZbNmDV627NEy63HjnMeNc9ZsOjmZkYkUL76YVFvbplSqfvutaMWKMQCMjY1HjjQeOfJRRYiYGL+YGL9jx0Rff/1nauqtpUtHAjAyYo4cad+XjE6nububAzhyRLf64xPIAHC5hqT/NWvGr1kzHljQVz/8JTxGYDdz5kxXV1cAqampSUlJ8fHxPB5PKpXGxsZGRkZGR3elq1hqFShhW1iARmu+fVsll2sHQI2FhdCqKuwQEjIQ2WP8VxzOxMTE+6mpoqSk8fHxBjyeUio9FRvrFhkpiI5WyeUnY2J6HXVXyeXXd+8Gjea3eLGewE4jG95b2sTAYXE40xMTS1JTbyYlTY2PN+TxFFJpWmzsoMhI7+hopVx+tLtPslyIpMeiS3Lkhslm65dJamq0ZQNh8PTpmatXszgc39mzryYlvRwfb8jjyaXSlNhYn8hI8u4UZPKE/nbOq2v/MvTGwWd37lTIZGNiY/XLdPCbPv3Q6tUGHM6I2bMvJCXNj4/n8HgyqXRPbOyIyEjy7hRk8oTmEJVCoZDJ3AMCXLWyJlVKZc6ePTQarTA7u7a0lKwqfDoxsaeS5PKRI9pK/YycOZPv6qqUy7fHxAB4Mz7emMeTSaXfxcaOjowcp/74mA6svk8LGSgPgOYBK0nGzJxp6eDwWUwMWdR3hdrnttjYoMjIiWqfZt3r3zJZrKzk5HkrV/aa7toukZDprjMWLdr92WcDUephwsyZ9q6uAE7+8YcwOZltZLTpl186pdKPY2MnRUaGqx1yB9aTSoVixyefkP/CQMTffPwxgJfU1a37JXTmTFsHh3/FxLBYLLlcviU+3ozH65BKV8XGhkdGRmjcWugruPD3IQdUgFwuT//997lz57arB+SMARmgmYcluh9iBEydOmHNmhTNTnt702HDbB4+bC0pKQHYAMi0zalTPdasOdFDJtZEbAOU/fzz1YgIr9LS5j//rJg712/JkqPNzR329qbbt0+VShWxsYfIwevwcAEAa2vd+4iYmRkC0JTnPXu2DEBIiNsnnzzK7bW1NXFx4QKQSPopfKOHY8dE5eUtAKZP93rllSEALl58uHv31e+/j0hLK/7jj67FsmSSL5//KBlz7drxixePaG3tNDNja8YpWSwGAEvLfmQ9IWUXLjyIizvS8wYe2dmlDx6IASxfPkYgMC8tbdqx4yKNhi++CBcKRZrldOQyx55ERnqzWPS0NJGBAYMMuC9frgQwdqzjd99d1Mj4fI6np2VtbVt9fRspUyj0DYVyOCxt2enTZZWVEgATJ7pOm+bx6adnxGIZm83YuHESABoN69ef6uxUakJbgiAOH77d3l4hlT60swtyc+MNHmzV0tLB5RrevdtYUtJ440YNAJWqWwr2AGUkrq5cb2/+E8gAhIUJmEz6nTsNIlETgIaGa0OGuPn7++vpkKfhMQI7Ly8vMt01MTFRIBDExcUBEAqFBEHExcVN1aosr4HBZrvNnl168ODVzZsDNmwgd5anpVWePGloZeUY2pVTbezgMBDZwKGzWO5RUSWJiWYCweC4OAAPhEIQxOC4OKepU7uGAHsL7EoOHWqvrXULD+e6uupp/5Hs8YNOHZ+DoqIKExN5AsGw/8feecc1dfV//HMzIUDCCHvIEtkyHHXgpIIVZ91Way3WqvVpbX+1j622aqudWrWOOlpHaR1YtYoDRcEJCiIoyJC99whJIOve3x8XYwxD+jy19vF136+8fN2cvPPNlxMh35x7zrmRkQAKY2NBUf6Rka7h4eoOebqEhNz68cfEbduCX39dpDMaQarVXIFAe7mwTrWs06eLrl3T1XqCuHdvAGwut6252cLNrX9kJIDc2FiKogZERnqEhwNQdxhSrc7NterdW1uSpp08GbN2LQDukzVlR+2P1av5xsYRj5ZQ9BCrR0m2NjdburkNjYwEkBkbS1HU0MhIn/BwPFqRoIVemBm5Y4e7zlYgqra2hP37OTyeSqG4tHfvrPXrAVzau7ejSXNk9erfv/hCa3aPrYeHrYcHnQbBYo2OjASQHhtLUdToyMgAnV8f1dOGqE/t2EGXa3ozETs3a2oMjIw8dGapdo+Dh4eVkxMAiqLs3NzGRkYCSImNpShqbGRk/0d5Kp9M8vWPPvrpiy/eCQtbe+DAwJdf1n1IrVItCQ3dn5QEwM7Z+a01a3Z88klHk9Rozh86dHTbNtrsBicPDycPDwCn9u0DwOXxRk+dmhgbS1HUpMjIwZ39IeqKwtzctcuW3U1KAsB72hceWk69edPJzW1hF9fH64iLh4fdo/50cnObERkJ4GpsLEVRMyIjhz3KVvHnz0v8JWgADaDQaEQiUWFhoamLCx5taKJb2Ok95UFWVmCg97x5fQ8eTAfAYhHffPMyi0X8+GOydnpAamrl7dvlAwbYd6alaCcR9FA7cSKb1pqb2/LzG/fuTWWxiIsX5wGIjs6Mjm5fOcHjsSMjg955Z8CBA+na/S/Cw909PcUAtBuYpadXp6ZWBgXZzpzpe/hwBv2ia9eO/O/n2OXnN+TnNwCYNcuvulpqbW1cXi6prZUTBA4evKed78/jsefN67twYfChQxn5+axt2zYuWBCYmVnr7W3Z2qqmd8IDkJxcPnu239y5fX///UFNjezzz0fNnOnbUdOFxSJo7erV4sWLYzq9lkZhYWNxcdPnn49yczNrbVVHRPzW1qYeNqwXQeDIkQztdTJoXFzMiooaAwJshEL/hgaMGOG8eHE/uVx1+HDmunUjWSwiNbUyLa0qM7PGx8dq0aJ+8fGFubn1LBbxr3+9xGIRZ848XLu2XdOWmH5+VgqFRlu1AxCJDFavHqarlZQ0i0R8hUJjbMwrK5OcPJkNIDTUlX6LUlMrkAkgwAAAIABJREFUz559vAbLyUlUWtr8+edXKypO19RcXLXq3KhRLq2t6piYh3Pm+N26VU5f3cvBQVheLqGH0AAMGeLYqQaAoiitpmXKFC8vL8v/QANA7wi4destegZhaurXS5e++o8o7GiUSmVCQsK8R8sDY2Nj+Xz+8OHDu/KH/PBDXWrqnbVryy5cEAcFtRQXl549y+Jyh+3dy9G5Uk0PtZ5DKpWVCQm9H+VZGhvL5vNtu86Tpvv1EH9W6wkapbI0IcHnUZ6FsbFsPt+pizz9Z8xI3rs3Pz5+o6enZ0SEibV1dWYm/VDExo30pb061Wqysh5evKin/SnyExKCHyWZGxvL4fNduu7Mn2bPllRX2/n48E1MqrKyKjIzeQIBAL0LhXWqLTp2TOza5frz7slJSBj0KMkHsbH0Nc06avVFRRRJOvn5dazVAHB4PLVSmbBv3/S1a7OvX6/IyenKHPXmm8fXr6dNNqdHv0r0YKpWTouN5fL53t3+t1S0tm55+236uFUqLcrMzE9Lo69spvc51JW5ZPNmwz+/xTmp0fR7tDliSmwsl8/37zrPOcuXc7jcPWvXLh0zxql3b8+gIAMjo/qqKgBtcjk9I5Bmwccfa9RqPbOxpuZeYmJzfX3Q035DtaiUylSdi48lxsby+Pzgbp+uUatXvf02/aNJJZLczMy8Bw8oigp86aW7SUl6ndnW2tqpHDR48Pe//ir6k5ssAtBoNMMe9ee12Fgenz+g22w7blBCz8PTm43XUaOZv2hR/x5/hSOAESNGHD58+NXISDz6VOhmT5r1X321Y+u2ffsmTpniVVjYGBLSKzjY9tat8o0bb+hqb7556vr1BZ1pN/9jLSDAprCw6fvvw2iNJKnlyx9P3j9yJCMyMmjkSOfs7HdiYnKNjfsFBQ2xtW0/Rejvb719+zgADQ3yZcvOnTs3Z9u2VyIiPNhsVv/+dubmhi0tChMTfnCwnVZbvfrxngzjx3uEh/cGQM+170Z75RWP0aNdampktObtbUWSVGioi7awO3Eia+7cviEhTrdvL8zLC/X39wDg42MJIDu7VrtDW25uPT3f/+LFecXFTV5elp1qOTl1e/emPuqloJkzfUmSam5uoy9aqqWjBqC6Wkpr/v7WJElNmuTp4WGh1QBs3hwuFgtaW9UuLjNUKjWXy9FoqLKypp9+Gs/nc+rq5Bs2XAOwbt3Vn36aEBkZuHBhkFSqJAjCyIgrl6tmz/bj89lajSY42O6ddwaUl0vKy1taWhQWFgIvL7FuNF2NoqjaWvnXX4daWAj8/KwA1Nc/oQFYv360hYVhfn5jfb2Pq+vX3t7eCoV63boEJ6cnPuw+/jjE1NSwuLhJLlc5OYmcnU071f5y+va1cXQUFhY2dlwX8oz404XdjRs3pFLpmEe7xsfGxoaEhBh2fflqgZ3d5OTk1HXrik6dqk1J4QmFvSZODPz4Y8snhxB6qPWcqhs3VFKpw6M8y2JjbUJCON1eZrvx4cPi+HhjW1v38ePJrrfa0tX+s9x0Kb9xQymVujzKszA21rHrPFls9oLz5xO3b08/fDj7zBl1a6uhmRkAnpHRwEef6J1r5uZe48cPfe89t1GjOo3cPaRarZTJej9KMjc21jkkhNt1Zw6aP//2r78W3r6tlMlEdnbDFi0avXz5Z09errRTLfzf/7bodqy0+yQVMpn3oyQzY2N7d5FkSWoqAHrMrCMEi+UXGnrv4sU7p08nHTvWjWnp7Kw1B/Ts0iO5iYnQKezSY2M9Q0J43f63VCuVMY+WabM5HFMrq5BXXx2/ePGKDiPZnZqT333XLyQEfx6KooIfdWZKbKxfSEjHbVN0Wfjpp6HTpkXv2JESH3/97FllWxu9t5yBQPDjk9eT6GiaWVoGDB0aNmtWaM8mLAJIv3GDvkIGTVJsbMDTMiRJ8tCuXQC4PJ6xUGjn5DQjMnLstGn9hg71EejvUKpSKjuVh4SG/mfjOhRFhTzqz6uxsf1DQgy6zbbjBiXan6In2vDQ0J4XdlwWy9jY+PLly3RhxwVUT55+1aOgoCA4eMLnn/8QGuo6dqx7WZlkw4ZrGzZco5c4aMnIqAkO3vX556M6aOr/TFu69ExU1BQLC8MlS/qXlUnq6uT371c3NDwe7NRoqPDwqKVL+8+c6TtuXG8jI2/dN8vJSUR/hJeWSlavjh85cv/HH4cMH+5sZmZI72BsYsLvqGmf7u9vM2uWb1fRdLUZM3zwqP7TFg2vvOKxcuUlbZ7Tph19882gV1/18vV94rRPYKCtdmeWq1eL588/OXeuf0SEh7e3VTeathSjL6XAYhHjx/fRe9c6agCcnU3pbURoJk70NDMz1C3sfv/9wYQJnu7u5hqNhqKgVGo4HJa1tVFeXsONG6WHD2fQ0+by8xtee+34//3f4H797IyMeNQj8vLqdTWaK1eKTE0NgoPtPDwshEK+XK7Si6bV+vQRv/yyq5ERd+RIF7lcpVaTVVXSuXNP6M3VO306Z+zY3j4+loaGNuXl5TExuYcPZ1RXS/UqttjY/NGjXTw9xQYGnPp6eVfaXw49H7TjSdtnB9H9RVT+G1avXr0vKWncxe4WY/8T6LjdyT8Q7XYnzzuRp/AJnz9z69Zhf8VY5rOD3u7kF52y4J/JAguLiUuWzP/88+edSHdcPXbs82nTLtfXC5/TLLEeMrl37wFDh36zb9/zTqQ7SvLzR7q7X0tP9/Hv7pKUz51XQkKSrlc86wngfwVrjI3nc7n6Xyn/UchkhymqwtHx4+edyFPQLp543ol0B30qduTI3c87kadAn4pd92h717+c/2onRgYGBgYGBgYGhn8OTGHHwMDAwMDAwPCCwBR2DAwMDAwMDAwvCExhx8DAwMDAwMDwgsAUdgwMDAwMDAwMLwhMYcfAwMDAwMDA8ILAFHYMDAwMDAwMDC8ITGHHwMDAwMDAwPCCwBR2DAwMDAwMDAwvCExhx8DAwMDAwMDwgsAUdgwMDAwMDAwMLwhMYcfAwMDAwMDA8ILAFHYMDAwMDAwMDC8ITGHHwMDAwMDAwPCCwBR2DAwMDAwMDAwvCExhx8DAwMDAwMDwgsAUdgwMDAwMDAwMLwhMYcfAwMDAwMDA8ILAFHYMDAwMDAwMDC8IBEVRzyj0+PHjY2JiQBDPKP5fBkWB+KdnSQGgqH98mqCYzvzr+J/oTADU/0pn4n+gO/+HOhP4p+dJ/67/4/P8n0gS/yN5/k8kCYAaP378qVOnnlF0zjOKC8DT0/PGjUw/v9ee3Uv8JVy9+nn/fnOsrPo870S64+7doy0tVa+88n/PO5GnEB398eDBr3p6DnreiXTHnTvnMjISli7d/LwTeQo7d34wYMDoESMmPu9EuiMrK+XYsV2ffbbD0NDoeefSHV999UGfPt7z5i1+3ol0R21t9WefvfvFF5scHZ2fdy7dsW7dR0ZGgjVrvnjeiTyFyZMjvsAXAzHweSfSHeuxPo+Vt0+w73kn8hTGSse+I3pnnGDc806kOw5IDxyTHTvtdvp5J/IUVpSv8PT0fHbxn2FhZ2BgwOMZW1v7PbuX+KuwsHC1t+/7vLPojpycuLa2JmfnoOedyFMgCMLS0sndvd/zTqQ7iorusVhsL68BzzuRp8DhcK2s7P38/tFVskwmBeDvP8DExPR559IdhoYCS0vrAQNCnnci3VFeXgwgIKCfp6fP886lO0xNzY2MBMOHj3reiTydAASEIvR5Z9Ed+7G/kqgM5f6jkwTAAsuT6xlq+I/O83rbdTbYocJ/dJIAzKvMDQwMnl18Zo4dAwMDAwMDA8MLAlPYMTAwMDAwMDC8IDCFHQMDAwMDAwPDCwJT2DEwMDAwMDAwvCAwhR0DAwMDAwMDwwsCU9gxMDAwMDAwMLwgMIUdAwMDAwMDA8MLAlPYMTAwMDAwMDC8IDCFHQMDAwMDAwPDCwJT2DEwMDAwMDAwvCAwhR0DAwMDAwMDwwsCU9gxMDAwMDAwMLwgMIUdAwMDAwMDA8MLAlPYMTAwMDAwMDC8IDCFHQMDAwMDAwPDCwJT2DEwMDAwMDAwvCAwhR0DAwMDAwMDwwsCU9gxMDAwMDAwMLwgEBRF/W0v1tzctnDhad2WzZvD7exM/gZtxgzfKVM8Fyz4QyZTaR+aMsVr5kxfAJs2nRw9+iVXVzNDQ25Li7KkpCkuriA3t15rvvJK74kTPQFkZ9fZ25t0pdF4eopHjXLpJpqu1quXsFcv21deGf/vf38XF1fw229b7949+vrrvxkZmWzbNo42o6Ki5s6diy5YtSrOy8vKx8fq5s2YJUsiu9JWrIglCBaAzMxLMTFf/ZfaoEGzk5IOvfvucTabt3HjON2HCILF4XAIgkWSGqFQbG/fJyRkhpOTr1qtXLVq9JMmQRAsgDIxETs5edOarkBR1IMH127e/L22tlQubxYKLbTRutIkklo+39DDY2BIyIzs7KT4+F8+/fSMoaGxVq6tLT56dH1ZWTZBECRJEgRhYCDo23fE3LmrOBwuAJIkz579qaDgfmVlQXNzHUVRFEWxWCxr615Dh04cOXIGi8XW642bN09fu3a8vDyfJDXW1r0GD47oVLtx41RU1BcEwWKx2NbWvYRCs6ys5E2bLgkE+v9pq6qKEhKOJiRE07+eQqGFh4f/kCFjBw0KZ7Ge+DJWXl4YG3soMTG2ubm+e5Pm+PHdhw9vBbB5c4ydnXNHgSTJN94YPGDAKFtbZ9okCOLnn28aGT1OUqVSzJkTrPdEFotlbCwKChoSHj41KGgI/b9IqVSMG+etq3E4XBMTUWNjHYDZs5e+8cb7dHunplhsExDw0qxZi+3semnbuzKNjIwLCrKPH081NhZ2ahIEwWKxKAoAZWIi6tu3X1jYpJdfHk+/U0qlYvBgV12ZPuDzDXr39p4+/Y2wsAl672lRUd7Ro/tTUm5WV1coFK1mZhZeXn3DwiZqY5KkZuRInxEjwt54Y9nRo/svXjzV2FjP4XB0TbVarfu6nXL69BVvbz8ACoXC29u2o2BgYPDjj78OGTJc903Xk7lcnrGxib29o6+vf3j4xO5lFoslEpnZ2ztSFPngwf2UlDxTUzPto6++OiYtLaWrbH/66eDkyVMBSCTNzs6dZKunKRRttrbmXWlXriT5+fn3RDt9+uSmTd9kZeX36ePSlabLIRyyhOUP+OEmbtaititnJmZq7+Yj/1N8egmXmtDkCMcZmPExPhZAoPcsPW06pv+AHyZj8gEcALAaqzdgAwmyJ0n2kENGh2by2vM8rjoer4pP1aSma9JllGwGb8Zho8Mdn6KnTedNP686P4k76YDRAQCrW1dvaNtQIaqwabb5y5K0OjTTeCYAKSk9Iz9zUn4yTZFWrC7mElw/nt98k/kLTBawdAabOtXmmcz7sP7DSUaTDlgeALC6cfWGxr+6M10OzTSfCUBDadZXrU+UJj5oe1CrrjUgDHrxe00ynbTMcpk55/F/xR5qbWSb4V3Dzl/x0KGZM2cCaGtrMzR8itMTOD30/gMoioqOPm1t7a9tkctVnWpXrxbrtvwlmokJPyjINju7rrCwEYC/v1VBQaNuVUcQGDXKhaJAEHj//UlqNVlQ0CiRKExMeO7u5uXlLdpSjCAwZIgTfezhYZGX19CpRjN5sld4uHs30fS0kycvSSSSgIBBtFZWliYWu/N4RrSmVpM3b5a2tBgNGzaKzYa1tR2fz9ZoqOzsuvLygsrKbCengIEDHSMiPDQasrDQacKE6Vwu28iIRxBoamorKGisqyuhNfqDFoCpqa2v7xi9fquvf4rW2tqcn3/L1NS2qanSySmguPiujY0Hn2+sVisBsNkcP79wAGlpZyiKVKtVFEWx2VyRyCoj42pGxpWpU1f27TsaAJvN7dfvlaKie9XVhSwWm83mKpWtLS31GRlXaC04eKz2RU+d+j4x8YSBgZGX1xCBQFRXV6qN1qnWq5evRFJrbm5Ha+bmdvb2fXSrukuX9sfF7aMoks7ZwsJOo1E3NtYkJZ3JyLj+3XcXCYKl0ahPn94lFFoA0GjUbDaHzWarVMqqqqKjRzfl5qa+/fY32l4CcODA2ps3TxsZCQMChvN4hjk5yd1oANzcfO3s3HNykh88yBUITAwNjfTei5iYPTExe+gkaQwMDLOyUlJS4i9cOLJ27QFt+7FjO6Ojd1IUyWZzujdpKIq6fPl3giAoirp06djcuf+HDhQUZLa2Sn19B0ZH76BNkchCt6rThcVimZlZ1tdXW1vbNzc3SCSNCQkxCQkxXl6BK1d+b2vrSGscDjc8fCp93NhYl5h4mT6WSBr1AuqaUqkkO/ve+fPRV6+e27btuKOjm5750ksjr1+/EBDwkqmpRXb2vfz8LBaL1dhYqy3stKarq2du7n2Kong8AxaLJZO1NDc33rhx+erVi8eOHdyz57hWZrPZJElSFCUQGBsbG8vlspYWyf37d+7fv3Po0J6DB89qzT17vt+zZxNJko6OzoMHjzA0FNTX1969m3T16gVtzKys+zJZi1wumz59JEmSPB5fKDQdMSJM19y+/RAALperUqkIgkVRpJWVTVtbq0TSDMDcXNy//yDdoorGxcWdfkNVKmVLi0QiaZ4//9XAwH7ff7/b0dFZ1+RyeVOnzgZAkhqJpPnhw5zDhw8ePnywK3nkyDEXLsT07z/I3Nzi4cOcvLwcAJGRMzrKAFxcOilJHRwc/wONy+VOnTqjo2ZmZtaVVl9ff+HCuZdeGuzi4mpmZpaQcLlv30ChUKTVDh2KGomR8YhngeUCF094iiHWhjqHcwdxkA/+AAyoRS0BggdeH/QJRODjzPG4RsxARghCmtEcgQhXuF7DtfVYfwmXLuOyIQy70TZgA4AQhNBCHOICEXgHd7jgzsbsa7hWT9SP546PUkaxwBrLHSsmxAA00Dy15XGerMd5bmjdcEdzR0gI7Vn2uZrcjl3aqdZINUooyWhu+3fvOHVcMCdYRIgAcMGdzZv9i/KX/vz+txS3WGC5cF08uZ5ithiAhtJESaM4BGeO8Zz2JFui9Jz2JLntSe5t2bu8fjmP4AXxgvwEftWa6puKmzfabpyWnT5hc0Jb23WlARhlMKo9T3lcID/wjuIOl+DONp6dpkjLVGXONJsZ1RDFAmusaKyY8yjJp7U8zpPfnqeKUn1W8ZkN18aD7zHAaIBUI70jv7OmYs3u2t03PW/24vX6UxoNl+DONp99QXLBytsqICCg/RVdnvgqwuVyZ8+erfd+6Tnd8wwLO41G869/rRo2bHX3mlpNbd+e/NRof1abONEzKMh28+akhoZWgYDr5mZ+6lSOrunvb2NlZZSdXefpKdZoyM8+i6+rk9MPEQQhEHC1pre3pVgsAKDRkG1tmi1bktRqsqMGYPBgx/Bw94KCxl27Upqa2jqNpqclJPwK4P59ow8+uMBmK2trH/btO0VrqlSaX3+9B3AqKjQNDQVvvfXxzJk+ffvaJCaWvfbaqwACAsY1NbWdPJmdllbV1kZ4eS0EYGVl9NZbwcbGvEOHMlatepPWtDHt7b3t7Z8Y8AAQHf1J91pS0pH8/FtCoXVTU6WPT+j585sGDpyufZTD4YeFvdvUVJmWFsPjGX7wQdTZszvT0+NsbFxDQmYePLjywoW9dGHH5fKGD59969YfRkaid9/db2Jifvjw5+npcX36vJSTk3Thwl5txdbQUJGYeILWhML2X7wHD67T0TrV7t6Nzcm59cYb35aV5Rw8uLK+vnzEiJHaJOPjf7l48SdDQ5PW1haCIL78Moau3pTK1q+/XlBW9vDmzZghQyZwONwNG06Xl+dt377cwsL23//eLxAIDx5cd+vWOXNzm7S0BFqjY967d+3mzdO0RkdTq5U7d37YqSYQmMjlLW+99ZWpqVVLS8OHH4bJ5S26GoBz536my8pRo2aePLm9V68+TU11ra2yH3+MT0w8f+HCEa154sSeo0e3m5qKx46dc+jQlhEjJt29e61TU8u9ezdrasppMyHhj1mz3qUHKXXJzLwNgM3m1NSUDx067vr1M3K5VK1WdTQBGBgIXn/935s2Ld+585SxsfDLL9+Pjz9taWmblXV3xYq5O3ac5PMNAfD5Bu+++wX9lDVr3jY1tRAKTYuKcnNy7ukF1DUBUBRJxzx58uCyZWv1TE/PgOvXL3z00Sax2FoqbZ4yJZgkyY4mi8XKzb3PYrEHDBiybdshAMXF+d9+uzop6YqpqUVrq1xX1mg0FhZWa9dufuml4XRLcXH+N9+sunXral5elkTSJBSaAvj55627dn2nZwLQaNRnzx4/dqy9pE5JuQEgPv6chYXVv/+94aOPFk2Z8to776zsaPL5BiqVytBQIJdL9+2L9vT0KSjIW7fuo2vX4h88uCcQ6Ff/cXG3de9q5blzJ588eVm3EDQwMPjii009lwMCgi9ciPn++93W1rYtLZKgIFd7e8e7d1M6ygRB3LmTgafRQ83Q0HD79t1/StuyZeOFC+d++umgra2dRCK5e/fOsmXLdbVDh6KWYVk84k1gkoc83Tj7sG8BFgzCoGhEW8DCEIZCCBvQ0IhGC1h0+tJv4s0mNO3DvvmYD4AE+RpeO4RDG7FxFVZ1owUhKB3pucgF0IzmZCQvx/I7uCOAYD/2v4bXUlgpewR7opRRJoRJjHEMHaeNantqS6d8J/jOgeXgxnI7ozozXjq+h1o1WQ1gNGc0gGaqOVmd/KHBh7QpIAT7jfYfUh56zfi1W4pbJiyTPMfHndlGtUVJo4wIo/2W+9vvtkTpOXo4chx3iHfMNp4tYonolgfKByMrR56SnzoiPTLLeFY32sCKgVJSKqWkAJrJ5mRF8nLT5XcUdwSEYL/l/jWNa/Ka8/b02hPVEGXCNolxf9R1ZNtTWzrCZ/GL/Ip0KzMlpVxQtODXhl/XV67f3Wv3n9LaO5Ml2O+8PzQ3dPCEwevWrev0dQUCwf79+7vKqie8UHPsCIIgCNjYGNvYGAcEWNfVyXk8to2N8aBBDiwWUVkppR/iclkAQkNdADg4CFUqFZvNcnY21cahKEomU2rvhoQ4A1CpNDdulBoZcQMCbDrVOBzW5MleCoVm585kbVXXqTZmjOODBzlffvlHSUlhWVmqsbGlRqNsbq7IyIinKFIkspNIKpubKxUKhd4PSFFUZmYtAImkurAwWSAQeXgMzcioSUoqa2tTa7WaGtn16yUABAKZVuum33Sj6bYrla2NjRX0rbAwxdjYorQ03dDQhCRVFEWamdk3NlY0NVVo/ebmKgDm5rYikZWPTwgAmazZy2swi8WWy5u1WkNDJQAHB2+hUEwQLNrk8w270bSNHaNVVxcBsLJyVanacnNvm5paq1QKK6te9GiZWOxQX19WX19WV1caF/czm811dQ0AwGZz6DoMAI9n+MYb6wDExx8BQBCEhYXt3bvxAF5+ea5QaMHhcIcOnQzAxMRcq9Hoao/eX97kye9oNYVCXlNTmpgYA8DY2Mzc3EapVNTUlKanX6VPs168+EtNTSk98FlfX3H69G4Oh/vee9tLSrIAuLh4hYREtLQ03rmTMGLEpE8//Yl+ldra8qNHt3M43FWr9hQUPAAwevTUTk1d4uKO6Zq3b1+i29va5FVVJfQtLe2GWGx75copAGKxLQClsu3ChSNVVSUqlbJjTC0EwRoy5GUAXl6BPj7BVVWlR47of07Hxh67cePi++9v8PDwBaBQtHUSqLOYzc3tY3utrfKKihIAJEmmpFy1srJTKtsqKoqvXTtP92dVVVlFRbFuqkqlgsPhWlhYW1q2/+b26uW2ZcvBvn37NzXVBwcPohsrK8vog+3bD+nWar16uW3d+kvfvv2VSuWBAzsAVFSU7t69kcvl6pkA2GzO6NHjVq36trS0qLS0KCEhFgCHw1m9+rvm5kaS1Dg5udAPaTTk+PHTd+482tXP7urq/tNPR4KDB5aWFu/evbX7jvovZblcVlJSSPfq1auX7ewc2tpai4sLzp79gyTJxYuX+/r2LS0t3rnz++4j/w1QFFVQkE/fLl+Oc3BwbG1tLSjI/+OP4xqNxs3NrbCw4KlBlFB+jI+NYHQCJ+xhr21ngdVVVZeK1Nu4HYAAulyj5W/xLQusXdhFgdLTpmJqHvLykFeAAiMYAfgFvzzEw2hEa6BxhzsAEqQC+n/k/3tGcEa4s9wJEE/VbAibfDK/kqwEUEVVObGcWtGaR+ZFK6M10PRm9c4n8//y9AC8avTqYuFibbkGwJvnvVy0HMCVtisdNSkpzVPl5anyeATPim0F4Hrb9TxVXrQsWgONO+dRZ1J/cWcSIPTG23gEb6F4IYCHiod/Vvs7eYYjdgRBvPtu5Esv9VMqNcXFzUlJZVJpJx8MLBYmT/aysTH67zUDAzaHw9q69fFJOt3jxYv70QeffHK5pkbWr59dQ0OrubnhmTNnxo0bN26ch729UKnUFBY25uTUaWceCoX8vn2tAaSmVl27VjxsWK8pU7wsLY30NAB9+oiFQv6tW+Wtrap+/ew6jUZrV65cnDVrlm7mhw8v0h5fudL+d3npUt++ffVnMvXpIwbw8897KYry8wvXnoPTg67zjh+P6l6jSUs706mWn5906tQGPbm1tSU2dguAc+c26j1kbu4IoLGxqqWlIScnCYCjo1d2dhJJary8Bms1KysnFotVVpbV0tJgYmJOm3y+oHuNbuwYrbm5GkBh4d1vv23vUu0BgGPH2qcJ9us3TqNRBwePlUoboTOD6tFrOQIoLc2RyyUCgRCARFIHwNLSgRZSUy8BcHHxLS5+0I3WMVpmZtLevR/T7TU1JQBWr56sK1dWFq5ePfmjj/a5uvrdvHlao1EPGhRhYmKenn6VxWJZWFgPHhweE3MgLi568OBwA4P22Tzx8Sc1GvXw4RNFIvOUlHhbW+c+fQIEAqOOpk5H1XdqArhz58qWLR/qynV1lQBOntxL392//6v9+79av/6x5w4KAAAgAElEQVTX3r37omtu304A4OXV183Ne8WKuZcvn5o3713to9XVZTt2rAsLmzpw4MhfftkKwMLCuptoujE9PdtndCQlXd6w4V0Ara2ytLQkAK+/PkrPv307YevWY15ej0+ojRo1PiPjjq7GZnMWLfq/JUtmxMXFLF/+GYAzZ44B4HC47u6eejlo5fPnTyxb9vHp00fUanVExLSOJoDr1+M+/niJbotarX7vvXn08bp1H9AH+/ad9vMLEgiMlMouP43YbM577/177tzJp04dW7HiM92HduzYVFJSaGBg6OnpEx4+wdTUrBv5qZEvX459991IADKZNCnpGoBRo/pp5Y8/fo8+OHnyyMqVnY8x/G2o1ep+/fx0W3TvLlu2mD7QaDTdBLmMy1WomoM5IoiO4Ega0gCooaZAdVUPXcZlAGMxVrfRHvb+8E9DWi5y+6CPrhaDmFl44o98Fao84EEfv423AbSg5S7u9uSnfkbEqGJmydqTrCFrAPRu7q199E35m/SBBt115l8FXefxCX7Hh2LkMbNqnvzElB4+LG2fOPh23dsAWsiWu8q/ozN/b/odQF/D7v4S9lx7RjzDwo7NZq9c+S/t3Xnz+u7adefGjZIOGmvWLN+/RFMq9f//qVSaixcLBg92bGpqO348i26srGwJDXVls1nl5RJzc8P8/HyVSm1nZ6JdeFFQ0LhzZ7JEogAweLAji0UAkMmUCxcGA7CwEEya5KmnAaDH/GQy5aefjrCyenzqpKMWFDT0s8+2OzqKCguz1q9fv2LFiv79+1dXyz76aLmBgVlg4DQAHA7Lw8ODy2VPn+4DYPDgd3g8avToQWKxIDW17OzZowDRt+8rnfY8QSAoyFatVv/xx6FuNBqS1Ny7F9up5uDgO2nSagDV1fmJib9xuQYqlSI0dGli4m9GRmaDB88GoNGoT5/+Uq1WXLq0AwBBEAqFfMOGyQBlaemUl5dy7tyPnp6Dpkz56NE7orxy5ZCjo3dxccZXX03lcvkKhUwoFN+5c15XAyAUWoaGvnnhwp5Nm+Zo59jl5t7W07y8hhYW3ktPj+NweGq10sHBk6LIioo8NpstFjuOHv0Grd28GQ3Aw2MAXUfqrRmqq2sfd6yqKnZ19QNgbGwK4Ny5n5OSYoqLs2pqSh0cevfr93JCwtGOWl1deVfR3N0DFi36Oj7+SG5uKoCwsHnOzj4ADh36RiAwqaoqAjBp0lJr614A8vLSAPj4DLp585RGo+bx+AAcHXu7uHhnZt6uqiqxsWmf65mdnQogIGBIfPwJjUY9YsTErkwt3ZienkHvv78JQFFR9vHju729+z14kDJ06CsZGbdNTcVyubS2tvyNN1ba2jrrxVQqFQkJJwBs27YmPz+rrKxw5Mjx48e/xmazORxubW1lY2MtAIWibceOddeuxVIUVCplZGRYaWkBAHrcTheFom3Hjs/pY5msJScnXRuTbvT17bdy5eYvv3yPxWKRJNm7t6+ZmVihaMvISCZJ0scnePz4ORwO18Hhifko/foN0yvsAAQGDuRyudXVFXV1NWKxVXp6MgAOR3/JS0c5Le02gEGDRnRqBgQM+Prr3QBycjJ+/nkrgFmzIgMCBnzzzSoLC8s332yvdHv16mTaGT2E+d13n9MTxQCQJMlisSory2tqqq2sHtfBGzc+PmG9fv2qDRs2jx//av/+g7hcXke5U3Tlfv1e2rx5z3vvLeTx+Eql4q23/uXvHwRg7doVlpbWS5Z8oNGo33//7bq6Wt3IFEUFBHjphTU1NU1ISNRt6aHW2tq6aNECPU0sFq9f/41ui0qlGjRoCICmpsasrAd9+niZm5ubmJikpd21trb+4IOPVCrVwoXzlUrl0qVvAfgBPwBoQUt/9PeBDx0kHekALGDhD/+HaB9TkUFmDeuRGKmdMOcHvw/QXojnIAcAXb3p4gEP3cJOqw3F0GhEA0hD2nqs94RnNrI/wkcHcMAGNiuwYjZms8Hegi23cbuerF8oXwhASknny+bTkelyqvuW9jzZfh8YfIA/z1DO0Gij6DuaO1+1fQVghcGK/uz+AJa1LrMhbD4x+EQF1WzZbAWlmC+br4Y6ShoFoIVs6V/e34fX3pkaSgNATsnn187XJqnnAPDj+X0g6jJJCtTBloMAxgs6OXc81GBotHU0gDRF2vqm9QBWm6325/kvq1tmw7ZZYbpids1sNsHe0rwlS5mloBQLixcCkJLS+UWPuo7SPLWlPU9Dvw+s9fN8r/S9NqqtWdOcIkvJU+T5G/p/YvtJxzx7oslJ+fyi+Q/aHtSdqispKQHg5+f3wQdPvKJcLp8//8msOjjd8wwLu/3792/adNDf/x1ra6OXX3YLC3NbtmxAQ4M8K6tO61y5UpSX11ha2iyXq/577fLlQloLDXWdPt0nIaFo+PBe4eHuBIErV4qSktpPtRAERo92oSiqvr4VwNKlS1ta2kxNOXFxBTdvlk6b5u3lZblwYfDGjTcJAkOHtn9AjhjhXFsru3y5cNQol5s3S8zMDLUaLZiY8LTaxo03i4ubxWKBbjSt5uDg8Omni2trZQsWXAegVvfz8Rk+Zgz/X/9a0Lv3KFfXIQC4XJa5uTmA0aPpD4D2j4GqKukvv0RLpQ3OzkFmZnad9vzo0a5OTqLvv/+5ubm+G43m4cObMlnn0UxMLPv0sQTQ2FgOQKVqc3YO8vV9+dKl7X5+L/fpMwwAfQ5Ro1GnpJzQPpGe+F9bW1JbW2Jp6RQYOMbISPTIVN24EU1rGo1Ko1EBkEjqtJpuAqNGzbOwsDt+/LvU1Fi6paMmElnOmvWZt/eQ6OgvAZSVZaP9DGx5nz6D/PxG0NrFi3sBiERWnp6DU1NjNRq1TCYxMhICIEnNqVM/0ppc3kIf+PmFJCWdpSstAD4+g+fNW3348LedanFxv/bvH9ZpNFdXPzOz0SRJ0oXdwIGv2Nu7t7XJWloatas6HB370M9tbq4DYGZm9ccfOwmCxeHwaGHEiIn79j24dOn3OXPapxDRBZO5ufXhwz8QBGv48IldmY/eEerSpd+7Mi0srC0sxgCorCwGUFNTQRCsqVOX3LhxfvjwiebmVvv2fVlfX21s/MS7A0CtVqWmXgVw+fJpAC4ufQYNCuXzDQCYmprX1VU3NTXQ2okT7ZPJLl8+BcDCwqq+vqbjQLJarTpxYr9ui25MAJaWNkOHjgFAkiSAhw8fT94SicwnTJg7cmQEOmBp2cnaTC6Xa2ZmUVNT1dhYLxZb1dfXAtBd79KVXFdXA8DauvNfKysr29GjxwEoKWk/Jzh69Ljevb0aG+siIqbRD3WFRqMGEB9/QbeRzWYDaGio01ZUAoHg8uVUExNhaWnRb7/ti4r66YMP3raxsaNXPFRXV+rKXcHl8rSyp6fPmDERAOiB7HnzFtra2kulLfX1dVOmzBo7dgKADRtWd4xcUlKsF7aiohwd6ImmUqmio/UXbzo6OukVdmq1OjHxhvZuTk4WAHt7h7q62lmzXpswYTJdHKtUqkOHogDEIx4ACTIFKSl4YiXvdmx3h3s84n3hawlLALWoPYrHJ8fDEKYt7JrRDEAE/V8BU5gCaEKTnuYAh6mYCoAuHIMQlI1sV7jWoOZ1vD4ZkwFooDmMwwBAIUoZRbccUD6x5qknLWHcx3n+KRxYDlN5Uw1U7b9c7/DfcWQ5SihJjazmdYPXp/KmtlFtAFRQ0a94S3ELdGcqUlIUT3SmilIdaHmcVUcnzDCsm8JubePaJEXSFKMpoYahneTJcZjKmQrgR8mPAMYKxq4zWychJTWamtdNXp9sNBmAhtJox/CiGqLolgP1T3ZdD1rChGEdC7u9dXtlpIw+DheG73feb8mx7JhnTzQVpaJfsTK9Mj09HUBYWJhe0aZSqQ4ceDKrDk73PMM5dvn5+TU1dUqlprRU8vPPd0+cyGaxiEmTnvjqduJE9v371U1NbX+t5u5uXlcn37EjmdYIgsjJebwo1dfXytra+N69anqEj6KodesOqdXkgAH2VVVSeoach4dFr16mffqILS2NGhpa6Sfu2JEcE5OrVpO+vta7dt3RavSj9MAereXm1isU6vJyiW60jlpGRoqxsaVUarBzZ3Jc3FWSJH19H58BAdDaqlq06PSiRad79x7h5OS1Y0eyXK7KzDyHJxc66DJ4sGNoqGt5ecu2bTu70bSkpZ15qlZWlkkXGQEB4yoqsiiKsrf30RX4fKOPPrr40UcX6Q0UAgPHODl5Axg0aIqpqc2hQ2tjY9unWxkYGH311bXQ0AUEQQwdOn3u3PUuLv4ASJLU1Wji4vYdPrzupZcmfvRR9OefX1y27Ce9aLqaSCQWCsW0xucbURTV0PB4/h89QkcQhJ/fCEtLR4qi1qyZGhW1/ujRjZ9/Pisj4zp9/lS7AURw8Gh//2EATEzMPD375+enr1wZcf/+tU612tqyp0YTCs0BbN68JCpq/f79ayiKrKsr19PoccSSkpza2jJv74Ha88VDh47jcLgJCSfpD37aBVBUlFVdXervP8jc3KprEwAyMm71xMzJuSsSmdfVVfj7D6qtraAosk+fgK5iAhAIjN9//3sAv/12bevWYyYmphs2vHvo0E7dDgdgaGjE5fIiImZfvJh/6tT9rVuP0YsqMjP1R9GMjEwuXsynb7SpG1MXNptjZWVHm2vX7gJgZibu1ESHM+9a6A6nH33qxk9aWfdZ3ZCenszhcGjz/v1UkiT79u3X/VMEAmMAZ85cy89v0N7EYku9l2OzOZaWVgYGBr17e3722deLFy/XaDSPJsD1KDftz6QnazQaOzsHW1t7AHfvppAkGRQ0oCuZIIiGBrneraZGovcaPdSEQmFHLT09uyttzJhwBwdH+njr1h0kSQ4Y8JKeBuA4jgMQQUSB0t4WYzEAAsRJnByBEcYwBiCE0A52AJKRTGvncb4HPUjRoboSbuCGE5zoaXb5yCdBDkb7TBI6qzmY04fdp9W0FYCIEFFmFH3rSQt9O2/89DyfioAQOLIcASSpk0iQgzmPp7vQr8gD7weLHwCIWCLKldLeWl1adRv17mpv5227THKbZNvaxrVB/KB9lvu6yXCbZNul1ks8gnfY6jCAJEUSCXKwwaPOZIkoV+ozs8+MWEatga0ARGwRFUzRt5600LfzvTvJUxooJYPJSv/Kw66Hs9qyArICUuWp/5lGv+Jok9GrV6+m99I6f17/FUUiEfUkHZ3u+fsWT1y+XAjA3b3LjYj+S83IiEuvjbCxMfbwsCgtbbaxMb5/v5p+VCJR0A+xWERoqCuAhIQiek1DdnZ2VlbpvXvV9HQ6hUKTlVULoFcvUUhILwAlJc0AqqqkVVVSmUxJm15eYq1GvwS9/QqtabPSjUa31NbW5+XlJSXdy819WF2dY27eSyKprK0ti47+A4Cbm71EUimRVOrudkEjk8lKSpp/+OF8XFyctbW1v/9wdCAkpNeECX3KyyXffhtTUHDHyMisd+/BHTUtTU2VRUWpnWoKhVS7cqKsLEOtVhoaisRi58LCZACGhiL6Id08CwvvkCTp4OA5Y8bq+fO/5XB4yckx06b9WySyunLl16am9vfi4cPbcXE/+/uPjohY5uMzbO7cLzkcXnNzjVAovnLl18bGKj1t7NjFZmY2XK6Bvb3HvHkb6Gi01toqvXPnbFzcz336DGptldra9pZI6gwMBL16+QLIzLxSUJBWX19GkiS9uKGpqZogWP7+ozgcrkgkTko6c/36H2Zm1v/3f3vpOXPayXwEwVq8+Ntp0943NbXMz08nSQ1JaszNbbrSOo3G5RrU1JTW1JTW1pZrNGpbWxcjI1FiYsy9e9cAzJnzMZdrgEfncwGYmloCSE6OBTBo0ONTEiYmpsHBI5qb65OT2zcKMTOzAnD9+jkAI0ZM6sakiYuL7sq8fv2MduVEbm46vQFbQMDQtLTrAIRCc5lM4uMzoGNMXQwMBF5egWvW7ODx+FFRP9TX1zQ3NwAQicwBKBStFhbWb721EoChocDLK5De0yQjI1kiaeoqJm1qY0okTVKppKKi+NHiCY2zs0dFRXFFRfG9e7cALFq0ksvl/fLLVnqYUJeamoqO8ZVKJW2amZkDEIut8GiwuXvZ0tIaQFVVJ0NTLS0Sem1EaWnRvXt36G1iMjPTbt6MB2BqakE/RJI9nbSkVCoaGhoAmJuLu3KmTXsNQHp6ak/kjpG5XF5xcQG9eEKj0Xh4eBUXFxQXF1y9GgfAwkJcXFyQl5fd88jPFJIk6ZUTycm3vLy86eO4uIsAxGJxQUF+TxZPmMEMgCc8PfF4liQB4mW8DEBvYI+GHqujB+R00RvJow8qUUmvnMhDXiISfeFbjnI8OlFrCct8PJNFCX+KJqopj8zLI/PoxRMiQkTfPa8+D8CSsMwj857R4gldNjZvXFa3LJgfHGcbJ2QJOwpNZFOeKm9lw8pldcs44Aw3GF6jqclT5Z2XnwdgybLMV/0dnUmAsOHazDCbccb9TJWq6o2iN/4b7VnzDE/F6kHvIUevSH0W2qhRrnPnPt4zLzDQNjDw8fmXL75on2H94YcX+/e3B/Duu+1f73x9fc+da5/rM2xYr9TUSrpEMzbm0Qtg6X/t7Ex27Xr8WTtsWK+KihYAXG77pBy6nuu4ux7dotWio6OmTdusfbSkJKWk5PHfkbVr2ydZv/76/k5/8KSkPyiKWrBggb29aUHBE9uAhYa6hoa6lpQ0//zz3Vu3/gAoP79wFqu7tzg9/UxXWnr6ufj4JwbGWlub9+5tn04bFdU+Veittx6PGOfn3wJgaekEQCAQWljYV1cX1tWVOTn53L8fX1nZvvo9OzsRgJtbEH1Xa4rFjhJJXWVlnpmZTUeNhsvla6OZmdkkJ58+e3YHgOzsmwBychK//fbxxB2SJHfvXgZg5crjzs7++fmpubm3+/YNJQgWm81Zteo3rdnWJi8ry+Vy+XZ2j2c+sVjs0NDZoaHt+wmtWBFeU1PKZnO613SjFRSkHz/+g7ZdJntilOLgwfZ56PR5WADu7gHZ2cmFhZkA6CUXv/++6/ffd2mfEhcX/dJLYwB4egZlZNzKy7sPYMuWD/WWPuiaACSSRrom69Q8fnw3fQZWlwMHvqYPVq2a02nMTjExMbWzcyoqehgff0qtVllZ2ZmZiQGQJFlVVTphgp+er9FoXn01eOzY6e+//+VTYxYW5uTm3tu9u301DEVR9DoJrblyZfvf0Hv3bg0b9sQk95SUqx0jp6XdUqlUNjb2FhZWAPr27X/nTqJa3XnJpSsHBAxITr6RmJgQFjZJTzt58rctWz7Xa9y0aQ19sGBB+742Z8+mWFl1uXOvLsnJSSqV0s7OwdLSqiuHnpCnVCp6IneMfOnS+a+++pRupCgqIeFiQsJFrTZ1apj2uIeRnylSqVS7WuLixdiLF2O1D4WFjeziSfrQ8+Hos6i60C1t6GSxtu4UOl3oM63aVRG0dgzHluDxApqzaN/+8A/8AUA7YvfXbqv7Z9mr2Pth6+O/BpVkpe7KicEt3Y0I/FWsaVyztnHtIINB52zO6S6S1WVvy94P69vzVEN9sfVi71KdPCv+7s70MfSx5drea73XqGk0Y+tvMPlntWfE31fYeXtbAqiulj4jLSWlorZWBqB/f/uQEKddu1JkMpWnp/iVV3rL5aoff2wvngIDbTkcVkFBY1FRE5/PHjLEqa2t7erVLCMjC39/G09PS7FYYG8vBGBlZcThsIqLm2tqpP3726tUZHJyOX0Whjb5fA4A7e532dl1FAUbG2M2m6XRPP5PRkfTakKh/9Gj0QqFet26XQ8fJgwb9g6PZ6TRKBMSNk+ZMsXMrF9RURMAA4NOvruQpPrevViCIBYuXHjx4hPDEhERHkOHOhUUNO7fn9bWpqDXQwQEdL9sQt2N5u4+SCSyBpCbe/3Bg3iAGDPmHR5PEBPzTZ8+Q728RtCaoaFQJ6AKgELR/pPKZO2DMVJpAwDtjDG1Wg2AXp2qa7a2SgBo90vrqD0ZjQvA23vow4cpDx/etrV1r6zMe/XVjwwMjFUqRXT0eoFAKJM1jxo1z9a2t0Ag7NdvXEJCVHp6XEhIJ5t3X7t2XK1WDRoU0fUqY3lLSwMAjUY9YMBTVhlrowUEjKQXzKalJdy6dW7u3FUCgYlSqdi//7PAwJE8nmFS0hkPj2DtVimDB48/e/YnkiRtbV1dXf1u3Trr4ODm6tq+m2BKSvz9+0k1NeVWVvYjR046fnwXSZIODm4eHvoLr3RNAFeu/KFWq1xdvZ2d9VdxpqTEV1WVvPnmKpHIPDn58rVrMQCsrR0sLGwePEixtLS3tm5f8FtSkqMbsyvoYa3YWHpflfb5fBwO9+WXn1gLXFT0MCvrLoCBA0f4+vbvJqA2JoBBg0KtrR3UavWXX74H4P33NxgZCZXKtm+++XDo0LARIyI2bVopk7XQJzR1iY+PMTV9YqhJo1H/+ON3AEJD27+tjRs39eeft6rVqry8bL3lrlp57NgpAMaPn7Fv3w8XLvzx2mtv65nDh4+xs3NUKNoSExPOnTv+zjsf79z5NUEQGo1m5MhXwsLaO0Qkav9DL5fL6NO1naLRqDdv/hLAxInTuumf27dvAHBycu6J3DFyaOhYBwcntVr13nsLAWzYsEUoFLW1tX744ZKwsIiIiFdJUrN585cFBXk9ifysMTQ03Llz75kzp6OjD2/ZskMkErW2ti5ZsjAiYuKrr04DQC+e6D7IaIwmQGQjWwUVF483aLyP+3hyU2ItozAKwHmcp3cbpqlARTrS7WGvLexorQpV9MqJkzj5K379Ft+uwApTmDahaQqmzMRMFVSzMfupO5I8UyZwJziznAFsV2xPUCf05/RfwV/RitbXZa9P4U2ZyZ0JgF488YwSeL/+/e+bvx9hOOK09Wljlv7vrJZMZSYAH56PL9f3iOzIHss9pizTVqr19ZrXpxhNmWk8U0WpZtf8fZ3ZommpUdcA4HRbPvVQe0b8TS/p5mYWGRkIQPfqEW5u5mq1pri4+S/RBAJuZWVLcXHz8OHO1dXSS5cK3dzM3norGEBiYql25cTmzeEA9u5Nzcuj6wP2wIH2tbXNv/9eNnGi4pVXek+Z4uXpKZZKlW5u5gB+++1eUVETh8MKDLRtaGg9fToHAG26uppJpcrs7PZr0TQ1taWlVQYG2r7ySm9aA+Dvb01H02osltjdvV9goO3WrbuFQhtPzzEAuNzC+Hhqzpz58fEsV1cNAA6nkzHL3NwbcnlTWFiYvb1TWVkR3UgQxOTJngMG2Ofm1v/yS7pKRdKai0s/kai7q8F0r5mbO5ibOwBISjoMwMUlODBwQmFhCkD5+491dW3/MKaXRNA4OPjdvRtTUHC3ubn2wYPrUmkjj2cgkzUVFd3jcg0cHdsLFBcX/1u3TiYm/h4cPFYkskxMPCGVNnI4vKqqAi7XQHu5MD2NbszKukFHozWx2DE4OPzhw9u1tcVmZjb9+0cAyM29TVGUXC7hcg2GDZttYGAEwMzMJjR0QWzs7p9+et/J6YmpmXfvxp84sZ3FYkVELARQUHCfx+M7OHhUV5dYWTkSBCGTNR88+DlJkgTB4vEMaE2LVqPvpqUl/PHHTj5fEBGxUCy2t7Z2ApCYGGNubjNkyESCIDIzEymKsrV1vXDhFz5f8Prrn3K57Sv8LSzsBAKhVNrU0tLQv/+YtLT44ODhM2YsA0CSZEtLU3Ly5UuXjs2a9a6lpb2xsUgiaWxubhg8eKy//yBtPnomgEuXjgGIjFzt7q4/ZnbkyA+//76roaE6LGzmlSt/cDgctVr97rvfymSSBw9SFi5cHRAwVNfUxuyUU6eimprqWSx2UdFDOzun6dPbO4rPN9Abk1u3bikADof7ySc/GBrq78zSMaaBgcDDw8/QUODg4ELvD8JiscaOnQEgJeUqRVFjx86orCyRyVoMDAQ+Pk9sEkSv9GxoqK6tbZ8MUFJS8M03q+7dSzE3F9+5076qyda2vYR9551Za9duGThwmFb++utP7t1L4fH4c+cuBmBn5/jWWx/s2PG1ngnAwaFXRsbdo0f3mZlZODj0mj9/KUlqduz4GoCXl5/uygmS1Jw/f/Lo0X27d//e6Q9eWJi/du2K1NTbTk4uCxcuoxszMtL0tPv373722YcAFApFdnamrtwVepFFIlMXFzd610wWizVjxlwAV69epihqxox5jo7Oa9euKCjI60nkvwEulzthwuRDh6JcXFznzp0P4PLlOIqi5s17Y/Tol9GDzREB2MN+MiYfx/H1WL8Ga+hGNdSXcVkMcSg6mb8fhKABGHAbtw/i4DzMA0CCXIEVJMi38ba2qtBqcsjnYd4BHHCDWxrSKFATMOEADkQiMhzh9KDg8y3sPNgeHmwPAN8ovgHgynKdypsaq4qlQEXyIsO54QDoxRN/OSTIt2vf3tOyJ8ww7ITNCUOi84to0dr+lv20Nr16uhvXLdIkEkBsaywFKtIkMlwQTif5LDozSZZkyDLU3bKkXl0fWRypoTTDjIeZsE3+lPZ38gwLu+XLl7/88jg+39HKysjZ2ZQgkJJScfbs492ovb0t5871r66W1tTI5HL1X6LV1EjFYqPaWvnXX79MaxRFHTzYvsG9j4+lnZ1JSUkzXdUB+Pnnu9bWqjlzRgwa1FhTIwMQHGyn0VCXLhVMnOhZXi6hx88OH85wchJFRHh4e1uWlDTb2LR/vYiKuqdQPD53o6eZmxv6+VlpNOTBg+l6mo2NYVZW8qRJM2bN8jM3N9y/P57P55eUmCoUTwxQcbnsOXP8AYwc+T6brdmyZQuAt95adPp0rnZvl5AQpwED7CmKam1V0atJFi9eC2DJksVeXr2uXdM/y6YlLS0GQEBAJ6sItWg06urqfK1WWJjCZnOdnPz1NLVaERu7haIogGhrk3311VR6rpKpqc2vv34KICJiKV1gqVTKgoI0oVAskbMGHxwAACAASURBVNR9/fU0Pl/Q2tqCRwWiVgPg7z86OTkmPz9148bZnp5DTEzMamqKHz5M7qjdvn2ariZ/+22NiYlZZuY1ABRF6WoARo6cS5KauLh9mZnXAXz4YRiXy5fJmtra5ADs7d3FYnsAubl3TpzYJhbbS6VNGo2ay+W1tcnoNZgcDnfRoq9pTctPP30ikdTb2bnx+YKqqsKKigIez0BXU6tVOTl3eDz+ypXj7OzcamvLCYI4c2avnka/tFTaJBSat7Q0bd68lMVi3boV19BQI5E05Oamt7Q0AUhIODl9+jvZ2akSSaNIZCGRNH7xxUJb214uLl58vmGnZkVFkZNT745VHYBRo6YcP747IeHklCmL7t9PUqvVtHngwDdcLs/bu39Hc/r0d7SNbW3yAwe+ArBkySSptFkqlQAgSY2PT9DKld8bG4voIkyhaNuypX1r/tZWeVHRw/z8BwCCg4fqVXWdmgRBLFmySmuq1e2zHWjzwYNUFou1d+83BQVZeiYNSZIeHn65ufeTkq4MG+bBYrGk0hYAbDanoaHO2bm3rsxms+vra5cunWVsbGJsbCKTyVpa2r9Senh4a3chWbDgXxqNZs+e/2fvzqOaOL8+gN9MEkLCElbZ90VUQISKgqCgVHDBhWoFVNywbrXaatUqtmrFWqu11qVVqEorosUitYiiKAgiyCKgIIgBBEV2CGsg27x/DI4xQND+oHh4n8/J8SRPvkwuT5LhOpmZ/LhunZ+hoYmVlY28PKuxse7hw6ympsYxY8ZnZaXOmDGPSN69G//wYdbx4/v/+eeiVNLe3on8xYlfGQCWL/+Yx2snvlJMXV1j5EibkpKnY8aMBYD09FQAaG1tmTBhFJ0u19LSQm7OLC3l2Ns7Hj58is1+4xPGjo6OoKAviOeltbWlqKiQw3mC47hUWCDomlUi/ODBfQzDgoODiouLuocJOI47OEifsAYANmz4IiBg+bvGeDwecYISKUuXrhg7dpxkbM2awFu3bpqYmBL5Bw+yMIzKYPRw/jMZjsLRB/BgN+y+ATdGw2gAaIM2OtBDIZQ40KG73+A3F3BZBsuiIMoETJIhOQuyxsE4qSNSydgluBQHcSqgEg7h42CcMigzgDEJetg3un9FCaKu8K8AwAvxCwC4L7xPnB5FA9M4yDwoFROD+IHwARnLEGVQgTqJNrBFHuIeCmkJwQBTo6qtqVsjeZfkWVEkY6vqVl3nXTejmREnVSkVlDIojEnMga0zsSXxq4qvTBmmJnImqjTVKkFVVnsWT8zToeucNDr5rrH/0gA2dgKBwNZ2hJKScns7/9Gj6jt3yu7eLZM88iwvr/rWrRILC3UTE1Umk94vMRsbLQyjaGqy2tr4jx5V6+srV1Q083hd6yzi1CG3bpWSP9XYyBs7duxvv8VMmGBrZMQWicRUKhYdXWBgwAYA4vsbAIDL7di3L3nmTEtbW21XV3ZHh7ClpVNJiQHwxpF03WM5OdXXrj0tK+NKxTZsONXa2urp6enqatjRIfz776v6+jaPH3f/6kxs4kTilNZGhYWF9+4laWpqVVfrlpW93nFbQYEOABQKZfRobQB4+vRpZmaKjo7Oxo0BJSVNvTV2jY0VZWW5iopq5ubjewwQCgsTcVwsL69IxEpLMw0MbGg06XWoSCQk2kR4/VXrFBzH29q4I0ZMcHH52MzMnjzdSXr6FSIpFos7OlopFAqDoWBiMpqIkcvEMGz58oOpqZdzc+MLC+8JhZ1MpjK5NMmYu/vikpJsNTUdIgZAUVBQ8fffLbV/HgBMmbLUxsb9zJnNxFmUcRzHMKq6us6HHy6aNKnrY6bRoye1tnKLirJaWhoEgk6ibBZLyc7ObebMlerq0ie5cHLyTk+/Vlqaz+fz2GzNiRN9vLyWSsaKi3M7O9sdHT0rKjilpfk8XguNJufkNEMqBgDJyZcBYNq05SNGjLtzJ/LOnUtVVeWVlWXKympWVvYTJky/deuvR49Ss7IS09JuAICPzye2tk5xcRfy89Ozs5P5/M7eklOmzOvx+dXU1LOxGf/wYeo//5wlmjAimZubYmXlQJxITyqZlZU4ZowL+QzW11cDQFXVcwzDFBWVra3HzpkTYG8/QfLwSaFQEBMTQVynUqkqKhqmplYlJYVmZtJfbdc96erqNXfuUhub1y3m48cPiIcmkxQKpampoXuSXGZR0SPoOsliB47jGIYpKbHt7Bw9Ped4eLxxPDh5Ytu2tta2tlYAkJdnWlqO8vVd7uHxxn+BVq783MNjZmRkWGbmvbt3b/P5Haqq6sQyVVVV16zxJb+UorW1xdbWwcrKtnvSw2MGscsB0VcR/x2qrq4kH6W+vu769SsffjidaOycnFwAAMfxqqquDJ1O19LSmTDBbfr0ORMmTOp+PKxAwI+IOAsAdLqcoqKSrq7+ggWLp02TDj94kA5dB6efJeaKRqMxGPI9hkk9HqmQmyu9WfFtYuQJSqRMmuQu2dgJBIKLF88DwNOnRU+fvv4i1B5PsyKDLuhmQMYe2HMFrhBHS9CBfg/ufQC9HrlsDdZZkLUTdsZD/DW4pg/622H7dtgu+UWxkrFrcE0AAgwwIuYIjq7gKhUeCA+EDyTPh/JM/OwZ/xkAGGFGko1dbzF5inxvm9D6S724HgDEII5ojZC6S/KsKN1jTwRPngieAIAiRdFV3nWg65ytMrtOWJfYkpjLy20UNSpiijZMm+ns6Z8N+0xyt7m3jP2XKH0e5P+v7dy5MyTk7z6/K3bQRUZ+7OX1taFhH2ciGFy3bx9qaChZufL0YBfSh4MHp82atXHcuNmDXYgs8fGnk5Mv/Pxz8mAX0ocvvpjs5eVHfBT73kpLu/njj59HRWUpKUnviv5eWbJksoPDuG++GfwvxZKhoqJs9mznq1eTraxG9Z0ePAsWTFdQYF2+LOsbS98HamqsGIiZAX2c8mlwLYJFmdTMQmXpE7u8bxiNjJ81fl6lvKrv6ODZ1bjrYNPB1jF97KM/6DyKPJw39vpdsf+7IfVdsQiCIAiCIP+focYOQRAEQRBkiECNHYIgCIIgyBCBGjsEQRAEQZAhAjV2CIIgCIIgQwRq7BAEQRAEQYYI1NghCIIgCIIMEaixQxAEQRAEGSJQY4cgCIIgCDJEoMYOQRAEQRBkiECNHYIgCIIgyBCBGjsEQRAEQZAhAjV2CIIgCIIgQwRq7BAEQRAEQYYI1NghCIIgCIIMEaixQxAEQRAEGSJQY4cgCIIgCDJEoMYOQRAEQRBkiECNHYIgCIIgyBBBG7hFNzU1NTU9T08/OnAP0V8ePrxcXJw02FXIUlX1WCBoi4nZP9iF9EEsFmVmxj579nCwC5GlsvKpQCA4fXrnYBfSh46O9vT02zU1FYNdiCy1tZUA8NNPO+l0ucGuRZaGhprs7Ps7d64f7EJkaW9vB4CDB/ey2ezBrkUWDqeIwZBbvXrFYBfSt0Nw6AJcGOwqZEmGZK6Yu7ht8WAX0gcBCM60nLnbcXewC5Elh5/TiXcufva+T2Z+R/6oplEDt/wBbOwqKioo/E7q+/1niSBuqBU1tQ12FbKIOlrFuJD3vHSwC+kDjuO8upqmlo7BLkSW9vZ6HBfVPn0y2IX0QSwWtdTXVvBEg12ILK2drQBQXvAYw97rzf8CPr+poeFJTs5gFyKLQCgAgKf5+XLvd5fc1trS2UHLTL0/2IX0rWBYQRmrbLCrkKW2qpbXwTvHPzfYhfQtnZ+eIcgY7CpkwXEcx/GLzRcHu5A+CIXCiooBbI0GsLEbOXJkc2LzTfubA/cQ/YISTwn9IHSGzozBLkSWRfcXZTZnFn5cONiF9IERytg7ce8qu1WDXYgsu+7uOphxsHhL8WAX0gf1Pepr3dZ+O/vbwS5ElktZl+afmp/1fZaaotpg1yKLxWcWLrYuZ748M9iFyFJcWWweYH71yFVbC9vBrkUW10BXeQX5m7+/9+t2M0roz6Ezpr7f6/ZVi8Ijwwe7irfCZDIZDMZgVyELj8fr7Ow0MDAY7EL6UFlZOXLkyIFb/nv9n2wEQRAEQRDk7aHGDkEQBEEQZIhAjR2CIAiCIMgQgRo7BEEQBEGQIQI1dgiCIAiCIEMEauwQBEEQBEGGCNTYIQiCIAiCDBGosUMQBEEQBBkiUGOHIAiCIAgyRKDGDkEQBEEQZIhAjR2CIAiCIMgQgRo7BEEQBEGQIQI1dgiCIAiCIEMEauwQBEEQBEGGCNTYIQiCIAiCDBGosUMQBEEQBBkiUGOHIAiCIAgyRKDGDkEQBEEQZIhAjR2CIAiCIMhQgf9bQqFQWVk5ICCAuBkUFIRhWGNjIxkICgqarDq5t8eNsInAPXDcA+dN5vWZkbpcGX2FCOww2dFjQCrGwBgBOgHEYJBJEEbp53Y2YnwEPh8nLsOVhncPaMlrkQEZMQpQAowCiEDQiAGoc0oE/gkueYmfET/bePYw5jA5TE5fQX+W0ayEmQlSGakYRsEMFAyIWJB9EEbBqhZX9WeRsyLwrTi+Ff9j5h8yYsItwrePBTkPwGT6ReD7ceIi/k4ctThqstlkPWU9eZq8iZrJPJt599beIwO9xegYfdrwacS9QZODMApWFdSvkxkYgZ/EycuZJWfGm45XZCgy6czR+qMPf3xY8ItAMtBj7ND8Q8ryygHjA4h7g6YPwGRuiMD/xMnLXt+9xHjhT4WS490vZFJRXjFgUgAxGPRREEbBGs808sJ7Xbe8c4XbI/CbOH4T512VXqYcTc5E22S51/KnYU+JjIwkRsHM9cyJZNDCIIyCNV5u7J7893Xui8AzcclLwaWCTz/+dJTpKGUFZTqNrqupO2virPPB54Xpwu7JdfPXYRhGp9GJpKWhJYVCqbtVRwR49/qoM+JIBO9x3xm8GMeLcamkHF1OQ1XDwdphpe/KuLNxoqciIiYjbD/KXo4u5zHBgwgHrQvCMKwxu7HPGt5eRGgE3oDjDTivUtYys+9k9xijUqlNTU1hYWHEzaqyKhzH8cYelmZmZhYeHl5VVdXR0fH06dO9e/eyWKzuDzRAMRzHm5ubidi3334rEolUVFSkYo2NjUKhkMfj8fl8HMejoqJU32Rvbx8ZGdnU1CQ7RggICDh16tT9+/fb2trePiYQCCIiIoi7fvjhB5FIZGxs3D1WUVHB4XB4PF5LS0tmZuZXX31lbm5uamq6Zs2asLCwrKws2TGStbX1+vXr//nnn36Ptbe3d3R0/Ovuq080GS9W2bKyspqbm6dMmULcjI+Pd3BwkHw1kOgUur+2v9SgibzJu2YItfzalQUrFamKraJWGeVJxjrFnVPUXtXZED9GaUxWcxb5iGGVYe6a7gm1CRgFm6Y9TYOhAQAiXHSu7Jzskdd1KrxRJ0bBFhstlhxh09ndK5SK1XXWXa28OkXrVZ018WNUxmQ1ZtExur+hf3Jtcr2g3tvI+9zTcxgFm2YwTUP+VVV9jbyuU+mNOr9K/2p/zn4GlTF+2HgtplZtR21KdYqNmo2brltvMTpGj6+Ib+Q3xlfEu+m6xb+Id9BwYMuxAYCO0f3N/f94+sdY7bH3K+9jFMyEbWKlbqXBfFVV/jkaRls4ciF5UyrTVSS7q0gzFbMl1kukJq2gviC9Mt3d0J1KocqIZVZl5tflj1AfQcTin8WP0RqTVZVFx+j+I/1zanLy6/J9R/ueyz6HUbBpw6dpKGgAgEgs6nPkdZ1qryfz0yufnkg9wZZne4/wVmepF9UVReVF/ZX315l5Z5Y4LOktlvEio7Sh9HrR9bCssCUOS+I58Q56Dmx5NgDQqXR/O/8LuRcstSwfVTzCKJiJhomVtpWG4quq7p+jYbSF4xaSN6UyXUVqvC5yWdiys/fOqimozbabrSCncPvJ7c///PxO0Z2/Vv8l2ah1j22K3AQAk626/pMWXxg/xnBMVlkWnUr3d/Qvqy9LLEqc7zQ/MjUSo2DTxkzTUHpVZPI5jIJNs5umofzmyKvM6zqHva4Tx/Hfbv9GoVBwHA+5FXJw8UHohWSytaN1ivWr987DeAdTBxUFlQ5BR9dkuvhHpUe18FowCmaiYwIAVgZWGmwNABCJROdunaPT6P6T/UVi0bn4c90zAECMkORocsu8lhHXua3c9ML009dPX0q6dP/YfSsDq96SJS9Lbj64yangOKxxuH/sfvyDeAdLBxVFlQ5+BwDQaXTv8d5Rd6MAAKNgJnomAGBlbKWh8mr2Ys/RaXR/L3/ievcMAJjovlHnnpA9u0N2i8VicwNzL2cvBaZCdX11UnbSlaQrv1z6JSkkqXsSAD4Y+cEo01HV9dU30m7gOD5381zJJJ1GFwgFAGBmZEYOWplYaahpmOibSGYwDDMxMOkt0zU/dLll85YRvyC3mfv46eOQCyEhF0LGjxkffjjc1MBURjjrURZfwI9PiZ/w8YTww+Hx9+IdrB1UlFU6OjvIGtxd3ROSEzAMMzEyAQArCysN9VfP+5/n6HS6/zx/4nr3DAAQI69/dzrdf5703ykAUFNV6zFmamaqrKzc2da5xG8JAKhoqIAQAH8jlpyazFJkJScns9nsmJiYkpISV1fXHTt2TJkyZfLkyTze6xbQ2tp6IGJ3797V0tKqr68nYhiGZWVlcblcqVhzczOVSgUAyX9JI0aMiI2NVVZWbmlpkREjff7553Z2di0tLZWVlWZmZj1musdoNFpSUtdL0c3NLTc3t6mpSTLW1tbGYrG0tbVzc3OfPHmioaHh4ODg4OAwefLkNWvWrF271traurW1lcfjyYgR7wIAWLBgQVBQkEAgyMvL699Ybm6uvb29sbFxb7/4/+pft4T79+8HgBcvXuA4zuVyqVTqtm3bJAPkFjs2jS1juxqxxU52RvIyR3OODkNnp8lOkLnFTjIGAC9cX+AeONeNS6VQNxttlnxEAIhyjgIANp1NblHj+fD6HOnxMlxpOANjyM70GNtvsx8AXsx8gc/HuXO4VAp18/DN5CMuNFw4XGU4bwUPANhybHJb2tuM9Hg5Pek0ADhpOb1Y+IIcFK0U1QXUyYjtd9wPAOX+5XUBddylXCqFus1um+QjymFyRz88CgBsBpvYokZceJt4koNSN9/+Ms10GgBcmHVBdmy42nAAODH1BL4V527kUinUzY6byUf8ZsI3CnIKvL08AGDLs8ktam8z0v1SvKUYADQUNCq2V5CD0QHRAGDANpAR2z9tP/HiNGAbcHdxqRh1m9s2yUdUY6lt89oGAGwmW3KLGu8YT3JQ6maPl3/W/QMARupGlT9UEiMdxzumW08HgN8CfpMdG641HAAOzjuIn8S5P3GpGHXz1M3kI0Z+EgkAL0++BAA2i01uSyO2lske6fFyfcd1AFjqtlSLraWhpNF5vrPPpKK8IgCUHivF/8S5Z7lUjLptzjapRzTTMgMAtgJbcqMauV2NGJe83tulx4zohsjP3Q8A1s5aKyO5P3A/AMxxngMAgdMCqRh1m+82ySTndw7xkmArsqU2pxFby4hxyesyLsFrgwFAW1077lic5LjgvuDMN2ccRzl2T66YvQIAXsS+wDNxbiKXilFnuMwgk+TjAgCNSpPcoia1aY2txCb+7TEjlZQaL7xZONV1KgCYGJjUZ9XLCO/fsh8AJo2bBABGekZUjLpt9TapGqL+iAIAtjKb2KJGXohtZsS45PXeLm+T6SHWjuM4jnNxvAHHiU+zeNKxhfMX3r9/H8fxpUuXEs8+hmHnz58n/oZK/rEeoNjWrVtxHDcwMCBiIpHou+++6x5zc3OzsbHR0NBISUnBcTw/P19y01pWVhaO4+vWrfP29nZwcOgtRiJiampqvr6+eO9b7KRiOI6PHDlSVVXVyMhIKBQePnxYKnbgwAEcx69fv05uJ5s6dWpdXR2O4xs2bPDz83N3dzczMztx4oSMGDm4du3anTt3jh49ut9jTCZz586d/7r76tO7faTS2trKeSUuLs7Q0JDH43E4nMjISJFIZGFhQdzV2dn5Tot9e2denomujQ4ZEaJGV5MR+/XFr9G10XtM94hBDADKNGWeiMdp50RWR4pwkTnLHADEuLhTPFB1vqVWYSunlUNc4qrjDFmGPBGP08qJfBEpwkXmCgNVJ1/M356xXYGmcHnqZT0FPXIco2Dq8upSMRaN9aPTjzwRj9PMiXsRZ6ho2CnubOQ3RpZEinCRBduiuLm4f8vrTVlzWVxpnCZLc67l3O73tvJbOY0cTiPnzvM7RQ1FGAVzM3TjNHIiCyNFuMhc9dVkivp5MksbSgHAUd9RV1mXHPQe4U3DaHXtdVIxB12HdkE7p57DqefEFcUZqhhSMWptW23ko0iRWGShYVFcPyCTGZUdBQCbP9ysraxNjDBojO/mfgcAxxKOdY8pMhQ5NRxODed5w3NlpjIAnE45zanhRGZFisQic81Xkyns/3dQSHwIAKycsnKh68K6lrrL6Zd7jLV2tB6OOQwA08ZMU1VQBYC/M//mVHEiUyNFYpGFjgWnilNc/R+9MjEKNmfCHACoa6qTugvHcc5LDnGJy4wzHGbobucOADnFOSKxyELPgvOSU/yy/+t89vLZrlO75OhyN47fmDp+quRdNCptqffSW7/cIm4+Lnn8zclv6DR66M7QkooSQ21DXieP85wTGR8pEot8JvuEBIVwnnM6+f/R2nK46fCrv12d4DCh9HnpgVMHpO5tbW/llHGIS1xSnKGu4cm9Jx2sHcoqykRikYWxBaeMU1z+Hz3vPVJUVDQ1NQUMAAOgAxDbazAAOQAAEANgQKFSGAwGkTc2MXZ0dMzJyTl79iwxIhaLv/zyS7FYvGrVKgqFQgza29v3Y8zFxcXR0bGgoODu3buenp7l5eUMBuP48eM4jmMYxuFwzM3Nzc3Nx48fTy4tMTGxuLhYJBKdO3cOAExMTMiljR492t7e/tGjR+fPn797925JSUmPMUlEDMfx7ndJys7OJhaira0NAO3t7Uwm09TUdPbs2VQqtbi4mOiZMjIyiKWlpaUBgFAoJJfA4XBOnz4NAOPGjbt//35ZWRmO4w8ePJARIwevX78eHh7e0tIyQLGB824fxcbExPj5+UmOWFhYkNdXrFhBXElNTR0/fvz/XpyUZ7xnG55sWKa7bIbGjJ/Kf5IR+6LoCwBYWbCSGGkWNlvce13n6oLVANAiasluyR7P7v86xSDeV7CvuK2YSWXasm3n6c9Tk+uhDRWDODAz8OLzi5KDFtck6nywGgBahC3Zjdn9W+HtittV7VULzRey5dgXiy/mNeYxqcxxw8ZN1ptMAYpUzEXbxSna6Y0iL0g86Xe6nnQRLurfIrs7lXNKjIuX2SyTo8p1vzemOMbvyusXJ47jI0NHkjdXx60GgBZ+S3Z1P0+m1TArKkbNeJFR1VKlrdTVNsUWxgrFwpkjZkrFUstTLX6wkFqCSCxa+ddKAFhxaQU50r9FVjVXAYCZ5hsfeZgPMweA7OfZje2NqixVyVjMwxi/0Dfe6Y8rH1vs7Kp8dfhqAGjpaMku7+fJrG6qvpJ5xVLH0nm4szJL+ceYH0/Fn1rgvKB7MvxueFxuHAAsONx178azGzee3UhcX/HLiv4trE+x6bEA4GjlKDUuFAktlrzxjG84sQEAMosyAWDFoYGq88w/ZwRCwZKZS2zMbXoMKLIUiStf//q1UCQEgJkbu16uFnMl3uB7Xq3Vz6TaDbcboGql0Ki03Rt3eyz2OH/lPLFZjhRzO8ZvwxuvTKsPX3/2vWLbf/28dzdz5syIiIg3hiT3xGEBADCAMWbMmILHBQAwynoUAFy7dk3yJyoqKh4+fGhnZ2dpafnkyRMAmDx5cj/GVq9eDQAjRox4+vQpkSGvAEBoaChx5dixY92X1tjYCABMJtPMzIzD4QCAq6srAMTHx8uO/Quenp5kMQDAYrEyMzPJm0ePHiWuTJ06VXJcCtFL8fl82Y81KLEB8m6NnYuLS2RkJADk5OQEBwdv2bJl7NixALB+/Xptbe0dO3YQMUtLS8mfahe1L81fKjlio2izyWjTO2XEuHjJ4yUqdJXDlodlVEjEVOmqv5r/yqKyTr04dbPhphPb6QujLwBgfeF6bYb2FqMt/nn+VAr1SPmRX7FfAeDo06MA0CpsXZrRVQPRpsge6aqTbbPJ8o3fRSAW7MjbQd7clLvplMMpP8M3VkZETKqr89bxDjAOAID12eu15bW3DN/if9+fSqEe4RxJr0+vF9SvTFoJAK2C1qWJb1Ylc6SrTjWbTbZddWbUZgCAury67SXbp02v389OWk6Xp17WYmpJxizZlsXNxZXtlWTMkm25ZfSWoMwgbab2jjE7BGKB/23/TlHn0sSlQlx4Lu8cALTwW8aGjR2lMUqyqnZB+9KrS8mbUhkAsNG02eT4xmSShGLh6YenKUBZOXpljwEXfZfIOZEisSjwWmCroHXl6JVTTaYCwPqb67UVtLeM2+L/jz+VQj2SeaSgvqBT2En0Uq2drUsjX02dWAQArfxuIxKZrjq1bTa5dtWpp6y322N30I2gET+OIHaee1r3NK4obobVjBCfEPJHyJiCnIKDvkOHoCP9eTpGwex07T51+nR73HZtJe0d7jsEYoF/hH+nqHNp5NI2ftvVR1cBoKWjZey+saN0R0lW1c5vX3p2KXlTKgMANno2mz7sKpLY8a60rlTytyBvPql6Mt50vGRs1uhZkasiASDneU5wbDARC54TfPT2UW229papW/x/86di1CO3j1Q1VQHAhrMbAKC1o3Xp8TenTuZIV52GNpu8u+o8k3BGIBIsdVsKANYG1vYm9gn5CZwqjrm2udTT/azmGQD4u/ibDDMJjgrWYmvVNNf8vOzn4KhgbRXtHT47AEAgEvgf8W/vbF96fGlNcw0AtLS3mC8xV1VUHWXcNVEjDEYAQHtn+9IflnbNZLeMjYnNpnlvvCx5nbyNJ7qayKa2pvQn6UUvivzc/dZ6r5WqUyASTHecqu8+kAAAIABJREFUDgB1TXXpT9LVldW5rVynkU5PK57qqOns8N8BAAKhwP87//bO9i2nthA/1dLWYj7HXFVZdZTpqzpNRgBAe0f70l2v6uyWsTG32bSoq867OXcBwNPJE/pSVV8FABv8NigyFYNPB28J2DJ21FgAWH9gvba69o4Vr9bqRl1r9faOdgAQioTmk7ueFFVl1VEWo2yG22wK7Hr0dl57V4W9Z2RzHesqR5d7Xvm8sqZSZ5gOOe7ygUvksUgAyCnICT4evOWTLWNtxwpFQv8N/jjgp4JPqbJVBUKB/0Z/ooajp44CQEtri7mDuaqK6iirV/NpOYKoc+m6pSKRqMeMzUibTeve/DvFa1+0apFUqZoamoeDX/9Vunv3rq+vr7Ojs5Gx0Wyf2TF/x5QUlwDAssBlSgpK0AEAIBAIioqKiEefNnsaABD9lqSioiLJVmz48OH9GMMwDACOHz/O5XJ37Nhx4MCBjIwMAPjjjz/k5eW///57ok+aNWtWj0sjmJubEx0bsX2nt+6NjP0LaWlpxGfKs2fPnjt37tOnT4ODgwHgwIED1dXVhw4dImLFxb1uo6VQKHPnzgWAW7duyXigQYkNoH/3Ce6+ffsAoLy8HMfxpqYmDMOIz+klyTgq1lPdU2ofO9kZ3AM/YHEAAG7Y3yBuEu1d933spGIzNGYAwHqD9bgH3uTWhFGwrcZbZRyH+y94antK7iq3z2bfzYk3K70r233a8zzzPjX/FKNgVAo1yT1JRsxJ3QkAiFjTnCaMgm212krs1ddvdep7knvOfTrqU+LhhqsMT5iZ0LKs5eG8hx/qfwgAbrpuvcV2OewCAFcdVwBw0XHBKNhWu63kXn39U6SJZ2+7zV2acwkAPIw9ZO9dR8QAoHxNOb4Vb9rYhFGwreO3Env19Vudlp5Se9qd9zuvzFAmA8M1h5/3O999hzypmJm62Xm/8027mzAKtnXSVnKvvv4pcpQnufPcxZUXAcBM06z+x3piRPCLwGeMD5GMXR/bW2zv7L3kAi+tuoRRsK2eW4m9+vqtztGexD5z4otiMy0zjIK9+PUFMfLzsp8BYOvsrVJ710km9/ntA4DdH+8GgI0zNmIUjMy/zVGxH9p/2HeFH3jKONaVYGNiQx4522fy9KbTGAXbumCr7OQbdY57izqdPMnd5ohGMDk0WfZ+eJLJfev2AUD51XI8E2+604Rh2NYlW7vv59fro0/07H74ao8Z2fvYkRc9LT0AyL2a22N43+Z9AFB+txwvxptym4jlS4b7mE+3t5jPyZ5SO8/1yMjAqMfYV199heO4gYEBACgrK4tEImIHO6nYn3/+ieP4nDlzpBZ78uRJHMcXL148oDGpIsVisYylsVgsVVVVcne31atXE7u4RUdH4zi+aNEiyd3jusd6JHsfO1JERASO49euXVNVVTU0NBSJRD/99FP3mI+PD47jMTEx5J5tR44cwd/cnc7U1DQwMPBtYt31V2yg97H7l0fFpqSkGBoaEq+GtLQ0sVjs7OzcW5hNY3PduLIXKDvzqPXRzuKdq/VXf6gm693YPVbKKwUAZZoyAKQ1pYlxsTPbWeoRKfGUKOcon3s+bDqbO6erhg5RBzOKKXukR19ZfUVeH6U86uiYo2w6O7gg+LuC74jt1T3G1OTUlOnKzYLm7wq+22i5UYyLndVf1Ulnc+dwF91flNmcmfNRDvM3JluOzV0qUVVfI90RG8woFEr01GgrFSsAsFGzuTz1suUFy8SXiZm1mR9oftA9dvDhQUNFw2vTrllesLxbeRcAnLVeP+nEIzJCGYemHFp/cz2bweZufF1Ah7CDeYhJDkrdfBsnc04CwCq7VW8T02BqGCgbAEDayzQxLnbWezWZDDZ3I3fX3V0HMw7WfV3HDGKy5dncXa+mTtjR50iPdsfv3n1r95cTv1wzfs0wxWGFNYVfXf/KP8L/UdWjfZ77eoytiV6T8zLHTM3MP8Lfd7SvGBc7G0lMpjybu4urvkf9k4mf7L++n81kc3+SmExBB/NTJjkodbNH8xzmed/3/ufhPyN3jZw1ehZLjhVfEF9cW2w+zJxTw6Fi1N5ip1NOUygUM00zTg2nqKZIjIudzV5NJpPN/Yl7KevS/FPzX558qbtKl81ic8++mjpBB3MhU/aIlNt5t4uriz1He+qpde336e/iv/mPzWcTz37r+y2dSu8xmfIkxVDDcJ3nuuCo4LDEMDEudh7+xrqIeETz9ebF1cVsBTY3+o1H7+B3MGcwiXHJ673NZNcyJTKtvNa8Z3nbQrf57fMrrSr9yu+rHpMzg2Y+LHn4584/t4VuW35oOQA4j3KWSmb9kmUeYA4AbEU2N7Fbnc5MYlzyem8V4jgOAD3u3tRbMiU3xVDb0EDLAADSHqWJxWLn0T2s1dmK7KbWJhqVJigS9LZMthK7qaWJrcTm5rztG7yHwkDWr5CSlWKoa2igYwAAadlpxKBkmKgh6o8on8U+bGU299mb89nZwdRhEuOS12WX9DaZ1zFFADGU55YDANABMABhD7H7hfd7XAjxu+B97YX2P8YmTJhQXl7+/PlzABg/fvxbLo3QvzHZiC2RxFG9H3zwAYZh6enpff5UQEDAZ599lp+fv2XLlvctJrn7Xb97h4MnuFwueeREamqqtbU1cf369esAoKmpSdwkNmv3IxzwxfmLdRm6P1j88DaxIJMgTjuHuDzreAYAjYJGTjvnev11ANCU0yzm/ae71q4wWQEA6Q3Sr0KugEseOZFan2qvYg8AqfWp16uuA4AmQ7O4daDqVGWoAoCVihXR1REUaArERrvM2kzJmKmSKQ2jcZo5qdWp1mrWle2V47W6dkzUlNfkNHP+g4MnSrgl8c/itRS0ZlvM7jHA7eRyGjkJZQnxz+IxCjZWZyxxIMX10usAoMnULOYOVJE3nt7YFb/L19b3+2nfG6sas+gsez376IBoA7bBgTsHyhrLJGMzhs9Y6bhSKBamP0+317U/NPOQjpLOxYcXAUBTUZNTzxmggycwCha1JurH+T/qsHX+SPvjt7u/6avqJ21OUmOpAcAwpWGSseA5wWoKar+n/h6SHNIh6HA2dWbRWQDw+OVjANBU0iyuHZAiT8WfAgDic1iCupK6t4N3dVP13xl/SyaPXz8OAF52XpwqTmpRqrWBdWNbo/so98a2RgDQVNbkVHE4VZx+31WxR4pMxfEjxkftipKXk99zbk99c73kvWKxmDhyIvVxqo2JjQZb49CqQzQqDQDkaHLEXQNRp66mLgCUV5XLjnFbuKrKqgCQkZ+R+jDV2sya85zDec65fu86AGiqaBI3/5uZlNTJ76xrqAMATTVNchDHcfLIidTsVGtLa+L61YSrRIA4tKLf/wa9PQpGIc5eBhgADUAEXUdREJtQ8Fc3JfDaeQDAZkufEosYIU7nQV7pl5iKigrRbFlaWjo5OeXl5RGHSnh5eRFhFotlbm5OnISvx6URmpubJa8oKyvLjr0rNptNbuIiPu1VUFAwNTX18PAAgLq6OuKu3s6oEhgY+M033+Tl5S1evLi1tdeTow1KbMOGDTNmzOjt3v/dO2yxCw0N/fLLL8mbsbGxsbGx5E1yi93z58/19fX7qz4AEOGi3JZcAFBKUJK6K7g0OLg0eIXuitCRoWRMP1n60U+8OHHixYmuOjO66hR3Ha004FToKgDQ/cjW0JLQLx++ns/E2kQA4Aq4h4sOA4Dz7Vd14v1f53D2cABQkZM+6SAx0iHqkIwVNRWRR0vElsfGlks86X/3upm2f53KPYUDvtxmOR2j9xgIzQ39MqFrMnEcv1ZyzeLU6x3Anc8N4GReLbwKAO5m7pKDTDpzvOH4yEeROZU5RqpGZCymMCamMIbIxD6JjX0iMZknBnYyaRjtc4/PP/f4nBxp6WjJeZHDpDMl98yjYTQ5qlxBZQE5klKcQlw5d/8cADh/PyCTWdtcG50RDQB+R/z8jkjvkHoq/tS88fPI5JWsKwDwedjnn4d9DgCx2bGx2RIzGdRVIefov9yz519QU1Iz0zXLf5b/qPSR22g3cryF10IePBGbHkscY0GYtn1aV51h/V+ni53L7Yzbcalxfp7SkykpNDo09WEqAHz+4+cAEJsSG5siMZPLX63VY5/rD+vPtXqfkjOS+QK+oa6htqY2OcgX8C0mv35fxybGxibGSv6U8zxnAOAk/HfPuxQqkyp5FALQ3zxy4tVfMAr/9ZbFypeV8GqLlCSilSkqKiJuSu5C9z/GAgMDP/74YwD4/vvvAWD69OnTp0+XDJ88eRIADAwMelsagdxzjviVzc2ld4SVir2rxYsX79mzR3Jk6tSpU6d2HeIdFxdHXLG2tn758qXUz27YsOGzzz7Lzs5etmyZjANRBzH2/Plz4jPPgfAOjd2sWbOI8+lFR0eHh4eHhISoqKjweLwlS5b4+Pj4+voSMXV1dVlLeXcYYCt0pY91ym/LT2tKs1Oyc1BycFV1lYw1CZsaBA0AUNZRRmycM2YaG8kbJTUm+Qzz8dX2FYgF/nn+kod/Dqg7tXcAwExR+hyMs3RnGSsYA0B0RXR4efhas7Unik8Ysgyftz/30ffxNfAViAX+9/3f5sOUdzVFbwoFKIXcQoFYINkqPWp4BBLnMSZiinTFkIkh/5T9E84JD5kYoiKn8k3WN48bHztpOX1h8wUAEAdP9HuRJIFYcObhGQpQVtr1fNgEAMwyn2WgZLAqblVTZxMAhHiFqMir8IS8JTFLfIb7+I7wFYgE/v8MyGTyhXwAqGmtkRqvbq0GAAaNIRnzG+3nY+0T/Tg6PDs85KMQFXmVoBtBT2qfuBi7bJiwgfhl/SMGcDIlnUo+xRfylzgtkfyUEwBmjZ5lrGEMANE50eH3w+c7zI/MinQxd0kpTvEZ4+M71lcgFPj/1s+TGXYnjC/kO5g62BlLH3p5JfNK/KP40ppS4jzGYXfCRGKRqZapsaZxWV1ZcVWxi5WLHE1OJBbdeXwHAI6vOD6MPQwA1BRlnRSp39Vya7sPshissC1h0feiw2+Fh3wRoqKgwuPzAr4PAIBdAbtGGY0CADXl/q9zmfey7858d+HGhU2LNvV4YGxre6siS3HWpFkK8grrD67HcVwsFocEhagoqfA6eUu+WeLj7uPr6QsAHZ0d6ux+XqvLJhQJv/npGwBYOHuh5DidRv/j0B8AEH0zOvzv8JB9ISrKKq3trcu2LAOAuVPn+s/yBwA19n/6vEsSdYr8lvuxmKyw0DCQA2h/dTpiBQA+wKvPrnHx608n8/PyAcDLy2v79u3koK6u7ujRoysqKsiO7fbt2/0Vu3LlCoZh33//fWNjo6qq6sqVK7lcLpPJJL4ho7GxcfXq1TiO19fX97g0VVVVAODxeOQhC8nJyQAwZcqUb7/9VkbsXV27dq28vBwAZsyYMX/+fABIT08/c+bMiRMnYmJi/vrrLyLW0NAg9YMjR46cMWPG/fv3AwMD29vbe1v+W8Z27NixfPny/o0lJSUlJSVJnVmwH71DY2dpaUkc7hoWFmZmZhYYGAgAcXFxOI4HBgaSW3H7HUbBQkeGSg3+VP5TWlPaDI0Ze8329hbzzvFuEjbVCeoWai90VXG903gnUC/QS92rQ9wBAAPR2GU0ZDCoDFu2LTmS2Zi5LnsdAEh+yQQZs1SyBICwZ2H6TP3ol9EA4KntGVISEmgS6KXtRWw5G4g69RT05prMjSqNCs4OJg6JAICY8pjbL29ryGt46HtIxQq4BU38JjNls0CrwJjymMeNjwFgy+gtc4zngMQWvgFyuehyTXuNp4kn+aUU3VmqWebU5DR1NmmyNJXllANHBwJAXGkcDnigbaCXqVeHcKAm09XE9df7vx5LPbbEYYk+u2urxj8F/yQ/S2bRWU6GTpKxhJKEA9MPhD0IM1M3Cxwb+E/BP0V1RQCw0WXjR9YfAQBR50Aoqi6yGGZBdmPROdE7/96pyFD8eubX3WOWWpYAEJYapq2sHfMwRpGhuMJlxV3O3UCXQK9RXsQ3OvTvZIbeCgWAE4EnHM2lzxiy8+LOvX/tDb0VGuwXTCYjNkQ4mjt6f+8NOCTvSQaAuNw4orGraKhY67kWAIg6/xsnrpyo4dYoyCt8YPmB5DidRp83cV7YzTAzXbPAaYEAsP7YegCQl5PfNG+TIlMRAIhvnuhfxrrGuz7ZtePEDs9PPcN2h0keeyESiyKuRxz781ja2TRLQ0tLQ8vGlsYdJ3ZQqVQjHaMPx30YlxqH43jgnMAPx39IJBdNlz4UdOAUlRat373+3oN7ZoZmX678UvIuDMPmTZsHAGFRYWaGZoELAotKi/w3+gOAzjCd3/b/pspWBQDimycGBS7EL126xFZmw28AYgDicxri/00SjR1I7HX2rPRZenq6o6NjQEDA77//DgAYhh04cADDsF9//ZXcQe3Bgwf9FSsqKjpw4MBHH33k6OhYU1NDnE/Ey8uLWDkcPnyYOPdFb0vz9/cHgNLSUvJBc3NzHzx4YG9v7+vre+HChd5i76q4uJhoCv38/Kqrq7W0tCoqKmpraykUyu+//97jAafEr2BiYpKUlLRmzZqOjp5fCW8ZwzDs22+/9fX17ffY3Llz161b9xZz8C+988ETfD4/MTExICCAuBkXF8dgMCZNmtTfhf2v+GJ+YmPiaKXRddw6AIirj2NgjEmqA1vnndo7Xz780kzRzETBRJmmXNpWmsPNwQGfpTvrM/PPeowpUhVjq2KJT7Vm6c5iUVkMjDFJc8Dn8+iEow/qHuzO2n3jxQ17DfuylrLY57F0jB46MVSBptA9RqVQR6iO8L7uHfs8ljjO11O/7zMp9It3Omyihd8yf/h8YiSuNI5BZUwyHNjJXGC7IDQjNKE4weqQ1UyrmVpKWgU1BTef3gSAQzMPEV8RJhXrFHaO1Bo59bepRIyG0aYPny7rMfqD/2/+1c3Vo3RHKTGUCqoK8l/ms+RYl1ZdMtUw7TGmIKcQ+yhWjIuJWNzjOAaNMclyQCYzMT/xycsnNoY23bs6AFgxeUVwVPCZxDO7P959t/AumeQL+Yn5iQGTXq2LcuLkaHICkYBIEvuxDRBeJ2/1kdXE9VZea/6z/JziHAqF8tPan4heTTL5yeFP4jLjLPUtF+1fRCQB4MfVP0ol+9325duFIuHukN1T1021MLSwt7JXkFeoaaxJfZha31Q/yf71U7l58ebdIbsFQgGRxCgYFaP+fPHnRTsXSSX7Ha+DtzpoNQCIxKLm1ub8ovzHnMc4jjvbO4cfDicaNamwWCyOS4oz0jOy9rImwhgFu33utlR4IBAnKOk+vmrpKqexr0/2KRQJO0QdKYkpf5z5AwD8FvlN+XDK2k/XLvNfJhkjrVix4u7du2fOnPHx8SktLXV1dXVwcLh//z55Oo+BiK1evTorK0tTUzM6Orq0tJQ4Q21GRkZvS1u3bp2ysvKwYcPU1NQAQElJ6fjx4wDQ0NCwc+fO9evXX7t27dixY4GBgQoKCpqamj3GyMV6e3sTG4N0dXUBwMHBobfY9OnTp0yZUlNTQ8RGjhwpFos9PDwkGztyaY6OXSsQExOT2NhYPp//6NEjYuTJkyfPnz8n9s9zcHCQESPPnLdixQpfX1+xWNzU1CS5MfJ/jx05csTa2hoGzDuv+1JSUlpbWyU/53Z1dWUymf1d2P8qpSmlVdRqxbJK4aYAQFx9nKuKKxMb2DqnaE1ZaboyrT7tQeODZkGzipyKh5ZHgFHAQqOFkps3JGNNgiYxLrZTsdtkuWmh0ULrOGtXTVcmdcDnU5elmzE3Y8+DPVeeXcmszVSWU55tNHv7mO3E8bBSsU+SP7lcermgsaCyvXK20eyc+hwzZTMm7b940p82Pk0oS9BR1PE29+4zps5Ur+fVE6evA4C40jhXA9eBrpOKUa8vv3489fiF3AtXC6/yhDw1ppr3CO+NLhsnm03uHjuVfqqwpjCvKq+SVek9wvth1UMLdQsmfcAnc6nT0vD08PTS9DZ+my5bd9XEVdu8thmrG/cWa+lsEeNiz1Gevy781Vjd+IvIL1wtXAeozpBbIQAQOCWwx3uNNY09bDxuPrz5T9Y/l9IukcmUJymtHa1TbV893blxE0dMpFAoRHKuYw9fT9Jf+EL+yZiTxHUalTZMZdhHrh9tmLvB1ca1ezIkNgQA8p/lP3n+ZJjKMGWWsqW+5RrvNQNXHunrlV/P95h/IvJEQmZC7N3YDn6Hpqqmi52Ln6ffPI95ZCwlN4Uv4B/bcqzwWWFCZkLBswIcx3OLcrsn+x1fwD8ZcRIA5OhyyorKhrqGgQsC50+b7zHBo/tn/WQYAGrqa8yNzAMXBN5IvmFhbGFlZiW96AEgEAjCIsK6j3tM8pDs2BwdHeXl5Y8eP/r3338DwJagLYl3EkPCQiY6TeyxscvLy3NwcPj22289PDymTZv24sWLffv27du3T/KrXfs9pqKiQqFQkpOTnZ2dp02bBgClpaXu7u69LW327NksFoscNzAwIHrB58+f79y5s6CgwN3dffv27dOmTZMRI8dtbW0lv+zA0NDQ0NCwx9iCBQvgVf9HZABg+vTpX331VW9LIx6XuEJ+h0JSUtKjR498fHz6jJGtGPFpMoZh3t7Sf336N9bvKP1yKHKPdu7cmXYi7ab9zQFafn+hxFNiXGJm6AzgISr/O+J0J4UfFw52IX1ghDJ+/vDnPreuDS7idCete3o9ZOk9ob5Hfa3b2m9nf9t3dPAQpzupP13/H+/Q9q4sPrNwsXU58+WZwS5EluLKYvMA89yIXFsL277Tg8c10FVeQf7m7+/9ut2MEnMhZsbU93vdvmpReGT4YFfxVlgsFvlNaO8nHo/X2dlpYtLrTjvvicrKys2bN0sdGtKP3u27YhEEQRAEQZD3FmrsEARBEARBhgjU2CEIgiAIggwRqLFDEARBEAQZIlBjhyAIgiAIMkSgxg5BEARBEGSIQI0dgiAIgiDIEIEaOwRBEARBkCECNXYIgiAIgiBDBGrsEARBEARBhgjU2CEIgiAIggwRqLFDEARBEAQZIlBjhyAIgiAIMkSgxg5BEARBEGSIQI0dgiAIgiDIEIEaOwRBEARBkCECNXYIgiAIgiBDBGrsEARBEARBhgjU2CEIgiAIggwRFBzHB2jRH3300eWoyzQKbYCW318EuIBKoWLvd48rBCHgQMPe+8kUC6gUKkZ5rydThIvEuJiO0Qe7kD4IxAKMglEx6mAXIosYF4vEIhqVRgHKYNcii1AkpFAo7/lk4oALRUIalUahvO+TCQA06nu/OhIKqNT3fXUkFAkH7q/w/0/v+dsHAHAc/+ijjy5dujRAyx/Ad6aenh5DnqGlpTVwD9EvysrKdPV1FRUVB7sQWV68eCEQCEaNGjXYhfThwYMHJmYmOjo6g12ILM+ePXv58uVkj8mDXUgfbt26ZWZm9p4/6S9evEhPT5/rM5fBYAx2LbJcvnxZT0/Pzc1tsAuRpbm5+cKFC75+vhoaGoNdiywREREsFsvPz2+wC+nDvn37Fi5cOHz48MEuRJaIiIjq6urt27cPdiF92LRpk76+/sSJEwe7EFlycnLy8vIWLlw42IX0IT4+Xk9Pb+CWP4CNHZvNlpOTe8/XUABQVlamrq7+ntfZ2NjY1tZmamo62IX0ITs7W0dHZ8SIEYNdiCzt7e1VVVV2dnaDXUgf7ty5o6en5+joONiFyMJkMtPT052cnBQUFAa7Fllu3Lihq6vr4eEx2IXIUl1dfeHCBVdX1/f8nR4fH89isXx8fAa7kD7s27dv4sSJ7u7ug12ILOnp6R0dHUuWLBnsQvqwdetWV1fXP/74Y7ALkWXXrl15eXnveZEA4OHhwWazB2757/U2agRBEARBEOTtocYOQRAEQRBkiECNHYIgCIIgyBCBGjsEQRAEQZAhAjV2CIIgCIIgQwRq7BAEQRAEQYYI1NghCIIgCIIMEaixQxAEQRAEGSJQY4cgCIIgCDJEoMYOQRAEQRBkiECNHYIgCIIgyBCBGjsEQRAEQZAhAjV2CIIgCIIgQwRq7BAEQRAEQYYI1NghCIIgCIIMEaixQxAEQRAEGSJQY4cgCIIgCDJEoMYOQRAEQRBkiECNHYIgCIIgyBBBwXF8gBZ9+/ZtsVhsbW2tqqra2dlZVVWVmJh44cKF5uZmMoNh2IoVK2xsbExNTQcipqioyOFwVq9e3dzcvGbNmmXLlk2ZMqWtrU0y1t7eXlNTc//+/ejo6FGjRn377bcAcP78+bCwMH9//5EjRxoZGbHZbIFAUF1dnZKSIhU7c+ZMbzMwfvz4t4k5Ozvv3r2bjC1dutTf39/Hx6e1tZXM5OXlZWVl6erqSv1sU1PTypUrJUd+/fVXNTW1PmM//fTT2yytt1h8fLyPj8/y5cvb2tp6i+E4LhKJWlpaysvL4+Pji4qK9uzZo6Wl1WdMKmBlZTV58mRTU1Mmk9lnzMjIyMjIaPr06du2bYuPjz9//nx2dvaSJUvk5OTIWH19fXBwMPRiy5YtFArF3Ny8vr5+27ZtsmMAkJ+fHxMT8z/GKBTKhg0bGAyG7Ji1tfXEiRMNDQ2zs7MvXrzYZ0xyEMfxx48f37t3r7a2tr29XVlZWU9Pz9XVVXZMJBKpqKj4+fkZGhreuHEjISHh66+/ZjKZZKyysrK9vV1BQQEABAIBjuNaWlrOzs7u7u4YhuE4npOTk5iYWFVV1dbWxmAwcBzvHpOq/969e8nJyRUVFWKxuLeYWCz+7LPP5OXl+Xy+WCwmXhuHDh0iKum+tNLSUmJdN2fOnAULFlCpVKlYYmLizZs3nz9/LhAIRCIRABw6dMjAwKC3SQaAqKioCxcuQC+vf7LOZcuWaWlpPXv2DACmTp168+bN06dPS9YpEAgWLlwo9YMaGhoffPCBn5+f5JL5fP6MGTP+XZJGo2loaNjZ2fWZxDBMLBZPmTIlICCgz0dh4PwoAAAgAElEQVSnUqmampr+/v6+vr7kc8Tn852dnd8mSXj27Nmff/6ZmZlZXV3d2dmpqqo6YsQIT0/PDz/8kCjG3d3dzc1t9+7dz549+/rrrx8/fsxisfh8PpmcNGmSi4sLuUA6nS4vL9/S0sJisYiXnLq6uo2NzcyZM6dPny4UCkeOHCk5M8TrQSwWi8ViDQ0NMkmlUjs7OyXDdDpdUVFRT0/P2tray8trwoQJkr9L97BQKGSz2V5eXl5eXunp6b/++mtWVpaysnL3cI/u3LljY2MDAM3NzcbGxr3FEhMTbW1tiWXq6Oj0ubR+iWVnZ9vZ2QFAR0cHk8nsM/Yf2LVr1+7duweuq+kvHh4ezs7Oe/bsGaDl0wZouQAwefLk6urqioqK/Px8JpM5YsSITz75ZO7cucuXL6+srOx6eBpt1apV9fX1ZWVl/R7T1NS0tbW1tLS8ePHi8uXLHR0dCwsLW1pa5OTkJGMCgWDcuHEBAQHe3t4YhvF4POI1SqPRlixZ0tDQUFFRUVhYyGQyLS0tu8d6w2azv/jii7eJbd68WXLE3t6+qKhIsqsDAHV1dbIlKisrI/5IAEB7e7tkTFlZWUVFpc8YAcfxpKQkyREZMSUlJXt7+8LCwurq6vb2dltb25KSEqKrk4yVlZW5uLiYmpqKxeLm5mYOh6OkpGRubl5RUUG0YjiOp6WlAYChoaGenl5vMdLcuXO9vLyEQmFJSUlzc3Ofsejo6ObmZjs7OyL24sULDQ0NsqsjYklJSVlZWXJycjQajclk1tbWvnz5sr6+vrKy0tDQkEKheHl5ubm53b1718fHRygU9hYjlqmiomJtbS01abJjPB6vuLhYX19fJBJVVlYyGAw1NTUGgyEVy8/Px3GcSqUyGIz29nYWi5Wfn5+fnz9v3jxNTU0HBwciVl5eXltb22OMzADAlStXUlNT5eXlR4wYwWKx6urq8vLy8vLyZMTEYnFubi6Xy/3ll1/mzZvH4XD09PSI1zMZ09HRKS0tJV8JlpaWXC73zz//LCoqWr169YULFxITE5lMpq2tbXl5OflWlYqRswQAYWFh9+7dU1BQsLOzk5OTe/LkSY+xX375RSAQYBhGxNLS0nAc//3333tbGjkSHR1dUVGxefNmydiJEycSExMVFRXHjh2bmZnJ4/EA4Icffjhy5IhkTBKO47dv36ZQKDiO37p1a/HixT3GSkpKeDxeQ0MDkczIyDA1Ne3efQIAjUYbN25cSkoK+SK5fv16UlLSsWPHpPpLGo3m6emZkJBAvGFlJ728vIjrra2thYWFvSUBwM7OTl9fHwCSkpJ4PN6tW7dSU1N7TAIAlUrV0dHBcby+vr6qqurHH3+8du3aH3/80T2pqKiooqIiIxkSEhISEiIWiw0MDJydnZlMZn19fXZ2dlJS0qVLl0JCQgoKCtra2hwdHcmknJzchAkTJJOjR48GADqd7u3tDQCPHz9+8uQJvFqnqampGRsbp6enx8fHh4eHh4WFEeF58+YR7wKhUEin0wUCATGfaWlpRJJo3MkwABCrrKdPn164cOHChQtjxow5fPiw1BSR4bq6ups3bzIYDCKsoKBgaWlJdHUkonPFMMzExITP5zc3Nzc1NQGAurq6s7Ozqqqq1Hyam5sDAI7jkuHPPvvs7NmzZOdHFiBFamnvFLt48aKxsbGrqys5LrUFgU6n+/v7d19a9w0NyEAbwMbu0KFDe/bssbCwIG7S6fSvv/562rRpy5cvJ7eXCAQCb29vcnXfv7ElS5bY2tomJCS4u7uvWrVq1KhRv//+e/dYVlbW2LFjv/vuuylTpnR2dkZGRi5atIiILVq0qLq6mnxQGo22efNmqVhvPv/8cxzH//rrrz5jkhsPFBQUhg8f/ueff0rFDh48iOM48f7PysoiVzdSVq1a9TYxglAoPH78uIyAZGz27Nn29vY//fRTQ0MDi8U6ffr0lStXuseUlJQCAgJKSkpOnjzJ5XKJuygUCovFIq6LRKKzZ886Ozs7OTnJiBGcnZ29vLzeKZaYmAgAjx492rRpE5VKra2tJdb4krH9+/ffunXriy++IJZmaWnZ3t4eGRkJAHZ2dh988IGbm1t5eXlSUhL56u0eIx9dT09PT09PatJkx9LS0oqLi2fNmnX9+nUA4PP5RkZGUjEul5uXl0en07/88su//vrryZMnc+bModFov//++40bN7766itiS1tDQ8OBAwcUFBQ2bNjQPUZ2bA0NDampqUSM/Lvy+PFj2bE7d+7k5uZ+9NFHly5diouLa21tnThxolTs3r17paWlqqqqs2fPPnv2bG1t7d69e3/55ZecnJwbN24Q3dLOnTvLy8vv37+vrq7u7e0tFbt3796ECROIAh4+fHjv3j11dfVt27YRdQqFwh5jDx8+BIAvv/zSwMCAx+OlpKRoamr2trS5c+eGhoZqa2vzeLy2traMjIzExER3d3cilpWVlZiYqKmpGRwcXFZWlpycPHHixHv37lVVVd2+fXvKlCnQk4cPH9bU1Li5uWVnZycmJvr5+dFoPaxO8/PzAaC5udnNze3BgweNjY2SfxolycnJjR49OiUlxdnZuaCgQCwWu7m5JSYmRkdHr1+/XjLJYDBcXFyuXr06derUjIwM2ckNGzaQN3Ec/+677xISEronAWDr1q0aGhptbW2xsbEff/xxdXW1VJLYSEyhUIyMjIYNG3bixAkAEIvFQUFBN27ckFxVEp0ThUI5evTo+PHjicEek6dPnz558qS6uvru3bvJJACIRKLY2NhLly4BQGZmJgCUlJSEhYWpqalxuVx/f/9PP/1UMkm84xgMxvbt20+fPh0VFaWurl5fX7937964uLjk5OSXL1/eunUrISEhPDyc+EF5eXldXd2IiAhNTc0ffvjB1dW1pKRkz549ycnJ+vr6mzdvvnz5MlmPvLz83r17JaeLDC9evDg6Opr8H7Vk+OTJkzdv3rx8+XJbW9vXX3+dmpr68uVLLpcrGaZSqWKxWFFRMSMjgxjhcDhbt25NSEh4+PCh1P8BKBRKenq65AgZnjt37u3bt4l1I5PJfJt1+zvF/vrrLycnp7Nnz/YWY7FYMu5F/ksDuI8d+ZeYIBAIiPeJ5Ec/OI5Ltmv/e6ypqcngFScnp6qqqlu3bgGAjY0NhmHl5eUGBgb6+vr19fVSS6urqwOAly9ftrS0kEuTXAEBgFAo7B7rkaen54QJE3788cfeYkwmU1dXd8GCBRMmTKiqqiK2zykpKU2cOBHDsIqKiv9r786jojrvPoA/s7DDDDuIgKKyqSAIqESMS1Cj0VQxNse0GhuTeKLZbaPHujZVmxjNG8/bpBo1xppETVyitpqIURAFFRAcFNn3bdi3gdnfP34nz7lnZhhNX42e6ffz1zh8fbgww9zffbYbEBAQEBBgZ2dHrT399NNKpdJ6D/PUqVMTEhI6OzsfVEe0o6OjVCoViUT+/v4xMTEtLS329vb+/v6JiYlisbihocHf39/f358OkjEmlUq3bNnS39//2WefCV99o9Eo7NuTSqXz589Xq9UPKjZjxow7d+5s27aturq6trbW1dVVr9d3dnYWFBQYjUa5XN7V1dXb2zt79mxqTalUCltTqVRdXV0VFRXOzs40rKPRaA4ePCgc5TeJhYWFWfm9WYxpNJr2n1VUVMhkso6OjoqKCnt7e6PR6OHhQV+iQUDGGF2Iy2QyvV5fXFzs4uIyatSoyMhIsVgs7Fhta2tjjFHn3/3EhL0FA8V8fX21Wm1ra2txcbG7u/vQoUPFYnFvby+NUrW2tlJPMLVWU1PDGJs6deqECRPEYnFPTw+9cIyxjIwMxtjQoUPd3d1v3rzJGJs+fbp57OLFi/wAeIwfpzCmVquVSqVSqczMzGSMOTs7Ozg4KJXKnJwcg8FAZcH58+d1Op1Ja7m5uYyxQYMGTZo0ib5KJTWhM+XcuXPd3d1TU1Ppv9BIovDUboKSTz311KRJk7q7u4Wn2/7+/saf5eXlUYdxbGwsdaj09fXRl6h/SOjq1auMsaSkpKeeeqqzs5O6OuidYOLf//43Y2z27Nn3TAqJRCKqejs7O/v6+up/Rl/SaDT19fXp6ekGg2Hw4MGRkZGMsfb2dvq/TU1NX3/9NWPM0dHR1dWVtykWi6lE5pcx9fX1+/btY4w5OTkJazWLyT179tjZ2f39738XJhljarU6JiZm3bp1NTU1mZmZPj4+hw4dkkqlzz33nMFgCA4Orqmpqamp0Wg0Eolk7ty5u3btMm+TMebv779v3764uLiampq9e/cuWLDg0KFDlDQYDJ988omdnd2XX35J1fawYcMoXFtb29DQwJMW8XBNTc2ePXuEXzIYDFVVVVVVVenp6QEBAf39/RKJZM6cOYyxrq6u7du3V1VVaTSagVoeMWLEkSNHxo8fX1VVxX+uBxKG/xIPscfOHF37ms+OeoCxpKSkrVu3Cp+hKyfqEdmwYQM9+Yc//EGhUPBMQEDAggULGGN5eXlWvqOfn999xlasWPHDDz9cu3YtJSXFYmbChAlr166lx8OGDaMHNIjAGFu1ahU9ePPNN9va2lasWHH48OG4uDgaFRo7dqyLi0tVVVVWVhYfsfXx8Vm6dOnFixfDw8PpctBiTEgsFs+fP9/f31+j0ViMxcXF+fr6Msb454Xwg+O1116jB3/+85+ptVdffdXf37+mpmbs2LFardbb21uj0VRUVBQVFfFaUyQS/f73v5fJZE1NTVZijLHw8HCZTHbt2rW+vr74+PjBgwcPFEtLS1u0aJHwyIVdlWlpafTg9ddfF4lEfX19M2bMSElJoU/ksrIymgdmNBqjoqLCwsLc3Nxu3rzZ398fHR3t7++v1WrNY+YztIQsxsrKykz6OOk0SZ/vZ8+epScXL15Ms5roVN3V1ZWRkWE0GuPj4yUSCXXk0BmX+Pr6isXi2tra+4x1d3e7ubnRk3fv3jWPiUSiioqK7du38yc/+ugj/ph6UBhjvDUatfTy8lIoFAaDgSb60NtGqVSKxeKqqqquri6qkn18fMxjNTU1NIJMPy/FhL8oHsvOzqZOd6JSqdavX8//efr0acZYQ0NDSUkJ/VDUmouLS35+vkQikcvlU6dOpSmMNHxM3SF02eDn59fZ2ZmdnT1o0KDw8HCpVJqenq5UKnlMSJh0dnY+c+ZMamoqn1WWk5PzySefmPyXjz/+mB6cP3/+/PnzjLEtW7bwLmHGmNFopA+l4cOHh4aGfvfdd9T9HBERYdKU0WjMzMwMDAwcNWqUi4uLlaQ5KkAjIiKysrKEH5VGo/HFF1/k/9yxYwc98PLyogfnzp2jmth8TiQNH9Nryhg7ffr0L0rOmTOHhheFMjIy+CekEJVQfHLSF198QbPBeC++eZsSieTtt99evHjxqVOn3nvvPWdnZ7VazRjTarU6nS4lJSU8PJy3bxI2PwChgcK9vb3Tpk3j/xQ+ZozRsOx3331nZYKdVCpds2bN/Pnzv/vuu40bN1o/DGHYyrRg+O/x0Au7VatWOTg4uLq6RkZGBgUFlZSU7N+//+HF8vLyVq9ePXfuXG9v74iICDqN0TSmlpYWuo5kjFVVVfHWtFotjV5VVlZ+9dVX5iMvK1asoAmzTzzxhJUYEYlEq1ev7u3t/eyzz6z8WgoKCqqrq93d3X/44YeFCxfevHkzNjY2IyNj5MiR7e3tdMpnjNXV1W3atKm3t3fjxo1nzpyhD8qhQ4fSpf+SJUt279595coVkUj0+uuvq1SqL7/8cuvWrQPFTI5BIpEI6yHz2N27d9vb203mW2i1Wq1Wq1Qqjx8/Ts9QZ6pEIpkyZQpjLCgoyKTMKi8v/+yzz+gsK5FIEhMTGWN+fn5WYnT8jDEawqBT+0CxsWPHbty4MSgoqKKiYsuWLe+9915CQkJTU9Pq1asdHR1jY2MZY3FxcWFhYXl5eSatVVdXHzhwgMb1xowZQ3NlVCrV22+/7e3tPVDMwiv6M4PBYDEWGBg4b948xlhTU1NmZua4cePy8/PVarWzszO9tSjG56O4ublJpVKtVku9OD09PQcOHCguLo6IiBBeLchksuTk5B9//PE+Yzt37uRz7CzGJk2alJ6ebm9v7+np2djY6OXl1dbWFhAQ0NnZKZPJ+PBlfX39xYsXd+7cScXrmTNnmpqaoqKiaKoZdWwzxpKSktLT0zdu3Ejn3WPHjjU2NprHGhsb6fKGuoL484T/09XVdfny5fTt6urqIiMjaWj4m2++kcvlEyZMoPE4XvdTa9nZ2Xq9nh5Th31tbS39CFRXUaWrVCqrqqr0ej29jfm8TIVCYdKZxBi7ePEiTwYFBYWEhNy+fbuxsdHf358xFhERQQP9lZWV9GeSlJQ0bty4/fv3q1QqrVb7hz/8wd3d3WRaulqtNhgMjLGjR49KJBJ7e/u2trYJEybw6z2uv7/fYDDI5fJPP/20t7fXSlKtVtOAKWOst7e3qKiotrZ26tSpc+fO7erqorK4uLj4yJEjYrE4Pj6eMXbr1i1aedDa2jpy5Mjnn3+e/ntBQQFvs6Ghwc7ObseOHT09Pbdv366qqpo5c+bChQspwK971Wo1LxCtJOkDwURMTMwHH3zAGCsqKtq/f/+gQYMaGhoWLVr0448/enl5LVu2jGJ8DgNnsc2EhAQ7O7uGhgalUsn//Kl3nN5C9wwPxGLYyclp+/bthYWFf//731999VUqZDdv3uzt7V1cXKzX67ds2RISEiJsp6+vj97bnMFgkEgkdXV1TU1NfIK10Wg0iTHGvL29N27caG9vT2GLrVHMZNHYL4rpdLorV67wmUU+Pj78WoWoVCrzeUfmMfgVPPTCbt68eXz1wNWrVzdt2sT79h9GTKlUXrhwYdOmTRRzc3O7evXqhx9+ePz48dOnT9OwrMXWioqK1q9fb3EsY9asWY6OjveMkYULF0ZFRa1Zs0Y4XGhu6tSpwcHBa9asodG6goKC2NjYhoaGiRMnnj9/nq9p+O1vf0utdXV1ff3114mJiTNmzPj+++/T09OnT58+c+bMN954o62tLTQ0NDIy8q9//atKpUpLS/Py8rIYKyws5AeQlpZWWlpKnSV+fn4WY62trefOnSstLR09evT8+fPff//9hISEmTNn2tnZ1dbW0hoIYWtJSUlTp041GAy0SIoms48fPz4yMvKVV17ZsWNHZmZmZWVlQkLCxIkTjUYjrSwxj1GbdLqdMmVKc3Pzjh07qqqqvL29Fy5caB4LDAzcsGFDc3PzSy+9xBjT6XSjRo2aMWPGm2++GRoaShXDzJkzPT09qbXly5d/++23GzZseOaZZ0JDQ2le0dChQz08PKhvJjExsbW1dc+ePbW1tZ6enuYxK69sSUmJxZibmxt1DNA7llZt04hSdHS0sM+Ak0qlgwYNorHOnJwcxpiPj09sbKxJB9K0adNUKhWNe1qPeXl5HT9+nMYlB4rNnj178ODBx48fb2xspPeAj49PYmLisWPH4uLiqHeEMRYVFeXv73/8+HHqsWtoaPDx8Rk/fryrq6vBYOB9k2PGjAkLCzt06BCfw2AxxoeDo6KiaN56QkICHZgwJpFIqFzOzc2tq6tTKpXh4eESiaS7u3vChAmlpaUUo/KIt1ZQUCASiehPWK/X825U3j8dFxeXnp5+5swZo9EoEokmT56s1+v5PNerV6+aFHa0WoKS9MyUKVO++OKLCxcu0OJWLy8v6uiiax7qpXZycurs7Bw9erRCoWhtbeVrGjh+2MKPKZFIRKtqzJO0RMZ6UqfTmYwmh4SEJCYmOjg4+Pj4UM9odXU1tclHk/v7+7u7u0NCQp599ll+eUPD9NQmTWX55ptv6JkRI0ZMnjyZf3deiGu1Wp6xkjRfKc8Y8/X1pYtnOjyav/jEE08cOXJkzpw5A11XD9SmnZ2dp6dnU1NTW1sbL7/oAsB81afF8EAshqVS6axZs2jGwpIlSwYNGtTT09Pa2pqSktLW1tbU1BQTE+Pu7k4dh/x3RZclQvRebWlpEf445rGgoKAtW7Z4eXk1NDTQS2OxNYoJn/mlscrKSr4gb8iQISYVm1ar5fMXOfMY/Aoe+j52kyZNompg7dq1ISEh33zzjcXxggcey8jIUCqVFDt48KBYLM7PzzePLVq0SKPRXLt2zd3d/R//+IdwZISbO3fu8uXLtVptbm6ulRhjLCQkZOnSpWfOnKHz60CEsVGjRimVSjrHeHt7i0Qi/mFt0tqOHTvoPKHX62tqavbv33/ixAmxWLxo0aLnn3/+/Pnz1FF04sQJizHqLuJOnDihUCg6Ojo0Gs09Y0OGDGlpaVEoFPv376eeIZPNHShGc4aMRuMHH3xw9uxZ6gOgGXJhYWFDhgw5e/ZsYWEhDdNYiVGbfBzn008/LS4uVqvVdXV11mMFBQWurq49PT2fffZZamoq7bZjHsvJyenp6WlsbPznP//Z1dV18uRJ9vO8Hx47ePBgeXm5RqOxGLOCOgysxGpra2UyGS3ZCwwMNBqN5msviE6no6pu3rx577///htvvOHu7v7NN9/88MMPwlhqaipVdfeMHT58eMKECatXr76f2PDhw+VyOcW+++47o9Eo7B3hsd/85jf0THt7+969e7dt2/b+++8XFBTQSe7GjRv79u2bPHnyli1b6LWwGOO/9ri4uOjo6Obm5k2bNh06dOjo0aMWY/39/XZ2dq2trZs2bfr888+NRmN2drbF1oYNG0bFXG9vb2lp6XvvvVdfX2+y0HXChAlxcXFNTU1KpdLT05OG1XJzc6k1hULBJz6SgoKCpqam6Oho3r2alJQklUovXbpkkqRZ/5QsLi42Go1TpkyxmCQ0grx79+5Tp05t27ZNJBJlZmaanywZY/Hx8TSkaz3p4uJy/menTp3atWuXm5vb1q1bhfXWnTt3ePJvf/sbY2zdunXmSd4P6uLiMnr06HHjxmVnZ6enp3/xxRcymWzt2rV8Rydhj2n2z6wkB1p3TPLz8/39/anEqaioMBgM1rvMrbdp/ryV7279wO4Zpg2qqHC8efOmwWAYO3bsQGGZTNZmhipvYVgkEpnH6NQm/MEttmZ+BvxFMXt7+9/97nfGn/EKj5PL5UYz5jH4FfwaGxTTQvcff/zxrbfe8vLyGmjGwP8/5ubmxldOREdHl5SUFBYWbtu2jSZid3R00Jf4575IJNq8eXNdXd277767bt06T09Pk51HeGz16tV0FrEeW7NmDfX0WPltiESitWvXdnR0nD59OiAgYOTIkZWVlXK5nP187djZ2RkQEDB48OB7tvbTTz8xxsLCwtrb2y1uNCCMmc9isR5zcXHx/1lYWFhNTQ09pqtM/iXhNBrqpKyurm5sbKQh3ZCQELVaTV2AvCyg7hmaP36fMf4tzGPNzc2lpaVZWVnFxcVNTU2enp5dXV3Nzc10iTl8+HCa4EWls0lrGo3m0qVLqamp7u7uVKxT/1Nzc3Nzc7OV2EA6OjoqKytdXFxMYmq1mq+cqKurc3d3r6ysdHJyogl2Tk5O9CXh3MGKigqqgGkPDjs7u8GDBy9ZskQul6elpfGO6pKSEprFfz+x6OjoWbNmeXh4DBS7fft2ampqeHj4uHHjaHGMo6PjnDlzqIvFYDC0trbSogreGg1x/uY3v/H39xeJRPTj//GPf6Sx16ysrPj4+JSUFG9v75UrVy5cuNBijE/7E4lEr7322sKFC+VyeVZWVkZGhoeHB4/RHAClUlleXh4eHj5r1iwXFxeqS+Ry+bJly2gdj7A16jeVy+X9/f0NDQ2enp5/+ctfqC+QBmQp9sc//pGG/js6On766SeK0ecGraIVvpr0C6dxWOLm5hYXF9fZ2Xnjxo3e3l6+cqKiooIxFhMTQ6soGGN+fn6jRo3q7Ow0WdtIxo8fTw+cnJzi4+Opp/DQoUPCdTxkxowZ95nkaJeoTZs22dvbHzp0qLi4mFZO3L17l17c+vp6+kl9fHzkcvny5cspSW3yyXZCzs7OUVFRH330kb29/eeff05DGSZTJO+ZFP5Jku7u7pqf3bp1a/jw4fRaXLt2jTHm7u5OX+J9nEIW29RoNNTjKNx6g2ogWjtyz/BATMK0Wo4WT9y8eTMsLIyvomCMyWQy6lETroodiFqtppaFc0LuGbb4MsF/m1918UR5eXlLS0toaKhMJrPyAfQfx+bNmydc2z9x4kS+8QFjjM/Gmz17Nq2LFIvFNBLKJ5YNGzaM1gS88MILL7zwwtmzZ3fu3CkWi2k4jw8J3WeMM4nRKWT37t301XHjxo0bN479PPfZZNq1eWspKSkpKSk//fQTFXNisdjX11c4qdxijK9dHQiVZTw2bdo04dZcsbGxNFmNODs700KK1157jS8xpo9I+mijsowGUOgxb5k+c+nJ+4wJmcS+/fZbPmWHMVZdXU1jN4R2fmaMJSQkPPPMM+atHT161Gg00j6ojDGq56i8sxIbCF3s0hJsk+eFaz/pCPv6+qhHhy++W7FiBS9KysrK+JHz0UM7O7vg4GCFQtHQ0EAlC52V7zM2fPhw4VGZxy5fvkxhyhcVFQlXUfDjTEhIMGlt8uTJs2fP3rNnT05OzvTp0/39/Wtra2mDLj7KLBaLk5OTk5OTTWJ2dnbCDmAe48/09/fX1tZKJBI+XYwxRtuP8X9WVFT84x//YIxJpVLeWnd3N70i9BbV6/X5+fm8QyIvL49PSuvt7aU6T6/Xm8QYY6mpqXw0tquri6qfTz75xHyFRGpqanNzs8lV1pdffknbfzDG1q1bRw/OnTvH54HxTznaLcJk2pNOp6uoqKBuKp7cunWrySoxk+RA3NzcAgICKisrV65cKXy+r6+PL57gn6I0H5HaHD169ECLxmQyWWBgYHl5eWlpaVxcXExMjEkpbD2ZmZk5c+ZMYezkyZPC3y3/fKYHNOOCMfbvf//bfKjUYps3btzQarUBAQHColMikej1+vT0dNsmSrwAABO4SURBVJO5iRbDAzEJ0+oivnji0qVLtK6F8FnF97NxQVZWlkajCQwMvOdw8C8Ng837VQs7Z2dnuqzh+xE82FhaWhrVFlOmTJk1a9Zf//rX7u5umUxGyzY3bNhAvU18hpzRaPz+++9bWlq8vLxcXFySk5NFIlFRUVF4eHhZWVlxcTGdOQwGA1+0KJVK7yfGDR06NDIy0iRG+/0yxvz8/AICAgoKCjw8PGg8rrGx8fr163RSGT9+PB+vaW9v1+l0iYmJoaGhlZWV5eXlhYWFtKiqp6fH5Oo/KCjIPGaydYs5k1h2djZVOQkJCZMmTdq9ezdN06bto/jZS7ifi0KhoAE7iURCFTO1QD8an3lz9+5do9FIwyv3GROOW5nEZDLZ0aNH1Wr1X/7yl5KSkieffNLe3l6v11+6dCklJcXDw4PGAurq6nhrvCmDwXDu3DmRSDR+/Hg6htLSUqPR6OPjI/ym5jGL+LIJ83HYESNGUKdscXHxnTt37O3tNRrNtGnTfvrpp/DwcL4uVbiXNf/uVEVx1PXIt0yj4W+RSGQ9Rn8j5oujTWJ0kGPGjBGLxTdv3lywYIGjo6NWq6UJZ9OmTaNOZVqKbt4alR1SqfTy5cs6nc7Pz6+pqcl8xx+TWGJiovVVxhSLjY2l65+8vLxr164tXryY7j1w4MCB2NjYhISE/Pz8rKysuLg43lpmZqZOpxsyZEhgYCDNo4iMjKyuri4tLbWzsysoKOAT3tPS0nQ63bBhw/gWrxTz9/dXqVQKhcJKksvOzlYoFPPmzaOVEydOnKioqPDx8fHz8zMYDHfu3KHHjLGysrK7d+/yNqmeFovF48ePz8zMnDhxIt/t5dy5c0ajkc9vo85CsVhsUgmZJ62gVcBLliwZMmTI1atXaUqfg4PD22+//eGHHyYlJfHOSOEq+Keffvrw4cM6nc5iP5lwQ6K5c+d+8cUX95/88ccff//73wuHFCZPnkzVeWpq6vnz59etW6fVaj/66CO9Xj9+/Hi+3IferoRfswnbpGf0ev3//M//MMZo2oBKpaJ3iJ2dncFgOHPmzMsvv8wvP4Rhvlh7ICYtM8amTp26fft2JycnmuW8detWmUzW39//pz/9acaMGSUlJeXl5TNmzLhnj51Op9u2bRtjTHjV+kDC8N/gIRZ2tECMk8vl69evF4vFubm5wrnSarVauGXJ/ycml8tramqKi4vnzJlTW1t78uRJuVxOMzdLS0tp5ydhawaD4f3338/JyaE5QCKRSKFQZGRkhIeHX7t2LSsriwpBo9G4c+dOxphMJnv33XdNYsL5IhQTSklJiYyMNInRfcYYY/TgnXfeSUlJoS7AXbt28Ytd4W0hpFIpbVAXGhqam5t7+PDh4cOH0wL7EydO0EYPjLHhw4frdLrRo0ebx4StUYyWBvNnXn75ZWGsoaHB2dlZp9M5Ozs3NTXRp/+sWbPoq+fOneOLJ3hrbW1tJ0+enD9//qJFi2iWfVZWVnR0dERERE9Pj0qlog6Ajo6OvLy82NhYizHeBcVjs2fP5j+geUwsFo8YMSI2NnbXrl0ymYx6Pe3s7C5evPi73/3u4sWL1I3a09PDW+N1cG9vb2tra3JyMq/1u7q6bt++PXr06KlTp9JJ1GLMouLiYpVKFRISIjzfEE9PT7oIUSgULi4uvb29ISEhNMISHR3N97sRonOPWCwWFj2FhYWVlZXU00bPUE0mkUisx0JCQq5du5aZmRkXF8cPzzwWGRmZn59fXl7u5+fn5eVFxSK99FKp9Mknn+RLEKhThO9sbDQab926VVpaam9v39vb+/333zs4OEyePPno0aMXL15MTEz08PBoamry9fVVKBQmMdrfi6MYn1eUl5dHseeee45+Y7SrWWhoqK+v7507d4xGY1JSklarzcnJcXBwePbZZ3lTNPVw0aJFISEhJSUl4eHhcXFxGRkZjo6OkydP/uGHHy5cuECdKDTR8OWXX6by4saNGxT785//fOnSpWPHjvEk/TZ4UujIkSPHjh1TKBSUpP7Fd955Z8SIEfn5+Xfu3HnllVeo6Kckb5N6c+3t7V944YXMzMwlS5bwvn/q2ikpKaH1yHScDg4OVDty5smBnDp1qqOjw9HR8bnnnnNycjp//jwtOJVKpXR/iFmzZtHrfurUqc7OTkdHR7r68vPze+GFFw4ePNjf39/T0yOseI4ePdrW1iYWi+kSJSAgYNmyZbt37+7r67t27RofX7aYfPXVVz/99NPXX3998+bNPBkcHBwYGEgfMnw5Od1tr7Cw0NXVVdgmXXfxO+wJ26S307Jly3Jzc4ODg1966aWTJ0/+85//pG0HxGLxW2+9tWPHjqVLl27fvj0pKamiomLz5s0UHjx48OLFi48dOzbQb1IY5ndipHJfKpV2d3cHBwfTmuL09HSj0VhXV1deXh4cHPy3v/2Nr8azqKys7L333rt+/XpISIj5PtL/nzD8l3iIhd3KlSufeeYZpVLZ3d3t5eUVGRlJe44IRxDi4uJef/31urq6urq6BxWrr6/38/NraGjYu3cvxYxGI9/Bzrw1BweHhIQEBweHtra2jz/+mPd8jBkzZtmyZQ0NDY2Njd3d3Z6enqGhoeax/5hUKh0zZgztaEV4l4+5xMTEDRs2UOfHhAkTaLNTkUiUnZ3NC1bG2MiRIxcvXnyfMZotrlKpfH19rcSoG2DVqlW+vr60RD83N3eg1mpra7VaLe322dLSEh4evmDBAr1ef/DgwZCQkAULFjQ3N7e0tOj1ep1OZzEmXCl2+PDh4ODgOXPmjBw5srq62tPTMyoqymLM39+/sLBw3rx5ixYt8vT0PHDggIODQ3V1tcXWgoODr1y5MmXKFProHzlypHCz0FOnTg0ePDg5OTksLIzmw1mMmbvnsglazkLz1WJiYioqKiQSicmtWjnqkjQYDDt27IiIiHBzc1MqlSUlJYyxOXPm8BMD9bDqdDrrsejo6Bs3bpSVld1njP7KTp8+zWOzZ8+22Br14a1evZo6BZ2cnPbt20d37aMysaioaOPGjVFRUUVFRf39/dTFKIyZTCHat29fV1dXQECAg4NDY2NjfX29MKbT6YqKihITEykmFotFItG3337b0NBg0hrNubSzs9u9ezdt10I3nHBwcFi1alVAQADdGOO3v/0tdZ5JJJIjR444OTnV1dXRy7Rq1So/P79p06YdP36cJ+vr64ODgy3OWBUmb9++3d/f7+rqSsm8vDw7Ozu+b5lJm7TaSafT0f6LX331lZ2dXWVlZVlZGRW4Fy5cWLZsWUFBAY0Xa7VaPlLZ19dnnuRVvlqttphcsWKFk5OTTqfLz8+fNm3av/71L7Va/fnnn4vF4suXL1+4cMEkSS08//zzBw8epBnxNTU1VG+1t7fTLI6goCBe7b344ou7d+82Go0rV66kW4oNlHzppZf0ev3nn3++cuXK4ODgiIgIR0fH9vb2W7dudXZ2isVivnxYJpNJJJKenh6LSfq7U6vVdEaIiIig9Uk0XOPl5RUYGDh9+vSOjg5eFPb399fX10dFRRUUFLz44ov8lmJyubyjo2PdunXC8rG/v5+G0Q0GQ09PT3FxMfXujx079uOPPza5luvv709PTw8JCVm7dm1PTw+NIBcUFFgMU998T09PQkKCVqvt7OykC0hvb+/Ro0eXlJQIzzVGo5H6rekGuDw8cuTIr7/+mq+07evrMxlqJ0uXLhW29otiOp0uMzNz6dKl/Pnly5cLt5VRqVTCrw4Ug1/BQyzsrly5wm+Np1KpSktLr1y5cvjwYeG0ubS0NHd3d9pj7EHFJk2aJJFIBg8e7O7uXlpaGhAQUF5eLuztM2mtu7u7pKQkNzf3xIkT9NdFsatXr8rl8jFjxgwbNszNza2vr6+iouL69esmsf/Y6NGjnZychOtnlUqlsBARunz58oEDB6jDnxbPKxSKtLQ02paWxwoKCi5cuEBrr+4ZCw0NDQkJcXJyosEmi7Hc3Fza6Dg+Pl6lUvX39zc3N3/wwQcDtRYZGalSqeiGvB4eHk5OTnl5eWfPnq2qqgoKCrp8+fKwYcOCg4OdnJz6+vq6urrMY8KfuqOjY+vWrXPmzImOjp40aVJ/f/9Asbfeequnp2fmzJkU+/777wMDA2lavXlrERERL7/8cmFh4cWLF2UymckmEV1dXf/7v//71FNPRUZGjhs37vbt2xZjJtrb26uqqviJ3KK6ujqNRqPRaCh2+fLloKAgi/ehotZEItHw4cPVavXdu3d1Oh1Nfk9KSuKT21paWsrLy+mGJbdu3RooxhgTi8UvvfRSZmZmfn7+PWNnzpzJzMzs7OzMzMx0cnJycHDw9vYW3tNd2FpdXR1jjO5py37u2Hv66adpEvebb7556dKlGzduKBQKjUbDOyBNYkKJiYnXr1+vqKjQaDRyudwkVlZWRrdO9/f3v379Oo2zazQa89ZofDMqKoru8KHRaEQi0fTp0+fNm0fToaKiom7dupWTk0N9z56enqWlpXQHemHMx8fHJDnQXhvCJHWt8cogPz8/IiKC741n3iZjjPYJY4ylp6dLJBL6KJs/f/5XX31FMd6brtPpaJtlxpjFJJ9bPFCSesoLCgr6+vrGjh37r3/9i27HzBg7e/asedKcXq+nKlMsFnt7e6ekpFCXv7menh4atR8o+corryQnJ3/77bfZ2dkZGRkajcbDwyMmJiY0NHTv3r18diONs//pT38yT86cOfPJJ5+kjlvaOJB2Hu3u7nZ2djYYDJ2dnWVlZfHx8c8++yzdVJoJdmORSqX8bWk0Gh0dHaOioijJD5KHqWW6b9CsWbMmTpxovsSVCsSSkpLKykpXV9e+vj4/P78PP/zQYpgGrA0GA59WS1paWk6fPv3MM8+YnGv4tj5Cb7zxhvAS0XyjGTJ58mRha780Vl5eTm8SkpycLKzYtFotn0sqZBKDX4HoQd1+ytz69et37dplfRXh4yAnJycmJuZ+Vh49QgUFBb29veZ7Xz1ujh07NnHiROHNDB5DOTk5t27dMhnMegx98sknTzzxBF//+HhSKBRfffXVzp07Ld7Y/vGxfv36kSNHrlix4lEfiDVNTU1vvPHG7t27LY7OPz7eeecdZ2dn4VqWx1N8fPzevXutj00/cu++++7t27ctrpJ+rPj7+y9cuND6bdYeuU2bNm3evPnhVTUPSnJy8hNPPMFvoPLA/RrbnQAAAADArwCFHQAAAICNQGEHAAAAYCNQ2AEAAADYCBR2AAAAADYChR0AAACAjUBhBwAAAGAjUNgBAAAA2AgUdgAAAAA2AoUdAAAAgI1AYQcAAABgI1DYAQAAANgIFHYAAAAANgKFHQAAAICNQGEHAAAAYCNQ2AEAAADYCBR2AAAAADYChR0AAACAjZA+1NZ1Ol1XV9dD/RYPRHd3t1j8WNe4Go1Gp9M1NTU96gO5B6PR2NHRUVdX96gPxJquri6j0VhZWfmoD+QeDAZDe3t7aWnpoz4QaxobGxljxcXFjo6Oj/pYrNFoNO3t7QqF4lEfiDXt7e2MscLCwo6Ojkd9LNb09vbqdLrr168/6gO5tzt37tjb2z/qo7CmublZpVKlpaU96gO5B4PB0NjYmJqa+qgPxJry8nLG2GN+kIyxtra2h9q+yGg0PqSm9+zZs2bNmofU+APU3d3t7OwskUge9YFYo9Vq1Wq1q6vroz6Qe+jp6XFwcLCzs3vUB2KNXq9XqVRubm6P+kDuQaVSSSQSBweHR30g1hgMhp6eHjc3N5FI9KiPxZq+vj7GmJOT06M+EGuMRmN3d7erq+tjfp2pVqv1er2zs/OjPpB7wGf7A4TP9gfrgw8+eOWVVx5S4w+xsAMAAACAX9NjfV0IAAAAAPcPhR0AAACAjUBhBwAAAGAjUNgBAAAA2AgUdgAAAAA2AoUdAAAAgI1AYQcAAABgI1DYAQAAANgIFHYAAAAANgKFHQAAAICNQGEHAAAAYCNQ2AEAAADYCBR2AAAAADYChR0AAACAjUBhBwAAAGAjUNgBAAAA2AgUdgAAAAA2AoUdAAAAgI1AYQcAAABgI1DYAQAAANgIFHYAAAAANgKFHQAAAICNQGEHAAAAYCNQ2AEAAADYCBR2AAAAADYChR0AAACAjUBhBwAAAGAjUNgBAAAA2AgUdgAAAAA2AoUdAAAAgI1AYQcAAABgI1DYAQAAANgIFHYAAAAANgKFHQAAAICNQGEHAAAAYCNQ2AEAAADYCBR2AAAAADYChR0AAACAjUBhBwAAAGAjUNgBAAAA2AgUdgAAAAA2AoUdAAAAgI1AYQcAAABgI1DYAQAAANgIFHYAAAAANgKFHQAAAICNQGEHAAAAYCNQ2AEAAADYCBR2AAAAADYChR0AAACAjUBhBwAAAGAjUNgBAAAA2AgUdgAAAAA2AoUdAAAAgI1AYQcAAABgI1DYAQAAANgIFHYAAAAANgKFHQAAAICNQGEHAAA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", "text/plain": [ "plot without title" ] }, "metadata": { "image/png": { "height": 420, "width": 420 } }, "output_type": "display_data" } ], "source": [ "# Define the base colors with 12 basic colors\n", "base_colors <- c('red', 'blue', 'orange', 'purple', 'green', 'brown', 'pink',\n", " 'yellow', 'cyan', 'navy', 'magenta', 'black')\n", "\n", "# Set the fading degree for the color palette\n", "num_colors <- 16\n", "\n", "# Generate the fading color palette \n", "colors_fw <- sapply(base_colors, \n", " function(color) colorRampPalette(c(color, \"white\"))(num_colors)) # Use function to fade the basic colors\n", "\n", "colors_f <- colors_fw[-nrow(colors_fw),] # Exclude the white row\n", "\n", "# Trans from DataFrame into List\n", "colors_or <- as.vector(unlist(unlist(colors_f))) # colors_or is a list with ordered colors\n", "\n", "colors_nor <- as.vector(unlist(unlist(t(colors_f)))) # # colors_nor is a list with non-ordered colors\n", "\n", "# Show the color palette\n", "show_col(colors_or)\n", "show_col(colors_nor)" ] }, { "cell_type": "markdown", "id": "773fb137", "metadata": {}, "source": [ "3. Plot Settings" ] }, { "cell_type": "code", "execution_count": 4, "id": "708596a9", "metadata": { "vscode": { "languageId": "r" } }, "outputs": [], "source": [ "#create a grayscale color palette for the images\n", "greyscale_cols <- gray.colors(100, # number of different color levels \n", " start = 0.0, # how black (0) to go\n", " end = 1.0, # how white (1) to go\n", " gamma = 5, # correction between how a digital \n", " alpha = NULL) #Null=colors are not transparent\n", "topo <- topo.colors(100,alpha = 0.5) #Null=colors are not transparent" ] }, { "cell_type": "markdown", "id": "5fab7da0", "metadata": {}, "source": [ "4. Tif files" ] }, { "cell_type": "code", "execution_count": 5, "id": "596309c8", "metadata": { "vscode": { "languageId": "r" } }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "Warning message:\n", "“[rast] unknown extent”\n" ] } ], "source": [ "# Set working directory\n", "setwd('/tf/data/Marcus_Schiedung/dd_NanoSIMS')\n", "\n", "# Load Tif file\n", "Ras_original <- stack(\"S1_2.tif\")" ] }, { "cell_type": "markdown", "id": "53eac025", "metadata": {}, "source": [ "### Step 2: Preprocessing on original raster\n", "1. give the names to corresponding channels" ] }, { "cell_type": "code", "execution_count": 6, "id": "838b2120", "metadata": { "vscode": { "languageId": "r" } }, "outputs": [ { "data": { "text/plain": [ "class : RasterStack \n", "dimensions : 256, 256, 65536, 14 (nrow, ncol, ncell, nlayers)\n", "resolution : 1, 1 (x, y)\n", "extent : 0, 256, 0, 256 (xmin, xmax, ymin, ymax)\n", "crs : NA \n", "names : Na23, Mg24, Al27, K39, Ca40, Ca44, Fe56, O16, C12, C13, CN26, CN27, Si28, Ca44O16 \n" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Detailed info\n", "Ras_name <- c('Na23', 'Mg24', 'Al27', 'K39', 'Ca40', 'Ca44','Fe56',\n", " 'O16', 'C12', 'C13', 'CN26', 'CN27', 'Si28','Ca44O16')\n", "\n", "names(Ras_original) <- Ras_name\n", "\n", "Ras_original" ] }, { "cell_type": "markdown", "id": "68be5f55", "metadata": {}, "source": [ "2. Turn from a Raster brick into a dataframe" ] }, { "cell_type": "code", "execution_count": 7, "id": "9c79b42b", "metadata": { "vscode": { "languageId": "r" } }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "Warning message:\n", "“[rast] unknown extent”\n", "Warning message:\n", "“[rast] unknown extent”\n", "Warning message:\n", "“[rast] unknown extent”\n", "Warning message:\n", "“[rast] unknown extent”\n", "Warning message:\n", "“[rast] unknown extent”\n", "Warning message:\n", "“[rast] unknown extent”\n", "Warning message:\n", "“[rast] unknown extent”\n", "Warning message:\n", "“[rast] unknown extent”\n", "Warning message:\n", "“[rast] unknown extent”\n", "Warning message:\n", "“[rast] unknown extent”\n", "Warning message:\n", "“[rast] unknown extent”\n", "Warning message:\n", "“[rast] unknown extent”\n", "Warning message:\n", "“[rast] unknown extent”\n", "Warning message:\n", "“[rast] unknown extent”\n" ] }, { "data": { "text/plain": [ " x y Na23 Mg24 \n", " Min. : 0.50 Min. : 0.50 Min. : 0.0 Min. : 0.00 \n", " 1st Qu.: 64.25 1st Qu.: 64.25 1st Qu.: 3.0 1st Qu.: 1.00 \n", " Median :128.00 Median :128.00 Median : 8.0 Median : 6.00 \n", " Mean :128.00 Mean :128.00 Mean : 22.4 Mean : 21.54 \n", " 3rd Qu.:191.75 3rd Qu.:191.75 3rd Qu.: 19.0 3rd Qu.: 26.00 \n", " Max. :255.50 Max. :255.50 Max. :3403.0 Max. :772.00 \n", " Al27 K39 Ca40 Ca44 \n", " Min. : 0 Min. : 0.0 Min. : 0.00 Min. : 0.0 \n", " 1st Qu.: 50 1st Qu.: 16.0 1st Qu.: 6.00 1st Qu.: 7.0 \n", " Median : 153 Median : 52.0 Median : 15.00 Median : 16.0 \n", " Mean : 382 Mean : 325.4 Mean : 25.86 Mean : 30.1 \n", " 3rd Qu.: 584 3rd Qu.: 318.0 3rd Qu.: 34.00 3rd Qu.: 40.0 \n", " Max. :2693 Max. :9592.0 Max. :476.00 Max. :436.0 \n", " Fe56 O16 C12 C13 \n", " Min. : 0.00 Min. : 0 Min. : 0.0 Min. : 0.00 \n", " 1st Qu.: 1.00 1st Qu.: 1733 1st Qu.: 559.4 1st Qu.: 11.75 \n", " Median : 6.00 Median : 5482 Median :2186.2 Median : 46.48 \n", " Mean : 23.52 Mean : 5516 Mean :2099.6 Mean : 45.13 \n", " 3rd Qu.: 26.00 3rd Qu.: 8691 3rd Qu.:3511.9 3rd Qu.: 75.00 \n", " Max. :690.00 Max. :21023 Max. :7140.4 Max. :174.21 \n", " CN26 CN27 Si28 Ca44O16 \n", " Min. : 0.0 Min. : 0.000 Min. : 0.000 Min. :0.0000 \n", " 1st Qu.: 405.7 1st Qu.: 1.165 1st Qu.: 4.481 1st Qu.:0.0000 \n", " Median : 949.7 Median : 3.438 Median : 49.748 Median :0.0000 \n", " Mean :1336.8 Mean : 4.844 Mean : 56.681 Mean :0.1963 \n", " 3rd Qu.:1817.3 3rd Qu.: 6.734 3rd Qu.: 89.448 3rd Qu.:0.2516 \n", " Max. :7462.7 Max. :33.754 Max. :317.707 Max. :6.7122 " ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Extract coordinates from the raster brick\n", "coords <- coordinates(Ras_original)\n", "\n", "# Initialize an empty dataframe\n", "Ras_df <- data.frame(x = coords[, 1], y = coords[, 2])\n", "\n", "# Loop through each layer, extract values, and add to the dataframe\n", "for (i in 1:nlayers(Ras_original)) {\n", " layer_name <- names(Ras_original[[i]])\n", " layer_values <- getValues(Ras_original[[i]])\n", " Ras_df <- cbind(Ras_df, layer_values)\n", " colnames(Ras_df)[i + 2] <- layer_name\n", "}\n", "\n", "Ras_df <- na.omit(Ras_df)\n", "\n", "# Print the resulting dataframe\n", "summary(Ras_df)" ] }, { "cell_type": "markdown", "id": "7954b1ad", "metadata": {}, "source": [ "3. Use Min-Max Normalization method to scale the ion data from 0 to 1" ] }, { "cell_type": "code", "execution_count": 8, "id": "20d1e3f4", "metadata": { "vscode": { "languageId": "r" } }, "outputs": [], "source": [ "## Min-Max Normalize\n", "\n", "#define Min-Max normalization function\n", "min_max_norm <- function(x) {\n", " (x - min(x)) / (max(x) - min(x))\n", "}" ] }, { "cell_type": "code", "execution_count": 9, "id": "4bb157dc", "metadata": { "vscode": { "languageId": "r" } }, "outputs": [ { "data": { "text/plain": [ " Na23 Mg24 Al27 K39 \n", " Min. :0.0000000 Min. :0.000000 Min. :0.00000 Min. :0.000000 \n", " 1st Qu.:0.0008816 1st Qu.:0.001295 1st Qu.:0.01857 1st Qu.:0.001668 \n", " Median :0.0023509 Median :0.007772 Median :0.05681 Median :0.005421 \n", " Mean :0.0065829 Mean :0.027897 Mean :0.14185 Mean :0.033923 \n", " 3rd Qu.:0.0055833 3rd Qu.:0.033679 3rd Qu.:0.21686 3rd Qu.:0.033153 \n", " Max. :1.0000000 Max. :1.000000 Max. :1.00000 Max. :1.000000 \n", " Ca40 Ca44 Fe56 O16 \n", " Min. :0.00000 Min. :0.00000 Min. :0.000000 Min. :0.00000 \n", " 1st Qu.:0.01260 1st Qu.:0.01605 1st Qu.:0.001449 1st Qu.:0.08242 \n", " Median :0.03151 Median :0.03670 Median :0.008696 Median :0.26075 \n", " Mean :0.05432 Mean :0.06905 Mean :0.034090 Mean :0.26238 \n", " 3rd Qu.:0.07143 3rd Qu.:0.09174 3rd Qu.:0.037681 3rd Qu.:0.41340 \n", " Max. :1.00000 Max. :1.00000 Max. :1.000000 Max. :1.00000 \n", " C12 C13 CN26 CN27 \n", " Min. :0.00000 Min. :0.00000 Min. :0.00000 Min. :0.00000 \n", " 1st Qu.:0.07834 1st Qu.:0.06744 1st Qu.:0.05436 1st Qu.:0.03453 \n", " Median :0.30618 Median :0.26678 Median :0.12726 Median :0.10185 \n", " Mean :0.29404 Mean :0.25904 Mean :0.17913 Mean :0.14350 \n", " 3rd Qu.:0.49183 3rd Qu.:0.43051 3rd Qu.:0.24352 3rd Qu.:0.19949 \n", " Max. :1.00000 Max. :1.00000 Max. :1.00000 Max. :1.00000 \n", " Si28 Ca44O16 x y \n", " Min. :0.0000 Min. :0.00000 Min. : 0.50 Min. : 0.50 \n", " 1st Qu.:0.0141 1st Qu.:0.00000 1st Qu.: 64.25 1st Qu.: 64.25 \n", " Median :0.1566 Median :0.00000 Median :128.00 Median :128.00 \n", " Mean :0.1784 Mean :0.02925 Mean :128.00 Mean :128.00 \n", " 3rd Qu.:0.2815 3rd Qu.:0.03749 3rd Qu.:191.75 3rd Qu.:191.75 \n", " Max. :1.0000 Max. :1.00000 Max. :255.50 Max. :255.50 " ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "#apply Min-Max normalization to first four columns in iris dataset\n", "Ras_norm <- as.data.frame(lapply(Ras_df[-c(1,2)], min_max_norm))\n", "\n", "Ras_norm$x <- Ras_df$x\n", "Ras_norm$y <- Ras_df$y\n", "\n", "#view first six rows of normalized iris dataset\n", "summary(Ras_norm)" ] }, { "cell_type": "markdown", "id": "d5fc6d14", "metadata": {}, "source": [ "4. Extract the ion data we are interested in " ] }, { "cell_type": "code", "execution_count": 10, "id": "f7b30b7b", "metadata": { "vscode": { "languageId": "r" } }, "outputs": [ { "data": { "text/plain": [ " O16 C12 C13 CN26 \n", " Min. :0.00000 Min. :0.00000 Min. :0.00000 Min. :0.00000 \n", " 1st Qu.:0.08242 1st Qu.:0.07834 1st Qu.:0.06744 1st Qu.:0.05436 \n", " Median :0.26075 Median :0.30618 Median :0.26678 Median :0.12726 \n", " Mean :0.26238 Mean :0.29404 Mean :0.25904 Mean :0.17913 \n", " 3rd Qu.:0.41340 3rd Qu.:0.49183 3rd Qu.:0.43051 3rd Qu.:0.24352 \n", " Max. :1.00000 Max. :1.00000 Max. :1.00000 Max. :1.00000 \n", " CN27 \n", " Min. :0.00000 \n", " 1st Qu.:0.03453 \n", " Median :0.10185 \n", " Mean :0.14350 \n", " 3rd Qu.:0.19949 \n", " Max. :1.00000 " ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Extract Basic Channels OCCN\n", "OCCN_names <- c(\"O16\", \"C12\", \"C13\", \"CN26\", \"CN27\" )\n", "\n", "Ras_OCCN <- Ras_norm[, colnames(Ras_norm) %in% OCCN_names]\n", "\n", "# Check the detailed info in the modified raster\n", "summary(Ras_OCCN)" ] }, { "cell_type": "markdown", "id": "19db3a42", "metadata": {}, "source": [ "## Conduct K-Means Classification on the Interested Dataset\n", "### Step 1: Choose the Optimal K Number for this Dataset" ] }, { "cell_type": "code", "execution_count": 11, "id": "f07bff40", "metadata": { "vscode": { "languageId": "r" } }, "outputs": [ { "data": { "text/html": [ "\n", "\n", "\n", "\t\n", "\n", "\n", "\t\n", "\t\n", "\n", "
A matrix: 2 × 6 of type dbl
used(Mb)gc trigger(Mb)max used(Mb)
Ncells2728493145.8 4216948225.34216948225.3
Vcells5792880 44.210146329 77.58383012 64.0
\n" ], "text/latex": [ "A matrix: 2 × 6 of type dbl\n", "\\begin{tabular}{r|llllll}\n", " & used & (Mb) & gc trigger & (Mb) & max used & (Mb)\\\\\n", "\\hline\n", "\tNcells & 2728493 & 145.8 & 4216948 & 225.3 & 4216948 & 225.3\\\\\n", "\tVcells & 5792880 & 44.2 & 10146329 & 77.5 & 8383012 & 64.0\\\\\n", "\\end{tabular}\n" ], "text/markdown": [ "\n", "A matrix: 2 × 6 of type dbl\n", "\n", "| | used | (Mb) | gc trigger | (Mb) | max used | (Mb) |\n", "|---|---|---|---|---|---|---|\n", "| Ncells | 2728493 | 145.8 | 4216948 | 225.3 | 4216948 | 225.3 |\n", "| Vcells | 5792880 | 44.2 | 10146329 | 77.5 | 8383012 | 64.0 |\n", "\n" ], "text/plain": [ " used (Mb) gc trigger (Mb) max used (Mb) \n", "Ncells 2728493 145.8 4216948 225.3 4216948 225.3\n", "Vcells 5792880 44.2 10146329 77.5 8383012 64.0" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Cleaned up the garbage\n", "gc()" ] }, { "cell_type": "markdown", "id": "35f5b7f0", "metadata": {}, "source": [ "Show the elbow plot of K Means result" ] }, { "cell_type": "code", "execution_count": 12, "id": "d252d7a1", "metadata": { "vscode": { "languageId": "r" } }, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", 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iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“did not converge in 10 iterations”\n", "Warning message:\n", "“Quick-TRANSfer stage steps exceeded maximum (= 3276800)”\n" ] }, { "data": { "image/png": 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", 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", "text/plain": [ "plot without title" ] }, "metadata": { "image/png": { "height": 420, "width": 420 } }, "output_type": "display_data" } ], "source": [ "## Calculate the the K number for KMeans \n", "k.max<- 70\n", "wss_OCCN <- sapply(2:k.max, function(k){kmeans(Ras_OCCN, k, nstart=10 )$tot.withinss})\n", "\n", "# Plot the wss curve\n", "plot(2:k.max, wss_OCCN, type=\"b\", pch = 19, \n", " xlab=\"Number of clusters K\", \n", " ylab=\"Total within-clusters sum of squares for OCCN\")" ] }, { "cell_type": "markdown", "id": "653f47e4", "metadata": {}, "source": [ "## Step 2: Conduct K-Means Clustering with 70 Clusters" ] }, { "cell_type": "code", "execution_count": 12, "id": "81b3aee9", "metadata": { "vscode": { "languageId": "r" } }, "outputs": [ { "data": { "text/html": [ "\n", "\n", "\n", "\t\n", "\t\n", "\n", "\n", "\t\n", "\t\n", "\t\n", "\t\n", "\t\n", "\t\n", "\n", "
A data.frame: 6 × 8
O16C12C13CN26CN27classxy
<dbl><dbl><dbl><dbl><dbl><int><dbl><dbl>
10.32616040.24637180.25248640.17035770.11622674610.5255.5
20.36984240.24965970.26037100.17126840.08438437611.5255.5
30.38980490.25510910.26135510.18350600.16330346612.5255.5
40.38420420.25040300.23537660.18785890.14616074613.5255.5
50.36737100.25052110.21468220.18174240.19765103614.5255.5
60.33668940.28565560.24910500.19956540.14464257615.5255.5
\n" ], "text/latex": [ "A data.frame: 6 × 8\n", "\\begin{tabular}{r|llllllll}\n", " & O16 & C12 & C13 & CN26 & CN27 & class & x & y\\\\\n", " & & & & & & & & \\\\\n", "\\hline\n", "\t1 & 0.3261604 & 0.2463718 & 0.2524864 & 0.1703577 & 0.11622674 & 61 & 0.5 & 255.5\\\\\n", "\t2 & 0.3698424 & 0.2496597 & 0.2603710 & 0.1712684 & 0.08438437 & 61 & 1.5 & 255.5\\\\\n", "\t3 & 0.3898049 & 0.2551091 & 0.2613551 & 0.1835060 & 0.16330346 & 61 & 2.5 & 255.5\\\\\n", "\t4 & 0.3842042 & 0.2504030 & 0.2353766 & 0.1878589 & 0.14616074 & 61 & 3.5 & 255.5\\\\\n", "\t5 & 0.3673710 & 0.2505211 & 0.2146822 & 0.1817424 & 0.19765103 & 61 & 4.5 & 255.5\\\\\n", "\t6 & 0.3366894 & 0.2856556 & 0.2491050 & 0.1995654 & 0.14464257 & 61 & 5.5 & 255.5\\\\\n", "\\end{tabular}\n" ], "text/markdown": [ "\n", "A data.frame: 6 × 8\n", "\n", "| | O16 <dbl> | C12 <dbl> | C13 <dbl> | CN26 <dbl> | CN27 <dbl> | class <int> | x <dbl> | y <dbl> |\n", "|---|---|---|---|---|---|---|---|---|\n", "| 1 | 0.3261604 | 0.2463718 | 0.2524864 | 0.1703577 | 0.11622674 | 61 | 0.5 | 255.5 |\n", "| 2 | 0.3698424 | 0.2496597 | 0.2603710 | 0.1712684 | 0.08438437 | 61 | 1.5 | 255.5 |\n", "| 3 | 0.3898049 | 0.2551091 | 0.2613551 | 0.1835060 | 0.16330346 | 61 | 2.5 | 255.5 |\n", "| 4 | 0.3842042 | 0.2504030 | 0.2353766 | 0.1878589 | 0.14616074 | 61 | 3.5 | 255.5 |\n", "| 5 | 0.3673710 | 0.2505211 | 0.2146822 | 0.1817424 | 0.19765103 | 61 | 4.5 | 255.5 |\n", "| 6 | 0.3366894 | 0.2856556 | 0.2491050 | 0.1995654 | 0.14464257 | 61 | 5.5 | 255.5 |\n", "\n" ], "text/plain": [ " O16 C12 C13 CN26 CN27 class x y \n", "1 0.3261604 0.2463718 0.2524864 0.1703577 0.11622674 61 0.5 255.5\n", "2 0.3698424 0.2496597 0.2603710 0.1712684 0.08438437 61 1.5 255.5\n", "3 0.3898049 0.2551091 0.2613551 0.1835060 0.16330346 61 2.5 255.5\n", "4 0.3842042 0.2504030 0.2353766 0.1878589 0.14616074 61 3.5 255.5\n", "5 0.3673710 0.2505211 0.2146822 0.1817424 0.19765103 61 4.5 255.5\n", "6 0.3366894 0.2856556 0.2491050 0.1995654 0.14464257 61 5.5 255.5" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Set the number for K-means as large as possible for furter re-grouping\n", "K <- 70\n", "\n", "# Conduct K-means clustering \n", "Ras_OCCN_kmeans <- kmeans(Ras_OCCN, \n", " algorithm = \"Lloyd\",\n", " centers = K, # the variable that determines the number of clusters\n", " iter.max = 1000, # sets the maximum number of iterations allowed for the k-means algorithm to converge\n", " nstart = 100) # 100 random initializations and selects the best solution\n", "\n", "# Add cluster assigment to original data\n", "Ras_OCCN_cluster <- cbind(Ras_OCCN, \n", " class = Ras_OCCN_kmeans$cluster, \n", " x = Ras_norm$x,\n", " y = Ras_norm$y)\n", "\n", "# View the clustered result\n", "head(Ras_OCCN_cluster)" ] }, { "cell_type": "code", "execution_count": 14, "id": "c0541edf", "metadata": { "vscode": { "languageId": "r" } }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "plot without title" ] }, "metadata": { "image/png": { "height": 420, "width": 420 } }, "output_type": "display_data" } ], "source": [ "## Plots\n", "# Create a filled pixel plot\n", "ggplot(Ras_OCCN_cluster, aes(x = x, y = y, fill = as.factor(class))) +\n", " geom_tile() +\n", " labs(title = \"Raster after K-means Clustering\", x = \"X Coordinate\", y = \"Y Coordinate\") +\n", " scale_fill_manual(name = \"Class\", values = colors_or, guide = guide_legend()) +\n", " coord_fixed(ratio = 1) + # Set aspect ratio to 1 for a squared plot\n", " theme_bw()" ] }, { "cell_type": "code", "execution_count": null, "id": "38b04ae5", "metadata": { "vscode": { "languageId": "r" } }, "outputs": [], "source": [ "setwd(\"D:/B_6 pretest-2023 August/pic_unsuper_2\")\n", "ggsave(file = \"KMeans_OCCN_pixel.png\", plot = Plot_OCCN_70Cluster, width = 10, height = 8, dpi = 600)" ] }, { "cell_type": "code", "execution_count": 15, "id": "94a0e301", "metadata": { "vscode": { "languageId": "r" } }, "outputs": [ { "data": { "text/html": [ "\n", "\n", "\n", "\t\n", "\t\n", "\n", "\n", "\t\n", "\t\n", "\t\n", "\t\n", "\t\n", "\t\n", "\n", "
A data.frame: 6 × 6
O16C12C13CN26CN27class
<dbl><dbl><dbl><dbl><dbl><fct>
10.07999460.503247810.440426780.396101960.256078461
20.33327850.761921100.691860000.149636500.121126092
30.35596970.316306880.277035420.125964100.078108243
40.46927430.096821170.083457020.063194950.047200714
50.34772440.444059650.399190350.245722080.203664075
60.51293810.037776480.032019140.035028780.025912586
\n" ], "text/latex": [ "A data.frame: 6 × 6\n", "\\begin{tabular}{r|llllll}\n", " & O16 & C12 & C13 & CN26 & CN27 & class\\\\\n", " & & & & & & \\\\\n", "\\hline\n", "\t1 & 0.0799946 & 0.50324781 & 0.44042678 & 0.39610196 & 0.25607846 & 1\\\\\n", "\t2 & 0.3332785 & 0.76192110 & 0.69186000 & 0.14963650 & 0.12112609 & 2\\\\\n", "\t3 & 0.3559697 & 0.31630688 & 0.27703542 & 0.12596410 & 0.07810824 & 3\\\\\n", "\t4 & 0.4692743 & 0.09682117 & 0.08345702 & 0.06319495 & 0.04720071 & 4\\\\\n", "\t5 & 0.3477244 & 0.44405965 & 0.39919035 & 0.24572208 & 0.20366407 & 5\\\\\n", "\t6 & 0.5129381 & 0.03777648 & 0.03201914 & 0.03502878 & 0.02591258 & 6\\\\\n", "\\end{tabular}\n" ], "text/markdown": [ "\n", "A data.frame: 6 × 6\n", "\n", "| | O16 <dbl> | C12 <dbl> | C13 <dbl> | CN26 <dbl> | CN27 <dbl> | class <fct> |\n", "|---|---|---|---|---|---|---|\n", "| 1 | 0.0799946 | 0.50324781 | 0.44042678 | 0.39610196 | 0.25607846 | 1 |\n", "| 2 | 0.3332785 | 0.76192110 | 0.69186000 | 0.14963650 | 0.12112609 | 2 |\n", "| 3 | 0.3559697 | 0.31630688 | 0.27703542 | 0.12596410 | 0.07810824 | 3 |\n", "| 4 | 0.4692743 | 0.09682117 | 0.08345702 | 0.06319495 | 0.04720071 | 4 |\n", "| 5 | 0.3477244 | 0.44405965 | 0.39919035 | 0.24572208 | 0.20366407 | 5 |\n", "| 6 | 0.5129381 | 0.03777648 | 0.03201914 | 0.03502878 | 0.02591258 | 6 |\n", "\n" ], "text/plain": [ " O16 C12 C13 CN26 CN27 class\n", "1 0.0799946 0.50324781 0.44042678 0.39610196 0.25607846 1 \n", "2 0.3332785 0.76192110 0.69186000 0.14963650 0.12112609 2 \n", "3 0.3559697 0.31630688 0.27703542 0.12596410 0.07810824 3 \n", "4 0.4692743 0.09682117 0.08345702 0.06319495 0.04720071 4 \n", "5 0.3477244 0.44405965 0.39919035 0.24572208 0.20366407 5 \n", "6 0.5129381 0.03777648 0.03201914 0.03502878 0.02591258 6 " ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Create the df containg all the mean values and clusters\n", "Ras_OCCN_clusterMean <- as.data.frame(Ras_OCCN_kmeans$centers)\n", "Ras_OCCN_clusterMean$class <- as.factor(rownames(Ras_OCCN_clusterMean))\n", "\n", "head(Ras_OCCN_clusterMean)" ] }, { "cell_type": "markdown", "id": "4616d6e3", "metadata": {}, "source": [ "### Step 3: Check the Mean Classes Curve of each ions' counts" ] }, { "cell_type": "code", "execution_count": 17, "id": "4f14433f", "metadata": { "vscode": { "languageId": "r" } }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "plot without title" ] }, "metadata": { "image/png": { "height": 420, "width": 420 } }, "output_type": "display_data" } ], "source": [ "# Create a long-format dataframe for plotting\n", "plot_OCCN_clusterMean <- reshape2::melt(Ras_OCCN_clusterMean, id.vars = \"class\")\n", "\n", "# Create a plot\n", "ggplot(plot_OCCN_clusterMean, aes(x = variable, y = value, color = class, group = class)) +\n", " geom_line() +\n", " labs(title = \"Curve Plot by meanClass\", x = \"Column Names\", y = \"Counts\") +\n", " scale_color_manual(values = colors_nor, name = \"meanClass\") +\n", " theme_classic()" ] }, { "cell_type": "code", "execution_count": null, "id": "09c8ad0d", "metadata": { "vscode": { "languageId": "r" } }, "outputs": [], "source": [ "ggsave(file = \"KMeans_OCCN_curve.png\", plot = Plot_OCCN_70Curves, width = 14, height = 8, dpi = 600)" ] }, { "cell_type": "markdown", "id": "3aa29604", "metadata": {}, "source": [ "## Re-Group the K-Means results using Hierarchical Clustering" ] }, { "cell_type": "markdown", "id": "da5d63cf", "metadata": {}, "source": [ "### Step 1: Choose the Optimal number for these K-Means results" ] }, { "cell_type": "code", "execution_count": 18, "id": "c8ccaeac", "metadata": { "vscode": { "languageId": "r" } }, "outputs": [], "source": [ "#define linkage methods\n", "m <- c( \"average\", \"single\", \"complete\", \"ward\")\n", "names(m) <- c( \"average\", \"single\", \"complete\", \"ward\")\n", "\n", "#function to compute agglomerative coefficient\n", "ac_OCCN <- function(x) {\n", " agnes(Ras_OCCN_clusterMean[,-ncol(Ras_OCCN_clusterMean)], method = x)$ac\n", "}\n", "\n", "#calculate agglomerative coefficient for each clustering linkage method\n", "coefficients_OCCN <- sapply(m, ac_OCCN)\n", "\n", "# Find the method with the largest coefficient\n", "best_OCCN_method <- names(coefficients_OCCN)[which.max(coefficients_OCCN)]" ] }, { "cell_type": "code", "execution_count": 19, "id": "b5653486", "metadata": { "vscode": { "languageId": "r" } }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "Plot with title \"Distance between Classes\"" ] }, "metadata": { "image/png": { "height": 420, "width": 420 } }, "output_type": "display_data" } ], "source": [ "#perform hierarchical clustering using Ward's minimum variance\n", "clust_OCCN <- agnes(Ras_OCCN_clusterMean[,-ncol(Ras_OCCN_clusterMean)], method = best_OCCN_method)\n", "\n", "#produce dendrogram\n", "pltree(clust_OCCN, cex = 0.6, hang = -1, \n", " xlab = \"Class\", main = 'Distance between Classes')" ] }, { "cell_type": "code", "execution_count": 20, "id": "c616f402", "metadata": { "vscode": { "languageId": "r" } }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "plot without title" ] }, "metadata": { "image/png": { "height": 420, "width": 420 } }, "output_type": "display_data" } ], "source": [ "### Pick the best regroup number \n", "#calculate gap statistic for each number of clusters (up to 12 clusters)\n", "gap_OCCN_stat <- clusGap(Ras_OCCN_clusterMean[,-ncol(Ras_OCCN_clusterMean)], FUN = hcut, \n", " nstart = 25, K.max = 12, B = 50)\n", "\n", "#produce plot of clusters vs. gap statistic\n", "fviz_gap_stat(gap_OCCN_stat)\n", "\n", "###problem here\n", "num_OCCN_gr <- with(gap_OCCN_stat,maxSE(Tab[,\"gap\"],Tab[,\"SE.sim\"]))\n", "\n", "Ras_OCCN_groups <- cutree(clust_OCCN, k=num_OCCN_gr)" ] }, { "cell_type": "code", "execution_count": 21, "id": "d828ac9a", "metadata": { "vscode": { "languageId": "r" } }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "Plot with title \"Distance between Classes\"" ] }, "metadata": { "image/png": { "height": 420, "width": 420 } }, "output_type": "display_data" } ], "source": [ "#produce dendrogram\n", "pltree(clust_OCCN, cex = 0.6, hang = -1, \n", " xlab = \"Class\", main = 'Distance between Classes')\n", "\n", "# Add rectangles to highlight clusters\n", "rect.hclust(clust_OCCN, k = num_OCCN_gr, border = \"red\")" ] }, { "cell_type": "markdown", "id": "5cbc5ab1", "metadata": {}, "source": [ "### Step 2: Combine the K-Means and Hierarchical results together" ] }, { "cell_type": "code", "execution_count": 22, "id": "60a4622a", "metadata": { "vscode": { "languageId": "r" } }, "outputs": [ { "data": { "text/plain": [ "Ras_OCCN_groups\n", " 1 2 3 \n", "21 33 16 " ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/html": [ "\n", "\n", "\n", "\t\n", "\t\n", "\n", "\n", "\t\n", "\t\n", "\t\n", "\t\n", "\t\n", "\t\n", "\n", "
A data.frame: 6 × 7
O16C12C13CN26CN27classregroup
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10.07999460.503247810.440426780.396101960.2560784611
20.33327850.761921100.691860000.149636500.1211260921
30.35596970.316306880.277035420.125964100.0781082432
40.46927430.096821170.083457020.063194950.0472007142
50.34772440.444059650.399190350.245722080.2036640751
60.51293810.037776480.032019140.035028780.0259125862
\n" ], "text/latex": [ "A data.frame: 6 × 7\n", "\\begin{tabular}{r|lllllll}\n", " & O16 & C12 & C13 & CN26 & CN27 & class & regroup\\\\\n", " & & & & & & & \\\\\n", "\\hline\n", "\t1 & 0.0799946 & 0.50324781 & 0.44042678 & 0.39610196 & 0.25607846 & 1 & 1\\\\\n", "\t2 & 0.3332785 & 0.76192110 & 0.69186000 & 0.14963650 & 0.12112609 & 2 & 1\\\\\n", "\t3 & 0.3559697 & 0.31630688 & 0.27703542 & 0.12596410 & 0.07810824 & 3 & 2\\\\\n", "\t4 & 0.4692743 & 0.09682117 & 0.08345702 & 0.06319495 & 0.04720071 & 4 & 2\\\\\n", "\t5 & 0.3477244 & 0.44405965 & 0.39919035 & 0.24572208 & 0.20366407 & 5 & 1\\\\\n", "\t6 & 0.5129381 & 0.03777648 & 0.03201914 & 0.03502878 & 0.02591258 & 6 & 2\\\\\n", "\\end{tabular}\n" ], "text/markdown": [ "\n", "A data.frame: 6 × 7\n", "\n", "| | O16 <dbl> | C12 <dbl> | C13 <dbl> | CN26 <dbl> | CN27 <dbl> | class <fct> | regroup <int> |\n", "|---|---|---|---|---|---|---|---|\n", "| 1 | 0.0799946 | 0.50324781 | 0.44042678 | 0.39610196 | 0.25607846 | 1 | 1 |\n", "| 2 | 0.3332785 | 0.76192110 | 0.69186000 | 0.14963650 | 0.12112609 | 2 | 1 |\n", "| 3 | 0.3559697 | 0.31630688 | 0.27703542 | 0.12596410 | 0.07810824 | 3 | 2 |\n", "| 4 | 0.4692743 | 0.09682117 | 0.08345702 | 0.06319495 | 0.04720071 | 4 | 2 |\n", "| 5 | 0.3477244 | 0.44405965 | 0.39919035 | 0.24572208 | 0.20366407 | 5 | 1 |\n", "| 6 | 0.5129381 | 0.03777648 | 0.03201914 | 0.03502878 | 0.02591258 | 6 | 2 |\n", "\n" ], "text/plain": [ " O16 C12 C13 CN26 CN27 class regroup\n", "1 0.0799946 0.50324781 0.44042678 0.39610196 0.25607846 1 1 \n", "2 0.3332785 0.76192110 0.69186000 0.14963650 0.12112609 2 1 \n", "3 0.3559697 0.31630688 0.27703542 0.12596410 0.07810824 3 2 \n", "4 0.4692743 0.09682117 0.08345702 0.06319495 0.04720071 4 2 \n", "5 0.3477244 0.44405965 0.39919035 0.24572208 0.20366407 5 1 \n", "6 0.5129381 0.03777648 0.03201914 0.03502878 0.02591258 6 2 " ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "#find number of observations in each cluster\n", "table(Ras_OCCN_groups)\n", "\n", "#append cluster labels to original data\n", "Ras_OCCN_regroup <- cbind(Ras_OCCN_clusterMean, regroup = Ras_OCCN_groups)\n", "\n", "#display first six rows of final data\n", "head(Ras_OCCN_regroup)" ] }, { "cell_type": "code", "execution_count": 23, "id": "17ca4677", "metadata": { "vscode": { "languageId": "r" } }, "outputs": [ { "data": { "text/html": [ "\n", "\n", "\n", "\t\n", "\t\n", "\n", "\n", "\t\n", "\t\n", "\t\n", "\n", "
A data.frame: 3 × 2
Ras_OCCN_groupsFreq
<fct><int>
121
233
316
\n" ], "text/latex": [ "A data.frame: 3 × 2\n", "\\begin{tabular}{ll}\n", " Ras\\_OCCN\\_groups & Freq\\\\\n", " & \\\\\n", "\\hline\n", "\t 1 & 21\\\\\n", "\t 2 & 33\\\\\n", "\t 3 & 16\\\\\n", "\\end{tabular}\n" ], "text/markdown": [ "\n", "A data.frame: 3 × 2\n", "\n", "| Ras_OCCN_groups <fct> | Freq <int> |\n", "|---|---|\n", "| 1 | 21 |\n", "| 2 | 33 |\n", "| 3 | 16 |\n", "\n" ], "text/plain": [ " Ras_OCCN_groups Freq\n", "1 1 21 \n", "2 2 33 \n", "3 3 16 " ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "### Generate the Regroup df\n", "gr_OCCN_cl <- as.data.frame(table(Ras_OCCN_groups))\n", "gr_OCCN_cl" ] }, { "cell_type": "code", "execution_count": 24, "id": "4d9e6dc5", "metadata": { "vscode": { "languageId": "r" } }, "outputs": [ { "data": { "text/html": [ "\n", "
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\n" ], "text/latex": [ "\\begin{enumerate*}\n", "\\item '\\#FF0000'\n", "\\item '\\#FF0C0C'\n", "\\item '\\#FF1818'\n", "\\item '\\#FF2424'\n", "\\item '\\#FF3030'\n", "\\item '\\#FF3C3C'\n", "\\item '\\#FF4848'\n", "\\item '\\#FF5555'\n", "\\item '\\#FF6161'\n", "\\item '\\#FF6D6D'\n", "\\item '\\#FF7979'\n", "\\item '\\#FF8585'\n", "\\item '\\#FF9191'\n", "\\item '\\#FF9D9D'\n", "\\item '\\#FFAAAA'\n", "\\item '\\#FFB6B6'\n", "\\item '\\#FFC2C2'\n", "\\item '\\#FFCECE'\n", "\\item '\\#FFDADA'\n", "\\item '\\#FFE6E6'\n", "\\item '\\#FFF2F2'\n", "\\end{enumerate*}\n" ], "text/markdown": [ "1. '#FF0000'\n", "2. '#FF0C0C'\n", "3. '#FF1818'\n", "4. '#FF2424'\n", "5. '#FF3030'\n", "6. '#FF3C3C'\n", "7. '#FF4848'\n", "8. '#FF5555'\n", "9. '#FF6161'\n", "10. '#FF6D6D'\n", "11. '#FF7979'\n", "12. '#FF8585'\n", "13. '#FF9191'\n", "14. '#FF9D9D'\n", "15. '#FFAAAA'\n", "16. '#FFB6B6'\n", "17. '#FFC2C2'\n", "18. '#FFCECE'\n", "19. '#FFDADA'\n", "20. '#FFE6E6'\n", "21. '#FFF2F2'\n", "\n", "\n" ], "text/plain": [ " [1] \"#FF0000\" \"#FF0C0C\" \"#FF1818\" \"#FF2424\" \"#FF3030\" \"#FF3C3C\" \"#FF4848\"\n", " [8] \"#FF5555\" \"#FF6161\" \"#FF6D6D\" \"#FF7979\" \"#FF8585\" \"#FF9191\" \"#FF9D9D\"\n", "[15] \"#FFAAAA\" \"#FFB6B6\" \"#FFC2C2\" \"#FFCECE\" \"#FFDADA\" \"#FFE6E6\" \"#FFF2F2\"" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "## Create suitable color list\n", "# Initialize an empty list to store color palettes\n", "color_palettes <- list()\n", "\n", "# Iterate through each row in the dataframe\n", "for (i in 1:nrow(gr_OCCN_cl)) {\n", " gr_bcolor <- base_colors[i]\n", " gr_color_w <- sapply(gr_bcolor,\n", " function(color) colorRampPalette(c(color, \"white\"))(gr_OCCN_cl$Freq[i] + 1))\n", " gr_color <- gr_color_w[-nrow(gr_color_w), ]\n", " color_palettes[[i]] <- gr_color\n", "}\n", "\n", "# Create a named list of color palettes\n", "colors_OCCN_list <- setNames(color_palettes, gr_OCCN_cl$groups) \n", "colors_OCCN_list[[1]]" ] }, { "cell_type": "markdown", "id": "beb1958f", "metadata": {}, "source": [ "### Step 3: Visualize the Regrouped Clustering Curves" ] }, { "cell_type": "code", "execution_count": 25, "id": "db5f0103", "metadata": { "vscode": { "languageId": "r" } }, "outputs": [], "source": [ "## Plot the regroup plot \n", "# Create a grid layout\n", "cols <- 3 # Number of columns in the grid\n", "rows <- ceiling(num_OCCN_gr / cols) # Number of rows in the grid" ] }, { "cell_type": "code", "execution_count": 26, "id": "b044adf5", "metadata": { "vscode": { "languageId": "r" } }, "outputs": [], "source": [ "# Create a function to draw curve plots for each group\n", "draw_curve_plot <- function(data, group) {\n", " # Filter data for the current group\n", " group_data <- subset(data, group == regroup)\n", " \n", " # Create a long-format dataframe for plotting\n", " plot_data <- reshape2::melt(group_data, id.vars = c(\"class\", \"regroup\"))\n", " \n", " # Create a plot for the current group\n", " p <- ggplot(plot_data, aes(x = variable, y = value, color = class, group = class)) +\n", " geom_line() +\n", " labs(title = paste(\"Curve Plot by meanClass for Group\", group),\n", " x = \"Column Names\", y = \"Counts\") +\n", " scale_color_manual(values = colors_OCCN_list[[as.numeric(group)]], name = \"meanClass\")+\n", " theme_classic()\n", " \n", " return(p)\n", "}" ] }, { "cell_type": "code", "execution_count": 32, "id": "dcd1c5eb", "metadata": { "vscode": { "languageId": "r" } }, "outputs": [], "source": [ "# Loop through each group and draw the curve plot\n", "group_OCCN_list <- unique(Ras_OCCN_regroup$regroup)\n", "plot_OCCN_list <- lapply(group_OCCN_list, draw_curve_plot, data = Ras_OCCN_regroup)" ] }, { "cell_type": "code", "execution_count": 28, "id": "cca09c19", "metadata": { "vscode": { "languageId": "r" } }, "outputs": [ { "data": { "image/png": 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", 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", 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", "text/plain": [ "plot without title" ] }, "metadata": { "image/png": { "height": 420, "width": 420 } }, "output_type": "display_data" } ], "source": [ "plot_OCCN_list " ] }, { "cell_type": "code", "execution_count": null, "id": "73d17eaf", "metadata": { "vscode": { "languageId": "r" } }, "outputs": [], "source": [ "ggsave(file = \"KMeans_OCCN_regroup_curve.png\", plot = grid_OCCN, width = 18, height = 8, dpi = 600)" ] }, { "cell_type": "markdown", "id": "830a53fa", "metadata": {}, "source": [ "### Step 4: Visualize the Regrouped plot" ] }, { "cell_type": "code", "execution_count": 29, "id": "60b59bbf", "metadata": { "vscode": { "languageId": "r" } }, "outputs": [], "source": [ "## Assign regroup result into df\n", "# Assign group information from df1 to df2 based on common class numbers\n", "Ras_OCCN_cluster$regroup <- Ras_OCCN_regroup$regroup[match(Ras_OCCN_cluster$class, Ras_OCCN_regroup$class)]\n", "\n", "# Split regroup \n", "split_OCCN_df <- split(Ras_OCCN_cluster, Ras_OCCN_cluster$regroup)" ] }, { "cell_type": "code", "execution_count": 30, "id": "65782a19", "metadata": { "vscode": { "languageId": "r" } }, "outputs": [], "source": [ "# Create a list to store modified data frames\n", "colored_OCCN_dfs <- list()\n", "\n", "# Loop through the list of dataframes and assign colors sequentially\n", "for (i in as.numeric(names(split_OCCN_df))) {\n", " df <- split_OCCN_df[[i]]\n", " colors <- colors_OCCN_list[[i]]\n", " \n", " # Step 1: Already done in the loop\n", " # Step 2: Get unique levels of 'class' column\n", " level_df <- levels(as.factor(df$class))\n", " \n", " # Step 3: Assign colors based on matching levels\n", " for (m in 1:length(df$class)) {\n", " for (n in 1:length(level_df)) {\n", " if (df$class[m] == level_df[n]) {\n", " df$color[m] <- colors[n]\n", " break # No need to continue checking once matched\n", " }\n", " }\n", " }\n", " colored_OCCN_dfs[[i]] <- df\n", "}\n", "\n", "Ras_OCCN_re_col <- do.call(rbind, colored_OCCN_dfs)" ] }, { "cell_type": "code", "execution_count": 31, "id": "c2bab183", "metadata": { "vscode": { "languageId": "r" } }, "outputs": [ { "data": { "image/png": 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", "text/plain": [ "plot without title" ] }, "metadata": { "image/png": { "height": 420, "width": 420 } }, "output_type": "display_data" } ], "source": [ "# Create a filled pixel plot\n", "\n", "Ras_OCCN_re_col$class <- factor(Ras_OCCN_re_col$class)\n", "Ras_OCCN_re_col$regroup <- factor(Ras_OCCN_re_col$regroup)\n", "\n", "ggplot(Ras_OCCN_re_col, aes(x = x, y = y, fill = Ras_OCCN_re_col$class)) +\n", " geom_tile() +\n", " labs(title = \"Raster after Regrouping\", \n", " x = \"X Coordinate\", y = \"Y Coordinate\",\n", " fill = \"Class\") +\n", " scale_fill_manual(values = Ras_OCCN_re_col$color, \n", " breaks = Ras_OCCN_re_col$class, \n", " labels = Ras_OCCN_re_col$class) +\n", " coord_fixed(ratio = 1) +\n", " geom_rect(xmin = 0, xmax = 1, ymin = 0, ymax = 1) +\n", " theme(legend.position = \"right\") +\n", " theme_bw()" ] } ], "metadata": { "kernelspec": { "display_name": "R", "language": "R", "name": "ir" }, "language_info": { "codemirror_mode": "r", "file_extension": ".r", "mimetype": "text/x-r-source", "name": "R", "pygments_lexer": "r", "version": "4.1.2" } }, "nbformat": 4, "nbformat_minor": 5 }