diff options
53 files changed, 24804 insertions, 8 deletions
diff --git a/Phase Measurement Prototype.ipynb b/Phase Measurement Prototype.ipynb index df68f94..10c7209 100644 --- a/Phase Measurement Prototype.ipynb +++ b/Phase Measurement Prototype.ipynb @@ -26,13 +26,13 @@ }, { "cell_type": "code", - "execution_count": 255, + "execution_count": 275, "metadata": { "scrolled": false }, "outputs": [], "source": [ - "fs = 1e3 # Hz\n", + "fs = 1000 # Hz\n", "ff = 50 # Hz\n", "duration = 60 # seconds\n", "# test_data = rocof_test_data.sample_waveform(rocof_test_data.test_close_interharmonics_and_flicker(),\n", @@ -64,13 +64,13 @@ }, { "cell_type": "code", - "execution_count": 256, + "execution_count": 276, "metadata": {}, "outputs": [], "source": [ "analysis_periods = 10\n", "window_len = fs * analysis_periods/ff\n", - "nfft_factor = 1\n", + "nfft_factor = 4\n", "sigma = window_len/8 # samples\n", "\n", "ffts = []\n", @@ -86,7 +86,7 @@ }, { "cell_type": "code", - "execution_count": 257, + "execution_count": 277, "metadata": { "scrolled": false }, @@ -874,7 +874,7 @@ { "data": { "text/html": [ - "<img 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\" 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4w107tzZ+POHH36IrKws2Gw2LF++HJGRkRgwYECdj7WyshIXLlwwTmFhIZRSKCkpweXLl512Ll26hIyMDFy6dMmp75eHje6Uwz7yDxvJPuwj/7CR7NNUfUpKSjhAHCkvL0dISAjmzJljDJBTp07ZXWfMmDEYNGiQw9vXDJDdu3fbXT5z5kx06dJF+37/85//QCmF//73v9rrOHrCvFIKy5YtQ0ZGBg8PDw8PDw8PD4/Ys2zZMg4QnQEDBiAxMbFRfwTrRtXV1fD09MSKFSu01+F3QHjY6M447CP/sJHswz7yDxvJPvwOiDmnDpDKykqEh4dj+vTpxpPQZ82aZby9qqqqXk9CHzdunN1l999/v92T0G9ks9mglML27dvr/Vj5HBDSYSPZ2Ec+NpKNfeRjI9maqg+fA/L/mzJlCrZt24Zjx45h7969GDJkCAIDA3H8+HEA11+GNygoCOnp6bDZbBg5cmStl+GNi4tDamqq8eeal+FduHAhcnNz8corr8Df39+4z7y8PEyfPh379+9HQUEBPv/8c0RFReGhhx7C1atX6/3YOUBIh41kYx/52Eg29pGPjWTjADHXqAOk5vd6eHp6on379nj22Wdx6NAh4+01v4gwNDQU3t7e6NevH2w2m919REREwGq12l02b948REREwMvLCz169LD7zsbJkyfRr18/BAcHw8vLC/feey+SkpJw9uzZBj12DhDSYSPZ2Ec+NpKNfeRjI9k4QMw5/TkgroIDhHTYSDb2kY+NZGMf+dhINg4QcxwgGhwgpMNGsrGPfGwkG/vIx0aycYCY4wDR4AAhHTaSjX3kYyPZ2Ec+NpKNA8QcB4gGBwjpsJFs7CMfG8nGPvKxkWwcIOY4QDQ4QEiHjWRjH/nYSDb2kY+NZOMAMccBosEBQjpsJBv7yMdGsrGPfGwkGweIOQ4QDQ4Q0mEj2dhHPjaSjX3kYyPZOEDMcYBocICQDhvJxj7ysZFs7CMfG8nGAWKOA0SDA4R02Eg29pGPjWRjH/nYSDYOEHMcIBocIKTDRrKxj3xsJBv7yMdGsnGAmOMA0eAAIR02ko195GMj2dhHPjaSjQPEHAeIBgcI6bCRbOwjHxvJxj7ysZFsHCDmOEA0OEBIh41kYx/52Eg29pGPjWTjADHHAaLBAUI6bCQb+8jHRrKxj3xsJBsHiDkOEA0OENJhI9nYRz42ko195GMj2ThAzHGAaHCAkA4bycY+8rGRbOwjHxvJxgFijgNEgwOEdNhINvaRj41kYx/52Eg2DhBzHCAaHCCkw0aysY98bCQb+8jHRrJxgJjjANHgACEdNpKNfeRjI9nYRz42ko0DxBwHiAYHCOmwkWzsIx8bycY+8rGRbBwg5jhANDhASIeNZGMf+dhINvaRj41k4wAxxwGiwQFCOmwkG/vIx0aysY98bCQbB4g5BQCtWrVq0AkODsbx48eb+rE3Kg4Q0mEj2dhHPjaSjX3kYyPZOEDMKQBwc3PDu+++i8WLF5ueRYsWwdfXF/n5+U392BsVBwjpsJFs7CMfG8nGPvKxkWwcIOaMAfLdd9/V+0YBAQEcII2E/6jIx0aysY98bCQb+8jHRrJxgJjjc0A0OEBIh41kYx/52Eg29pGPjWTjADHHAaLBAUI6bCQb+8jHRrKxj3xsJBsHiLlaA8Td3R2PPfYYzp49a3f56dOn4e7u7rQH1tQ4QEiHjWRjH/nYSDb2kY+NZOMAMVdrgLi5uSE2NhYdO3aEzWYzLj99+jTc3Nyc+uCaEgcI6bCRbOwjHxvJxj7ysZFsHCDmHH4H5NSpU0hKSkJgYCAyMjIA8DsgzsJ/VORjI9nYRz42ko195GMj2ThAzDn8DkjNK2J98MEH8Pb2xowZM1BcXMwB4gT8R0U+NpKNfeRjI9nYRz42ko0DxFydAwQAtm7ditatW2PAgAEcIE7Af1TkYyPZ2Ec+NpKNfeRjI9k4QMzVGiCRkZEoKSmxu+zo0aOIioriAHEC/qMiHxvJxj7ysZFs7CMfG8nGAWKu3i/D+8MPP+D48eON+VhE4QAhHTaSjX3kYyPZ2Ec+NpKNA8Qcfw+IBgcI6bCRbOwjHxvJxj7ysZFsHCDmjAHSsmVLtGrVyvQ0hNVqhVLK7oSEhBhvr66uhtVqRVhYGHx8fGCxWHDw4EHT+503bx4iIyPh7e2NHj16YMeOHXZvr6ysxMSJE9G6dWv4+flh6NChKCwsbNBj5wAhHTaSjX3kYyPZ2Ec+NpKNA8ScMUAWL15snEWLFsHHxwezZ8+2u3zx4sUNunOr1Yro6GgUFxcb58yZM8bbU1JSEBgYiLS0NNhsNsTHxyMsLAxlZWXa+1yxYgU8PT2xYMEC5ObmIjk5Gf7+/jhx4oRxncTERISHhyMrKwvZ2dno378/YmJicPXq1Xo/9qaKWFVVhZVpGSgtr8Clqis8Ak9peQUbCT7sI/+wkezDPvIPG8k+peUVWL2aA6Qu2h/BCggIQH5+/i3dudVqRUxMjMO3VVdXIzQ0FCkpKcZllZWVCAoKwvz587X32atXLyQmJtpdFhUVhalTpwIASktL4enpiRUrVhhvLyoqgru7OzZs2FDvx95UEUvLKxDxx894eHh4eHh4eHhc9KxM4wCpS6MPED8/P4SFhSEyMhLx8fHGfebn50MphezsbLvbDBs2DKNHj3Z4f1VVVfDw8EB6errd5UlJSejXrx8AYMuWLVBK4dy5c3bX6datG6ZNm6Z9rJWVlbhw4YJxCgsLoZRCSUkJLl++7LTz/fmyJv+k4eHh4eHh4eHhufmzMi0Dly5dcurXkCUlJRwgAJCZmYlVq1bhwIEDyMrKgsViQUhICEpKSrBr1y4opVBUVGR3m7Fjx2LgwIEO76+oqAhKKezatcvu8jfeeAOdO3cGAHzyySfw8vKqddsnnngCL730kvaxOnq+ilIKy5YtQ0ZGhtPO6tUZWJnGw8PDw8PDw8Pjqmf1aud97Vhzli1bxgHiSHl5OUJCQjBnzhxjgJw6dcruOmPGjMGgQYMc3r5mgOzevdvu8pkzZ6JLly4A9ANkwIABePnll7WPTcp3QC5duoSMDOevZh42ulMO+8g/bCT7sI/8w0ayT1P1ccnvgLz66qt2x8vLC//zP/9T6/JbNWDAACQmJor7Eawb8VWwSIeNZGMf+dhINvaRj41ka6o+LvkckMcee8z09O/f/5beWWVlJcLDwzF9+nTjSeizZs0y3l5VVVWvJ6GPGzfO7rL777+/1pPQV65cabz91KlTLvMkdP6jIh8bycY+8rGRbOwjHxvJxgFirlF/EeGUKVOwbds2HDt2DHv37sWQIUMQGBho/Eb1lJQUBAUFIT09HTabDSNHjqz1MrxxcXFITU01/lzzMrwLFy5Ebm4uXnnlFfj7+9v9lvbExER06NABmzdvRnZ2NuLi4lzmZXj5j4p8bCQb+8jHRrKxj3xsJBsHiLlGHSA1v9fD09MT7du3x7PPPotDhw4Zb6/5RYShoaHw9vZGv379YLPZ7O4jIiICVqvV7rJ58+YhIiICXl5e6NGjB7Zv32739h9++AETJ05EcHAwfH19MWTIEJw8ebJBj50DhHTYSDb2kY+NZGMf+dhINg4Qcwq4/vyP8vLyet9o6tSpOHv2bKM9KAk4QEiHjWRjH/nYSDb2kY+NZOMAMacAwN3d3e43lJsJDAy87a+QJQ0HCOmwkWzsIx8bycY+8rGRbBwg5hQAuLm5oWXLlmjVqlW9jru7OwdII+E/KvKxkWzsIx8bycY+8rGRbBwg5hQALF68uMGnIT+y5Yo4QEiHjWRjH/nYSDb2kY+NZOMAMdeoT0J3ZRwgpMNGsrGPfGwkG/vIx0aycYCY4wDR4AAhHTaSjX3kYyPZ2Ec+NpKNA8QcB4gGBwjpsJFs7CMfG8nGPvKxkWwcIOY4QDQ4QEiHjWRjH/nYSDb2kY+NZOMAMacA4KuvvsK1a9ea+rGIwgFCOmwkG/vIx0aysY98bCQbB4g54/eAfPfddwCAjh07oqSkpEkflAQcIKTDRrKxj3xsJBv7yMdGsnGAmFMAEBwcjL179wK4/jtBGvJLCe9UHCCkw0aysY98bCQb+8jHRrJxgJhTADB27Fh4e3sjMjIS7u7uuPvuu9GxY0eHp7ngACEdNpKNfeRjI9nYRz42ko0DxJzxJPT169cjNTUVbm5umDFjBv73f//X4WkuOEBIh41kYx/52Eg29pGPjWTjADFX61WwXnjhBZSVlTXFYxGFA4R02Eg29pGPjWRjH/nYSDYOEHN8GV4NDhDSYSPZ2Ec+NpKNfeRjI9k4QMxxgGhwgJAOG8nGPvKxkWzsIx8bycYBYo4DRIMDhHTYSDb2kY+NZGMf+dhINg4QcxwgGhwgpMNGsrGPfGwkG/vIx0aycYCY4wDR4AAhHTaSjX3kYyPZ2Ec+NpKNA8QcB4gGBwjpsJFs7CMfG8nGPvKxkWwcIOY4QDQ4QEiHjWRjH/nYSDb2kY+NZOMAMccBosEBQjpsJBv7yMdGsrGPfGwkGweIOQ4QDQ4Q0mEj2dhHPjaSjX3kYyPZOEDMcYBocICQDhvJxj7ysZFs7CMfG8nGAWKOA0SDA4R02Eg29pGPjWRjH/nYSDYOEHMcIBocIKTDRrKxj3xsJBv7yMdGsnGAmOMA0eAAIR02ko195GMj2dhHPjaSjQPEHAeIBgcI6bCRbOwjHxvJxj7ysZFsHCDmOEA0OEBIh41kYx/52Eg29pGPjWTjADHHAaLBAUI6bCQb+9grKSnBoEGDEBYWBi8vL3To0AETJkww/bdt5syZiI2Nha+vL4KCghxeZ9++fYiLi0NQUBBatmyJJ554Ajk5OaaPyaxRZWUlJk6ciNatW8PPzw9Dhw5FYWGh3XWUUrXO+++/b/q+G2rRokXaj18phdWrV9/299nU+DkkHxvJxgFijgNEgwOEdNhINvaxd+7cObz33nvYv38/jh8/js2bN6NLly4YOXJknbebNm0a5s6di8mTJzv8ArysrAytWrXCCy+8gCNHjuDgwYP45S9/iXbt2pn+3Zs1SkxMRHh4OLKyspCdnY3+/fsjJiYGV69eNa6jlMKiRYtQXFxsnIqKinr8jTQMBwhJxEaycYCY4wDR4AAhHTaSzdX7lJSUID4+Hi1btqz1v/AvWrTotryPd999Fx06dKjXdXVfgO/fvx9KKZw8edK47MCBA1BKIS8vz7hs165dePTRR+Hj44MOHTpg0qRJOH/+vLZRaWkpPD09sWLFCuOyoqIiuLu7Y8OGDcZlN/PFv1IK8+fPx5NPPglfX19ERUVh9+7dOHr0KCwWC/z8/NCnTx+7x1/fAWK1Wh1+V+Z2NXMmV/8cag7YSDYOEHMcIBocIKTDRrK5ep9Ro0bhrrvuwsaNG5Gbm4sxY8ZAKYXU1FTk5+cDAH7+85/D39+/zqNTVFQEi8WC559/vl6PR/cFeFlZGdq0aQOr1YqqqipUVFQgOTkZ0dHRuHLlCoDrgyQgIADvvPMOvvnmG+zatQsPPfQQRo8erW20ZcsWKKVw7tw5u8u7deuGadOmGX9WSiE8PBytW7fGT3/6U7z//vu4du1anR9LzW1WrlyJr7/+Gk8//TQiIyMRFxeHDRs2IDc3F3369MHPf/5z04+/5v5qBsjFixftvhvz9ttvw8/PDzabrc7HJJGrfw41B2wkGweIOQ4QDQ4Q0mEj2Vy5z4ULF+Dm5mb3v/5fuXIF4eHhmDt3rnHZt99+i6NHj9Z5bjRixAj4+vpCKYWhQ4fihx9+qNdjqusL8IMHD+Lee++Fu7s73N3dERUVhRMnThhv/81vfoOXXnrJ7jY7d+6Eu7s7Pv30U4eNPvnkE3h5edW6/IknnrC7rxkzZmD37t3IyckxvtifMWNGnR+LUgp//vOfjT/v2bMHSiksXLjQuGz58uXw8fGx+/iVUg5Hnu67MHv27IGPjw9WrlxZ5+ORypU/h5oLNpKNA8Sc0wbIm2++CaUUkpOTjcvy8vLw9NNPo02bNggMDBJ0+P0AACAASURBVMSvf/1rnD59us77KSsrQ3JyMu6++274+PggNjYW+/bts7tOQkJCrW+D9+7du0GPlwOEdNhINlfuk52dXevHmgDgmWeewQsvvHBL911cXIzDhw8jIyMDXbt2xbhx4+p1O90AqaioQK9evTB69Gjs27cPe/bswS9/+UtER0cbz8Xo2rUrvLy87L5o9/PzM76j8/rrr9u97cSJE9oBMmDAALz88svax/n222+jRYsWdX4sSil8+umnxp+PHTsGpZTd/w354osv7P7tX7RoEQIDAx2OPEcD5MSJEwgJCbEbOq7GlT+Hmgs2ko0DxJxTBsi+ffsQGRmJbt26GQOkvLwc99xzD5555hkcOHAABw4cwFNPPYWePXvW+W304cOHo2vXrti+fTuOHj0Kq9WKFi1a4NtvvzWuk5CQgJ///Od23w4/e/Zsgx4zBwjpsJFsrtzHZrNBKYWCggK7y4cNG4bf/va3xp9v5UewgOvfhVBK4dSpU6aPSTdA/v73v6Ndu3Z2/15XVVXBz88Py5cvBwBERUVh0qRJtb5wz83NxT//+U+cPn3a7vIrV67U+0ewbvSvf/0LSqk6/0esGwdDQUEBlFJ2r9y1detWKKVw/vz5Oj9+R/dXXl6OmJgYPP3006iurtY+Dulc+XOouWAj2ThAzDX6ALl48SI6deqErKwsWCwWY4Bs3LgR7u7udn9J586dg1IKWVlZDu+roqICHh4e+Oyzz+wuj4mJwWuvvWb8OSEhAU899dQtPW4OENJhI9lcuU9FRQV8fHzwj3/8w7js8uXLaN++Pd5++23jspv5Eawf27Fjh8Oh44juC/C//vWvCA0NtftC+8qVK/D398cnn3wCAHjuuecQFxdX67Z1Nap5EvqPf3zp1KlTtZ6EfqPU1FT4+PigsrJSe53GHCDV1dV4+umn8eCDD+LixYvax+AKXPlzqLlgI9k4QMw1+gAZPXo0XnnlFQCwGyBr166Fh4eH3f+xqKiogLu7O6xWq8P7Kisrg1IKmzdvtru8T58+sFgsxp8TEhIQFBSEtm3bolOnThgzZgy+++67Bj1uDhDSYSPZXL3P7373O7Rv3x7r16/HoUOHkJCQgODgYOML4ob6/PPP8dFHH8Fms6GgoACff/45oqOj0bdvX+M6//73v9GlSxe77ySfOHECOTk5mD59OgICApCTk4OcnBzji+vDhw/D29sb48aNQ25uLg4ePIhRo0YhKCjI+M7KV199BV9fX4wfPx45OTn45ptvsGbNGowfP970ZXg7dOiAzZs3Izs7G3FxcXYvw7t27Vp8+OGHsNlsyMvLw4IFC9CiRQskJSXV+XfRmANk2rRpCAgIwO7duxv9pYEbm6t/DjUHbCQbB4i5Rh0gy5cvxwMPPGA82fHHA+TMmTNo0aIFkpOTcenSJZSXl2PChAlQStV60uKPxcbGwmKxoKioCFevXsXSpUvh5uaGzp07G9dZsWIFPvvsM9hsNqxduxYxMTGIjo6u838Zq6ysxIULF4xTWFgIpRRKSkpw+fJlp51Lly4hIyMDly5dcur75WGjO+W4ep/y8nIkJSWhbdu28Pb2xiOPPII9e/bc9P1t2rQJffr0QVBQEHx8fHDffffhd7/7Hc6cOWNcJysrC0opfPPNN8Zlv/nNbxy+rGxWVpZxnczMTDzyyCMICgpCq1at0L9/f+zcudPu/e/evRsDBgxAQEAA/P398eCDD+L//b//V2ejsrIyjB8/HsHBwfD19cXgwYORn59vvH3dunWIiYlBQEAA/Pz8EB0djTlz5qCioqLOvwulFP75z38af/7mm2+M54Dc+HdR8/fz97//HUFBQab3169fP4d/X3//+9+b/L+phh5X/xxqDoeNZJ+m6lNSUsIBcvLkSbRr1w5ffvmlcdmPBwhw/cew7rnnHri5ucHDwwOjRo1Cjx496nxyZF5envEPvYeHB3r27Innn38e999/v/Y2p06dgqenJ9LS0rTX0b2G+7Jly5CRkcHDw8PDw8PDw8Mj9ixbtowDZPXq1cZIqDlKKWNs/Pg32n7//ffGt7tDQkIwe/Zs0/svLy83vs0/fPhwDB48uM7r33fffUhJSdG+nd8B4WGjO+Owj/zDRrIP+8g/bCT78Dsg5hptgJSVlcFms9mdn/70pxg1apT2FzNt2bIFbm5uOHLkSL3fz7lz5xAUFIQPPvhAe52SkhJ4e3tjyZIl9b5fPgeEdNhINvaRj41kYx/52Ei2purD54Bo3PgjWB999BH27NmDvLw8LF26FMHBwZg8ebLdbeLi4pCammr8ecOGDVi/fj2OHTuGTZs2ISYmBr169TIiX7x4EVOmTMHu3btRUFCArVu3IjY2FuHh4SgrK6v3Y+UAIR02ko195GMj2dhHPjaSjQPEXJMOkD/+8Y8ICQmBp6cnOnXqhDlz5tR67fSIiAi7V8VauXIl7rnnHnh5eSE0NBQTJkxAaWmp8faKigoMHDgQbdu2haenJ+6++24kJCTU+sVeZjhASIeNZGMf+dhINvaRj41k4wAx59QB4ko4QEiHjWRjH/nYSDb2kY+NZOMAMccBosEBQjpsJBv7yMdGsrGPfGwkGweIOQ4QDQ4Q0mEj2dhHPjaSjX3kYyPZOEDMcYBocICQDhvJxj7ysZFs7CMfG8nGAWKOA0SDA4R02Eg29pGPjWRjH/nYSDYOEHMcIBocIKTDRrKxj3xsJBv7yMdGsnGAmOMA0eAAIR02ko195GMj2dhHPjaSjQPEHAeIBgcI6bCRbOwjHxvJxj7ysZFsHCDmOEA0OEBIh41kYx/52Eg29pGPjWTjADHHAaLBAUI6bCQb+8jHRrKxj3xsJBsHiDkOEA0OENJhI9nYRz42ko195GMj2ThAzHGAaHCAkA4bycY+8rGRbOwjHxvJxgFijgNEgwOEdNhItjulzwcffIDHH38c3bp1w8CBA3H27Nmbup/t27djyJAhCAsLg1IKq1evrtfttm3bhh49esDb2xsdO3bE+++/f1vuF6i70alTpzBy5Eh07twZbm5uSE5OrnWdDz/8ED/72c/QsmVLtGzZEo8//jj+/e9/1/v9N0RERATeeeedWpdbrVbExMTU6z4mTJiAuLg4dOrUCRMnTrzdD/G2u1M+h+5kbCQbB4g5DhANDhDSYSPZ7pQ+lZWVxv//8ccfR2Zm5k3dT2ZmJl577TWkpaXVeygcO3YMfn5+SE5ORm5uLhYsWABPT0+sWrXqlu63Rl2NCgoKkJSUhCVLlqB79+4OB8hzzz2HefPmIScnB4cPH8aLL76IoKAgfPvtt/V+DPV1OwZITcvKykq0aNECZWVlt/Ux3m53yufQnYyNZOMAMccBosEBQjpsJJur9CkpKUF8fDxatmwJpZTdWbRokXG9hQsXYsSIEaiurr7l91nfofCHP/wBUVFRdpe9/PLL6NOnT4Put6qqCr///e/Rvn17+Pn5oVevXti6dWu9G1ksFocD5EZXr15FYGAglixZor1OzWBYuHAh7rrrLvj7+yMxMRFXr17FrFmzEBISgrZt22LmzJl2t6vvALmxoVIKERERxtuvXLmCMWPGIDU11fTjaWqu8jnUnLGRbBwg5jhANDhASIeNZHOVPqNGjcJdd92FjRs3Ijc3F2PGjIFSCqmpqcjPz0dVVRWSkpIwdepUXL161bjdjh074O/vX+d54403HL7P+g6QRx99FElJSXaXpaen4yc/+YnDv1fd/T733HN45JFHsGPHDuTl5eGtt96Ct7c3Dh06dFsHSFlZGXx8fLBu3TrtdaxWKwICAvCrX/0Khw4dwtq1a+Hl5YVBgwZh0qRJOHLkCD766CMopbBnzx7jdvUdIMXFxcbJy8vDfffdh9/85jcArv9Y2ZAhQ/Dpp5+afiwSuMrnUHPGRrJxgJjjANHgACEdNpLNFfpcuHABbm5uWLFihXHZlStXEB4ejrlz5wIAkpKSEBQUhN69e6N379745z//CQCoqKjA0aNH6zy654vUd4B06tSp1ojZtWsXlFI4depUve43Ly8Pbm5uKCoqsrv88ccfxx/+8IfbOkDGjx+Pe++9Fz/88IP2OlarFX5+fnY//jRo0CBERkbi2rVrxmVdunTBX/7yF+PPERER8PLyqjXyPD09Hf4IVnV1NZ555hk8/PDDqKioAAB069YNd911l9EyPz/f9GNqSq7wOdTcsZFsHCDmOEA0OEBIh41kc4U+2dnZUErh5MmTdpc/88wzeOGFFxrt/TZkgLz55pt2l/3rX/+CUgrFxcX1ut9PP/0USqlaX7j/5Cc/wa9+9StkZGTYXf7yyy/Xut/6DJBZs2ahVatW+Oqrr+q8ntVqRdeuXe0uGz16NAYPHmx3Wb9+/fDqq68af46IiMBrr71Wa+RNmjTJ4QCZOnUqQkNDUVhYWOfjkcwVPoeaOzaSjQPEHAeIBgcI6bCRbK7Qx2azQSmFgoICu8uHDRuG3/72t3Xe1lV+BGvFihXw8PDAkSNHan3xfvLkSWRkZCA3N9e47Lvvvqt1v2YD5K233kJQUBD2799v+jE5etJ4QkICnnrqqTrfZ0OehL506VJ4e3vb/QiXK3KFz6Hmjo1k4wAxxwGiwQFCOmwkmyv0qaiogI+PD/7xj38Yl12+fBnt27fH22+/bXrbxv4RrD/84Q+4//777S5LTExs0JPQv/76ayilsGPHjlrXvx1PQp89ezZatGhR7y/2G3uA7N69G97e3li8eHG9Ho9krvA51NyxkWwcIOY4QDQ4QEiHjWRzlT6/+93v0L59e6xfvx6HDh1CQkICgoODcf78+dv6fi5evIicnBzk5ORAKYW5c+ciJycHJ06cMK4zdepU4wnTwP+9DO+rr76K3NxcLFy4sNbL8Nbnfp9//nlERkYiLS0Nx44dw759+5CSkoI1a9bU2ajmfh9++GE899xzyMnJwaFDh4y3z5o1C15eXli1apXdk78vXryo/XtozAFSXFyMkJAQJCQk2D2eM2fOaB+PZK7yOdScsZFsHCDmOEA0OEBIh41kc5U+VVVVeOWVV9C2bVt4e3ujb9++9fpRoobaunWrw5eITUhIMK6TkJAAi8Vid7tt27bhoYcegpeXFyIjI2v9IsL63O/ly5cxbdo0REZGwtPTE6GhoXjmmWfw3//+t85GZi9pGxER4fA6VqtV+/fQmANE93fx48fsSlzlc6g5YyPZOEDMcYBocICQDhvJxj7ysZFs7CMfG8nGAWKOA0SDA4R02Eg29pGPjWRjH/nYSDYOEHMcIBocIKTDRrKxj3xsJBv7yMdGsnGAmOMA0eAAIR02ko195GMj2dhHPjaSjQPEHAeIBgcI6bCRbOwjHxvJxj7ysZFsHCDmOEA0OEBIh41kYx/52Eg29pGPjWTjADHHAaLBAUI6bCQb+8jHRrKxj3xsJBsHiDkOEA0OENJhI9nYRz42ko195GMj2ThAzHGAaHCAkA4bycY+8rGRbOwjHxvJxgFijgNEgwOEdNhINvaRj41kYx/52Eg2DhBzHCAaHCCkw0aysY98bCQb+8jHRrJxgJjjANHgACEdNpKNfeRjI9nYRz42ko0DxBwHiAYHCOmwkWzsIx8bycY+8rGRbBwg5pw2QN58800opZCcnGxclpeXh6effhpt2rRBYGAgfv3rX+P06dN13k9ZWRmSk5Nx9913w8fHB7Gxsdi3b5/ddaqrq2G1WhEWFgYfHx9YLBYcPHiwQY+XA4R02Eg29pGPjWRjH/nYSDYOEHNOGSD79u1DZGQkunXrZgyQ8vJy3HPPPXjmmWdw4MABHDhwAE899RR69uyJa9euae9r+PDh6Nq1K7Zv346jR4/CarWiRYsW+Pbbb43rpKSkIDAwEGlpabDZbIiPj0dYWBjKysrq/Zg5QEiHjWRjH/nYSDb2kY+NZOMAMdfoA+TixYvo1KkTsrKyYLFYjAGyceNGuLu72/0lnTt3DkopZGVlObyviooKeHh44LPPPrO7PCYmBq+99hqA69/9CA0NRUpKivH2yspKBAUFYf78+fV+3BwgpMNGsrGPfGwkG/vIx0aycYCYa/QBMnr0aLzyyisAYDdA1q5dCw8PD1RWVhrXraiogLu7O6xWq8P7Kisrg1IKmzdvtru8T58+sFgsAID8/HwopZCdnW13nWHDhmH06NHax1lZWYkLFy4Y5+TJk1BKoaCgACUlJU47xcXFWLZsGYqLi536fnnY6E457CP/sJHswz7yDxvJPk3Vp6CgAEoplJaWNvTLdadr1AGyfPlyPPDAA/jhhx8A2A+QM2fOoEWLFkhOTsalS5dQXl6OCRMmQCmFl156SXufsbGxsFgsKCoqwtWrV7F06VK4ubmhc+fOAIBdu3ZBKYWioiK7240dOxYDBw7U3q/VaoVSioeHh4eHh4eHh8dlT2Fh4a1+Cd/oGm2AnDx5Eu3atcOXX35pXPbjAQJc/zGse+65B25ubvDw8MCoUaPQo0cPjBs3Tnu/eXl56NevH5RS8PDwQM+ePfH888/j/vvvB/B/A+TUqVN2txszZgwGDRqkvd8bvwNy/vx55Ofno7S01O7yxj6FhYXGfzzOfL88bHSnHPaRf9hI9mEf+YeNZJ+m6lNaWorCwsI6n0stRaMNkNWrVxsjoeYopYyxcfXqVeO633//Pc6fPw8ACAkJwezZs03vv7y83BgZw4cPx+DBgwHc/I9gSXHhguv8/F5zxUaysY98bCQb+8jHRrKxj7lGGyBlZWWw2Wx256c//SlGjRoFm83m8DZbtmyBm5sbjhw5Uu/3c+7cOQQFBeGDDz4A8H9PQp81a5ZxnaqqqgY/Cb2p8D9a+dhINvaRj41kYx/52Eg29jHn1F9EeOOPYH300UfYs2cP8vLysHTpUgQHB2Py5Ml2t4mLi0Nqaqrx5w0bNmD9+vU4duwYNm3ahJiYGPTq1cvulQZSUlIQFBSE9PR02Gw2jBw5ssEvw9tU+B+tfGwkG/vIx0aysY98bCQb+5hr0gHyxz/+ESEhIfD09ESnTp0wZ84cVFdX290mIiLC7lWxVq5ciXvuuQdeXl4IDQ3FhAkTaj3bv+YXEYaGhsLb2xv9+vXTftdFmsrKSlitVrtXByNZ2Eg29pGPjWRjH/nYSDb2MefUAUJERERERM0bBwgRERERETkNBwgRERERETkNBwgRERERETlNow4QR79dPCQkxHh7zZPFw8LC4OPjA4vFgoMHD9Z5n9u3b8eQIUMQFhYGpRRWr15d6zo3c79ERERERNT4Gn2AREdHo7i42Dhnzpwx3p6SkoLAwECkpaXBZrMhPj7e9OVyMzMz8dprryEtLU07QG7mfomIiIiIqPE1+gCJiYlx+LaaXxiYkpJiXFZZWdmgXxjoaIDcjvslIiIiIqLG0egDxM/PD2FhYYiMjER8fDzy8/MBAPn5+VBKITs72+42w4YNw+jRo+t1/44GyM3eb2VlJS5cuGCc8+fPIz8/H6WlpXaX8/Dw8PDw8PDw8Eg7paWlKCwsxLVr1+r1dXRTatQBkpmZiVWrVuHAgQPIysqCxWJBSEgISkpKsGvXLiilUFRUZHebsWPHYuDAgfW6f0cD5Gbv19HzVXh4eHh4eHh4eHhc6RQWFtbzK/Wm49RXwSovL0dISAjmzJljDIVTp07ZXWfMmDEYNGhQve5PKf0Aaej93vgdkJMnT0IphYKCApSUlDjtFBcXY9myZSguLnbq++VhozvlsI/8w0ayD/vIP2wk+zRVn4KCAiilUFpaWs+vzJuO01+Gd8CAAUhMTBT3I1g3unDhApRSuHDhQr1vcztcvnwZGRkZuHz5slPfL9UfG8nGPvKxkWzsIx8bydZUfZrqa9eb4dQBUllZifDwcEyfPt14svisWbOMt1dVVd22J6Hfyv0CHCCkx0aysY98bCQb+8jHRrJxgJhr1AEyZcoUbNu2DceOHcPevXsxZMgQBAYG4vjx4wCuv1xuUFAQ0tPTYbPZMHLkyFovlxsXF4fU1FTjzxcvXkROTg5ycnKglMLcuXORk5ODEydOGNepz/2a4QAhHTaSjX3kYyPZ2Ec+NpKNA8Rcow6Qmt+/4enpifbt2+PZZ5/FoUOHjLfX/MLA0NBQeHt7o1+/frDZbHb3ERERAavVavx569atDp9wk5CQ0KD7NcMBQjpsJBv7yMdGsrGPfGwkGweIOac/B8RVcICQDhvJxj7ysZFs7CMfG8nGAWKOA0SDA4R02Eg29pGPjWRjH/nYSDYOEHMcIBocIKTDRrKxj3xsJBv7yMdGsnGAmOMA0eAAIR02ko195GMj2dhHPjaSjQPEHAeIBgcI6bCRbOwjHxvJxj7ysZFsHCDmOEA0OEBIh41kYx/52Eg29pGPjWTjADHHAaLBAUI6bCQb+8jHRrKxj3xsJBsHiDkOEA0OENJhI9nYRz42ko195GMj2ThAzHGAaHCAkA4bycY+8rGRbOwjHxvJxgFijgNEgwOEdNhINvaRj41kYx/52Eg2DhBzHCAaHCCkw0ayuVqfRYsWQSmFgoKCBt2uqKgIVqsVOTk5jfK4rFYrlFL4/vvvb/t9u0qjiIgIJCQkNPXDcDpX6dOcsZFsHCDmOEA0OEBIh41kc7U+Z86cwZ49e1BZWdmg2+3fvx9KKSxatKhRHhcHCJCdnY28vLymfhhO5yp9mjM2ko0DxBwHiAYHCOmwkWzNpU9jDZCKigpUV1c7bYBcunTptt8/3Zrm8jnkythINg4QcxwgGhwgpMNGsrlanxt/BMtisSA6Ohr79u3Dz372M/j6+qJjx474y1/+gmvXrgEAtm7dCqVUrWO1Wo373b9/P4YOHYpWrVrB29sb3bt3x8qVKx2+740bN+LFF19EmzZtoJTCDz/8YAyQgwcPYsSIEWjRogXatWuHF198EaWlpXb387e//Q2PPvoo2rZtCz8/PzzwwAOYNWtWrQY1H9uWLVvQpUsX+Pr6Ij4+HsD1H3d68sknsW7dOnTv3h0+Pj6IiorCunXrjMcaFRUFPz8/9OzZE/v376/1d7lmzRr06dMHvr6+CAgIwIABA7B792676zTk43L0I1jnz5/H5MmT0bFjR3h5eaFt27b4xS9+gcOHDxvXee+999CtWzf4+/sjICAAXbp0wZ/+9CdH+UVytc+h5oiNZOMAMccBosEBQjpsJJur9XE0QFq3bo1OnTph/vz5yMrKwvjx46GUwpIlSwBc//ep5nZ//vOfsWfPHuzZsweFhYUAgC+++AJeXl549NFHsXLlSmzYsAEvvPBCre+Y1NxHeHg4XnrpJaxfvx6rVq3C1atXjS/Uu3TpgmnTpiErKwtz586Ft7c3XnzxRbuP4dVXX8X777+PDRs24IsvvsA777yDNm3a1LqexWJBcHAw7rrrLowdOxZZWVnYvn07gOtf7Hfo0AEPPPAAli9fjszMTPTu3Ruenp6YNm0a+vbti/T0dKxevRqdO3dGSEgIKioqjPv+5JNPoJTCwIEDkZGRgZUrV+Lhhx+Gl5cXdu7caVyvIR/XjQOkrKwM0dHR8Pf3x+uvv46NGzciLS0NycnJ+OKLLwAAy5cvh1IKkyZNwqZNm7B582bMnz8fSUlJN/FfR9Nwtc+h5oiNZOMAMccBosEBQjpsJJur9XE0QJRS+Pe//213va5du2LQoEHGn+v6EayoqCg89NBDuHLlit3lQ4YMQVhYmPGdlJr3PXr06Fr3UfOF+uzZs+0uHz9+PHx8fFBdXe3w47l27RquXLmCjz/+GB4eHjh37pzxtpqPbePGjbUaRUREwNfXF99++61x2ZdffgmlFMLCwux+VCsjIwNKKaxdu9Z4n+3bt8eDDz5ofGwAcPHiRbRr1w6PPPLITX1cNw6Q119/HUopZGVlOfzYAWDixIlo2bKl9u2uwNU+h5ojNpKNA8QcB4gGBwjpsJFsrtbH0QAJDQ2tdb0RI0YgKirK+LNugBw9ehRKKbz99tu4cuWK3XnvvfeglEJubq7d+16zZk2t91fzhfqRI0fsLp8/fz6UUjh9+rRxWXZ2NoYOHYrg4OBaPxa2d+9e43oWiwWtWrVy2CgiIgKxsbF276uqqgpKKYwcOdLu8q+//hpKKaSmpgIAcnNzHY4KABg3bhzc3d2NAdOQj+vGARIbG4vOnTvXeh8/9vHHH0MphREjRiAjI6NRnkPT2Fztc6g5YiPZOEDMcYBocICQDhvJ5mp9dM8BuVFCQgIiIiKMP+sGyL/+9S+Hzw/58dmxY4fd+963b1+t96d7EvqNj/fEiRPw9/dHjx49sHTpUuzcuRP79+/HvHnzoJTC1q1bjdtaLBZ07dpVO0CefPLJWo9DKYUJEybYXVZQUAClFN566y0AwM6dO6GUwtKlS2vdfsaMGVBKGd9Zqe/HVfOYfjxA7rvvPsTFxdV6Hzf66KOPEBsbCw8PD7i5uaFXr17YtGmT6e2kcLXPoeaIjWTjADHHAaLBAUI6bCSbq/W53QPkyJEjUErhT3/6E/bv3+/wlJWV2b1vR0/oru8X6u+++y6UUjh+/Ljd9RYsWOBwgERHR9/2AXIz3wG5mQFSn++A/Fh5eTkyMzPRs2dPeHl51fo7ksrVPoeaIzaSjQPEHAeIBgcI6bCRbK7W52YHyIEDB6CUwnvvvVfrup06dcLgwYPr/b5vZYD89a9/hVIKxcXFxnWqq6vRq1cvpw2Qa9euITw8HN27d7d7Dkd5eTnatWuHvn37NvjjqnlMjp4DsmXLllqPsy41z1n5/PPPG3S7puJqn0PNERvJxgFijgNEgwOEdNhINlfrc7MD5NKlS/D19UXfvn2xdetW7N+/H0VFRQCuvwqWt7c3Bg4ciGXLlmH79u1YvXo13nzzTfzqV7+q9b5vZYAcPnwYXl5eeOyxx5CZmYn09HQ88cQT6NSpk9MGCPB/r4I1ePBgrFmzBp9++qnxnQdHr4J1MwOk5lWwAgICMHPmTGza9bcD2gAAIABJREFUtAlr1qzB5MmTjVfBGjNmDCZNmoQVK1Zg+/btWLlyJbp3746goCCcOXOm1scnkat9DjVHbCQbB4g5DhANDhDSYSPZXK3PzQ4Q4PpLvkZFRcHT07PW7wH56quvMHz4cLRr1w6enp4IDQ1FXFwc5s+fX+t938oAAYB169YhJiYGPj4+CA8Px+9//3usX7/eqQMEuP6dht69e8PHxwf+/v54/PHHsWvXrpv+uHS/ByQ5ORl33303PD090a5dOzz55JPGk9qXLFmC/v37IyQkBF5eXmjfvj2GDx+OAwcO1PrYpHK1z6HmiI1k4wAxxwGiwQFCOmwkG/vIx0aysY98bCQbB4g5DhANDhDSYSPZ2Ec+NpKNfeRjI9k4QMxxgGhwgJAOG8nGPvKxkWzsIx8bycYBYo4DRIMDhHTYSDb2kY+NZGMf+dhINg4QcxwgGhwgpMNGsrGPfGwkG/vIx0aycYCY4wDR4AAhHTaSjX3kYyPZ2Ec+NpKNA8QcB4gGBwjpsJFs7CMfG8nGPvKxkWwcIOY4QDQ4QEiHjWRjH/nYSDb2kY+NZOMAMccBosEBQjpsJBv7yMdGsrGPfGwkGweIOQ4QDQ4Q0mEj2dhHPjaSjX3kYyPZOEDMcYBocICQDhvJxj7ysZFs7CMfG8nGAWKOA0SDA4R02Eg29pGPjWRjH/nYSDYOEHMcIBocIKTDRrKxj3xsJBv7yMdGsnGAmGvUAWK1WqGUsjshISHG26urq2G1WhEWFgYfHx9YLBYcPHjQ9H7nzZuHyMhIeHt7o0ePHtixY4fd2y0WS633Gx8f36DHzgFCOmwkG/vIx0aysY98bCQbB4i5Rh8g0dHRKC4uNs6ZM2eMt6ekpCAwMBBpaWmw2WyIj49HWFgYysrKtPe5YsUKeHp6YsGCBcjNzUVycjL8/f1x4sQJ4zoWiwVjx461e7+lpaUNeuwcIKTDRrKxj3xsJBv7yMdGsnGAmGv0ARITE+PwbdXV1QgNDUVKSopxWWVlJYKCgjB//nztffbq1QuJiYl2l0VFRWHq1KnGny0WC5KTk2/psXOAkA4bycY+8rGRbOwjHxvJxgFirtEHiJ+fH8LCwhAZGYn4+Hjk5+cDAPLz86GUQnZ2tt1thg0bhtGjRzu8v6qqKnh4eCA9Pd3u8qSkJPTr18/4s8ViQZs2bdC6dWt07doVU6ZMqfO7KsD18XPhwgXjFBYWQimFkpISXL582Wnn0qVLyMjIwKVLl5z6fnnY6E457CP/sJHswz7yDxvJPk3Vp6SkhAMEADIzM7Fq1SocOHAAWVlZsFgsCAkJQUlJCXbt2gWlFIqKiuxuM3bsWAwcONDh/RUVFUEphV27dtld/sYbb6Bz587Gnz/88ENkZWXBZrNh+fLliIyMxIABA+p8rI6er6KUwrJly5CRkcHDw8PDw8PDw8Mj9ixbtowDxJHy8nKEhIRgzpw5xgA5deqU3XXGjBmDQYMGObx9zQDZvXu33eUzZ85Ely5dtO/3P//5D5RS+O9//6u9Dr8DwsNGd8ZhH/mHjWQf9pF/2Ej24XdAzDn9ZXgHDBiAxMTERv0RrBtVV1fD09MTK1asqPfj5HNASIeNZGMf+dhINvaRj41ka6o+fA6IRmVlJcLDwzF9+nTjSeizZs0y3l5VVVWvJ6GPGzfO7rL777/f7knoN7LZbFBKYfv27fV+rBwgpMNGsrGPfGwkG/vIx0aycYCYa9QBMmXKFGzbtg3Hjh3D3r17MWTIEAQGBuL48eMArr8Mb1BQENLT02Gz2TBy5MhaL8MbFxeH1NRU4881L8O7cOFC5Obm4pVXXoG/v79xn3l5eZg+fTr279+PgoICfP7554iKisJDDz2Eq1ev1vuxc4CQDhvJxj7ysZFs7CMfG8nGAWKuUQdIze/18PT0RPv27fHss8/i0KFDxttrfhFhaGgovL290a9fP9hsNrv7iIiIgNVqtbts3rx5iIiIgJeXF3r06GH3nY2TJ0+iX79+CA4OhpeXF+69914kJSXh7NmzDXrsHCCkw0aysY98bCQb+8jHRrJxgJhz+nNAXAUHCOmwkWzsIx8bycY+8rGRbBwg5jhANDhASIeNZGMf+dhINvaRj41k4wAxxwGiwQFCOmwkG/vIx0aysY98bCQbB4g5DhANDhDSYSPZ2Ec+NpKNfeRjI9k4QMxxgGhwgJAOG8nGPvKxkWzsIx8bycYBYo4DRIMDhHTYSDb2kY+NZGMf+dhINg4QcxwgGhwgpMNGsrGPfGwkG/vIx0aycYCY4wDR4AAhHTaSjX3kYyPZ2Ec+NpKNA8QcB4gGBwjpsJFs7CMfG8nGPvKxkWwcIOY4QDQ4QEiHjWRjH/nYSDb2kY+NZOMAMccBosEBQjpsJBv7yMdGsrGPfGwkGweIOQ4QDQ4Q0mEj2dhHPjaSjX3kYyPZOEDMcYBocICQDhvJxj7ysZFs7CMfG8nGAWKOA0SDA4R02Eg29pGPjWRjH/nYSDYOEHMcIBocIKTDRrKxj3xsJBv7yMdGsnGAmOMA0eAAIR02ko195GMj2dhHPjaSjQPEHAeIBgcI6bCRbOwjHxvJxj7ysZFsHCDmOEA0OEBIh41kYx/52Eg29pGPjWTjADHHAaLBAUI6bCQb+8jHRrKxj3xsJBsHiDkOEA0OENJhI9nYRz42ko195GMj2ThAzHGAaHCAkA4bycY+8rGRbOwjHxvJxgFijgNEgwOEdNhINvaRj41kYx/52Eg2DhBzCgBatWrVoBMcHIzjx4839WNvVBwgpMNGsrGPfGwkG/vIx0aycYCYUwDg5uaGd999F4sXLzY9ixYtgq+vL/Lz85v6sTcqDhDSYSPZ2Ec+NpKNfeRjI9k4QMwZA+S7776r940CAgI4QBoJ/1GRj41kYx/52Eg29pGPjWTjADHH54BocICQDhvJxj7ysZFs7CMfG8nGAWKOA0SDA4R02Eg29pGPjWRjH/nYSDYOEHO1Boi7uzsee+wxnD171u7y06dPw93d3WkPrKlxgJAOG8nGPvKxkWzsIx8bycYBYq7WAHFzc0NsbCw6duwIm81mXH769Gm4ubk59cE1JQ4Q0mEj2dhHPjaSjX3kYyPZOEDMOfwOyKlTp5CUlITAwEBkZGQA4HdAnIX/qMjHRrKxj3xsJBv7yMdGsnGAmHP4HZCaV8T64IMP4O3tjRkzZqC4uJgDxAn4j4p8bCQb+8jHRrKxj3xsJBsHiLk6BwgAbN26Fa1bt8aAAQM4QJyA/6jIx0aysY98bCQb+8jHRrJxgJirNUAiIyNRUlJid9nRo0cRFRXFAeIE/EdFPjaSjX3kYyPZ2Ec+NpKNA8RcvV+G94cffsDx48cb87GIwgFCOmwkG/vIx0aysY98bCQbB4i5Rv09IFarFUopuxMSEmK8vbq6GlarFWFhYfDx8YHFYsHBgwdN73fevHmIjIyEt7c3evTogR07dti9vbKyEhMnTkTr1q3h5+eHoUOHorCwsEGPnQOEdNhINvaRj41kYx/52Eg2DhBzxgBp2bIlWrVqZXoawmq1Ijo6GsXFxcY5c+aM8faUlBQEBgYiLS0NNpsN8fHxCAsLQ1lZmfY+V6xYAU9PTyxYsAC5ublITk6Gv78/Tpw4YVwnMTER4eHhyMrKQnZ2Nvr374+YmBhcvXq13o+dA4R02Eg29pGPjWRjH/nYSDYOEHPGAFm8eLFxFi1aBB8fH8yePdvu8sWLFzfozq1WK2JiYhy+rbq6GqGhoUhJSTEuq6ysRFBQEObPn6+9z169eiExMdHusqioKEydOhUAUFpaCk9PT6xYscJ4e1FREdzd3bFhw4Z6P/amilhVVYWVaRkoLa/ApaorPAJPaXkFGwk+7CP/sJHswz7yDxvJPqXlFVi9mgOkLtofwQoICEB+fv4t3bnVaoWfnx/CwsIQGRmJ/4+9cw+rotr//yAhpCllJxWtNpqmqV892dXTSdJMOx218pzSTiZdtLyU1rFfW7MkM81MrY5pmXmpzEt5IUO8oCEqXhMNFG8gCCKKqNwvG9jv3x84w8zesxhQLot8v57n8zwwey5rz3vPzHqv9VlrBg4cqO0zPj4eiqIgKirKsE3//v0xZMgQ0/0VFhbC09MTq1evNiwfPXo0unfvDgDYsmULFEXBxYsXDet07twZEydOrHDZa0vEjJw82OwhDAaDwWAwGIw6GitW0YCUR7UakNDQUKxcuRLR0dEICwtDQEAAmjVrhvT0dERGRkJRFKSkpBi2GTZsGHr37m26v5SUFCiKgsjISMPyKVOm4M477wQA/Pjjj6hfv77bto899hheffVVYVkLCgqQmZmpRXJyMhRFQXp6OhwOR43F+UtZtX7RMBgMBoPBYDCuPFasCkZubm6N1iHT09NpQMzIyclBs2bNMHPmTM2AnDlzxrDO0KFD0adPH9PtVQOyc+dOw/KPPvoI7dq1AyA2IL169cJrr70mLJvZgHlFUbB06VIEBwfXWKxZE4wVqxgMBoPBYDAYdTXWrKm5uqMaS5cupQER0atXLwwfPly6FCxZekByc3MRHFzzrplBjf4sQX3kD2okd1Af+YMayR21pU+d7AF56623DFG/fn28/PLLbsuvhoKCArRs2RKTJk3SBqF/8skn2ueFhYUVGoQ+YsQIw7K77rrLbRD6ihUrtM/PnDlTZwahOxyc2UJ2qJHcUB/5oUZyQ33khxrJTW3pUyfHgDzyyCOW0aNHj0rtfOzYsdi6dStOnjyJ3bt3o2/fvmjUqJH2QsNp06bB19cXq1evRkxMDJ577jm3aXh79uyJ2bNna/+r0/AuWLAAsbGxePPNN9GwYUPDSxKHDx+OW2+9FZs3b0ZUVBR69uzJaXhJlUGN5Ib6yA81khvqIz/USG5oQKyp1hcRqu/18PLyQosWLTBgwAAcPnxY+1x9EWHz5s3h7e2N7t27IyYmxrAPm82GoKAgw7I5c+bAZrOhfv366Nq1KyIiIgyf5+fn4/XXX0eTJk1w/fXXo2/fvkhKSqpU2WlAiAhqJDfUR36okdxQH/mhRnJDA2JNtRqQugwNCBFBjeSG+sgPNZIb6iM/1EhuaECsUYDS8R85OTkV3mjcuHG4cOFCtRVKBmhAiAhqJDfUR36okdxQH/mhRnJDA2KNAgD16tVDWlpahTdq1KhRtcyQJRM0IEQENZIb6iM/1EhuqI/8UCO5oQGxRgEADw8P3HjjjbjpppsqFPXq1aMBqSZ4U5EfaiQ31Ed+qJHcUB/5oUZyQwNijQIAixcvrnRUJmWrLkIDQkRQI7mhPvJDjeSG+sgPNZIbGhBrOAhdAA0IEUGN5Ib6yA81khvqIz/USG5oQKyhARFAA0JEUCO5oT7yQ43khvrIDzWSGxoQa2hABNCAEBHUSG6oj/xQI7mhPvJDjeSGBsQaGhABNCBEBDWSG+ojP9RIbqiP/FAjuaEBsUYBgD/++AMlJSW1XRapoAEhIqiR3FAf+aFGckN95IcayQ0NiDXae0DOnTsHAGjVqhXS09NrtVAyQANCRFAjuaE+8kON5Ib6yA81khsaEGsUAGjSpAl2794NoPSdIJV5KeGfFRoQIoIayQ31kR9qJDfUR36okdzQgFijAMCwYcPg7e0Nf39/1KtXD7fffjtatWplGtcKNCBEBDWSG+ojP9RIbqiP/FAjuaEBsUYbhL5+/XrMnj0bHh4emDx5Mj7//HPTuFagASEiqJHcUB/5oUZyQ33khxrJDQ2INW6zYL344ovIysqqjbJIBQ0IEUGN5Ib6yA81khvqIz/USG5oQKzhNLwCaECICGokN9RHfqiR3FAf+aFGckMDYg0NiAAaECKCGskN9ZEfaiQ31Ed+qJHc0IBYQwMigAaEiKBGckN95IcayQ31kR9qJDc0INbQgAigASEiqJHcUB/5oUZyQ33khxrJDQ2INTQgAmhAiAhqJDfUR36okdxQH/mhRnJDA2INDYgAGhAighrJDfWRH2okN9RHfqiR3NCAWEMDIoAGhIigRnJDfeSHGskN9ZEfaiQ3NCDW0IAIoAEhIqiR3FAf+aFGckN95IcayQ0NiDU0IAJoQIgIaiQ31Ed+qJHcUB/5oUZyQwNiDQ2IABoQIoIayQ31kR9qJDfUR36okdzQgFhDAyKABoSIoEZyQ33khxrJDfWRH2okNzQg1tCACKABISKokdxQH/mhRnJDfeSHGskNDYg1NCACaECICGokN9RHfqiR3FAf+aFGckMDYg0NiAAaECKCGskN9ZEfaiQ31Ed+qJHc0IBYQwMigAaEiKBGckN9jKSnp6NPnz7w8/ND/fr1ceutt2LUqFHl3tsSEhLw8ssvw9/fHz4+PmjdujUmTpyIwsJCbZ3w8HD0798fzZs3R4MGDdClSxcsWbKkQmWy0ujUqVPo27cvGjRogJtvvhlvvPGG27EVRXGLI0eOVPCsVJzAwEA8+eSTbsvVMly6dKnKj1nb8BqSH2okNzQg1tCACKABISKokdxQHyMXL17E3LlzsW/fPiQmJmLz5s1o164dnnvuOeE269evx4svvoiNGzciPj4ev/zyC5o2bYqxY8dq60yZMgXvvfceIiMjERcXhy+++AL16tXD2rVrLctUnkbFxcXo1KkTevTogaioKISFhaFFixZ4/fXXtXXUyv+xY8eQmpqqRXFxcSXPjjU0IERGqJHc0IBYQwMigAaEiKBGclPX9UlPT8fAgQNx4403urXwL1q0qEqO8cUXX+DWW2+t1DbTp09Hq1atyl3niSeewEsvvWRYtnDhQrRv3x7e3t5o164d5syZU65GoaGhqFevHlJSUrRly5Ytg7e3t3Y/vpLKv7rNhg0b8Ne//hU+Pj7o0aMHzp07h9DQULRv3x6NGjXCoEGDkJubq21XUQMSEBBg2iuTkJBQ4TLKQl2/hq4FqJHc0IBYQwMigAaEiKBGclPX9Rk8eDBuu+02bNy4EbGxsRg6dCgURcHs2bMRHx8PAHj88cfRsGHDckNESkoKAgIC8Pzzz1eqXBMmTMA999xT7joPPfSQoZfkm2++gZ+fH1atWoWTJ09i1apVaNKkCb799luhRu+//z46d+5sWHbx4kUoioLffvsNQFnl39/fH82bN0fPnj21z0So2zz44IPYsWMHoqKi0KZNGwQEBKB3796IiorCtm3bcPPNN2PatGnadhU1IBcuXDD0xgwYMADt2rVDXl5eueWSkbp+DV0LUCO5oQGxhgZEAA0IEUGN5KYu65OZmQkPDw8sX75cW1ZUVISWLVti1qxZ2rLTp0/jxIkT5YYrgwYNwvXXXw9FUdCvXz/k5+dXuFxxcXFo3Lgx5s+fL1zn559/Rv369XHo0CFt2W233YalS5ca1ps8eTIefPBBoUbDhg3DY4895ra8fv362r6OHj2Kb775Bvv378fOnTsxYsQIeHh4ICIiQlg+1TBs3rxZW/bxxx9DURTN2AHAa6+9hj59+mj/BwYGwtPT083g+fj4CHthZs2ahRtvvBHHjh0Tlkdm6vI1dK1AjeSGBsQaGhABNCBEBDWSm7qsT1RUFBRFQVJSkmH5008/jRdffPGq9p2amoojR44gODgYHTp0wIgRIyq0XUpKCtq0aYNXXnlFuE54eDgaNmyI7777TluWlpYGRVFw/fXXGyru3t7eaNq0KYKDg9GnTx9teYcOHQCUGpDevXu7HcPLywvLli0TlqFv377o169fuWVUFAVpaWnasoULF6JBgwaG9SZOnIi7775b+z8wMBC9evVyM3hLliwxNSChoaGoX78+Nm7cKCyL7NTla+hagRrJDQ2INTVmQKZOnQpFUTBmzBhtWVxcHJ566in85S9/QaNGjfDMM8/g7Nmz5e4nKysLY8aMwe233w4fHx9069YNe/fuNawTGBjolof7wAMPVKq8NCBEBDWSm7qsT0xMjOm4gf79+xsMwNWkYAHA9u3boSgKzpw5U+56KSkpuPPOO/HCCy+gpKTEdJ2tW7fihhtuwLx58wzLz549C0VRsGTJErfK+7FjxxAcHIyEhARtWWJiIoCKpWCZ8dFHH6F9+/bCz83GjSxatAi+vr6G9YKCgtClSxft/8oMQj98+DAaN25s6K2qi9Tla+hagRrJDQ2INTViQPbu3Qt/f3907txZMyA5OTlo3bo1nn76aURHRyM6OhpPPvkk7rvvPuGDDgCeffZZdOjQAREREThx4gSCgoLQuHFjnD59WlsnMDAQjz/+uCEf98KFC5UqMw0IEUGN5KYu65OXlwcfHx/DdLYOhwMtWrTAjBkztGVXkoKlZ9u2bZYDpE+fPo22bdti0KBBwtml1J6PL7/80vTzli1b4sMPP3RbXpFB6HpztHz5csMgdDP+9a9/oUePHsLPq9uApKeno3Xr1lfdUyUDdfkaulagRnJDA2JNtRuQ7OxstG3bFmFhYQgICNAMyMaNG1GvXj3DSVJbucLCwkz3lZeXB09PT4SEhBiWd+nSBRMmTND+Fz0wKgMNCBFBjeSmruvz9ttvo0WLFli/fj0OHz6MwMBANGnS5Iqne123bh0WLlyImJgYJCQkYN26dejYsSMeeughbZ09e/agXbt2WkOOmnbVs2dPnD592tCYoxIeHo4GDRpg/Pjxwsae+fPn4/rrr8fnn3+OY8eOITo6GgsXLsT06dMtp+F99NFHERUVhc2bN+PWW281TMP72WefYc2aNTh+/DgOHTqEcePGQVEUrFq1SngeqtuAdO/eHR07dkRiYmK1Tw1c3dT1a+hagBrJDQ2INdVuQIYMGYI333wTAAwGZO3atfD09ERBQYG2bl5eHurVq4egoCDTfWVlZbkNIgSABx98EAEBAdr/gYGB8PX1xS233IK2bdti6NChOHfuXLnlLCgoQGZmphbJyclQFAXp6elwOBw1Frm5uQgODkZubm6NHpdBjf4sUdf1ycnJwejRo3HLLbfA29sbf/vb37Br164r3t+mTZvw4IMPwtfXFz4+PmjTpg3efvttpKWlaeuEhYVBURQcP34cDocD3377remUsoqiaNu88MILpp93797dcPzvvvsOXbp0Qf369XHTTTfh4YcfxrJly8rVKC4uDk888QSuv/56NGnSBCNHjkR2drb2+dSpU3HHHXfAx8cHN910Ex566CH88ssv5Z4H9Tvqv/e3334LX19fw3rvvfceOnfubPie/fr1s9yf6Hyp57QuRV2/hq6FoEZyR23pk56eTgMClM7d3qlTJ222Fb0BSUtLQ+PGjTFmzBjk5uYiJycHo0aNgqIoePXVV4X77NatGwICApCSkoLi4mL88MMP8PDwwJ133qmts3z5coSEhCAmJgZr165Fly5d0LFjR4PZcSUoKMj04bF06VIEBwczGAwGg8FgMBjSxtKlS2lAkpKS0LRpUxw8eFBbpjcgQGkaVuvWreHh4QFPT08MHjwYXbt2LXd2lri4OHTv3h2KosDT0xP33Xcfnn/+edx1113Cbc6cOQMvL69yu+fZA8KgRn+OoD7yBzWSO6iP/EGN5A72gFhTbQZkzZo1mklQQ1EUzWzo82LPnz+v5dE2a9YM06dPt9x/Tk6ONkjx2WefxRNPPFHu+m3atDG8XMoKjgEhIqiR3FAf+aFGckN95IcayU1t6cMxICgdrxETE2OIe++9F4MHD0ZMTIzpNlu2bIGHhweOHj1a4eNcvHgRvr6+blNA6klPT4e3t7dhjnoraECICGokN9RHfqiR3FAf+aFGckMDYk2NvojQNQVr4cKF2LVrF+Li4vDDDz+gSZMm+O9//2vYpmfPnpg9e7b2/4YNG7B+/XqcPHkSmzZtQpcuXXD//fdrImdnZ2Ps2LHYuXMnEhISEB4ejm7duqFly5bIysqqcFlpQIgIaiQ31Ed+qJHcUB/5oUZyQwNiTa0aELvdjmbNmsHLywtt27bFzJkz4XQ6DdvYbDbDrFgrVqxA69atUb9+fTRv3hyjRo1CRkaG9nleXh569+6NW265BV5eXrj99tsRGBjo9mZhK2hAiAhqJDfUR36okdxQH/mhRnJDA2JNjRqQugQNCBFBjeSG+sgPNZIb6iM/1EhuaECsoQERQANCRFAjuaE+8kON5Ib6yA81khsaEGtoQATQgBAR1EhuqI/8UCO5oT7yQ43khgbEGhoQATQgRAQ1khvqIz/USG6oj/xQI7mhAbGGBkQADQgRQY3khvrIDzWSG+ojP9RIbmhArKEBEUADQkRQI7mhPvJDjeSG+sgPNZIbGhBraEAE0IAQEdRIbqiP/FAjuaE+8kON5IYGxBoaEAE0IEQENZIb6iM/1EhuqI/8UCO5oQGxhgZEAA0IEUGN5Ib6yA81khvqIz/USG5oQKyhARFAA0JEUCO5oT7yQ43khvrIDzWSGxoQa2hABNCAEBHUSG6oj/xQI7mhPvJDjeSGBsQaGhABNCBEBDWSmz+LPvPmzcOjjz6Kzp07o3fv3rhw4cIV7SciIgJ9+/aFn58fFEXBmjVrKrTd1q1b0bVrV3h7e6NVq1b46quvhOtOnToViqJgzJgxFdp3eRodOnQIAwYMgM1mg6Io+Oyzz0yPd++99+KGG27ALbfcgieffBJHjx6t0LEri+icBQYG4sknn6zQPv79738jICAAbdq0wdSpU6u6iFXOn+Ua+jNDjeSGBsQaGhABNCBEBDWSmz+LPgUFBdrfjz76KEJDQ69oP6GhoZgwYQJWrVpVYQNy8uRJNGjQAGPGjEFsbCzmz58PLy8vrFy50m3dvXv3wt/fH507d64SA7J37168/fbbWLZsGZo3b25qQPr06YNFixbh0KFDOHjwIP75z3/i9ttvR05OToWOXxmqwoCoWiYnJ6Np06ZVWr7q4M9yDf2ZoUZyQwNiDQ2IABoQIoIayU1d0Sc9PR0DBw7EjTfeCEVRDLFo0SJtvQULFmDQoEFwOp1XfcyKGpB33nkH7du3Nyx77bXX8OCDDxqWZWff8QfeAAAgAElEQVRno23btggLC0NAQICbAcnIyMCwYcNwyy23oFGjRujRowcOHjxYYY1sNpupAXElLS0NiqIgIiJCuI5qGKZMmYKmTZvC19cXH3zwAYqKivD222/jpptuQsuWLbFgwQLDdhUxIAkJCW4aKoqCgIAAbf3c3Fw89dRTWL16teX3qW3qyjV0LUON5IYGxBoaEAE0IEQENZKbuqLP4MGDcdttt2Hjxo2IjY3F0KFDoSgKZs+ejfj4eBQWFmL06NEYN24ciouLte22bduGhg0blhtTpkwxPWZFDcjDDz+M0aNHG5atXr0a1113neG8DhkyBG+++SYAuBkQp9OJhx56CP369cO+fftw/PhxjB07FjfffDPOnj1bpQbkxIkTUBQFMTExwnUCAwPRqFEjjBo1CkePHsWCBQugKAr69OmDKVOm4Pjx45g8eTK8vLyQlJSkbVcRA1JcXIzU1FQtDhw4gJtvvhnvv/8+AODo0aPo1asXwsPDLb+LDNSVa+hahhrJDQ2INTQgAmhAiAhqJDd1QZ/MzEx4eHhg+fLl2rKioiK0bNkSs2bNAgCMHj0avr6+eOCBB/DAAw/g559/BgDk5eXhxIkT5YZovEhFDUjbtm3dTExkZCQURcGZM2cAAMuWLUOnTp2Qn58PwN2AbNmyBY0bNzakkgHAHXfcgblz51aZAXE6nejXrx/+/ve/l7teYGAgbDYbSkpKtGXt2rXDww8/rP1fXFyMhg0bYtmyZdoyRVHg4+PjZvKuu+460xSs/Px8PPDAA+jbt692rMaNG6NNmzaalnl5eeWWtbapC9fQtQ41khsaEGtoQATQgBAR1Ehu6oI+UVFRUBTF0NIOAE8//TRefPHFajtuZQyI62DpHTt2QFEUpKamIikpCU2bNsXBgwe1z10NyPTp01GvXj23inu9evUwduxYzJ8/37LXpiIGZOTIkbDZbEhOTi53vcDAQDzxxBOGZd27d8fIkSMNy26//XZ88cUX2v+KouCrr75yM3kDBgwwNSD/+c9/0KFDB2RlZZVbHpmpC9fQtQ41khsaEGtoQATQgBAR1Ehu6oI+MTExUBQFCQkJhuX9+/fHK6+8Uu62MqRgrVmzBoqiwNPTUwtFUeDh4QFPT08UFxdj2rRpaNmypWkPzZkzZ7Bq1SrExsaW22tjZUBef/113HrrrTh58qTldzIbNG42bsX1mJUZhD558mQ0adIEcXFxluWRmbpwDV3rUCO5oQGxhgZEAA0IEUGN5KYu6JOXlwcfHx8sWbJEW+ZwONCiRQvMmDHDctvqTsF65513cNdddxmWDR8+XBuEnpWVhZiYGEPce++9GDx4sDYOY9OmTfD09HQzWep3vZoULKfTiVGjRqFFixY4fvy45fcBqt+ArFy5El5eXti8eXOFyiMzdeEautahRnJDA2INDYgAGhAighrJTV3R5+2330aLFi2wfv16HD58GIGBgWjSpAkuXbpUpcfJzs7GgQMHcODAASiKglmzZuHAgQM4deqUts64cePwwgsvaP+r0/C+9dZbiI2NxYIFC4TT8KqYDUL/+9//ji5dumDDhg1ISEhAZGQkJkyYgF27dgk1Kiws1Mrr5+eHt99+GwcOHMCJEye0dUaMGAFfX19s3brVMPi7vLEV1WlAYmJi0KBBA7z33nuG8lzpu1tqm7pyDV3LUCO5oQGxhgZEAA0IEUGN5Kau6FNYWIg333wTt9xyC7y9vfHQQw9h3759VX6c8PBw0yliAwMDtXUCAwMNU8YCpS8ivPvuu1G/fn34+/uX+yJCwLwyn5WVhTfeeAMtWrSAl5cXbrvtNjz//POIj48XalSRKW3NPnedvtiV6jQgixYtsixzXaKuXEPXMtRIbmhArKEBEUADQkRQI7mhPvJDjeSG+sgPNZIbGhBraEAE0IAQEdRIbqiP/FAjuaE+8kON5IYGxBoaEAE0IEQENZIb6iM/1EhuqI/8UCO5oQGxhgZEAA0IEUGN5Ib6yA81khvqIz/USG5oQKyhARFAA0JEUCO5oT7yQ43khvrIDzWSGxoQa2hABNCAEBHUSG6oj/xQI7mhPvJDjeSGBsQaGhABNCBEBDWSG+ojP9RIbqiP/FAjuaEBsYYGRAANCBFBjeSG+sgPNZIb6iM/1EhuaECsoQERQANCRFAjuaE+8kON5Ib6yA81khsaEGtoQATQgBAR1EhuqI/8UCO5oT7yQ43khgbEGhoQATQgRAQ1khvqIz/USG6oj/xQI7mhAbGGBkQADQgRQY3khvrIDzWSG+ojP9RIbmhArKEBEUADQkRQI7mhPvJDjeSG+sgPNZIbGhBrasyATJ06FYqiYMyYMdqyuLg4PPXUU/jLX/6CRo0a4ZlnnsHZs2fL3U9WVhbGjBmD22+/HT4+PujWrRv27t1rWMfpdCIoKAh+fn7w8fFBQEAADh06VKny0oAQEdRIbqiP/FAjuaE+8kON5IYGxJoaMSB79+6Fv78/OnfurBmQnJwctG7dGk8//TSio6MRHR2NJ598Evfddx9KSkqE+3r22WfRoUMHRERE4MSJEwgKCkLjxo1x+vRpbZ1p06ahUaNGWLVqFWJiYjBw4ED4+fkhKyurwmWmASEiqJHcUB/5oUZyQ33khxrJDQ2INdVuQLKzs9G2bVuEhYUhICBAMyAbN25EvXr1DCfp4sWLUBQFYWFhpvvKy8uDp6cnQkJCDMu7dOmCCRMmACjt/WjevDmmTZumfV5QUABfX198/fXXFS43DQgRQY3khvrIDzWSG+ojP9RIbmhArKl2AzJkyBC8+eabAGAwIGvXroWnpycKCgq0dfPy8lCvXj0EBQWZ7isrKwuKomDz5s2G5Q8++CACAgIAAPHx8VAUBVFRUYZ1+vfvjyFDhlS43DQgRAQ1khvqIz/USG6oj/xQI7mhAbGmWg3IsmXL0KlTJ+Tn5wMwGpC0tDQ0btwYY8aMQW5uLnJycjBq1CgoioJXX31VuM9u3bohICAAKSkpKC4uxg8//AAPDw/ceeedAIDIyEgoioKUlBTDdsOGDUPv3r2F+y0oKEBmZqYWSUlJUBQFCQkJSE9Pr7FITU3F0qVLkZqaWqPHZVCjP0tQH/mDGskd1Ef+oEZyR23pk5CQAEVRkJGRcbVV+Gqn2gxIUlISmjZtioMHD2rL9AYEKE3Dat26NTw8PODp6YnBgweja9euGDFihHC/cXFx6N69OxRFgaenJ+677z48//zzuOuuuwCUGZAzZ84Yths6dCj69Okj3G9QUBAURWEwGAwGg8FgMOpsJCcnX2n1vcaoNgOyZs0aKEqpSVBDURTNbBQXF2vrnj9/HpcuXQIANGvWDNOnT7fcf05OjmYynn32WTzxxBMArjwFy7UH5NKlS4iPj0dGRoZheXVHcnKy9uOpyeMyqNGfJaiP/EGN5A7qI39QI7mjtvTJyMhAcnJyuZM5yUK1GZCsrCzExMQY4t5778XgwYMRExNjus2WLVvg4eGBo0ePVvg4Fy9ehK+vL+bNmwegbBD6J598oq1TWFhY6UHotUVmZt3J37tWoUZyQ33khxrJDfWRH2okN9THmhp9EaFrCtbChQuxa9cuxMXF4YcffkCTJk3w3//+17BNz549MXv2bO3/DRs2YP369Th58iQ2bdqELl264P777zcM9Jk2bRp8fX2xevVqxMTE4Lnnnqv0NLy1BX+08kON5Ib6yA81khvqIz/USG6ojzW1akDsdjuaNWsGLy8vtG3bFjNnzoTT6TRsY7PZDLNirVixAq1bt0b9+vXRvHlzjBo1ym2wjfoiwubNm8Pb2xvdu3cX9rrIBn+08kON5Ib6yA81khvqIz/USG6ojzU1akCINQUFBQgKCjJMT0zkghrJDfWRH2okN9RHfqiR3FAfa2hACCGEEEIIITUGDQghhBBCCCGkxqABIYQQQgghhNQY1WpAzF7u16xZM+1zdbC4n58ffHx8EBAQgEOHDpW7z4iICPTt2xd+fn5QFAVr1qxxW+dK9ksIIYQQQgipfqrdgHTs2BGpqalapKWlaZ9PmzYNjRo1wqpVqxATE4OBAwdaTpcbGhqKCRMmYNWqVUIDciX7JYQQQgghhFQ/1W5AunTpYvqZ+sLAadOmacsKCgoq9cJAMwNSFfslhBBCCCGEVA/VbkAaNGgAPz8/+Pv7Y+DAgYiPjwcAxMfHQ1EUREVFGbbp378/hgwZUqH9mxmQqtgvIYQQQgghpHqoVgMSGhqKlStXIjo6GmFhYQgICECzZs2Qnp6OyMhIKIqClJQUwzbDhg1D7969K7R/MwNypfstKChAZmamFpcuXUJ8fDwyMjIMyxkMBoPBYDAYDNkiIyMDycnJKCkpqWBNvfao0VmwcnJy0KxZM8ycOVMzCmfOnDGsM3ToUPTp06dC+yvPgFR2v2YD5hkMBoPBYDAYjLoUycnJFayZ1x41Pg1vr169MHz4cOlSsFx7QJKSkqAoChISEpCenl5jkZqaiqVLlyI1NbVGj8ugRn+WoD7yBzWSO6iP/EGN5I7a0ichIQGKoiAjI6OCtfLao0YNSEFBAVq2bIlJkyZpg8U/+eQT7fPCwsIqG4R+NfsFgMzMTCiKgszMzApvUxU4HA4EBwfD4XDU6HFJxaFGckN95IcayQ31kR9qJDe1pU9t1V2vhGo1IGPHjsXWrVtx8uRJ7N69G3379kWjRo2QmJgIoHS6XF9fX6xevRoxMTF47rnn3KbL7dmzJ2bPnq39n52djQMHDuDAgQNQFAWzZs3CgQMHcOrUKW2diuzXChoQIoIayQ31kR9qJDfUR36okdzQgFhTrQZEff+Gl5cXWrRogQEDBuDw4cPa5+oLA5s3bw5vb290794dMTExhn3YbDYEBQVp/4eHh5vmuwUGBlZqv1bQgBAR1EhuqI/8UCO5oT7yQ43khgbEmhofA1JXoAEhIqiR3FAf+aFGckN95IcayQ0NiDU0IAJoQIgIaiQ31Ed+qJHcUB/5oUZyQwNiDQ2IABoQIoIayQ31kR9qJDfUR36okdzQgFhDAyKABoSIoEZyQ33khxrJDfWRH2okNzQg1tCACKABISKokdxQH/mhRnJDfeSHGskNDYg1NCACaECICGokN9RHfqiR3FAf+aFGckMDYg0NiAAaECKCGskN9ZEfaiQ31Ed+qJHc0IBYQwMigAaEiKBGckN95IcayQ31kR9qJDc0INbQgAigASEiqJHcUB/5oUZyQ33khxrJDQ2INTQgAmhAiAhqJDfUR36okdxQH/mhRnJDA2INDYgAGhAighrJDfWRH2okN9RHfqiR3NCAWEMDIoAGhIigRnJDfeSne/fu6NixIzWSFF5D8kON5IYGxBoaEAE0IEQENZIb6iM/Bw8exOzZs6mRpPAakh9qJDc0INbQgAigASEiqJHcUB/5oUZyQ33khxrJDQ2INTQgAmhAiAhqJDfUp+oJCgqCoig4dOgQBg0ahMaNG6Np06Z46aWXkJGRoa2Xn5+PcePGwd/fH15eXmjRogVGjhyJS5cuGfZnloI1d+5cdO7cGQ0bNsQNN9yAdu3aYfz48YbtUlNT8eqrr6Jly5bw8vKCv78/PvjgAxQVFVXvCbjG4DUkP9RIbmhArKEBEUADQkRQI7mhPlWPakDatWuHiRMnIiwsDLNmzYK3tzdeeuklAIDT6USfPn1w3XXX4f3338emTZswY8YMNGzYEHfffTcKCgq0/bkakGXLlkFRFLzxxhvYtGkTNm/ejK+//hqjR4/WtklNTcVtt90Gm82GefPmYfPmzZg8eTK8vb3x4osv1uwJ+ZPDa0h+qJHc0IBYQwMigAaEiKBGckN9qh7VgEyfPt2wfOTIkfDx8YHT6cSGDRtM11mxYgUURcE333yjLXM1IK+//jpuvPHGcsvw2muv4YYbbsCpU6cMy2fMmAFFUXD48OGr+YpEB68h+aFGckMDYg0NiAAaECKCGskN9al6VANy9OhRw/Kvv/4aiqLg7NmzeOedd6AoCtLS0gzrOJ1ONGzYEAMHDtSWuRqQ77//HoqiYNCgQQgODsb58+fdytCyZUv069cPRUVFhjh8+DAURcHcuXOr4Ztfm/Aakh9qJDc0INbQgAigASEiqJHcUJ+qRzUgrsZg0aJFUBQFCQkJeOWVV3DdddeZbn/HHXegV69e2v9mY0AWLlyIbt26wdPTEx4eHrj//vuxadMm7fPrrrsOiqII48MPP6zib33twmtIfqiR3NCAWEMDIoAGhIigRnJDfaqeihgQqx6QQYMGacvKew9ITk4OQkNDcd9996F+/fpITEwEADRv3hy9e/fGvn37TCMlJaUavvm1Ca8h+aFGckMDYg0NiAAaECKCGskN9al6KmJANm7cCEVRMGvWLMM6P//8MxRFwfz587VlFXkRYXBwMBRFwbp16wAAQ4cORYsWLXDx4sUq/GbEDF5D8kON5IYGxBoaEAE0IEQENZIb6lP1VMSAqLNgeXl54YMPPkBYWBhmzpyJG264wXIWrKFDh+KNN97A8uXLERERgRUrVuCvf/0rfH19tR6VM2fOwGazoX379pg7dy62bNmCdevWYc6cOfjnP/+J5OTkmjshf3J4DckPNZIbGhBraEAE0IAQEdRIbqhP1VMRAwKUvgfEbrfDZrPBy8sLfn5+GDFihOV7QL777jv06NEDzZo1Q/369dGiRQs8++yziI6ONmx3/vx5jB49Gq1atYKXlxeaNGmCe+65BxMmTEBOTk71nYBrDF5D8kON5IYGxBoaEAE0IEQENZIb6iM/1EhuqI/8UCO5oQGxhgZEAA0IEUGN5Ib6yA81khvqIz/USG5oQKyhARFAA0JEUCO5oT7yQ43khvrIDzWSGxoQa2hABNCAEBHUSG6oj/xQI7mhPvJDjeSGBsQaGhABNCBEBDWSG+ojP9RIbqiP/FAjuaEBsYYGRAANCBFBjeSG+sgPNZIb6iM/1EhuaECsoQERQANCRFAjuaE+8kON5Ib6yA81khsaEGtoQATQgBAR1EhuqI/8UCO5oT7yQ43khgbEGhoQATQgRAQ1khvqIz/USG6oj/xQI7mhAbGGBkQADQgRQY3khvrIDzWSG+ojP9RIbmhArKEBEUADQkRQI7mhPvJDjeSG+sgPNZIbGhBraEAE0IAQEdRIbqiP/FAjuaE+8kON5IYGxJpqNSBBQUFQFMUQzZo10z53Op0ICgqCn58ffHx8EBAQgEOHDlnud86cOfD394e3tze6du2Kbdu2GT4PCAhwO+7AgQMrVXYaECKCGskN9ZEfaiQ31Ed+qJHc0IBYU+0GpGPHjkhNTdUiLS1N+3zatGlo1KgRVq1ahZiYGAwcOBB+fn7IysoS7nP58uXw8vLC/PnzERsbizFjxqBhw4Y4deqUtk5AQACGDRtmOG5GRkalyk4DQkRQI7mhPvJDjeSG+sgPNZIbGhBrqt2AdOnSxfQzp9OJ5s2bY9q0adqygoIC+Pr64uuvvxbu8/7778fw4cMNy9q3b49x48Zp/wcEBGDMmDFXVXYaECKCGskN9ZEfaiQ31Ed+qJHc0IBYU+0GpEGDBvDz84O/vz8GDhyI+Ph4AEB8fDwURUFUVJRhm/79+2PIkCGm+yssLISnpydWr15tWD569Gh0795d+z8gIAB/+ctfcPPNN6NDhw4YO3Zsub0qQKn5yczM1CI5ORmKoiA9PR0Oh6PGIjc3F8HBwcjNza3R4zKo0Z8lqI/8QY3kDuojf1AjuaO29ElPT6cBAYDQ0FCsXLkS0dHRCAsLQ0BAAJo1a4b09HRERkZCURSkpKQYthk2bBh69+5tur+UlBQoioLIyEjD8ilTpuDOO+/U/v/mm28QFhaGmJgYLFu2DP7+/ujVq1e5ZTUbr6IoCpYuXYrg4GAGg8FgMBgMBkPaWLp0KQ2IGTk5OWjWrBlmzpypGZAzZ84Y1hk6dCj69Oljur1qQHbu3GlY/tFHH6Fdu3bC4/7+++9QFAX79+8XrsMeEAY1+nME9ZE/qJHcQX3kD2okd7AHxJoan4a3V69eGD58eLWmYLnidDrh5eWF5cuXV7icHANCRFAjuaE+8kON5Ib6yA81kpva0odjQAQUFBSgZcuWmDRpkjYI/ZNPPtE+LywsrNAg9BEjRhiW3XXXXYZB6K7ExMRAURRERERUuKw0IEQENZIb6iM/1EhuqI/8UCO5oQGxploNyNixY7F161acPHkSu3fvRt++fdGoUSMkJiYCKJ2G19fXF6tXr0ZMTAyee+45t2l4e/bsidmzZ2v/q9PwLliwALGxsXjzzTfRsGFDbZ9xcXGYNGkS9u3bh4SEBKxbtw7t27fH3XffjeLi4gqXnQaEiKBGckN95IcayQ31kR9qJDc0INZUqwFR3+vh5eWFFi1aYMCAATh8+LD2ufoiwubNm8Pb2xvdu3dHTEyMYR82mw1BQUGGZXPmzIHNZkP9+vXRtWtXQ89GUlISunfvjiZNmqB+/fq44447MHr0aFy4cKFSZacBISKokdxQH/mhRnJDfeSHGskNDYg1NT4GpK5AA0JEUCO5oT7yQ43khvrIDzWSGxoQa2hABNCAEBHUSG6oj/xQI7mhPvJDjeSGBsQaGhABNCBEBDWSG+ojP9RIbqiP/FAjuaEBsYYGRAANCBFBjeSG+sgPNZIb6iM/1EhuaECsoQERQANCRFAjuaE+8kON5Ib6yA81khsaEGtoQATQgBAR1EhuqI/8UCO5oT7yQ43khgbEGhoQATQgRAQ1khvqIz/USG6oj/xQI7mhAbGGBkQADQgRQY3khvrIDzWSG+ojP9RIbmhArKEBEUADQkRQI7mhPvJDjeSG+sgPNZIbGhBraEAE0IAQEdRIbqiP/FAjuaE+8kON5IYGxBoaEAE0IEQENZIb6iM/1EhuqI/8UCO5oQGxhgZEAA0IEUGN5Ib6yA81khvqIz/USG5oQKyhARFAA0JEUCO5oT7yQ43khvrIDzWSGxoQa2hABNCAEBHUSG6oj/xQI7mhPvJDjeSGBsQaGhABNCBEBDWSG+ojP9RIbkT67D91Ef2/3IF9CRdqqWREhdeQ3NCAWEMDIoAGhIigRnJDfcpYtucUJv96GE6ns7aLYoAayY1In7veXw+bPQTt3gutpZIRFV5DckMDYg0NiAAaECKCGskN9Snjr5M2wmYPwdHUrNouigFqJDcifWz2EC1I7cJrSG5oQKyhARFAA0JEUKOqJa+wuEr3N3vzMfxt0q9Iy8it0v3WRe4Yvw42ewi2HU+r7aIY4DUkNzQg8sNrSG5oQKyhARFAA0JEUKOq45P1R2CzhyDq1MUq26daQZq58UiV7bMu4igu0c7Fqv3JpuuUlDhx4lzWFaVojV8djQFzI+EoLql82XgNSQ0NiPzIeg2lZxdgTdRp5DuqtmHpSknLKkBGXs2fIxoQa2hABNCAEBHUqOpQKzPPfLWzyvc5fX1sle2zLpKR59DOxddb40zXmRoaC5s9BLO3HK/Uvp1Op7bvHSfOV7psvIbkhgZEfmS9hp75eids9hBM/vVwbRcFWfmOWvu90oBYQwMigAaEiKBGVYf6cPjX3Mgq2Z++YvxF2NEq2Wdd5WxmvnYuPgoxrwxcaYVSb24i42hA/myY6VNS4qQBkQhZryH199F2Qu1PVPB74kWtPMUlNTsRBw2INTQgAmhAiAhqVHWoD4en5+yokv3lFBRp+/wqvHKt+n82Es7naOdizLIo03WutEIZn5atbRdxrPLjS3gNyY2ZPhdyCg2/l6qaWc3pdNZKikxdR9ZrSCaTui/hglaW3MKiGj02DYg1CgDcdNNNlYomTZogMTGxtsterdCAkOISJ6KTM1DkkuNOjaoO9eHQ/8uqMSCnL+Vp+5z727VtQA6nZGrn4j/zd5muc6WVBf2DPTT6TKXLxmtIbsz0OX42y/B7ycqvGu1mbTom5UQJsiPrNSSTAdkVn66V5UJOYY0emwbEGgUAPDw88MUXX2Dx4sWWsWjRIlx//fWIj4+v7bJXKzQgf17i0rIRczrDcr2ZG4+apq/IpNGJc1lYuucUSmq4e7mqUB8O/WZvr5L9HUrJ0PY56xofhK5PP+g9K8J0nSutLKyPSdW2W7EvqdJlk+kaIu6Y6bMzLt3we0m+ePWzzBXpJkp4ZfHeq97ftYSs15D+N1LTaU+u/Hb0nFaW05fyavTYNCDWaAbk3LlzFd7ohhtuoAGpJir6o004n+PWMn8tEHM6Ax+HHkFOwZV1p+rHCFy0aBERVc5kuvFfTSWwttFr8cQX26pkn5Enzmv7nCoY93CtsP142bm4+8NNputcqQH5cfcpbbuFO05WumwyXUPEHTN9fv0jxfB7qUgjjhXhugripLV183qtrZd8Vsc1VFRcgpW/J1+VuWz7bmiVmtSrIeSPM1pZ4tKya/TYNCDWcAyIAJkNiNr6OHLJfszadAwHki7VYAlrF/VmEvTLoSvaPrewbIxA7JnytW19+R0KdcGAvLX8QG0XpdLkO4q18j/+edUYkNDosgfO+2uiq2SfdZVNh88aKoxm0+VeqQH53+bj2naVnUELkOsaIu6Y6bM4MsHwe4m8gtnPXPl/Px/U9jd+dd27XlftT0aXSRuxKz69xo9dHdeQes8Y9t2+K9pef0+/0gkqqpIVe5O0shxKuXrDXBloQKyhAREgswF5as4Ow0UuQ65lTWGVUmL1TgL9zEBHUsvXtvMHG+uMAXljqfkgY5k5n12glf+xWVtN13E6nYiMO1/hQapL95S1zL/9U90zZVVJ8IHThntEaka+2zpXeg8J+uVQWU9TaOWnO5bpGvozU1LiRGj0GVzKrVz+u5k+akqqGuuuYOyPK//+KrJO38PUsveaaX7/ErH/1EXsTbhwVceujmvo+12JV/R9VM7pnq82ewiW7TlVZWW7EhbuOKmV5ffEqzvflYUGxBo3A1KvXj088sgjuHDBKNbZs2dRr169Gt/RceMAACAASURBVCtYbVPbBmTZ7gT883/bkGKSt/jSor1uBiQ9u6DKy+J0OvHTviScOJd11ftKvpiL0cuiEJ18da0Q6vd9cOpmt3EPB5Muoe2EUHz52wnh9ifOlQ2kVHuOfk+8gLnhcW4pbQ9N26Ktq+9ml6XypO/NGbHk96ve30/7kso9d1VB0oVc7DlZem85lZ6rlf9vH28xXX/b8TTY7CHo+uGmCpmQueFx2j5HVcE5kYmComJsPJSKTN3gX6fTiZW/J5v25i3fe8pwjzBLmTEzILmFRfhg7aFyK0ivL43StptwBT1NVtfQ5F8P48WFe67JNNOqRE1BufejsAqnChWXOJFfUOimz4Q10Ybfy9IqqFz+/ZOye+zLi6puDIjT6bziNN3KoJa9z2fmDWJm6O/b5zLLGgUu5hRifyVeyFodz6GvtpbePzsFbbii7V0nKpi5sXanQv/ytxNaWSryvqLjZ7MQ9Mshgy4qhUUlmBoaW+FeHRoQa9wMiIeHB7p164ZWrVohJiZGW3727Fl4eHjUaOFqk9o2IFpqzQr3Vty3VhxwMyAhf1x9a5QrvxxMcaucXCnPfbMLNnsIOk4s/8b2v83HMTfc/KVpgLHC1OH99dgZl47o5AwETP+tQq25+oG56o1EzVn9dIPxZtnnswhtXf14kaq+sVzJm6SB0sq8Wr7B3+6+qjLoB4OeOFd9ubLqMY6mZhlmaRI98L7eWmYoxv500HL/6ov1bPYQvLJoT1UXv1ZRv9sLC8q+V8SxNOFvXt/6Z7OH4LcjxnF+BUXGdImCotI3F8/QtXSLUK9nmz0Eb15B+p/D4cDK1cF4aeEeN9OrHxu0tQJT/CZfzMWIJb9j/6mLSMsqwD//tw3f7UyodJlkZuuxNGw4lFrp7d5bE6Ody/Ux7tt/+OthfBRy2GBORv24H50/2IAlPxvvcaOXRRl+L6736ax8B3rMCK9weqzT6UTbCWXjBZ75uupeRjp1XSzavhuKg1eRnnwxpxBpWeKGPf20xGb33/TsAjzxxTa3l4Dqn0HL95aZuH98vg02ewh2xqUjp6AIu+PTyx3EXR0V3E83lF37V2Lg9LPj2ewheG9NjOU2xSXOcr9nTkEREs7nVLosADBt/RGtLJtjz1qu/39BG2Czh+DV791T0PQNOhWBBsQa0x6QM2fOYPTo0WjUqBGCg4MBsAekpnA1IGYt2/r0h8q2QsaczsD8bfFuF3xWvgNL95wyVLTHrYqu1AVnRm5hEX7+PblC5iAtqywlRzRgzPV7P/75Njw6c6vbchH6QY9bjpw17LP1+HWGdXvMCNc+O5xS9juoyhtLZNx53DkhFN/vMk5rne8otjQmUafKHmSiFKaKojcz5bV8X82AS33FcuXvyYaHlf848/cKfPjrYW2dRwVpAUkXcrVeOvvKP7T1//ON+dSzFWXtwRT8+kfKVe3jSjmUkoGpobGGqU7bv7fe7ff97fYyk+F6/uaEnzBcEyv2lk5UsOFQKgZ/u9tgAG32EJy/3Iv62ve/W15HenP+yuLK54s7HA7M+L7sPqdv+dW3EK/8Pdl0+6x8B1bsS0K+oxj3fRQGmz0EPWaEY9Law5ZlB0pfpLj1WBqOpl597251oz8faivu3PA4/GtupGUlcYzONLhWkvXpqMEHTgMATureHTN54S+Ge5za895xYmkl7eNQ4yxzq/YnG36LZzPzy+2Zv+jyXpF/VNE4MKDsnt59+m9XtH1JiRP3TN4Em720p3xnXDqmhsbi4U9+w8WcQrfexWcvmyf9c3VeRJzhfKh8t7NsLE23qZtxJDXTcG/874qD2rlesF08wcPVPocu5RZi4Y6Tht+Qvm5xJYO2N8cax52N+nF/uevnFBSh29TNePLLHch3lDaA/J54EZsOl5mFZ74qfbO61ZhNMyYGlxnwitzL1XXv+yjM7bMvdOPeKmLOaECsMe0BUWfEmjdvHry9vTF58mSkpqbSgNQArgbkvyvcW31du8Jt9op1ASdfLKtkqpVvlbE/HXRrhfrvioOG/Vdm4Ld6w9VXZtQoLnHixLls5BUWG7bRT6H6eZj5wFbXfQ2YG4m7P9xUYQOi79V5+6eDhhZ2mz3EUCG5f0qY2/nKdxRX+Mbyyfoj6DRxAx7/fJtwDvKHP/nNrcypGfno8P56y2kpw3SDjP+vkl3mJSVOfLrhKH6+XMGLjCubMWl9jHlv2g+7EtF6/DpsO56G05fy8NbyA6ZpPecy8920BUorjfqHgd4M2uwhyDa5qY/8cX+537GouASdLleIzmXmY/gPZb+3AVfxckP9Cw1rYyYX9dj68RX62WVU9BUhfePBlHWxhnNrs4doPQ3q/z11BttmD8HJy62M+nOuJ+Z0hlYpuWdy2bUxaJ610XMUlyDs8Fktjc7hcOCjhb9o+/jX3Eht3RTdu1y+iTCfbVGtlOgrGJ0mbsD41RVrNPnn/0pbm/3HVazH7+T5HPz9ky34vhZ6Vv5IvqR9px6fhht6K61mIBswN9Kgt57o5LL77QNTNqO4xInpG8pajIMW/IITZzPww65EFBQVa+f88cst9W+79EhuPFQ2NfPxs1no/MFG/O3jLcI0utgzRgP88CdXZhbMqMizoDz049Nc46utcbhT13Njs5c2AEWeOI+73l+vzUi4QNc4cCq97B7yzs9/GLZt+24ojqaWpS6NWFJ2D3tw6mZhGa+2gvuvy7+N//dzmY5qPcBmv7JJBvQm1GYPwfPz3XuGikucmLXpGHbHp2PPybJGqA/WHoLT6cRfJ5WOvfx+VyIu5ZaZ1M/CjlkeP99RjP/380FsOJSKn39PNtzjXlm8VzPaZuhNoOu1AgCzt5QZEDWNWGVfwgW3ZTQg1pRrQAAgPDwcN998M3r16kUDUgM4HA78tKrMgJj1bOiNgRp3Tgi1fBfEK4v3aevPizB2C5tVbvR53mpU5H0T87fF46+TNhq6mvWhmoDnXFqot+rSSR6dudWtRbewqMRtXyOX7Me9H4UZlrn2ZOhZsjtR+GCx2Y0trh3eL2txXrI7EYdTMtH23VBMDTlcoRvLfbpyrdiXhITzOfgmIt7wRtYen5bdIM9l5aPf7O144ott2rLyWn1cW+FcK/3lDTzVGzGn02mYLcQsfaW4pOzm3GNGuFaxuev99Yb1zmXmo9U480kC9G/mXh2VjHW6Gats9hCcyXAf7/QvXQXKZg/RWslUjqSWVWL06SY2ewgedzHlF3IKsWD7SVMz6CguwVsrDmiVB32PUGVz3TPyHJgaGms5yYGes5n5hlla1GPr063uMJmV7Xtda2rM6QwknM8xvKVcH0G/HIKj2P0aUuOP5NJ0FX2qjVp5zMh1aPeIJbsTDTPE9f2f9TtcPg8rfXj/+6tSo+FwODBh/i+G48/echzros8YembeD3ZP4cjIc5iWv89nEfhg7SHt/70JF0zn/i8ucRrKP3+b9ZTyLy7c43buq4qComLM3xaPeEGLs2sPsv78zAkvS1+LPZOJd1dHGwyz/h7UySX99bcjxgaAc1n5hvuRfd4v2m/u2+0ntV6vN5cfML1/b9AZkJd14xRFsw+p72hQtRBNFX0l6L+X2TjKMxl55T7LXM2RPlx7Fm32ENwzOUzrMVF/I/oK66r9Zc8V1fzqQ99bou9d7PzBRmEZK1PBzS0sQmK6MY1JPUabd8uel/oGHH2ZVU5fyiv3fRpq2qfaS2Y2vbr6u7tncpjhedx6/DokpucYzos+jfSLzdaz7f2wq/znu81uPhnHqfRc7R5ls4egv8t7qYqKSwz3Fv09Q18vOa/r8aMBscbNgPj7+yM93Til3IkTJ9C+fXsakBrA4XBgwfIyA2Jf+QembziCnjPCNYc9csl+0wurvBtDcYkTd+kq1MO+24fvdyVqFQx9L4LKoHm73I6RdCEXJSVOFBaJ04OsbgCPzSpLmdJXBle6PGjDDht7aVy77NWHoOuythNChWX7yqXHwzXUfN0SXYXbZg/BjI1HEairhFjdWJxOJ9q8W1bJGbfqD+1h/pUuJ1j/MNK3Pqrx3poY5BYWYV5EnFs6in6Anc0eYsiTVWdAWhyZYFq+N3Tm8qd9SQbTM8Nk4KD+hU7qw8X19wIY513PyDWeH33K1Xc7E7BiX5JhP8fOuqfD6CcCsNlLeyPyHcXoN3s7Rv64Hz+57EMfj7ikX6iVSLO3gqtvzL1ncmnX+8GkslbnoZWcknKqrvdBRG5hkWYY9a1+8WnZhqksX9fNDOQ/zv2c638DonPR5fK+R/6432DYXENN79Gn7ag58K6DS/XR49Nwy3Pyt4+3GMrucDgw9utfTPenrxi/uNA4jie7oMjNaKpxz+QwQ863Gq4NGa4z9VQkhUx/fXwcegTbj5u3Dr+7OhovLNhTbk77H8mXMHDeTq1irrY6Py3osZvq0pulnw539LIofLH5OLILivDIZfPQ49NwZBcUuU2JarOHGBo/9I0ONnsITpzLMlzbo+f+YjiOei1+ExEPmz0Ef//EOHGE66xraoh6jZZdnrGu96zSCnfbd8X37cqgT1mz2UsbldSUMABYH1N6jyovbVk/tso19BVRtTeo9fh12vgB9TeuTwd89/IUw47iEs3IJ6bnaOM+hn1X1jiof27ozYErlangqvtX0zCzdT28XXXGb/C3u7XlenMLlD6fW49fh79O2qiNF3NFrcSr14vZ5CLq78dmN5ot9drS/6+/b1RkmmYzc2h2n/v592RMWBOt1X/6z94uvKfFnM4w1J1s9hCMWVZ2X9anMupTx2hArKnwNLz5+flITEy0XvFPQm0akM9/CDa9cPp8FoGSEqfbLFjqWIXtx8/D6XRizLIofPir8aVOJ86Zt4qqc/h3n+6eCuQ6sNtmL01F6jkjHL1nRbiNUZi/LV67IZcX7d4r623Rty67moMeM8IN3ff6Vmk19Hnx+nBtKVf5xKSCog/1ref6dCGbvXQygP/MLzM75d1Ylu055TZOR59qpb95Pfv1TsNDyrU8rcevM6SCJV0oa93UP+BsduOc6/rlrhQWlRgelq7xzs9/ACit3PaYEY6zmfl4+yf3Xjez/et7NcKPGgc969+e/eVvJ7DIZZC0Ok2i01k6deiYZe49cFGnLhryjPVjPlzjgSnGPN7yzom+Rygj12FID7vr/fXlGm5X9A9xs4poYVEJuk3djL9/sgXFJU4c01Xul+xONLS+6g2IWfn1D2yznlGbvfQt8zZ7aXqlq8nXh5p698risvuLmpKoH2/kGmb50q7oZzsCSu9zo+aYGxC9EdeP+7mUW2gwAmbXimtl3WZ370XUpzTZ7KUTIFi9sdk1Xc3sN6TvJSxvNqN/6O6RribBDNU4qwZ0qK6yKooPfz2MuMs9YR3eX69VoPSNFK4NGPp0GJs9BIGfr9X+nhoaq01Lrr7gsvX4dYb7s6uhUUM/SUFxiVOrvH4Wdgw2e4ihQc2sYpuR5yh37Nn3uxIxc+NRbR3X58SsTce0HoYF209qRk10vgH3xjB99P1f6fXU49Nww0QOrlkEby0vmyxGndZW7b3qFLQBTqcTQxaUamuWRmxVxspUcPX7S0zPMbywtd17ZdkT+in+J+p6H89nFxh6YF3HhxSXOHExp1B7Jqmatn/P2EMOwPQ51+ny86jTRPFzySolGXD/TZvF97peErXH26w8Ks/ontFq6McW6e/X+nFRNCDWVOt7QIKCgqAoiiGaNWumfe50OhEUFAQ/Pz/4+PggICAAhw5ZjzOYM2cO/P394e3tja5du2LbNmM3X0FBAV5//XXcfPPNaNCgAfr164fkZPPBjCJq04BMXmj+YLbZQxAafcat1V+fWvXCgrJWev3NfE2UeevUozO3IvjAacMD9qOQwzhxLtstz9VmDzG0MIYfPYekC7la6obVhW8Wg7/djamhsQj54wwmXx5wPG5VtNZqq+8FKa/19pFPw7Wbuc0eIpy9RNR66vqwTM0wtpI+89VOw3n/eXXpjeVcZj6y8h3IdxSjuMRpyCMVxUe6N3SredU2e4hhTnyb3dj6o4Z+5hnXWWnu+ygMiek5bjORuPJ74oVyy/fS5ekw1f/HrYrG8/N3C9fXo+9Sn7npmPCzqaGxbg+L3y4bFteeEf9xZS1qGw+lGtIVuuoe3HdOCEXUqYuIOFpqdLpcTl/Yf+qiW6+hK/rB3PtPXcTqKGMFpDLjQPS9S/rJC1RiTpfl3iddyDW02o1bFW0Yv6H21rj+rvIKi/F74kXDsQa4pKupoY7p6DEj3NB66xrqw1if9qaaWnU6ZH2oreV3vb8eu+PTMXPjUeHECQEuDRwOhwMvf1FawXV9r5H+Omj3XqhWsVRz57t+uMktLUmNN0zSRvW542lZBVoF5J//26Z9h2+3n8SENdGIS8vGsj2nDOmMTqfT9Fp0HWCdrhs3sLucF9PpJ7fQv1G+9fh1pmlBas+D+t1cW2Otvn+vmVu1Sre+XK6/BddnRI+Pfi27ljce1VKlUi7laZVtfYOIfnC1zV46fsFmL6usfbU1Dl0mbUSniRsQcSwN41aV6qmfdU3tEU/PLsDYnw5q50c/A15JiRNvLj+AD389bJi4RB3LcyDJaDD1Lzu02Y2NQfmOYoxbFW1ouVbLKjrHrXRGEIBbj7D6G9f3mNvspeNA1F5KddC63qSIQkRlKrj6dOLvdyW63XvV7Al9doL+ZYRhLi81dW1cemv5AbQev04zZ/qGPtfGQH1Dnhr6F5uK4p//s56koLz7mxr6cWP2laWNbfpeJ9dy/0PQqKqmcunNnJpi+t6aGIxc8jtmL6EBKQ/NgNx444246aabLKMyBAUFoWPHjkhNTdUiLa1sWsVp06ahUaNGWLVqFWJiYjBw4ED4+fkhK0s8M8ny5cvh5eWF+fPnIzY2FmPGjEHDhg1x6lRZS/rw4cPRsmVLhIWFISoqCj169ECXLl1QXGzeKm5GbRqQ/zfP3YCoD60+n0Wg/5dlD+zAhXtMB5yqDwoV9cLUt85eSegr4SOW/I7OH2zEHSa5m/r4fmcC3lpxALM2HSt332qFel5EHD4KKTUj+rnh9RVn/UPEZi/rTldbUkQzeJi1qutDnSlG/74Qm730Yao/759+9wveXLYf/uNKjUK3qZvxj8+3uXX/PzRti1tZ9YP+9F3Q+hQbm73URE3fcARzwk9oubBqTu2vf5S12E8NjTWtIKnhir7SYxZ9/7fdUOF99uudWjmfNWkN0qN/sLnOuqPPsR2/OtotXeaXg6WzlLwf7G4SVZPteo7U2KfL909IKzWqd15OxavIOdH3JPy0L8kwgNRmN75DQ/+OgdzCIkQcSzNUHPUPWLPxNPqBmtuOpwmNg81eNrmEflC8ek25rttBUDHVVwbU8VJm7xL69vKMO710s8qpM8eEuozXUX8nrstEs1bpGziA0vvcf2aVGpBZm47hs7BjhhZWfZzLKn3QqyZUfQGefh31un/yS/eXtKrXTHZBkWFMxLDv9gmN9VNzdsBRXDrvv+i8uk7rqU9T2xx7FluPpWHGxqNupmLgvLJrSD/mwmYP0dKEgNKKtN6s6gd5m0Wbd9ch31Hsdg5eWbxPu27VawwonW5Xv55+zILNHoLW48oMiH5wf44u3Uvf66pvGFCPpf59PrvAMOVu23dDtdSrpXtOaaZqxd4ktzF9rtes3mDM31aWzqOmELrOxOSqsf5eqTcaelx7l81i2vrS1m59754aeYXFbmk9C7af1HrGJ60tbYTSz/Jns4cYXn6rhn4mPD2qAUnPzEWPT8MNM06pxurV7/chr9DYy1ZaOTZqr6YUdrtsGm320sbJ/l/uMG2I1KfVmTW6/bj7lGZYY05nGHqw1POvz15ITM8xNXL6uGdyGPIdxdhz8oJw/I5ro5xZ6J/jA+ftREmJ0/Teoz5PXNPE1O+lDmhfq/udt303FPmOYm080KzvaUDKQzMgixcv1mLRokXw8fHB9OnTDcsXL15cqZ0HBQWhS5cupp85nU40b94c06ZN05YVFBTA19cXX3/9tXCf999/P4YPH25Y1r59e4wbNw4AkJGRAS8vLyxfvlz7PCUlBfXq1cOGDRWfKag2Dcjw2e4G5Nc/Uty6J+dFxCGvsFg48ErtmdAPCPy+AoO0ygtR61t5LUZRl9MRykvjsNlLc6Bt9tIBymrKWKtxIdhwKBVOpxObLrfCPP75NreBtmrPgHpzU18yWFRcgteXRmmfm1W81OPY7GUVPvUhp958/ceV5dKXF/rWEJu9NP3ll4Mphpv4q9/vw44T590qH66hRz/nvP5lezZ76YNXTWcwi4xcB37Ylai14ptN46yP+6eEGY73yKfhWqVA31qphv7hojfD/3c5zUBFbyzeWBplaImy2cseai+baKSfEto1Ory/3vBAOnspR/usuMS8R2rpnlOGl03p05c+Dj3i9j3VB3RJiROvLN6HNu+uQ+yZTO03q58uUz8t9EiTaSj1aULf70wQVnBt9lLDABhf2mizh5imR4pi2R6j4ew1c6vpBBFqT4G+kq4aKLPxJWat7erkFr8cTMEDUzbj98TSa1/fslpc4oTD4cDT00sNiDqgUzRBhPqOI/WhrppB9TfZaeIG7Xx0NUllaTuhtBdFX1m12UsHuE/+VVzRdG3Bdo0ZG4/if5uPY8q6WCRdyMXuy+OIbHbjOI3VUcmGlCzXCo0+9l2eAltfqbHZS42KaPC9Guqg8MMpmRiyYA+mbziCQfN2YeuxNE2r+dvi8dvRczhxLttghGz28tMZ1bS8Vpeny1YbstReM8A4TanNHoLCohLNGKrPHf9xIYYeIJu9NK1XZDr0oaL/PT+oqzD/sCsRpy/laalgaqqv6332gSll2+hnfLuQU6iNkVEnYJm95Ti2HDlrWh51kLar0VC/r/rd1cr+c9/s0nq8VaPu2hNh9nwSvQhYNSDzI8r2ke8oRm5hkSFtyPXafUbXoKRWpv+74qDhvIhCPaf6XnzXe5Oqqf5aVGdry3cUa41IagNU23dDUVziLLchRg213D/pfnfHzmZpvRXl9dSbxV8nbTT0XC7YflK7z6jvkHG9p6jXUqegDTh5Pset50+dTKfNu+u0TImapE4aEFduuOEGxMdbzw5SHkFBQWjQoAH8/Pzg7++PgQMHavuMj4+HoiiIiooybNO/f38MGTLEdH+FhYXw9PTE6tWrDctHjx6N7t27AwC2bNkCRVFw8aIxB7dz586YOHFihctemwbk+Vlr3S6U6OQMt4el+r4G19xdNVqNMz6Q/ceFmI6jqIpQW7PMQp2C0GwQuWt5bfbSVmEA2mwrd4xfZ0gt+/dXkW7TJKoPA/1MLQnncwwDWktKnG5pTmqoFSR1ELKa5/zYrK3CcSaPTP9NK6MarhoFXh5Em5ZVoPXqmPUi6OP/gjaYvozRtXWsx4xwTFkXi+ISp6FHxDVm6irTOQVFWgu9viXwma92ahXA1uPXueXJq2GWinPiXDYGzI3Eir1JbmNF1FQ4p9NpmGHlxYV7tEq/+hBU099UDVVNBs7biZnl9J4985XxBWaZOfmG7yva7indoF/97+uVxfvcprpeezBF008N/dgcm7304bjn5AVDQ0GnoA1u40f0xzKbUlsfd4xfhws5hYbKrc1u3lIqCtfZjk6cyzYdoKzOOKVvqVbT6Fxfamizl47VcG05VCtW6v/q1Kr6Svep9Fy8uLCsoqAOjHVNHVRj6Hf7DLN3qTPNxJzOwIC5kYhOztCMoCh+3H3KrSLx5W8nys31twp95ffBqZsNg7BdJ0+w2cteBHhfOZXtZ77aibnhcQYNbPYQbUyf2X5t9tJ3aJws52Vt6n1JX0FTK5yqeTNLjVFD7e1Sp8JWe0T0b7pWe9r+9vEWrfFL7U1T77tvLI0yTDNrs5c2lFk1xtjsZQZETd2yCvWY+jGHNnuIwey4Vlj7zd6O4hKnZs6CD5w2TF/vWm7APdXKNdTr747x67RnnDq2aqnOTLUaF2J6nzOb8OBSbiH+/VUk3v76F4zU3VdjTme4NeC4PvP+L2iD1iBWkfFE+tBP0/vK4r0oLCox9HSpcSglw23cFFCWWdBx4gZczCnEozO3ahkB+rEh+sa+/wva4HafUZ+rqtl8cOpmrNqfrNVD+s3ebtozZRaq2f/rpNKUXfW3vjn2rKnpVycxsNlL6wuuA+fVhran5+zgGBALqtWAhIaGYuXKlYiOjkZYWBgCAgLQrFkzpKenIzIyEoqiICXF+HKYYcOGoXfv3qb7S0lJgaIoiIyMNCyfMmUK7rzzTgDAjz/+iPr167tt+9hjj+HVV18VlrWgoACZmZlaJCcnQ1EUpKenw+Fw1Fjk5uai3yfuBiT+XAYWbDO2fB9ILC1bYWEhFu+Id7vR6uOhaVtw8lwmHI7yW9HctvvYvFXk8c8isHhHPCastn4YXMrO08qpb+3Vd/fqIzrpAhwOB/LyC/CPz92NzZBvdyM7z2hAIo6mwuFw4F9zjRWRr8LLWuUS0jLxmMlLC232ELz2/T7tIZBfUIiQg8naTeRRkwGoNnsIvtgUi9SL2YYKheuDdMzS/Zq2v8WWplD0nmVeBjWycvNNfxuurd6pl3K0z6KTxOM6+upm2pqw+g+thecdXW706t9PITe/QGud+mGne4VT1dJ12Ts/l5qwx2ZuxSuLjA/j7cfOIr+gEE9+aWwlHDBnB179bq/h3N87eRMKCwu1lsNDyRewfE8CTp3PwqLt4h62oOBow3nKzsnRPktME48bstlDtG30FeRHpv+G4d8bH8yLdsRrM1WVFy/pKiPtL1+Pf/t4M9YeSNaOpf+9qL9v/bSwLy/agx3HzVtdryS2Hyvb13++2aWVw3W9J76IQFaucezT+FUH4XA48Nkm956vBdvi0PkDY6/s+2uiMWNDWQ9Ph/fXw+Fw4O+6ivOw74wVJPXcpGcaK3rjVpb9PtXfWJt316GgoNDt2nh5UfmVQLNYsScRlt/GWAAAIABJREFUf5wqfzxUZeIli4qozW68FvVhlubSYWLZvTL8SOn9bfRS9xkQH5q2xfK5or8PuoZqBh8up8Km/ma7Td0Mh8OBOb+VVpT/NXcHCgtL9QgKLq1ATgk5pB33Py7jFb+LjMd7Ls+MU+ezhOdFH+p9sbweJNffotly/XV894fu13Tw/iTtPr7t6Fnk5pu/E0R9rv1/9s48PKoia+MNGZaRARxGREVoYFhEHVEUAZ0higygo6DOKPgNEhVcAAUUx0ZAIntAQHZF9n0PAUISSELYl4BhaQgQEgIJSSA0kITsJHm/Pzp1u+5S93Zn4wbO+zz1PEn33fqeW3XrV3XOqSEaNuHLtbRM2buu1aggZOfkIj8/X3rPsHur1e6uORyvsueEwNPS93xCkTFbnJ3f5iO2Y9oOece4w8QwCYDYNvN3Gwdt89DLX6/VFojwM8n4cYvaZTblVibe5QYFmn2/Hfn5+dj8uxMYXp+xR/Wblu53zVC+x0HTqz+pZ3ubj9iOI3GpeEvw3By/5NBss/RKl2kRyM/PR99Fzvqw6tBFHLt4XbVdZnYuvlzlgj5lv4vZ+seAkwgICEBWVlaF9iEdDgcBiJYyMzPRoEEDTJs2TQKQ5GT5omf9+/dHt27dNPdnAHLwoHzEc/z48WjVqhUAMYB06dIFn3/+ufDatALmLRYLVq9ejYCAgAotr3DBf6ys3hiAUYq8+b+ulu/Xe5oaXFj55pct0najF27BPyeKt7XaAtHEtg1vT9mKrwSZal6ftBUBAQHw3xyAJ0eqr1dqKIZvw+bNrmv82yjXtj2naF/Dig2u7fv+rN7m7SnOczf/3nWs+Wuc2//LT/y7/JZuQZsftK/101lbZecf8Zvzd3ebuBWvT9I+5owVznNu9HfeU61tfGZslX7LrJXO7GbPCK6B3XfRc+E9bptsO3/uvm7w186cZrUF4q/Dtc/nu8h1zTNXOo/zTLF9tGzzxIhtskUyWWldbP9mw7eh0zj5uf43fwsmLFHfmw4/bkO34mfwu/lbJFv+zGWAW7fJ9fu+5VK2rt0YIEvUMHLBFtW9YsfzWypO6GC1BWKTv/zYVlsgmtq2SQG47Difcc+H0n7tf3T9/8QI598tv98mq4+tR27DBv8ArNygbaenRm3DO1O2ouX32/Bb8bPcaoT4OfGkzFwZgMHztqDLhK2yusW+bzt6m/RM/bpafn09JzufXxYw/txo1zX9uGgLXhqjf40tvnc+M3wb8fQo+T6Tl7rs94Kv67tRC5zXzG/73Gjt+iFq+/j63nT4NtmzOHnZFmzUqTesfDV3C54fvQ1NBfWoLIqy3vx97DbMWeW8tlYjtmGjv/N3fqcRH+g9TtxmsPKDoH2y2gLxcbFtm9rkz7xW6TDGea7F6wKkdmX8Yqf9Piieuf9itsue702V2+XX1QEYOEd+LRv9A1R21ipL1wVg/aYA6TrdsdvfRqm3fcKgXr08dpu0DXvHKrd59gfXPf94hv61+28OwPvcffj3T653wrTlrmO/NmGbZgKaAXPU7dv7U/XP+dbkrdjoL29DvMdtQzuufr34o/b5mti2ydq4AXO24LvidlzZPnw8Yys6K/orzYrf+Xy72Kb4frH38yczt6p+E9/29+He+3x/qJ3vNlX7YbUFoo/Ca2TpugB884t+29/mh22yZ/2fE7fK7m2bH7ap3g1WW6B0vaK+EStjF6vtVhFl9erVBCAidenSBV988YXpXLDMNAPy6ayt6P6za5S86fBA5ObmYYddPtUZn5ou23dWqDbxPzEqCAmODNW5OmjMQIzYdBLnk28hNS0LeXl5SL55G21+3IGv10ZJI7pWWyAGrTwmHYd3p3h+3E7ZiFDbsTtl5+RH2fhRHKnx+n47crgRzg2Rar/wb9cfR35+vmyE8GbxaJTWCKE7Zf7uC9LI2PFLDmmU7ovlR4WzPGkZt6XrvHxde52EWaHnpG1ir6ZpbsP/DqstUPhs8Pf5ubE7VN978ntf9gvHUW50JzXNOUrz2TLtGBmrzTkz4O55uhePUv64xS6NKPGlw8QwaSQzxJ6E/xa7f3y73jnS3eZH+e9LvnkbbcfuhG2jc0Tezs34RF+5qapDrMOrN6rLnnf+fzZCyLKisN/BRu2bj9iOn4LlSR+OxKVipWLk8pUpu1SzGBuOXsbO0846rBzxfm1qBLJzcqXnOD8/360ZF3fK6cQbms9T2JlkvDVrL04l3ECn4kQJc8LlLiD/nrcfNzKyJLv05ZJYHI5Nhd9242DdASv03TyOXbwuXdPQNa76G3o6CbduZ8ts+M7c/Zq/ZZLgOvgZub6LDstm8NhMq9H1n0l0Pl9fcfECvEuIyC3KkzKGG0VOcGQgq3iE/OjF69L58/PzEX1FHbvTb8kRw/fK+WS5SyUfy8ePPFtt6llcvrzL3X/Wfr8xcw/y8vIk283ddV7ahn8+Wo0KQm5uHlYdctWVZ8c463n/peJ2h5WTl2/gjMbv52eGX+Jm7GeHncdbs41nVvTK9XRnuxgZl4pVhy5K7UOfBa6ZxPUa7yi+KLfZH3NV2vdskssuQ9dGITJO7eI6dG2Uyp4fLhS7y1ltgdj8ewLy8/Nlrok+iw7L6le/JUdw4rJDc39+xnrdkUvSeZUzpN2m71a1Uy9Pcs6S8bMtrX8IRvLN29JM79mkW6rfdJOrm8sOxMmuM+D3BPx3wSFcvp4hmxm12pyzJcrZ09vZuVh3RN8uA1Ycxf/Wu1yov1r1u7DPobRnfn4+UtOyhElRrLZARCdeR0AAzYDoSQKQr7/+WlaqV6+OTz75RPV5aZSbm4uGDRtizJgxUhD65MmTpe/z8vLcCkIfMGCA7LPWrVurgtDXrVsnfZ+cnFypgtADAgJkFYqtNq30kVamgdTyxeyz8LBqBVSmi9czZWkA+dzXsmsqKERRUZFsGplfFIgPgPbdclqWFeMFxRoB/PS5VkBzr/ny2S2t9UtYBhHebYVJGdjsblmwN04KHuZT43634aQscN8v2On3/v7UrcjPd/l2FhUVaQYTr+HWOUnL0u7sPD06BPsvXHeush4ULXw2eP/bLtz6CExGv3FmWAx6zz+EPgsPI/zsVeTkF6Dd+FC8PsOV3lC5NgcfPMxSDLqTSU0r3fGUkLNSzEzrH4IlP/dLjkz8qkhioLWCLrvPgDOY8bmxO/GyX7hqDYf8/Hw8qzPLpFeU60ywIFWW9edlv3BZgLHV5kzHmF9QKEvlyJ7jmKsZUrBlzzn7JR/vwWuiZOsGvPfrQdVv5c/B4nNESSD0EiQwf3M9sRS3WrEUfAwUn7XnkiMTvxsklnCn8CuA8wk1WPIKPkXywJXqoH4AqgBzVviEC+OK4yjmRcTie/9T0rN0OM4hy57ztK/crYxlIeKfUb4tnLhdnClLVJTrPiTcyML0nedxKlF71XD++Vce66vVUbr7MPFt77WMHEzbeR7rjiao4sf4GCVl4ReGvJGZJ7mfHLhwXQq25hc/5bO1vVW8ujQf1P3P6c527Ot1xuloD1y4jkiNOCE+9apt40kpKPxMUroq3sST8uQPwar1R5jd2DsIAM6liBfptNqc76abmXl4ftxO/HveAdkx+bjIn0LOacZo/ueXAzh26QZenBCKv/mGYP3RBJX7Mp/V6m++IVIwPZ9c45t1J2Sp7L9eexy3srTjMvl4PT7TGeDMoqiXvIEtqKlMdsIWIOwxR3vBTcCZ7GLJ/osyO7N1qZhu595BwPErCDyZjN7zD0mxsE0VC7WK4hhZGbn5lCxuiw+sVybEmBcRi2/Xn5DiU5n42FdlJspbt7MREEAxIHqSAOSVV14xLK+++qpHBx82bBh2796Nixcv4vDhw3jzzTdRu3ZtaUFDPz8/1K1bF/7+/rDb7fjggw9UaXg7d+6M2bNnS/+zNLyLFi1CdHQ0hg4dilq1askWSfziiy/w+OOPIywsDFFRUejcuXOlSsMbEBCAbM7vlAX+KVcjZqlAmbQChGeExuiej0/R90zxugki8YsM8h1lPsiVrZ7K/n9RsRgc67y9NXufZiYePrsFoF6R3GpzBcYqG3kA+CnEBTXK9Ld65dfdsZorv3+5Ogo5+QXYcCxRArkbGVnYpJHdQisQn2XwYb9Fa8SkyXDn9Wfm3tFdcIvPMKUENcCZj1wvIDLkdIpqn+y8AtnaDfyiSuxFy/7+fPkxAM5FqWaFxWimPGVFuabAlBBnyko+b7/V5hwVLSgskqUbtdrkOehFupWVp5miMj8/H03cdNNQFmVSASUkvzvvgGrFZ7beDt/B4xdfu5aeo/ITXnogXjZyy+4tL/YdS4xwKytPmC9fCxw+W34UX66O0n2mmFiQOZuZ6TF7n2ZGqRWHLqHVqCBnLMadAs366Wnh1+xhC7VZba51HfgkG3zHj5eyE/20bwhmhsXIsvOtOnxZc1/AuTgk204ZY8CUk1+AKSFncezSTdn9Xrz/omzQghW9RRP/pfBdF60sraXDcQ7ZoMjX644b7wTIwJmX8r2hF+T9pQJ2WMDtgJXHpODntZGu+8ynDv62eC0Pvq6zdW70OrSsBJ5Mltaj4IGPX7X8l92xyMy9I6Vhd+e4fOETS7CMiLzYIBW/gO4dLkGC1aZOFc6Uk1+gSkjBZ+mbFxErex+zDm278aEyQGMxfHw5dukmOk4MQ6cpuyRwB+RZthiAsyxO4WevCtet4uEhXpDcgK8nPFCzbGyZuXew/VSyNFDI0t/yiQtE4vs6/OJ+enpVY4HJtZGXZclD+G2m7TiHaxmuGR2WVhmAtIgnKyw7nVJ8XeEH5ljsGwGIvsp1IUK2rke1atXw2GOP4d1338WZM64XCFuI8JFHHkGNGjXQqVMn2O122TGsVit8fX1ln82dOxdWqxXVq1dH27ZtsWePvKHIycnBl19+iXr16uGPf/wj3nzzTSQkyDu2RrrbAMK7BrQduxMAcDVdPv2pHPnNu1OI9345KOt4+0cZL8DItmUzLSLxa4CwFdQByDJSsbSd7P8OE8NkxygodKbTZbM3Ry7ewIFYlyuQEqoAYNrO87LfNDMsRnYOvsHhGxut2ZDDcQ7NrGExVzM0R+G0GktRw6KVPpblCmcSjVS7Iz79rmgkWO8ckYJGlFdhYZHsZcKPcCs7OnzaTmUKxavpOWgzZgeaDHdmBWFpcpXZl9hMhzIX+4Tt4pkgI3nqjsag7WW/cNVaCPyaHVabs6PFd9ieHs2tmMt1Qg9ckI8aKsHhRMItWdah4ZtOKX8G/KMS8dKkcNmouHKRRla01rdJy3b/xaecPf1w0RHNnPpbTyQhLTsft7LypH2PXLyhmwDDqPALlfEdMjaKy2cy40cpeSlTfLPfzsOi3uKAgKs9US48piV+xHn7qWTVeg6svvD/89nRlIsvlkRsX7aYmpEKC4uwcN9FHLskbweUI8X8jLZyZkf5nB4qzs7298nh0vPMt3n8sVm6Zf49xoBmtSJV9PSd5zXXhWAzsnyaWb5NYdkQmRbu006mwRc+ExRfJ7UGQcZtO4OnfUNkCzDytrDaAnEz0zkw8vXa46oF+7SkvHb2P78g6N981feCL4WFRci7U6haHyPwpCtj05xdzsHBOwWFOH81QxqY0Doen9lJuZAgE7/AI5/S+b8L5Os/KdMu7z6fqnk8XvxAlVZGSC3xdZAXn0GQn9lhqdO1zqMcWLmt0S8B5O0x39945acIAhA3VK4AUpllJgBpV+zGpOy8icRPsypfNlpi2zYfsV13O346m59m54/BRvzZ/y9NCjc8P+AcwdTrIPMjNT9uPS07B38v+E4TG8V4a/Y+PD8uFN1n7EWhYrTdL/isNMKjTIE4cOXvKjc3QAwgSuBpVpxClVcnwfoN7mhtpOslPWqzXbjd6aQ09F/mXGuEP4docUal9sU41xW55MiU3ff+ihcye0k1Ga5eJK2oqAhX03NkC6sx8a5HQ9a4RlT5Tt0VbhFNT5Wfny8lWXhz1j7VPX9F4eOenVeAYHsy4lJvyxbce2lSOA7Gyn2kf9x6Wvb8eBev8gxAGpXmZz+YcvIL8Faxa0iz752zB8ztyWpzzRAZ6ZpiEIIVfnbsyR+C8eGiI27NfDApn5Wv1x3XXDNol6BDxS8y6WlRXue1jBzVyvNsW37gQ7kPf8w7xbN6PCxe16jLWudwB0D4mcGj8TdUM35Wmzz99QZFeuLXpu3WdCH1RGxfdztoIikXkeVTLivjQSYqBgb49YLYDDlLNwzIn1fW8eRTKrO6wi8y27F40EovXfmgVb8j4UaWBAL/23AC/5y+W4JWJj5lqqgEHL+CXWev4ZIjU9apZjMGSikH/gBIgKAccHNHv+6ORb+lR6XZEXb+DxcdkYFHy5FBsjayz4JDeNNvK5bsF8fqnk5ytVUrD1/S3EbrnvBrFYnEu0sqZwJ48Z4FTYYHIl2wsCIvfkaSgauRsvLuYIT/KdXgzwlu4Uq+ndoc5QTlAxeuY/imUyrQMmoDAPmMLe++/N4vBwlA3JAFcMZ/ZGaKc4grNXz4cNy4YdyxrcwyE4CwTrxyulQkfvRAqwOolDvHBCBbDVc50hRx7homBZ2VXvxsux7Ffr9lIeWLgXUk35zlOgfzHWUrqCfezEJ6Tj5u596RXk789CoPUsrRZa3ZGEAMIMzHld0frRFo0WJP7ojv5LNF4/SkHMXhR609Edt/wEq5mxBzb+kx27lyutIHVyTetYeNygHOBaW+WXcC568axyzoKT8/H8vWByDirKsjxL/EAWDXOafboNJ/no852n0+VQbzVpvTxSPplitY8h1uLZE7BYWIunxTs4MCOCFkwvZoad0LflbE3Zcs/1v4wsdAsHV3PJHyd/oFn0VOfoHMh9xqE7si6C1EalTcUeDJZHy2/KhwVkf5rDPxo+1GQMa2U84maYlf9TvhRpZmrNrSA/GIuZqBlYcvSSPT7Lt240NlIF4S7TxzFd+uPyEcoXZXyjiADdzaKB/8JoeAWWFqAFS6BPGj/vyMFv8uYp8xAOHXW2BQr+USy8rIzeoZQy0ZxQEon2l+9mcZt9q3kexX0tB7/iHZgpMlFTt/7/mHpDUprDZnx95+JQ3PjwtFv6WRSHBkGHZw+dlD3m1M63ys/H1yuNRpf3VqhPDYpxJdcPPr7ljpfcy74AGQ1afuM7Rj+/SuayG3yGtJdJ5z5wq2u96hu87qz06xe89cpLVUVFSE0QF2TAyKlh174MrfCUDckAUAqlatitRU42kxptq1a5dLhiwzyUwAwhbzAtyDhaKiIny1OgpD1x53axTU3c7AlBDXtOwOjXgCXkGnktHt5z2IKWVnktfayMt4e+5+XMtwvsjiUm/jhwC7arQ84UaWyteWF9+BZAunAZC5gv1NEJAPiAGEHz1XBqsx8fd6z/lUPO0bgi0nkjS3VYpPQrDczZcjv6CZcnreXa08fAn/mLxL8slnirmage4z9mLbSef1Mzee3vMP6R6Pn5IPi75aomvSk5Z92Pn4Wb6zKemavvfz98RKz4XS7dE/KlHmp838nUsi3r2Lfw6NxC/YxQq/2nFalucvPGVszpL9rpc+vzpzdLJ2e6hMXiAq3X7eg9nhMRjFrdFQVhK1Y/YraSqXGS0djHXgq9VRSM3IlWYvtDrcgHz0NyffGQvTacou2QDDBg2bsoxBny0/KnNbu5sqKJQPHoRwAx3KLGdandgPFGt9HFK4ukVdvqkalWbbDt90UvUZi0XUAxB3ZwyVC9ZqlSTu/cHXI9FsX3lr+KZT0n3kY/rYiD2Tux1ctr/SHZiJBfH7LD6C5YcuSbOP0cnpum6c/CzFysOXkJqRix2nU1TvGT4hiag+6V23O25seuJXaucHCozePZcdWei76AiOXXIPKnlXL98tpwlA3JAFAKpUqYIHH3wQf/7zn90qVatWJQApJ2kBCD8K4S4seCJ3j8mP8B+M1fenNrP4ET8+SJzPQNJ1ujoAkUnUsPAjQqJsNiywkI2ce+Imw8/c8NetJ97vvCL0++WbuGYw6xZ0yjma/VPIOWnGrCylByB6o1laUro9so4U+58F0ZZEfCyS0Wgcr7w7hfhtTxzsV9Lw1eoobD+VLIvhKAlo3ikolAXPbj/ler74mU9RR36Nwof/pUnhuHAtAylpcoBjik9NR4vvt2HoWvcyOLkjPl6htCooLMLZlHThveSD3ply8guQlXdHmuFL0nAjjE29jbHbzuBaRo7ksvneL+qEEhUt3t3pQOx1bD2eiP9M3Yr0zBzZc7FHw39fme3oeMItw/PNDItBu/GhMlc75XOiBBu+zN/jnttZUVGRalV5qy1QBlx8G3SAc0WMc9NltaxVVFQkuf5uPJaIFiOCZDPFTO52cDccS8Q3604IB+Vy8guw/VSyW65RSo3cfAqv/BShO+jB3BPfnrvfo/b+cJwDi/df9OgdqaXkNNeA4/Xbufhw0RG0Gx8qjOsoqfhsaHN2XSAAcUMWAFi6dKnHxROXrcooMwEI3xkuDwBhcRP8aJSW+NEh+xX9dJFmFt+p5DND8b7JojSwgLjh51MqKmcLmE4lpmHY+hOGnXQt8cffF3PdeAfI3SPuF2nZhwV08jEn7op3GWNuJOx/pb+zJ+Jn4twdZROJ9/UuqfjkA3zs2HQuNupmprYbnzIGgs+sxq/8zpSfn4/1mwKQl1cyt0At8Wkwy1t5dwrxyZJIzY5hWla+WzMu2XkF2HgsURUndjfEA+ypxDRZHeJTP2u1a8qUpWdT3HtnKjuWLDDfpzjVrx6AMDdGd8Rcg/7mG4Jm32/HpKCz+Gz5Uc1nhc++5ElmsvKUCBzuVgfXUxUUFuH3yzdlbUJF6jbnhpZ3x7mkgJ6HREnFz5avO5pAAOKGKAhdIDMACPMRP3LR1RkoDwDJyruDnWeuGvoS7zzjyt8uWlukMoiPpVFOw7LPtVIwMokalqKiIrw9dz9e/SmiXBpb3p+afyb0xOeLv1+kZR/H7VysPHxJM22vkSLjb2DB3jjZehrsnn646IjOnvri7XnhWuldFf2jElXuL56IpRhVznTw8SWiFzfvfqhMZmG/koYes/fJoLk8Xs58aluSZ2LuNC1GBuFmZp7MPvwMgjLIG5C7rlpt4rStRrqWnoOZYTHS4AwfZ/PMj/LMfnygu5EYyIzddgbZec533JerozSflaKiIkwMivYoJutuqbIAiBl0NP6GWzNzpRE/sLn1RBIBiBsiABHIDAACQGowmZq4GehbHuJ9HLWyQ1Umsd9xQtEosc9f1wmW02tYCguLysWtiOmbdSfw73kH3AYc5k/cZoz+Gi/3kiqi4WejwqXtqKw7muCRX3R5is/rzw9GrItMMGxz+LWARAua8ioPG7FA+HaKxU9J7ulaeo4ED1oz8SL7X7yeKdsmJc3z2V0t5RcUYm3kZSTcyMKdgkJpUVCrzTMXYJYunJ+tuuTIRJdpu2ULxVY2EYCYT+z53H0+lQDEDRGACGQWAFGq5ci7F7jILxxYHlOYFSn/qETNRRrn7LqA5iO266YErkwNf0ZOPmaExridgvdeUEXY57IjC6uPXL5rbgXlIX4GhFc818EUiR8FdwcAysNGdwoKse5ogiqFL8lzeQIgfFIGq63k2faMxMeanEly/70cm3obP2497VZGyMqkyvQeul/0U8g59Ft6FHcKCglA3BABiEBmBZCnfSs2qJhXRo7zZfTX7/XXC6nsMnJFo4bf3CL7lExaKwkz2a+k6a7Nwi9Y2YlbG0UkspG55QmAAJAtIlratMAi8YuEagX432+iOmRuEYAYywIAJ0+eRGHhvTOSVxYyK4CwvPx8at6KVGpGrkcrLN+Loobf3CL7lEz/mLyrxIMbfBC8XvwUE9nI3NICkGd13DifH+dKNFDarEUi8ameRWs03U+iOmRuEYAYS1oH5No1ZxrIpk2bwuGovClWy0pmBZCMnHz8tieuVCtFk0onavjNLbJPycQCyX23nPZ4Xz5F9Nvc4owikY3MLS0A+WixOOFCF4H7XlmKX3ulvCCnMonqkLlFAGIsCwDUq1cPhw8700lWqVLFo0UJ71WZFUBId19kI3OL7FNyXbmVXaJ1RK5wKYXdWZyRbGRu8fY5HOfAwFW/66YOf++Xg+UOILvOXSv3c1QmUR0ytwhAjGUBgE8//RQ1atRAkyZNULVqVTRu3BhNmzbVLPeLCEBIIpGNzC2yT8XLwa04rTdSzkQ2Mrc8tc+ny7TX1ShLFRUVYUrIWWw7mVRu56hMojpkbhGAGEsKQg8ODsbs2bNRpUoVjBs3DjNmzNAs94sIQEgikY3MLbJPxYtf7OuTJZGG25ONzC1P7fPdhpM0O1HBojpkbhGAGEuVBeujjz5CRkbpF8Wq7CIAIYlENjK3yD4VrzsFhVIHtN9SApDKLk/tw6+kTqoYUR0ytwhAjEVpeAUiACGJRDYyt8g+d0esA9p/2VHDbclG5pan9ikqKsLayMs4m2L+Ts+9IqpD5hYBiLEIQAQiACGJRDYyt8g+d0cMQD4lAKn0IvuYX2Qjc4sAxFgEIAIRgJBEIhuZW2SfuyMGIJ8tJwCp7CL7mF9kI3OLAMRYBCACEYCQRCIbmVtkn7sjBiCfLz9muC3ZyNwi+5hfZCNziwDEWAQgAhGAkEQiG5lbZJ+7IwYgA1YSgFR2kX3ML7KRuUUAYiwCEIEIQEgikY3MLbLP3REDkIErfzfclmxkbpF9zC+ykblFAGIsAhCBCEBIIpGNzC2yz90RA5DBa6IMtyUbmVtkH/OLbGRuEYAYiwBEIAIQkkhkI3OL7HN3NDs8Bi+MD0XCjSzDbclG5hbZx/wiG5lbBCDGIgARiACEJBLZyNwi+9w9FRUVubUd2cjcIvuYX2Qjc4sAxFgEIAIRgJBEIhuZW2Qf84tsZG6RfcwvspG5RQBiLAIQgQhASCKRjcwtso/5RTYyt8g+5hfZyNwiADEWAYhABCAkkchG5hbZx/wiG5lTdH9XAAAgAElEQVRbZB/zi2xkbhGAGIsARCACEJJIZCNzi+xjfpGNzC2yj/lFNjK3CECMRQAiEAEISSSykblF9jG/yEbmFtnH/CIbmVsEIMYiABGIAIQkEtnI3CL7mF9kI3OL7GN+kY3MLQIQYxGACEQAQhKJbGRukX3KTkuWLIHFYtEs165d09wnPj4en3zyCZo0aYKaNWuiWbNmGD16NPLy8qRteBtduHABf/rTn1C3bt1y+Q0+Pj7o2bOn6vOIiAhYLBbcunWrXM5bmUV1yPwiG5lbBCDGIgARiACEJBLZyNwi+5SdsrOzkZKSIivdunWDt7e3cJ/g4GB89NFH2LFjB+Li4rBlyxY8/PDDGDZsmLQNs1FWVhZeeOEFvP766wQgJhLVIfOLbGRuEYAYiwBEIAIQkkhkI3PrfraPw+FAr1698OCDD6pmLJYsWVLq46empqJatWpYvny5R/tNmTIFTZs2lf5nNho2bBj69OmDJUuWGAIIA4aQkBA8++yzqFmzJl599VVcu3YNQUFBeOKJJ1C7dm307t0bWVmu1djdBRBvb2/NmZ74+HiPfuu9oPu5DlUWkY3MLQIQYxGACEQAQhKJbGRu3c/26dOnDxo1aoQdO3YgOjoa/fv3h8ViwezZsxEXFwcA6N69O2rVqqVbRJo6dSrq1q2L7Oxsj65r5MiReP7556X/8/PzMXbsWDRt2hTp6ekeAUiHDh2wf/9+REVFoXnz5vD29kbXrl0RFRWFvXv34i9/+Qv8/Pyk/dwFkBs3bshmet599120atXK4996L+h+rkOVRWQjc4sAxFgEIAIRgJBEIhuZW/erfdLT01GlShWsXbtW+uzOnTto2LAhpk+fLn125coVXLhwQbeI9OSTT2LAgAEeXVdsbCzq1KmDBQsWSJ+lpKTgoYceQnh4OAB4BCBhYWHSZ5MmTYLFYpHgCgA+//xzdOvWTfrfx8cHXl5eKsiqWbOm0AVr+vTpePDBB3H+/HmPfuu9ovu1DlUmkY3MLQIQY1UYgEycOBEWiwVDhgyRPouNjcXbb7+Nhx56CLVr18Z7772Hq1ev6h4nIyMDQ4YMQePGjVGzZk107NgRkZGRsm18fHxU0+jt27f36HoJQEgikY3MrfvVPlFRUbBYLEhISJB9/s477+Cjjz4q9fEPHjwIi8WCY8eOub1PUlISmjdvjn79+sk+79mzJ959913JRp4ASGpqqvTZ4sWL8cADD8i2Gz16NJ577jnpfx8fH3Tp0kUFWStXrtQEkKCgIFSvXh07duxw+3fea7pf61BlEtnI3CIAMVaFAEhkZCSaNGmCZ555RgKQzMxMNGvWDO+88w5OnTqFU6dOoWfPnmjXrh0KCwuFx3r//ffx5JNPYs+ePbhw4QJ8fX1Rp04dXLlyRdrGx8cH3bt3l02n37hxw6NrJgAhiUQ2MrfuV/vY7XbNmIUePXrIAKCkLliffPIJnn32WbevJykpCS1btsSHH36oatPr1q2LqlWrwsvLC15eXqhatSosFgu8vLywaNEizeNpBY1rgYuvry/atGkj/e9JEPqZM2dQp04d2YzR/aj7tQ5VJpGNzC0CEGOVO4Dcvn0bLVq0QGhoKLy9vSUA2bFjB6pWrSq7STdv3oTFYkFoaKjmsbKzs+Hl5YXAwEDZ523atMHIkSOl/0UvHE9EAEISiWxkbt2v9snOzkbNmjWxcuVK6bP8/Hw89thjmDp1qvRZSVywbt++jT/96U+YPXu2W9dy5coVtGjRAr1790ZBQYHq+5MnT2LmzJmIioqC3W7H+PHjUbt2bdjtdty8eVPzmOUNIA6HA82aNSuT2aLKrvu1DlUmkY3MLQIQY5U7gPTt2xdDhw4FABmAbN26FV5eXsjNzZW2zc7ORtWqVeHr66t5rIyMDJUPMAB06NBBlhbSx8cHdevWRf369dGiRQv0799fmLNeJAIQkkhkI3PrfrbPt99+i8ceewzBwcE4c+YMfHx8UK9evVKnml24cCFq1qypCQdHjhxBq1atpFlo5nbVuXNnXLlyRTYTzaS0kScuWOUFIJ06dcJTTz2FS5cuya5ZC6Dudd3PdaiyiGxkbhGAGKtcAWTNmjV4+umnkZOTA0AOIKmpqahTpw6GDBmCrKwsZGZmYtCgQbBYLPjss8+Ex+zYsSO8vb2RlJSEgoICrFixAlWqVEHLli2lbdauXYvAwEDY7XZs3boVbdq0wVNPPSWDHaVyc3ORnp4ulcTERFgsFjgcDuTn51dYycrKkvLjV+R5qZCN7pVyP9snMzMTgwcPRv369VGjRg289NJLOHToUKmP26FDB/Tu3Vvzu9DQUFgsFsTExCA/Px8LFy4ULl4ostHChQtRt25d3Wtg50lNTZU+09pv1KhReOaZZ6T/P/zwQ7z11luGxxNdM/td91O5n+tQZSlkI3OXu2Ufh8NBAJKQkICHH34YJ06ckD7jAQRwumE1a9YMVapUgZeXF/r06YO2bdvqZlmJjY1Fp06dJH/hdu3a4b///S9at24t3Cc5ORnVqlXDpk2bhNv4+vpqvnxWr16NgIAAKlSoUKFChQoVKlRMW1avXk0AsnnzZgkSWLFYLBJs8NPa169fl6bBGzRogClTphgePzMzE8nJyQCcgelvvPGG7vbNmzeX5YZXimZAqJCN7o1C9jF/IRuZu5B9zF/IRuYuNANirHIDkIyMDNjtdll54YUX0KdPH9jtds19wsPDUaVKFZw7d87t89y8eRN169bF/Pnzhds4HA7UqFEDy5Ytc/u4FANCEolsZG6RfcwvspG5RfYxv8hG5tbdsg/FgAikdMFavHgxDh06hNjYWKxYsQL16tXDN998I9unc+fOsswrISEhCA4OxsWLF7Fz5060adMGL774omTk27dvY9iwYTh48CDi4+MRERGBjh07omHDhsjIyHD7WglASCKRjcwtso/5RTYyt8g+5hfZyNwiADHWXQUQm82GBg0aoFq1amjRogWmTZuGoqIi2T5Wq1WWFWvdunVo1qwZqlevjkceeQSDBg1CWlqa9H12dja6du2K+vXro1q1amjcuDF8fHxUi3MZiQCEJBLZyNwi+5hfZCNzi+xjfpGNzC0CEGNVKIBUJhGAkEQiG5lbZB/zi2xkbpF9zC+ykblFAGIsAhCBCEBIIpGNzC2yj/lFNjK3yD7mF9nI3CIAMRYBiEAEICSRyEbmFtnH/CIbmVtkH/OLbGRuEYAYiwBEIAIQkkhkI3OL7GN+kY3MLbKP+UU2MrcIQIxFACIQAQhJJLKRuUX2Mb/IRuYW2cf8IhuZWwQgxiIAEYgAhCQS2cjcIvuYX2Qjc4vsY36RjcwtAhBjEYAIRABCEolsZG6RfcwvspG5RfYxv8hG5hYBiLEIQAQiACGJRDYyt8g+5hfZyNwi+5hfZCNziwDEWAQgAhGAkEQiG5lbZB/zi2xkbpF9zC+ykblFAGIsAhCBCEBIIpGNzC2yj/lFNjK3yD7mF9nI3CIAMRYBiEAEICSRyEbmFtnH/CIbmVtkH/OLbGRuEYAYiwBEIAIQkkhkI3PrfrDP/Pnz8dprr+GZZ55B165dcePGjRIfa+7cuWjSpAlq1KiBtm3bYu/evYb7bNy4Ea1bt0b16tXRunVr+Pv7y7738fGBxWKRlfbt20vfX716FW+88QZatGiBP/7xj2jUqBG++uorpKWlaZ7P4XCgYcOGsFgsuHXrVol/q0i+vr5o06aN6vP4+HhYLBYcP37c8BhbtmzBa6+9hrZt26JDhw64ePFimV9nRel+qEOVXWQjc4sAxFgEIAIRgJBEIhuZW/eDfXJzc6W/X3vtNQQFBZXoOGvXrkW1atWwYMECREdHY8iQIahVqxYuX74s3OfgwYPw8vLCxIkTcfbsWUycOBF/+MMfcPjwYWkbHx8fdO/eHSkpKVLhISkqKgodOnSAv78/YmNjER4ejhYtWuDf//635jl79uyJ119/3dQAwtukX79+mDdvXpleY0XqfqhDlV1kI3OLAMRYBCACEYCQRCIbmVv3gn0cDgd69eqFBx98UDWTsGTJEmm7RYsWoXfv3igqKirReV588UV88cUXss+eeOIJDB8+XLjP+++/j+7du8s+69atG3r37i397+Pjg549ewqPoWWj9evXo3r16rhz545s23nz5sHb2xvh4eGGAMKAYd26dfj73/+OmjVr4oUXXsD58+cRGRmJ559/HrVq1UK3bt2Qmpoq7ecugGjN7FgsFkREREj7BAUFoWvXrsjJyRFep9l1L9She11kI3OLAMRYBCACEYCQRCIbmVv3gn369OmDRo0aYceOHYiOjkb//v1hsVgwe/ZsxMXFIS8vD4MHD8bw4cNRUFAg7bd3717UqlVLt0yYMAEAkJeXBy8vL5X71ODBg9GpUyfhtTVq1AjTp0+XfTZ9+nQ0btxY+t/Hxwd169ZF/fr10aJFC/Tv3x/Xrl2Tvtey0YIFC/DQQw/JjnvmzBk88sgjuHz5MiIiItwGkCeeeAIhISGIjo5Ghw4d0LZtW7zyyivYv38/oqKi0Lx5cxl4uQsgaWlpslmdIUOG4OGHH0ZKSgoKCwsxfvx49OvXD9nZ2cJrrAy6F+rQvS6ykblFAGIsAhCBCEBIIpGNzK3Kbp/09HRUqVIFa9eulT67c+cOGjZsKHX8Bw8ejLp166J9+/Zo3749NmzYAADIzs7GhQsXdAtzhUpKSoLFYsGBAwdk558wYQJatmwpvL5q1aph1apVss9WrVqF6tWrS/+vXbsWgYGBsNvt2Lp1K9q0aYOnnnpKclNS2sjhcKBx48YYOXKkdIzc3Fw888wzWLFiBQB4BCALFy6UPluzZg0sFgvCw8OlzyZNmoRWrVpJ//v6+qJq1aoqWHvggQeELlibNm1CjRo1sG/fPgBOCKtZs6Zkk1mzZgmv0+yq7HXofhDZyNwiADEWAYhABCAkkchG5lZlt09UVBQsFgsSEhJkn7/zzjv46KOPyuw8DEAOHjwo+3z8+PGyzrlS1apVw+rVq2WfrVy5EjVq1BDuk5ycjGrVqmHTpk0A5DZKT09H+/bt0b17d5nNvv76a/Tq1Uv63xMAiYyMlD7btWsXLBaLzOVq8eLF+POf/yz97+vri9atW6tgbffu3ZoAEhUVhVq1aslA515SZa9D94PIRuYWAYixCEAEIgAhiUQ2Mrcqu33sdjssFgvi4+Nln/fo0QP9+vXT3dcsLlhaat68Ofz8/AC4bHTjxg107NgRr732mipmok2bNqhatSq8vLzg5eWFqlWrwmKxwMvLC6NHj9Y8h1bQuBa4LFmyBHXr1pX+9yQIPSUlBY8//jgGDx6s+3srsyp7HbofRDYytwhAjEUAIhABCEkkspG5Vdntk52djZo1a2LlypXSZ/n5+XjssccwdepUw33ddcECnEHoAwYMkB2jdevWhkHor7/+uuyz7t27y4LQlXI4HKhRowaWLVsm/Z7Vq1ejffv28Pb2RlZWlmqf2NhY2O12qSxevFiaseHjSXiVN4Dk5OTgxRdfRJcuXWSxN/eaKnsduh9ENjK3CECMRQAiEAEISSSykbl1L9jn22+/xWOPPYbg4GCcOXMGPj4+qFevXpmnoGVpeBctWoTo6GgMHToUtWrVwqVLl6RtPvzwQxmQHDhwAF5eXvDz88PZs2fh5+cnS8N7+/ZtDBs2DAcPHkR8fDwiIiLQsWNHNGzYEBkZGQCAGzduoGXLlnj66acRGxsrC+wWdew9ccEqLwDp27cvHn30UURHR8uuOS8vT/c+VzbdC3XoXhfZyNwiADEWAYhABCAkkchG5ta9YJ+8vDwMHToU9evXR40aNfDyyy/j6NGj5XKuuXPnwmq1onr16mjbti327Nkj+97b2xs+Pj6yzzZs2IBWrVqhWrVqeOKJJ6TYDsA5C9O1a1fUr18f1apVQ+PGjeHj4yOLaQkNDdVMZ6vlesZkBgCxWq2GaXjvBd0LdeheF9nI3CIAMRYBiEAEICSRyEbmFtnH/CIbmVtkH/OLbGRuEYAYiwBEIAIQkkhkI3OL7GN+kY3MLbKP+UU2MrcIQIxFACIQAQhJJLKRuUX2Mb/IRuYW2cf8IhuZWwQgxiIAEYgAhCQS2cjcIvuYX2Qjc4vsY36RjcwtAhBjEYAIRABCEolsZG6RfcwvspG5RfYxv8hG5hYBiLEIQAQiACGJRDYyt8g+5hfZyNwi+5hfZCNziwDEWAQgAhGAkEQiG5lbZB/zi2xkbpF9zC+ykblFAGIsAhCBCEBIIpGNzC2yj/lFNjK3yD7mF9nI3CIAMRYBiEAEICSRyEbmFtnH/CIbmVtkH/OLbGRuEYAYiwBEIAIQkkhkI3OL7GN+kY3MLbKP+UU2MrcIQIxFACIQAQhJJLKRuUX2Mb/IRuYW2cf8IhuZWwQgxiIAEYgAhCQS2cjcIvuYX2Qjc4vsY36RjcwtAhBjEYAIRABCEolsZG6RfcwvspG5RfYxv8hG5hYBiLEIQAQiACGJRDYyt8g+5hfZyNwi+5hfZCNziwDEWBUGIBMnToTFYsGQIUOkz2JjY/H222/joYceQu3atfHee+/h6tWrusfJyMjAkCFD0LhxY9SsWRMdO3ZEZGSkbJuioiL4+vri0UcfRc2aNeHt7Y3Tp097dL0EICSRyEbmFtnH/CIbmVtkH/OLbGRuEYAYq0IAJDIyEk2aNMEzzzwjAUhmZiaaNWuGd955B6dOncKpU6fQs2dPtGvXDoWFhcJjvf/++3jyySexZ88eXLhwAb6+vqhTpw6uXLkibePn54fatWtj06ZNsNvt6NWrFx599FFkZGS4fc0EICSRyEbmFtnH/CIbmVtkH/OLbGRuEYAYq9wB5Pbt22jRogVCQ0Ph7e0tAciOHTtQtWpV2U26efMmLBYLQkNDNY+VnZ0NLy8vBAYGyj5v06YNRo4cCcA5+/HII4/Az89P+j43Nxd169bFr7/+6vZ1E4CQRCIbmVtkH/OLbGRukX3ML7KRuUUAYqxyB5C+ffti6NChACADkK1bt8LLywu5ubnSttnZ2ahatSp8fX01j5WRkQGLxYKwsDDZ5x06dIC3tzcAIC4uDhaLBVFRUbJtevTogb59+wqvMzc3F+np6VJJSEiAxWJBfHw8HA5HhZWUlBSsXr0aKSkpFXpeKmSje6WQfcxfyEbmLmQf8xeykbnL3bJPfHw8LBYL0tLSPO2uV7jKFUDWrFmDp59+Gjk5OQDkAJKamoo6depgyJAhyMrKQmZmJgYNGgSLxYLPPvtMeMyOHTvC29sbSUlJKCgowIoVK1ClShW0bNkSAHDgwAFYLBYkJSXJ9vv000/RtWtX4XF9fX1hsVioUKFChQoVKlSoUKm0JTExsbRd+HJXuQFIQkICHn74YZw4cUL6jAcQwOmG1axZM1SpUgVeXl7o06cP2rZtiwEDBgiPGxsbi06dOsFiscDLywvt2rXDf//7X7Ru3RqAC0CSk5Nl+/Xv3x/dunUTHlc5A3Lr1i3ExcUhLS1N9nl5l8TEROnhqcjzUiEb3SuF7GP+QjYydyH7mL+Qjcxd7pZ90tLSkJiYqBtLbRaVG4Bs3rxZggRWLBaLBBsFBQXSttevX8etW7cAAA0aNMCUKVMMj5+ZmSlBxvvvv4833ngDQMldsMyi9PTK4793v4psZG6RfcwvspG5RfYxv8hG5hbZx1jlBiAZGRmw2+2y8sILL6BPnz6w2+2a+4SHh6NKlSo4d+6c2+e5efMm6tati/nz5wNwBaFPnjxZ2iYvL8/jIPS7JXpozS+ykblF9jG/yEbmFtnH/CIbmVtkH2NV6EKEShesxYsX49ChQ4iNjcWKFStQr149fPPNN7J9OnfujNmzZ0v/h4SEIDg4GBcvXsTOnTvRpk0bvPjii7JMA35+fqhbty78/f1ht9vxwQcfeJyG926JHlrzi2xkbpF9zC+ykblF9jG/yEbmFtnHWHcVQGw2Gxo0aIBq1aqhRYsWmDZtGoqKimT7WK1WWVasdevWoVmzZqhevToeeeQRDBo0SBXtzxYifOSRR1CjRg106tRJOOtiNuXm5sLX11eWHYxkLpGNzC2yj/lFNjK3yD7mF9nI3CL7GKtCAYREIpFIJBKJRCLd3yIAIZFIJBKJRCKRSBUmAhASiUQikUgkEolUYSIAIZFIJBKJRCKRSBWmcgUQrdXFGzRoIH3PgsUfffRR1KxZE97e3jh9+rTuMffs2YM333wTjz76KCwWCzZv3qzapiTHJZFIJBKJRCKRSOWvcgeQp556CikpKVJJTU2Vvvfz80Pt2rWxadMm2O129OrVyzBdblBQEEaOHIlNmzYJAaQkxyWRSCQSiUQikUjlr3IHkDZt2mh+xxYM9PPzkz7Lzc31aMFALQApi+OSSCQSiUQikUik8lG5A8gDDzyARx99FE2aNEGvXr0QFxcHAIiLi4PFYkFUVJRsnx49eqBv375uHV8LQEp63NzcXKSnp0vl1q1biIuLQ1pamuxzKlSoUKFChQoVKlTMVtLS0pCYmIjCwkK3+tF3U+UKIEFBQdi4cSNOnTqF0NBQeHt7o0GDBnA4HDhw4AAsFguSkpJk+3z66afo2rWrW8fXApCSHlcrXoUKFSpUqFChQoUKlcpUEhMT3eyp3z1VaBaszMxMNGjQANOmTZNAITk5WbZN//790a1bN7eOZ7GIAcTT4ypnQBISEmCxWBAfHw+Hw1FhJSUlBatXr8bWw2fRaOh6w/Ly2G2ax2k9fJPm9r1mh6HR0PV4beJ2OBwOzW3GbIxEo6Hr8dTwTdLxhizbj0ZD12PS5mPwP3RO95penbDdrWtnZcTaQ9LfS8LtcDgcSLqaarjf8DWH0G70Ftlnb07dIfu/yTcbpL//Mc51r75YuEc6Bvt+3o4Tsn2fGeEv/Z2aeh0OhwNP2NT3ddLmY3A4HFgecRqNhq7HW4praDNiM/bZ49Fo6Ho8/0OAylaj1x9RHfNUXCKCj11Qff70cH/VZ42GrkdUTAIOnolXfd7ifxtVnzkcDgxbcQCNhq7H+E2RmB18HI2Grkf/33bD4XDgZGyi7n3vPSccjYaux6LwU7Lf0WVSkOb23uMDpb+XR5yGw+HAtG1Ruufo91sEHA4H/jFum+o7du2Nhq7HkbOX4HA48Lfvte8LX/4zMxTXUq8Lv29lU9+rRkPXo+8vu+BwOBB59pLqu1HrDku/v9m3rv07jtkq/f35gj3oOjkYjYauR8Dhc/jfygOyY3SfEqx73f+cHITXJrrqVHvfLar9vl6+Hzui1M+LdI7JwUhIvqp7npfGuO41X28aDV2P389fVj23WyPPq+rAtsgY2X5Xr6VK219OuorJAcdw9NxlfPpbBBoNXa+y27Jdds1rmxdyXPisfVr83DocDgxeug+Nhq7H5ADn9bw/K0zabuzGSCwrrqMv+srbDVG9Uhb2/DocDvSY5qrnrF145+ed0mffrToobRsdf0X2nCnrJf/bPv1tNxoNXY8Z26Nkn2/YL34nbDxwVve9MmjJXtn2S3fZsfvkReleOBwOfL18v2yb4XPWICUlRfWe+OjXXaq6sv+08z0ZeNRp/84Tt+Plsc7naWdULBwOB46eu6y67gGL9+JfP4WoPm9a/PwNWORsp4cu3y/7PUkp12T2bzR0PSb4H8XFxBRd++2zO6+zE9cmaZURaw/ho193yZ49/l3Byv9WHcTzPwRI//N2bjRU3vaxcv5SkuE7Li7Bed9bfqduk1bsdj7Df/12Iz6fukb1feeJ22XPyvRA+XP08Xxn3VPam5X2PzrbLt8NR2T7/d/ccMP6sfGg+Bn123wM33P3UOv8YzZG4gpn26nbfpfqVhc/Z52fE+y0x/Xr8rb8lQmB0rWu2xctvI55O07A4XDAtvqgcBu+H9H+x62adZK3e6Oh6zFoyV7NvhyrQxVV4uPjYbFYkJaW5mbP/O6pwtPwdunSBV988YXpXLCUSk9Ph8ViQXp6utv7lIXy8/MREBCAPedSYLUFGpZXforQPM7TviGa23+0+AistkB0+3kPAGhu81PIOVhtgWgzZod0vOGbTsFqC8TMsBiERV/Vvaau0/e4de2sjNt2Rvp7wzEntefkFxjuN3bbGbw0KVz22Ttz98v+b/b9dunvV6e67tXXa49Lx2DfLz90SbZv27E7pb8LCouc93W0+r7OCosBAAQcvwKrLRD/+eWA7Pvnx+2E/UoarLZAtJ8QprKVX/BZ1TETb2bhQOx11efP/LhD817EX89EdHK66vMnRgWrPgOAUZvtsNoCMX3neSzZfxFWWyAGrfodAJBwI0v3vvsUP0PrjybIfsfrM/Zqbv/q1Ajp781RVwAAv+6O1T3HwOJr4fdlhV271RaImKvOxBLPjtG+L3z574LDKCgsEn7/5A/qe2W1BeLTZUcBABeuZai+m7g9Wvr9LUYGSZ//Y/Iu6e/Ba6Lw5qx9sNoCsevcNYwOsMuO0WPOft3r/tesvejO3Vv2zPfk9hu12Y4jF28Ij/HW7H3IzL2jex7vKa5rbjpc/l1c6m3Vc7vnfKqqDuyNSZXtd6fA5Qbgu+W09PlXq36H1Raostum3xM1r235wXjhs/bValdb/92Gk7DaAjFn1wUAwIeLjkjbTdt5HpujrsjuIStt3Hh+rLZABBy/Ip2Lr+esXXj/14PSZ75bXJkXr6bnSJ8/NTpEVS95fbU6ClZbIBbuuyj7POS0+J2w43SKyj68vl1/QnWfTyTcku4FAIzwPyXbxnfRFuTn5wOQvyc+X34MTynawdNJzs7Ovhhnm9Xt5z149Sdn3T1y8QYA4MK126rr/mbdCbw9V/38/7W43f56nbOdHuF/SvZ7+PfDl8X3a2ZYDNKy83XtZ7/ivM7OGu0KXyYFncUXK47Jnj3+XcHbuOPEMOl/3s5WWyC6TNut2udaRg4AIPeO+B13KysPANBao03aciIJVlsgWo4Mwpdzt+QliUgAACAASURBVKi+7/bzHtmz8tueONm9G1hc99g7XVk6FbcDfsFnZft9siTSsH7sPCPuG8wKi8H4QNc9/N5fff6pO87JbPvL7lipbv1rlrPOLz3gtEdRkbwt/+f03dK1BtuThdex/NAlAPL2SFn4fsTfJ4dLzxhfJ9tPCJPt8+36E7L7xfpyrA5VlO5W37UkqlAAyc3NRcOGDTFmzBgpWHzy5MnS93l5eWUWhF6a4wKVB0C8p+zSPI5WR9lqC0S/pc5GpOt0MYBMCXF2iJ8bu1M6HmssZobFIFSnkWHHdufaWRmztewARPkyMwIQ/txKAHl+nBpAlC9e1rACkDo37/1yUHUcPQCZFKQNIAdjHarPRWApApBWo4JUnwHaADLQQwBhtmISAcgrP5UtgIzc7HpxeQIgfRYeRmEJAKR/MYDEXFUDyPjAM9LvFwHIV6ujpJenJoDM3qd73W/M1AYQ/ln/IcCOyPjSAUinMgAQ/jOrLRD5HIC8xf3OL1c5O3fPjZXbbeMx9wCkewkBhA0S8J1Gq00M9soiBJDievkeByA/BNilbVPSXB3TJ38ILhGABNvF74QQAwAZVkEAwgCUB5DDcQ4AJQSQte4DyKwyBJApIS4AWaYDIKMD7LJnibez1RaI13QARO8dl5blvO9aALK1GEBalBBA2P2ybTypeW5mt4lB0bL9Pi4lgMwMi8GE7dHS/1oApAUg7FljgzhL9jvrhbIt7zLNBSBBp3QApNie7gLIy34uAFnE1ckOijZkGAGIxypXABk2bBh2796Nixcv4vDhw3jzzTdRu3ZtXLrkJFA/Pz/UrVsX/v7+sNvt+OCDD1Tpcjt37ozZs2dL/9++fRvHjx/H8ePHYbFYMH36dBw/fhyXL1+WtnHnuEa6VwGk/7KjsNpcowVa27AR+bYaADIj1BhA/jld3ejqlR+3uhoCNqqenWcMIOM0AKTnHDcBpHhkjT/38oPxsn2fHxcq/c1GcrUAZKYSQH5VAkho2QGIwK7x1zNxNsV9AGGd+Ok7z2PpAefvdhdA+i7SBpA3ZmoDCN+x9Y9y7uMugGh1FPiO0vkyBBCtl73Vpg8g47ZpA8jfJ7ueSyWAKF987gDI6xoAwr8kfbecNpwBue0BgDRxA0B2ewggrANhtbkAhJ9ltNpKDyD/2+DsaDMA6csByHQOQJSdh78JwF5ZeADhBxrY/vxnozZrA0hrNwFkwV55x7E0APLNOjmAbDxmDCA/CgDks+VHhQDC7N99xl5p8KAkANJ8hLPdHloMICM3iwFkUPGI/qywGKTnlA2ATNtxDgNWygGEH6xiZXSAXfYOUgKI1nlKCyDbTroAZFAJAGTwGufzpZwVU14zP7sLuAcgO3Rm6dQAogagn0LOyd79PICwAYyKAJC3SwAg36wjAPFU5QogbP2NatWq4bHHHsO7776LM2dcL2y2YOAjjzyCGjVqoFOnTrDb7bJjWK1W+Pr6Sv9HRERoBtz4+Ph4dFwjVXYA0eooW23O0Su+smptMzHI2Ug8P84FICM4ANEb5bDaPJ8B4RsCBiBZefqdJatNG0CU7iw8gHTWABD+3EoAeWG8ZwDiH+XsPL2vAyAvTghV2UoEIIfi1AAisqsIQFqO1AeQn0NLDiAb3QSQl/1cNtr0u3OfXwwAZJCHAOKOC40RgGi5q1ltgei3VAwgY7YaA8iXHIBEaADIWyUEkHfnuUbgf9yqDyBvzjIGEH7WRlmMAITVgd0KAMm74wIQdg+sNjGAbCgBgHypASBzI/QBROk+UVoAYTMo/KwI32lOTsuWPm/9Q7BqYIAX6yB6AiDBds8B5HgpAEQ5W8g69gxAXucA5JABgCgHjay2QLQY4bw/Q4rvhRJAePelgSudADI73BhATiU6r1NrZpUvP4eeLz8ASS9/AOFBQPkcMahTPhOsMLexCWUMIDNCYzCxDABksQBAXuMAZLsOgDB7Kmei+cI/ky/7hUuQSwBStqrwGJDKorsNIHvP6XfyWfEUQFij+poegGxnAOLqLLOX08+h53UbGavNcwD5gWsI1hUDiJG7iNXmBBC+c2u1qUeT/1pGAMJGcrXcdJQA0mu+GkBOJ4kBhAEfX0QAIhqlFwFIi3IAkA89BBD+BV0WAPJ9KQBE6TfMF63ZIqvN6bYIaAPIj1tdfv4iABm06nddAOFnBrTK6zP2yu4tu5//5gBkzNYzui5Yb87ahwyDzhl/zcoSW8YAMqi4HeLdHK029wGk28+uNoYHEDaqywCEuQuyZ50ByIsTQmXHF7k2KosnAPK9vzaAPDGq4gGEtXes8ADysp8TQHjXRqtNDCCfLhMDyG4OQDqrAERdf4wAhN0LfjYJkAMIe6fN2XXB8Bl3F0Bmh8dIx2UxBxUKINliAAk86excNx+xXRNAus/Yqwsg7Flg7m3Kwt7f/Owu4B6A6MUp/Rx6Xvau03IBUwLIvIhY6VnroQAQZTxfeQHIS5NcAMLODUDlxvn1uuOy+0UAYiwCEIEqC4B0EgCIyJ+dVSQ9AGHTpO3GuzrLfIdVr5Gx2jx3weKDihmAGI3WWm1O//vyBJB2HgIIC6DtPf+Q7PuSAshhDQARjdLHX8/EuRT1C94jAFnpGYAwmGDiO5h84UebGbSUNYC448NfUgD5ZIkTQM5rAAgfaMzPNvHP5cBVv0sAoQUgovvGighA+M7uuG36APKvWXsrBEAizl2T7Zd7p0Dz+WAA8oICQNYfTdA8v6cAMi8iFgCkpBvsWWcBvHzdttpKCCDcTCcDYB4Kh29yAUjSLReAtBoVpJqZ5CUGEHGnKtguz/qoVEUBCLP/GzNdAHIwtvQAwsfTAGUAID/pA8jciAvSzIoegPygABAeNK22QE3QuVoMIHpuxgxAtN43rHNdUgBh8UBsdklZWN0aqwAQvi6Jn0Nx32D6TjmAsHgtvugCSPFzwmYhlADCv98ZpGkVZs8fyhpA1hKAeCoCEIHuVQBh/sWssmptw7JS8Z1lPmZAr5Gx2jwHEH7qf12kE0CMXiRWmzaAKN1ZRADCpp/5UZBlCgDhR0nZSK7WfZ0R6ux8Mf/1/1sgB5AXxnsOIFduZWsCiKiTLASQEdoAws9osd9dXgDCd/ZY3Mi8CPcARCuI00wAMprrGLUQAcjK0gMIvw178fEj8BO2RxsCiJF7irIu8UULQHjYKCsAWVdKABmmAyAzQmMkAHlBCSCCGWNlEQEIi0F6VwYgJ6Vt7zqAKEa7N5QCQPq7ASD/mrVXqrtGAKKVBY7VJfa+0gMQFiw+Z9cFw4Grk4m3ABgDyK+7Y90GEL7eqABE4zzuAEh6jhhAgkoJIMxNkd1bZWHunrx7qbIu6T2Hou+m7zwvczdm18GXn0LOydyveQDpWcYAwg98KksPBYAM1AAQpfs3AYjnIgARqLIDiMhVh416vKoDIKyh5QOm+axJZQ0gfDYMBiBGnSWrzQkgylFbpTsLDyD8FC0DkB90AIQfuWcAonVflQDy3wWHZd8bAsh2bQDR8unXmtGw2gJxyVEyAJkRGuMxgPRZ6Px97gIIH8zPYnxKAyD883IuxX0A+XDREeEzb7Vpx8tYbYH4WAdAeNcQ3jb8y4kHkN3nU1UAInJdY6W7AkDYc8l3gCcGmQNAdikAJCffBSD87xxYDCDKmQgRgCzzEEB+2e0EEN5tZGaYC0D4Z9JqE8dWKcuWE64FbrUAhE8M8N0GF4Bc4QCk5Uh9ABlSAgAJOqUGkDsFhdgbk4rbuXckv39WygtAdmkAyIHY6wA8AxB2f1jw72gFgOTdKZS2/Wy5M7HK3IiyA5AFe+MkAGFBz3zCElZ+CLDL3kGeAIhenKMegLDnoPmI7Rg4Rw0gr8/YK4vTVD5HzPWJdaqVhb1D+dldoPQAMk0BIFpB8FNCzqoAhL1zWWD4QgGA8ElmWJyMVmH21AUQbiCTB5AlOgAylADEYxGACFRZAOQfkz0DEDYS9mrx+iFa27CGtuNEEYCIGxmrTTv3uV7hg9HWRjqzmRmlU7TanKO+pQUQvhHSAxA2kqsHIMx/nXXQWeEBhHdrY/IIQIqBQpml6JIjU7ODzLLJ8AXQB5DLDvcAhGW0YhLFMjzHBRq7CyCsU6kNIK7nhQGIO0HERgAigruPFjv307q/fHBsSwGADFh5TBdAROmLWek+Y6/s3rKZOT7ZwaSgs7oA8sbMvYZ1SvlC5Ut5AciLSgCJ1AYQNmrJxAMIg1W+XosAZGs5AQh7xvnsOf/b4ApKTbzpqlMtRgapnjVeIgDRy+yjBSAzQmNgtTndwrQAJOryTVhtYgAZUxIAOeu0/5uz9knvAUMA0UjCwOoSc33RA5BPizM7zouINYwdZADyigGALNp3UdXpdAdA+Jkuqy1Q8zwpaaUFEOcAYEkBhA3gMNc1ZWH2KAmA6D2j03ackwGIMjW01aYPIO8oAOROQaFs31e5NdFYPdcqzJ7K513rHlht7gPIkDXytecIQIxFACJQZQcQUawAq/Sv6AAI6yCx7CiAC0Cm7Tyv28hYbZ4DCO8LKgFIVskARDkKz3fAeQBh94FvhJQAwme5KC2AnElyBoh7AiBaHUoGVO4CCA9grADaADJg5TEAZQ8gfIA4i/GZG3FB9xx3BUA0ZousNue6JwA0Z5j4QGMRgHyx4pgEGVoA0t1DAGHuQ3yyg8nBdxdAWB1gHVBWPAWQtZGXNc/Pv/gBYwD5tRhA+MXTZskARO76VRIA4QGQZfPifcf5hcnKG0C2awAI76Ou9PfnAeTvkz0DkH5Lj6raQSWAvDWbA5ALJQcQ1vFTdoa1AOSX3cYAciLBCSD8optaZemBeLcAZNRmuyx7nCcAonetGeUIIKztZxkxlYU9w0ro8yklgEzdcU626K47ADI34oIKQNjvKSmAMDcqZdY3vrylBJCVBCDlIQIQge42gOw7Xz4AwvwuWfYsrW1YXAQPIMxVadrO87oZJqw2z12weF/QNUecAHIrK89wvwnbo1VuI0p3FiMA4RshFozNCv8CZx0prfv6c+h5AJACaPnFz6w2J3ToAcgEDwCEpRVWLhQnApBmAgDh13VZXkIAYYsKMokAhA/wZS527gKIFszy2VM8AZC+JQQQtp8WgPCBxiIA+Xy5HECUHRkjAOn28x7ZC5GN3vPJDn4KOYejOgDy+oy9hlCvByAXrqkBZJeHAMLP9EgAoshGteaINoAsVgAIn2mPBxAWbC0CEOaaoUz/K4qZUxYRgDCg4d2J+LScvFtjixFBqmeNF4MF5foNngII796mBJD1RxNUAKJ0SSkJgISfdb633pq9T3oPlApAVhoDSH8OQIzSt7sLICsOXVL5/ZcEQLTOk5yWDaDkAMKSwIgA5I2Z+gDC7MzATVlYR1+ZecwdANHrG/wUcg6TOQDRSgOsBSDsncviq0QA8goHIFvKEEA6TgxTxQMBagAZTADisQhABKrsACIKqGWdt046AMIaKDY1D3AAsuNcmQMIPxLCAORmpjGATNQAEKU7S2kAhG9gPAGQvuUIIAw8lGDhCYAUFRXJVrb3FEBYjIsSQETrWfCjywxA5uwqWwBxJ4uREYBouavx+2kBiG2jy89fBCCfLT8qPZd7NACEH83XKmoAcXZ2P/jNBSBTd5QeQJRZXfjCA0hk/A0cinNoAgjrgLKSnScAkBWeAciifZ4ByPw9TgDpt9QFILPDXQDynAJARC6ryrLVCEA4O/FpOT0BEOYu5QmABJ5UAwgPWYPLFEAiDQGkx+x9ko32FwOIVhrrb9ad0Gw32PuLuQkpASSf63wyG/+6O9ZwAVt3AWT1kcuqzEdaC9eN2myXLeDpCYDoxavoAQgLMP/r92IACdUBEDbAyNcNvrBMbsq1V9wBEL3gbyWAKDOzWW3OmVwezHgA+bcCQPJLCCCsLfleB0D4wTR3AYRfEBUgAHFHBCACVRYAYS8PpUQAwiodAxetbdhUPA83ozkA0WtkrDbPXbD4hmh1MYDcKCGAKEeT+U5lFw0A+b4MAYQF0Cob6pICiF6HUtlZvuTI1HzBlyeA8BmBADGA8J0V5mJXGgDhXfbOpjjrpzsAwlypRN9ruatZbS7XLS0A4QONeQDhO/NGAGK0bk63n/fIOras88xnW5u283yFAAiffYh3cygpgLRXAMjq0gLIWiWAuEZ5Z4fHSG3Xs4p1Y0oCILwLHJuV4usAnxWHB5DmI7aXCED0Bn60AIRPzKDMeFReABIWrQaQfTGeAwhrZxmA8OvtANoAMn+PMYAcLwaQTgYAsi4yoUQAckUBIFrncQdAbufeAaC9nheb3fjr99sxoAQAwn6HaF0Pll1vhL/nAKIX/D0l5CymhHAAorEOiR6AsLTjrF4oAYRfE42t96NVWFvCJzNRFmXWQeWaMABUfQ8CEM9FACJQZQcQUUYfHi5EKUlZ55TPsMUAZOqOc7qNjNVWAgBZqwYQx+1cw/0mbo9WjUIoR5NFAMIycPCNkDsAogV2EoAUB9Aqg/V4AHlBA0DGB6rTOxoBiLIDIwIQpauW1SYGkC9WuAcgrOPrLoDw94zNcBkByFc6AMK77EkA4oYPf0kBpM/CwwCgudAj7+cvApBPlx2VwHjP+VRVOk9PAYR1nvlsaz+H6gNI9xl7Dd0alSv78oUBCJ9Ja9VhFywwAGEdUFay8u5I90cLQJTn5I/Jl4UKAOFnWbUAhHVSeACZs+uCBCDKhStLCyAsLocfOeV9wnkA+ev321UDCLxKAiDbTiZBKb5OlCWAfLJEDCCs49tjzn6pLdYDkGHr9QGEpdjVAxDmZvfbnjjdxf2sNvcBZMOxRNXq11oAMnLzKdkshzsAknTLCSB6qeZLAyD/miUHEGXdYe2PCCjYc827lwJQzeyLnkPRd5ODz+KnkHPS/8rECGwbHkDm7LogvT8YGJUWQBZ6CCAdOADhs/EpAeRLAhCPRQAi0L0KIMyV6u+Tw4UAwiomX6FZ4zt1xzndAC+rzXMA4f2TVx12dlCvuwMgQcYAwnfUtQHENZq+ZP9F2b58A8NGcrUAZPpOOYAoR5ZenBCK6GTPACTpVjaOXdIBkJGlAxBm45lhMVh+6BKsNheAXHJk6t53EYBo+XIrr3W1hwCi5c5XXgCiNVtktekDyDAOQPhng+9Y9zcAECOXxW4/75HFFrDOM5/sYEZoTLkASI1GT6NGo6c1AWTl4UvS3wzC9QCEn50csOKo5jmVAFLr6dfgVedh1Sguf88GcgCi7Lz3X6YNIMq0zVozm395YygsFgsafrFI+swIQPiOC+8TzkN9eQAIf11M/G/6UgEg644m4HcDABm7WAwgyvvFFvhjHd+eHIDsjUkFIJ4B0YodY8dngdLKNSn4zufHJQAQPm5Dq/hHJUr3zAhA+EBzPtmA1RaoeR53ACRTB0DYPW5WQgBh63yJgIK5dvLr2ADuAYhe38BPASBaCyHqAkixyyOb3eTjgKw2+YCpHoCwtoR/9ysLH0sqAhBlAhx+IAQgAHFHBCACVXYAEaUUZY3oy37hKCzUBhDmY89nlWD7/RRyTte/0moL1MxcpFcGawBIakbJAEQ5mmwEIHw8gRJA+AbGHQBhGXw+qQAAUQLmZUeWZpCnMluW1SYHkFkVACD8zMLdBJCPygFA+EBj3iZ8x7rfUheA7I1RA4gRsCsBhAXc8wAyK0wfQLr9vMcwropPO83Ko/3m4dF+8zQBZMUhNYDwHR+rzdWRArQBROn2xUON1VZyAGHbKwGEdeKVSQu06rUWgPAzDXwSABbwzXdceJcMHkCafb9dNdvGa6jCjYxJD0C2aAAI3/bpAQhztXUXQD7WAZCdZQQgbIaFrfGhBBA+AJmN5C/YawwgUZdvAjAGkIDjV0oEIMo1lLTOc6UYQPTW5dEDEAb5egDCDwQoAYS5/CqzNbLCZlb5+DagbABk6g5jALktAJD3yxhA+He/svCztR0mhkkzcQQgZSsCEIEqC4DwgeK8RADCOj8vTRIDCOvg8Qv7lCeA8C/HlYcvAQCuZeQY7ucpgPxzugtA2G/k4wn0AISN5GrNLCkBRBncZwQgbESKL0YAouwwiQBEqxQWlg5A2AiZuwDCz8IwwCwrAIlOdtZPd9KoGgGI1myR1eZ8IQPaAML7+ZcUQIzqS7ef98jSu7J4Fz7b2pxdF3Sfl5ICCCvlBSAvTZKfkz+m1eYCEOVsAA9tPIAoU9jymX7mRrgARBkzVFoAYcH0fMeF75DwdarpcLW7Hy9lHAuTXuydFoDwz/MgxaJzWgDCL8pqtZUMQFiA9NtzXQCy57w+gGgtYMqCr5n9xm6rWADZdjJJei8tNAAQfrFBpfuqspNqtZUeQFiclQhA3py1TxdAWNp3PoaML6xd4dexAdwDEL2+waQgOYAoEyNYbU5IUQIIa1fZjCPLcKcEED5mdXNU+QDIch0AGUgA4rEIQASq9AAiSCnKOrsvTQpXrSTKCpsd6CwAEL3RBavNcwDhV2SVACTdGEAmBZ1VAYiyw1oaAOFfUu4ACMvgUxEAouwAlAWAfL7cPQBhHS9lp0drRWNlYfadHR6ju50egPAr6JYlgGjNFlltzhc1AMmGfOFXv+U7sXxnvt/SSNlo8NhtngFI1+lyAGG/le8QzI24gKPxN1D35Q9gsVjw6Cdz8UDrTqhS/QFUfeBBNHzxdcQnpUrbNx7mjzod/gOvug1gqfoHeP2pHh5u/xYaDVkrO7fLBcuZbSw9Jx/1ug5EtfpNUOOPD6BK9T/iD/UeR5fenwNwjYA/PmgF/tSmOx5r2BDVqlVDkyZN8NduH6Px/5wdpi+WewYgfGc8JycHTTr/n3Tttf5cHwMHDsStW7dkAGKxWND27U9l9yjoVDK86jyMB9t0kZ2n0UfTUaNha1i8qsHrT/VQp8N/UK/bl24DCLM3D1l8hyT+uqtOlQeAKAcDlM+5ctXr8gaQd+bul7kdAqUDkHE6AMLqwcJ9F2VJErQKAxAtMOBLsD1ZipvRA5AR/nIAUbadegCity4Pe99otWss1XXT4YH4YrbnAMIWA+SfX76w+8nHtwFQpZcXPYei7yYGRWMaByDKuCSrTR9A2PWKAIT3BnEHQPh3v7Lw9bj9BG0AUUIsW8iXiQDEWAQgAt2rAMJGPzpODBMCCMsQxaetZY3vlJCzZQ8gK10vxxWHnB3UqyUEEKU7ixGA8KPpixUAwgcQshEpLQCZpgIQeX719hPCSgQgei41yiBQJ4Dcdut+OwHE2fjOCouROn3uAggbiSpPAGH+81oB2sM0AMSddRw+XhIJQAwgovLBb2IA4f38RQDyyRJ9AOk8VX9V5q7T98hW2Ga/lQ8inRcRKwOQP9R7HHVf+gAP9xqPP3fuj6p/qI7/+9AHVlsgGn+3DTWbtoWlqhfqvtQbD78/Dn9+9RNUrV4T1Rv8FY2HbZaOqwSQxctWwGKxoPbzb+G7mSvwcK/xqNdtEP7x9ocAnADy+KAV8KpdH151HsbMOfMQFhaGcePGoeofqqPW086OPwOQlxUAslwAIKzTUVRUhG7duqEKd+0v/d9Q1KpVC8899xwGLne6j2gByLyIWE0AebTfPFSpVgPV/tIYD731P9R/9wfUbNoWXnXqewwgfAwa3yHhAaTJcLW7H68KAZBIYwAZJwCQjxYfEQJIiAaA7C4GEK004UYA0t8NAPnQAwD5vRhAlAHEyrLjdIr7AMLVX97OVlug5nkSb2YBKAWAnNMHkLdmywFEmUGOpcLl00gr7ctsw6vUALJdDiBKt0CrzT0A+aW4LVDamgcQ/6hE4XWw2VT+3a8sSgBhsUgEIGUrAhCBKguA8IsF8hKtacBGPzroAAhLi8t32Fnq0CkhZ3VHF6w2zwGEBXhZbS4ASUkrIwAZqQ8g/Gi6EkC8NQBEy7WNAchqDkD40XQeQJ4fpwYQZYfUajMGEGWHu6QAMjtcDSDKl6iyMABRBr66AyDMvmUNIO5kMSopgPSeLwYQ3s+fBxB+fYuPOQDZF3NdZe9XPQQQ9lv5bGu/7o7FsUsuAHnwlY9lx2j08tuoWbMmGn+3DQ+/N0Zzm7/2GgWLxYJ63b6UPlMCyGdfDETVGrVgtclhgblg7Tidgj892x1Vqv8RDQcsltYzAIBWPQY6Z2f6zXMBiKKDxjKyscIAhHU6QkJCYLFY0PzNL6RtBq78HevWrYPFYkHn/qNgtTk7jRaLBc8rACTYrgaQB574B6r8oQYe/3KF9Fnj/23BH+o9rgIQPt0tvw4Lc7njAYS5NALARUWdcgdAGHQx6WUYUq7Jo3zO+UEeq80JIMculT2AsFW63513QLb4JiAGEOXisVaba5aPDeaMD5QDCP/uYrEMi/ZdVI2KK4u7ABIWfVUCEDZi7g6AKO2stbinBCA6abEZgGjFtvEA8rkAQPh02EoAYYHgLKuUsrAZfH4dG6D0ADJhe/T/s3ff8VVU6eP4oy7qWtZd3c8q6353cF0RAUWwN4pi2V1BBBGxYEURFVTUAQQiPZTQIfTeQighjRIglAQCISEQeocYmqG3cEGe3x9zn5nnnDnnTLk3Qfzdeb2el5Jyc8vMmfM+5XkgduE289/8skBNFwME77l4vckAQgdjZ+WGBhB6HTMACd6/AOwAwTT2eEQA4nxEACI5rnaAyFKKYh7uJ7ovslUSxcBNkC/1W2Y+HgKk1zxngDiN6PKBFze9wA+cOOf4ezHz7ADh8SMDCE6/tnEJkNMeAPLJBDtAcP+AF4CIChFi8CNjXgByKUSA4MgZD5DXXAAEP99Bi/wDhFbQvdIAoev8ZQD5YOxqNUD6qK+XF/stNasTa7q1X4FmWxu5bBcDkL9/Mpx5jMqN20BUVBT848tJ8KcnGhn//9UU5mce6boQril3I9xU6TnzazxARowZC1FRUXDTAzWhda+R5mPgMsQFGw/CdbfcAX/89+Pwz+/nwrHT5+DixYtw8eJFeEafYADnpZaeATIsw+h0/PDDDxAVFQXP6njB0AAAIABJREFUdU40f6bl5Fy4fPky3HzzzXDfky+BposBErfUAshtD1kAufamP8PN/37c9r7je+kGILiZnp6veD0B2AHC7zeiB1/NHY/SAghu3nULkPfHrrbtmVlfaGSXQoA0IgDJ2HoYALwBpKoJEOMcdwOQsZnhA8iSrYfNPQoIkE7c+6PpRsp6er/beYRtg/0CBJOeiACSEQRIBZ8AwVkIrCzOB8460f1tAO4AouobdE/dDP0IQPhZOU03BhVpdjAKENyzgm2BX4DgzCIdfOSDAuTx7ulCgPAplumAA0AEIG6OCEAkx+8VILgJTAUQXEf9cn8LILhxtte8LcrpTU33DhC6URQvcL6irChEAOH/NgUDBRUChHZmeYDQ7CZuAIIpRD+ZkMN0MJ7sEX6A8DemcADk04k5AOAMEEyHyNcecAWQ4BR2uACyqci4PkVpVPn4yCdAmoxYCQBg1nKh0VICEMyKpOl2gPBL7rwCBJck0Gxro5azAOFxUeWttmZn+paHXoKoa6+z/Z1Hu6XDH/5cHm7UHja/xgPk1PkA3PGf1nDD3yvBtdddB1FR18D15SvCZz3HAoCxBCfq2usgKipKGrc9+w58FgTIs1xHcIIEIEMzdgAAwMcffwx/+MMfmIEGXPpw7733wv+r+gRoutHpioqKgkde5wFy0AaQqGuuhT89/LLt/bj9pZaeAUL3LOH1BACwi+uYhhsgs/MKbe0K/T6dZdb00gSIsUys0bAsExahAATP8e6pm5nXRgGCWZvGZu621YbgY+1eAyAiGNBYtu2IL4DwbbDo7+w/agBElRZbBZCl24y9XDKA1HcACCKAzqrSwM42rWMDANKsWTRUAOmWsikkgODnjADhEw7QvtDMtc4AaeMBIJiNLQKQ8B4RgEiOKw2QzO2hAUSWUhSnQB/vni5trFspABIzb4tydEHTvS/BonsmsIPKF3QShQgg/HIWJ4DQKuxjVrAAoR1DXEoi2lsTu2ArAICZQrS5R4DwWZE03aiWqwRItB0g/OibLC79etnMADJ48XbzebsGSFzZAYSv68J/ZmUBkDeHywFCp91lAHnfASC1XQCEjlbiOU2THYxesds1QGQzIDW6BGdAHqhpfk0EEPzeqMWb4G9v/ATXl78PritXDvbu3QvzNx6E627+C9xYoTrc1aw/ZGSugpycHMjJyYEnvhkBdzXrD3e3nGAC5Lle7gAyZIkBEJwBefYna58KMwPylAGJMSt2ww033ADVX/3A/LnhQYBcc/0f4U/cDMhNPmZAaBYhbIfoEtBPJpQdQGblqgGCm2gxpq/ZZwMI38GWAaTZGDlA0oJZxt6IyzL3dixRAKTNjHwm4xAGdrxxlq+HAiD4OYzL3C0dVMNwC5DMHb+4Bgi93/GJQPwCBAvfigCyjAFIku37TgAZkG60vbIls4jVVj4Aohqc7Jq8CfqnE4BMdgbI4MXbzXsu/n0cjPALELyu/ABkEgFILQ4gdMYTIAIQN0cEIJLj9woQbAAe6yYHCG4O+8+A5ebj4Sh9zLwtyotb0/0AxOpIYQeVL+gkCiFA+ngEyHQFQPr6A8inE3OY998vQFbvlgOEr2Ow/6g/gAxZsiNsAJGNqNHAPOoDHQDSWgWQ6XaAiNKo8uEXII0VAKGjXhRBFCDNxlgAydxhBwh/I+OjbiwLENzfReE+NtMJILrZmf7bm10gKioK/vL8J8zP3IN7QF75yvwaAmT7ITtAEAv/19D4vdTUVJhXcBBueegluO6W2+EfrafDiXPWzZddniQGyPgsNUAWLFhg7AGp39L8mZaTcyEhIQGioqKgTvOO5vtx//33wz+rPWP+3PClO6HnaOPnKEC87AFJ3eAeIB+PtwDCX5t8xjV6IEDiOICoaizMXPvbAkjjuJWhASTYvuE+Jx4gNIU8bk4en7UnbABZtavYltJZBhD6mfOvka9zo+kWQFRpsUMFCGbKwmuBHjj4I6pAr+nWzMRXU70DRDU42SV5k4kfTbfPyml6+ACS4AIgdCadD9pWPdbNHUDojCdABCBujghAJMfVDhBZTQPs+D3aLV26XhYboP8OtAOkZ9oW5cWt6d6XYNG17NhB5Qs6iaLXvC22Bp4fTa4oAQh2wMMJELqUSQ6QhbbPyg9A+ErOZQmQN+KMzjAdDQZwB5DxWcbnG26AiLKT8fHx+PADhN50aKfsUQKQ9xwAwk/l81E3dik0IgDB5ZW0yN44DwCxsmD9AW575m0jU1adj+Ha6/8ozYKFAHn/w4/g1kfqwV/r/wDthk6Hv9bXodzf/gU33nwrHDlyBOYVHIC7v5gI1/3pb/CH2/8BsQMGw+LFiyE1NRUqNfoa/njvY3D35+Ph0wnGNV+T28jJp8JGgAxevB0ASBas66zn/vTb38Att9wC1atXhxbjjc7o2Mzd0K1bN4i65hojW1aTbtCkVSe4u8K9cM0NNzMAKf/RELjmD8EsWPV/gP9rFMyCdas9C5YMILin4AUGIGvMn3W6NumBHaNwAoTus9N0dwDpJgHIewqApBKAYIHBJVvCAJA0Z4BMWLlHmlgFY+3eowDgDJA1e466AkjbWSxAth4sfYAs326l0/5UBJAhmUqAYA0mUfYxTbcGIPnCem4Aohqc5AHCo1jTjf7FSQeA4GCEX4DgdUVn0vmgSykf65ZuLhPHLI4AEYCE44gARHL8XgGCDcAjXRUACU6N/m+QBZCupQgQmk40VIDwjQLtmNIlZdgB/1oBEPo6TgYBIsouxgPks4lrmT04T/VYZN6YRADBDf40Dpw4B9m7iqWvvVpnO0D4ZR6yuHjpVyFAmgeXjPAbZvnAznAoAKE3IlH8pgASZwBkY9EJ2/eaT3AGyLujs80Rtcwdv0C3FBYgTkXReIDgtU33Tk1YuQfW7j3mCiCaHqwD8sQbcN2f/mbWAbnjsVeldUAQIMNHj4Eb/vkQXHvzn+EP5a6H6265HW6q9Bx8NyIJAKw9AP/4agrc+kg90CrcA+XKlYPbb78d/vSP++FPTzWB//fNTBMg/PUqA8igRdvN9/n8+fPwzzpNzed+05//Cp9//jkcP37czKwzLnM3XLhwAaq/+j5cd+v/wTV/uAEqPvwEDJu5CK7709/gVgIQTU+Bu9/rA9f//X6jDsjNf4E/Pd5QWAfECSB00AKTHgCA4/4sevgBSIIvgBgDHH4Awl9v+fs5gAy3ALJ4yyEAAFvnXNMNgLwiAAjO8L7vAiCYlc8LQEQwYH/umAkQzJrE75HRdAMgtLPKFytVAeSoT4Cs2P6L+f9+ADI0wwCI6H3XdGsJNl9YL1SAdE5iAcKfk/g58wDBey5ugpcB5Kkei8znOiNnv/R5uAEIRaUMIPxgJ70XAEQA4uaIAERyXO0AkRVVwyVYj3RdKM2ZjlOj9QavMB+PAkR1cWu6d4DQgmrYQeUryopCBBB+NNkJIK1JNdbRHEDoaKYbgEwsQ4BU77KQ+XcoAMHN814BQjtjAMBslJbFuODNMBSAUDRuLDLSf4qSA/CBS2K8nJuabsz4AIgBQpfZ0CVYj3R1DxCnomgvxC41Z5003Vq+g8sCNN3YHKkqXFk3dikcPqVObc3PqtFAgJwULMHSdCsRAy7BwTh+9oL5/jAbtCUA4RNBYAwkAAEApqNP9+G0JACh/9Z0oyOJhfL480WWtIMPes7jplj6GdIloFj4EgAci4TSww9AZuTst7Ur9Pv0XNF0FiC1wggQrFXSePhKc4lPKADBe0PPtC3Ma6MAwax8E1fuYb4uCrcAWbf/uNnOeAEInylP9Hf2FXsASLQdIJk7QgNI3NKdoOkpwrZV0632la9r4QYgqsHJn5I2MjPf/Dmp6XaADFpkAaSZA0CedAkQ3MROB7L4oAB51CVAPokAxPMRAYjkuNIAydp+WHpx8A2c6JABBLNQ1OgiBwiOTNQXAKRH2maIdwCIU10DPmjDhgBxKoan6UZKYb8AwSxQrRQAoY0QrmUXAaQvB5AWk9YyP1caAKkRIkBwD4wfgDQMASBjwwAQisayAEijYSqAWKPcbgCSJQCIU0pQHiAYdARxcnboAOH3FdFAgNDiaXS/hleANA8CpDZ3vfKzkBheAYLtCAXIqOUEINxSStmeOT5kAMFZLNopeT9EgGBHCY+5IQCEzpZpegpMW+0CIOPEAHl3dLbZruJ9BgGCG+XfJABZtFkNENE1jucijnrHzJMDBLPyTVy11xEgOXsMgDzpAJANhSdcA4TuF+DbCNHfQYAUny6R/v2Si3KAZFGADLID5LUhmWatEE23A2TEMgMg9Hqkgecfn9UpVIBEz2UBwp+Tmq4GCM6G4XJMFUBUfRS8rr72ABBc7jole5/5N/j9phGAeD8iAJEcVztAZD+PWbCqd1lou4D5hqH+kEzz8bDT1CNtM8SvKT2A4Mil0z4ETRcDhF/OEm6AiEZKTYAER4S9AkRU4MoJII90tQPECQ4YoQIEoZEWAkBoNhRRfB3MQe8aIIK9OXz4BUhDBUDoMhsZQN4ZxQKke+pm5jGc1qO/wC3BwqBrqKdkW2v6ZY9x+KQaIKLlHhhuAZLKAeTYGTFAPh63Cv75/VyoFZMO//x+rhkjMrab/08fZ0A6B5A+EoBMZgHyBQeQhZuMmWV+IEG2ZJWPNA8AeW+MBZDtgv0PNOiB2Xm8ACQ+DADh26FQANJkxEqoHwJAcDYO7w08QC5fJgAJJsWYtGov83VRIECwcr0sNhZZAMG0rWKArGcAUvAz20aI/s7e4jMAEAJAdnoDyDgOIKOW7wJNlyeLwfoYfFYnNwBRzTxEz93IZD+kSTQweIAMXLTdvOd+wAHk3AW2//JEd3cAwU3sKoC84AMgdDYcIAIQN0cEIJLjdwuQYB0QFUDwYntNBJDUzTB9zT7lc/K6BIuupcbG0k1nuvf8LbYRJn45C12XLwIIVrvVdDtAaIfpxFlngOCSlM8nr2U6xE/3XGzefGt0cQ+QVUqApDP/DgdAPnEJkAYSgMgKW9HAlJChAKSVT4Dg6/Nybmq6BRC+c6Hp7DIbFiAWEN8etco8l/wA5Pm+GY4AMTqUoQGEL25JYxsC5Kx/gFDQl69UQ1kr5Lo//Y15HKy0jocTQHAv2Zfk+qYA4a9jPwChHTKceaVLyt4dnW3+bKkDZI0cIPe0ZRMWWOdL+AGCy8QoQNI3eQcI7nHD97iXAiA4OxhOgGw9eMpcouMEEPr8vQDklzAApLkPgOB9TjZQiPcGflM1Bbf0PHQAyODFFkBoHSOMHmmbmUEOChBMVoP7wZQAUQySIkDoQBYftA/zSFe3AFnDvF8RgDgfEYBIjqsFIE96BAgWIny48wIpQHBk4vWhFkCw0+QGIG5nQPDmhVlMNN0aIXeznKjP/K0hA4QfIaW/S0e2vACk5eRcG0AwA4xbgBw8cb7UABLgAEIruLt570MByGiPABGtD6cAKfjZAIhoaRwffgGC14EIIM3GlA1ARO8tzaMfv2Y/5O5TA+SQA0AqK6rJiwBCN4wjQHAPAMZRCUAaxyTAXc36wyOthsNdzfqb8ePIOXBXs/5Q/qMhzONgpXU86M2fLhXB/WtOAOGXXMmWrPIhAwjCo6YEIKIMUDToIQNI4jp5kbfpa/YBf+D37mufJgRIzh41QLr7AAgi6a0Rq8w6E6UNEMQ5rs9Xvc9rXAJkx2E7QDrMcQbI+sLjzPcf755u+x03ALlw8VcAEANk5U7rviACSIOhaoDgPitZ+m+8N/JLilwBRNHx75RYwADkg7H2yuo9UlmADPIAkMe7WynuVX0U3EPSygNAsE80dTUBSN8IQEI9IgCRHL9XgPSev8Vs4GUAwZEJHPkFsADSPXUzTFsdHoBgJwCzmGi6BRA3KWVFAOHX08sBsgE0XQ0QemPBteyiteJ95hsAwRHhlpNzmT0Jv0WAfJ+QbzbGXgGCBQfnFXgHCKa0pBVxRaECCJ21QoC42UTsFyANFAB5TwIQuken6UgCkJ12gDhtiJUChJy78Tn7lTMgz/fNcATIAy4AQounMQAJItwtQD4J1v7hZ0v5a9B8fA4gtR0AgvWE+BnO9CBA3M548CEDCD4fugT07VGrzJ+9kgCp1GGebbnLVAKQ2n0yhO2QDCDvjMo22zcEyDoOIE1HWgBZGAJAsNPbe74cIHht4Oi06n1GgIhgQGPXkdMmQLBuhBuA5O9nAULrAWHs+cUAyJFT/gBC7wufSACSoQAI3qdk2ffazTbujfySolAB0jGxwEwBrOls8hkMHiADF20377lYLwz3g529cJH53XACpI4PgHw0LgIQr0cEIJLjagaIaho6Zp4BkId+kgMERxoaEYD0IACZGiaA4Kg1ZjHRdGuJjlPaSk03Ov78SBY/muwEEH6TKv1d3wCZUvoAebSbHSBu9s1oOguQoRneAVJfAhDRMiE+riRAmvsECC5FFAGEjnLTDjwFyFsjWID04ADitCH2+b4Zwv01FM8JawsdAXLwhBogqmKOIoCMFQCEr9ZdfLrEfH9CAkjw8fGQAQSXpTkBxO2MBx/0nBcBhM7ANh1pAUTU+aZBDwQILhXBQwWQaavlAKnaaT5T7FXTwweQeziA4HNsOnKVOVCBAOFT1Gq6HCAPBwGCy3N5gNDnhNcGdg5V77NbgOwtPmOrSC8CiD5zPdNGrSsDgGR7BAjuh8ID9yrKkl/8OAcBwnao3QBE1fHvMIcFiGhPiRogOebXAOwAeaybBRDVICkChLYNfNAZVrcA+TACEM9HBCCS40oDZOWO0gFIzzQDIA9Gz7dNYWJgtgmsfwBgAaRbyiZzz4D04nUJELyJ4SZCTacAEd+wKQD6LggDQCa7AwiuZVcBBEeEW07JZTa/+wUInWrnO0z8jS0cAMERL/cAOci8jnAC5BsFQL4UAMRNFqPSAMg7oyyA0BkQmia5yYiVZudbBBCn5SB1JACh78Os3ELlEqw6LgCiyiSGAKHF07wC5AUBQF7g2oqRy8QA6esVIMGKxXSUc8yK3bBos7v05rKQAQQ7LLRT99YIfwD5zgdApioAUq3zgrAC5O1Rq8xzBa87HiBvj7IAsmCj0U7IAEKXuvLXT9ORBkCwjRW9vgYcQFS4XL3bHUD2Hz3rCyB53DUoAsjuIEBUWekClwyAiDLT0QK1HwsA8roDQLBelWzpJ2ZD4zvUdK+mLMICkLNqgGBCCr8AwU3sX7oGyELz+qHQ5wdPIgDxfkQAIjmuFoDQjVd4qFIR9kgzOj9VFQDB1IdYARoAzN9zBZA+7gCCHTbaccU9ArJNm7STJAIIv5yFdgpfGWAVVsRpZlyyoel2gNAbCwJEtHSDB8gXCoBUFwBEVGH34InzzGZD/u/yN1AvALlwkQXINK8ACW4u9QMQTGkZ6xIgoirJZQ2Q+gqA0GU2MoC8OTx0gIiKPNL3YXaeM0AOnDin/DuqjfwigNCUuQgQvlbFLw4AqRvLthWYIpQPvgMqAwimJhYBZGxmKQIk2Bmhnbo3Sfsp6nzToIcfgNDNsXjg92p0WWjb8FvaAHlnVLZ5zoYDIDxA6XNC6EzzABARDGgUHT9nAwjODNDQZ65n2ih+FpKfqdb00AGyZg8ByEDvAMH7t6zdwfOAJtgAcAcQVcf/xzkbGICIZlS6KwCC+5hkAHmUAES1SsMNQGr7AAj/fkUA4nxEACI5frcACXZ+qnaab7uAMfDG+qYEIFg5WxZuAYKbXunoLgJEtmaadvJEAOGXs4QLIEcVAMHlAWMJQOjMy9M9F5ug8gsQfomRCCBuaqdougEQ2snhAeK0/wbz+8/f+NsBiJs1/ZjVxc17RAPr4YgAQke56RIsGUBW7iy2AcRpNFYGENq5Tlz3c8gAUW3kR4AcvUIA4Zfg0A20NF0oAmRSECCtOYAs3lJ2AKEDOHyBOj7oEW6APNYt3QaQKdn7zI5sOAEyJ88CCLbr8x0AIqpHgdcPJihRAQRnZHEfjKotcAuQQyfP2wpCugMIW4uH36un6QQgij1ZF0MASMNhWbB02xHz3zxAsL2XvQedk4yMl++HGSDtZ28wq7BruoVL5pzjADIgfbv5eWIqacyId6aE7b880tUdQHATO13CyocbgPBpjPn3KwIQ5yMCEMlxNQPkkgIguAG2iguANBlhB0jX5E3mFK4s3C7BwroDtHOFS3RkSxZorYJYAUD4fzsBhKYy5QHyH48AwQ7Zl1Pzwg4QvnMYLoAMy9jpGSCvDhIDRFQsjw/MKBMKQOiNAwHiZk2/X4DUUwCEXiMUILiGXdONjigDkDQWIE6doTp9MsxRXhq0cz03v0gNkD4ZUHRcDRDVPpqtB+0AGS0ACJ8q9sgpCyB0xBAB8iJ3Ex++VAwQPguSDCBYXRkBQnP9jwsLQKxz/j2yiRZfG52BpUtY/QAE16rjoQIIrdCMB37vqR6LzH19GBQgdTwCpOlIOUBm5xmF6N4dHRpAcA8VJijh9wDR54QzspiKWAWQ7F3FAADCmQkav5wucQWQHxJYgOTscQbIriOnAcA/QOjf+MgHQHCjuOi5aXqKWXSYJtgAcAcQVce/3ewNMCzDur5p8hnznFMABK9tNwBRrdJAgLR0CRA6g0iTPUQAEvoRAYjk+L0CBOt5VOk033YBY2BDQzdR4t6RrsmbzIrfsnA7A4KNa/0hdoDIlixUIx272AVbbR1x/t9OAKHVpHmA/HegdWPBteyiji4PkK+m5jF/95kYNUBE+eUPnWQBwi+P4aEVHoAYa1idAPK/Qcb74gcguJwB69HIAgFCPwOMllcIIBsK7QCho9xSgMStNG9WIoA4dYbcACR5fegAUXXcECC0eBoFSF+PAPl4nNF55wESJwEIX4jOCSDYIS9rgNAZWJrEY1ORe4DQDHX0UAEEwUUP/N6zvRbbUp66AUgPFUDaswDJ23cMAFiAYHYqfM/8AAQTlKgAUo8DiGo5JgJE1vnGOHbmgmuA0Jlyuj9D09UAUWWlUwGEzrK4AQimpMYDiwXSRBk0cJCSJtgAAOGMBR+qjj8PkMbDnQHSP32bDSCYktsOEOveqnoeA10AhLYvbgHSbEwEIF6PUgVIdHS0rcDUnXfeaX7/8uXLEB0dDeXLl4cbb7wRatWqBRs3bnR83KFDh0KFChXghhtugBo1asDy5cuZ79eqVcv2d5s0aeLpuV8tAKGp5/C4eOlX6c/j6EbljvOkAMFpb7q+HQHSJXmTmUVDFm4Bgp00vIFougUQ2YghbTRDAUj7IECwUdN0+wZY7GhrujuAjA43QHYQgPzoDJB9xWddve88QHDjoFuAIAoW+ABInFuAxHsDiJvXjR1VNz9L49VBCoDEiQFCofxGXFbIAKkvAMg3pHOdsv6AEiC1+2TAzw4AUYVbgPCd5MOnzpvvjwggL3GdT9pBodEzjQVITQlAcJkGAoS+R+Oz9sCSLe7aVVnIAIKfL70uG4YZILi8SRQTFQCp1XtJWAHy1ggLIPdyAJmV6x0gdQUVubGODnZS+TTM9DnhjCxWgw8HQE6cC9jSIbsBSDaXuZDWA8LY6QIgl369DAAygFjXuQggjRwAMnOt8RnRQRLmcw+2TzTBBoA7gKiWZ7edtYEZYBDdL7qnbmYy7fVP32bec3GwEAFyWgEQ1fMwATJZDpCaLgDCn7f8jFEEIM5HqQOkSpUqcPDgQTOOHDlifj8mJgZuvfVWmDVrFhQUFECTJk2gfPnycOrUKeljTp8+HcqVKwejRo2CzZs3Q+vWreHmm2+GffusE6NWrVrQvHlz5u+eOHHC03O/0gBZVUoA6RVMw/tAx3m2CxgDp0ZpA4Tpe8MJEMQE3kA03QKI7IZNl6vELtxmAwe/nIV2Cv8TAkB+UQAEl4dgh6zVtDzm74YDIBU5gPB7XQqPuQdIycVLzM01XACh2cxkgQDpGwpAJpctQP43yDhvRACho9wygDQaZgFk1S47QJw6Q7VlAIm3OtdpGw7YMvDwjxEOgNDiaXTG0A1A6ggA8rJLgPRI28yca04AwT0RpQkQWscAOyO0PaKFXDcW2c8dGvQIN0Ce75thZjbEmJy9NywAwaWhPEDeG7Pa3BOG+2ZEg0qOAAm2KXwhSvqcsJ2eEQSIainhKpcAOV1y0QYQvGfQ+D6BTSPMp04XzTIgQFRZ6dwC5EMJQJYpAIKzVA/9JAYI9hHoACRAOACynlliKdoz2C1lkxQguFw6VgIQmmFS9TxwEzvd/8kHrZFSvctCcwkjzrIBRAASjqPUAVKtWjXh9y5fvgx33XUXxMTEmF8rKSmB2267DYYPHy59zMcffxxatGjBfK1SpUrQtm1b89+1atWC1q1bh/Tcr2aABCQAeb5vhtkRrtRBDhAcdaJTsAiQzkmbzIrfsnALELwJ0I4+blKW3bBpx1sEEH402QkgzSfIAUJhhACRNdgAYHbIeIA828sCyMOdF9g+L1F6Rx4gfI2GcAEkbql/gGB+fzzcAARv5uECyIZC9wDBbElufpZ/vQBigDSUAITe3BtyAMHZRAzZUgiM2n0yzHXuNHCJiKYbHePfJEBOegMI3aRKo0eqO4B8wgOEIG3Cyj1MhWg/QZcdUoDgMiI6AILpm1XtGQY9fAGE62TS8/ylfstcAeSnpI3Mz/SUAKTJiJVSgODoOgUIFm/0BhDjfcRRchFAsGOKbUTC2kIAcAsQ9TV37sIlXwChqdM1PXSAiJBAZzo/HOAdIHiNimqMaLqRcU7T2SXYAO4Aotofqs9kASJKLa4CCIIBl+OpAKJ6HqUFEH7JWgQgzkepA+Smm26C8uXLQ4UKFaBJkyawa5fRwdy1axdERUVBXl4e8zv169eHZs2aCR/vwoULcN1118Hs2bOZr7dq1Qpq1qxp/rtWrVrw17/+Fe644w6oXLkytGnTRjmrIjquFoDQ3Nd4XLgoBkjx6RLYf9TopN7fIU0KEGz0qeh7EYBgwT1Z1HYJELxZ0018CBDRhl9NZ/PshwIQq9iSHCCoWFMvAAAgAElEQVR0aRiuZRc9Jx4graflmRm+NN0ACNY18QsQuqRL0+3phsMBEKzk6lQEEj8vPwDBzD5uAUJxikFvHGUBEDxv1hcet32vARnllgHk9aGZ5vKjcAIEP0NNNzrGKoDU6r0ECo+5Oz9EgQChxdM8A4S0Cx8hQLgidDRNJ43uHEBoBwH39gBYAMGaEBQgE0sRIJhKlrY/9QlAZO0ZBj1+SFhvvhf0wJFrUfCdTHqe/2fAclvV6cnZe839CuEESEIQIM3GrDbvI04A4dfSa7odILjxmB7YMcX2CAGiyubmFiAlFy/ZspG5AQhtszWdzYaHseOwARBVVrpfFQCh1/kHAoC8EacGCO7TqtJJDBBMEEITbACAuTRbFaqO/w8J65ksd6J9bSKA4P/jwBMC5NT5APO7dHWBap8qnks0AQ0ftKCoDCD83qUIQLwfpQqQtLQ0mDlzJmzYsAHS09OhVq1acOedd0JxcTFkZWVBVFQUFBUVMb/TvHlzeOmll4SPV1RUBFFRUZCVlcV8vXv37lCxYkXz3yNHjoT09HQoKCiAadOmQYUKFaBu3brK51pSUgInT540o7CwEKKioqC4uBgCgUCZxdmzZyExMRFWbCmSXhw0HuuWbnuMM+fEFVYPHT8Duw8bN4GKP6bB0VPiBrBhcGTivdGrzMfsmWrsHemUuAFGLxcvk8CgG7hUgXigo6DDlmyHQCAA6/aKq4A/RxqGvvM3w+McOPgbC+0UvtJ/mfl62s0ybi7YEcK/TX/3VdL5PXDsNAQCAeFz6pm6CQKBAAzPMH7/qym5DECeiVkMm382bhoPd15g+7zaz1pve8zC4lOwdMtB4evQdDtA9hw5CbsOqzs5GKfPlcA3040NzEMWb4MpqwxQfjA2GwKBAGwpsne0aeANd96Gn5nX4WYPyOBF2yAQCEBM2ibb9+jytq+n5UIgEID/DrTXCPh0gpXRJ29PMVy4cMHx7+LvyT5DVeB5k7vnF9v36g9eYb5+FiDWzf21ISvMzveKbYege8pG5jFka7ExavZawpyLGPgZanoKzFv/Mxw9JQdGzV5LYM8R9T4EVRTsPwqBQAAOHLNwGpdhXS8xacY1kJDDbv4sLD5lvj+1SbvwwZjs4LnE3sQHpYth2iWpgDnXniUDEZ+MX2N+Ha/nSSt3QyAQgK/JezRuxU5YtOmA7/dA01MgNd8655uRNLy4mZ62P/UGLTd/VtaeYdDX9t0MA00D07cyX09YI+9UjVm+k/lZek38b+ByeJfLYDQhaxdkbTcwVqfPEggEAtApke1g9xw3F86ePWu7ZhrHZZmdfPzv6l1HIBAIwPTVRlvSbHQ2NBpm3Efm5u2HQCAAG/YftT3vb6bn2eop0PcR70Wx87fY2k1sL7A9il+9FwKBgBIgK7YdgkAg4Ij+8yUX4Nt449zBNqvtzHzbz7WJX8fsY6JttqaLr+0tRcchEAjAvl/kxSlLSi5AIBBg2hGMnN1WOyQCSKNhmbB4s3Wej1vBnhuJucYmdP6egtF3/mbzc6a/12S4c/s+LlNcSFTTU+C7GeuYe2w9QZvWJakADp84Y/47dr41WPP5JGNwoVfaZggEArb+C723qp4HnkvNJ6yR/swzPRcxj9ss2F5Nzd5j/g0+hfjbI1cx7xf25fAaKqsoLi6OAER0nDlzBu68806IjY01AXLgwAHmZz755BN4+eWXhb+PAFm5kpV5t27d4P7775f+3bVr10JUVBTk5uZKf0a0YT4qKgqmTp0KiYmJZR79JiY6XuyangIPdki2/e7M2eLfnZyQCGPjje/d2zYZps8U/1ztbsmg6SnwSs8k8zE/CVZcbdY/Cb6Nm6t8To9GJ7t67g93NH7uyZ+sn281bC4kJibC4Mni5/YYeezPBifBgx3Yv1WF+/d97ax/P9PFeq/e7me8nv/FJDF/m/7us12s3504w/g90XP6eKDxPrUO/n6jPklQsb31uzU6JcPwqcbvVv7R/nnhc6ExYUYi9JpgPZ+K7djXhe8dxtj4RBgz3d05kzA7ERr3Nf7mV0PnQtuRxt/5b4zxOkZMUz/OU52Nv91t7FzmdTzfzflz/2Ko8TvNBRV8K+jW7zfuazyXZ7rYH7N+L+t3B09OhNlz3L3u13olST9DVTzd2fjMBgnOyefIOUXPtUrk86/ZNRkeD57jfScm2nL3V/5R/b49Ep3MnIsYb/a1HqfbOON9nZQg/hweiU52fX6IYtgU4zVOnGE9Br1emg8y3tsOo9hraMIM6/yg1y5ed093Zp/rF0PFbcsHA5KYc61GJ+v36vWyvoePq48w3o/G5D36bvhc6DlO3XY5RRdyzr/S03rsJ4Ovg7Y/z5JzQ9aeYdDX1iTWeNyWQ9jr68dR8uf+bRz7s7PIPaBm12R4uQd7zn03fC7EBu8xj0Ubz7NZf/Zneo63HpN+/YXuyfCvtsbrxP8OmGT8XLtgW/JKzyTzPPxpjPE4Q6fY34PGfZPMa4NG1eD7iPeiFoPZ15eYmGi2F9ge/TjK+Bl8TqLoM8H4mSoO19ycOYnm9YVtVlNBO/1m3yTm/tVrPPsZia7tEdOM5z8uXn5OzJlj/MwD7e2/P5CcS+8LAFKnWzLEkOfRZjj73v00xvjevyXvU4vBxvef78beq+p2t/8tPtoMl5+jb/ZNYtoMUZv2/oAkmJJgvb7PBls/36C38fexreH7L/Teqnoenw02fr9eL/nrqU7al8o/JsN/gtd625HWe/kkd96+2CPJdo5eiZg6dWoEILKjbt260KJFi1JdgsUfly9fhnLlysH06dOlP/N7mgE5rZgB2RscBf13+1TpiGmDIcZyj2Zjss3HjAnOgHScswFGLRMvk8BwOwOCowx0JGHokm3S0WZNT4EXyGhZ3/mbbZvOq3dhR5zYJVj2GZAPxlqjmKIZEBxlKzoqnwHpkWKM/uKIcKupuVC5E1mC5TADgs+FRmHxKcggo2mVudGqp3uGMANy9rw5Mjx0ifcZEBzxm19QxLwONzMgOKormgGh2Wu+np4HgYC7GZCSEnczIJ9NzJF+hqp4ud9S6Tn5Khnlpuca3Txab/BycwYkc/sh6JHCvvZqks2gGDV7LYH/CfbC4Ei5pqfAAvJZ0HMa47lei83ZTz+BMyBFR60ZkKFLrOUR5gwIN0q/XzoDYozIv8LNgAyUzIB0nsvOgDwjmQH5MLjXYXJwBoTOEo3L3AWLQ5wBSVsvngHBa4K2P/8daLU3fmZABix0PwMympsBOXXW2l/QcGgmvMPNgIzPdDEDMl48A/KGYgZkanZwBmSM+xkQ0Z7BR4MzIHgvil1gnwHB9Kz43s9YY8yA8BkDaeAMiNOsYyAQgDbB5XuDgm2WLpgB+TY+j0klTWceNF08A7L552MQCKhnQC5ckM+A0HZIBJBGwzJhyWbr3sHPgCSvK2Q+Oz4GLNxqPg79PTczIGNXyFdHfBufx8yaitr2znPZGRCcjdH0FGgZXDKFbY1yBkTxPPrON2ZQsBaRKGwzIKPtMyB8CvGmI1YK+3KRGRD5UaYAKSkpgbvvvhs6d+5sbkLv1auX+f0LFy642oT++eefM1974IEHmE3o/FFQUABRUVGwbNky18/1Su8Byd55RHpxMA21YA/I+cAl4c8eO3PBrAVwX/s0OHle3BnDzWEfkMI6uDEteu5GpgKyKNzuAcF13HQzF9aJyN8v7gTT9bb9Fm4TAISdWqcdd9xMDGDtu6AFuvgqzPUHrzABgmvZRc8JaxTg738zfR1TMPG5XkvMPSDVBHtAROkdD588Dyu2Wzcafr0urbis6cYeENzf4xTnA5fMDczDl+40C1N96HIPCK53X7SZ3QPypiCvOx+DFxsbAHvP32L7Ht08+m18PgAAkwgAg9ZuWV94XFn3hsbnk/3tAXm5/zLpOYkZsgDYPSB0g2f9wSvMDdjZu4rNhA4Y1ZyWYPVeInwfcK+ApqfAkq2HzefxseDGWrP3Etfnhyi2HDTaQVo8jabU7DPfWJfN71M4eMLaA0LbBYQC3wkZvHi78O93Sd7EnGt0jTbdA4KvHdNlfkf2yUxatZdJT+onaOY3urEb2yXa/tD2RpTAgAY99JnrmWsFD8wwJYqxmbuZn6X7+94cvpKp2o7vhbkHpG8GAAj2gIwX7wFpPHyl2XnFzn5ucA9IfI7VlmAyk5T18j0g383IFy7Bwr00WKQWU6fSwwKI8d7PzjP2gKgAkrXzFwAA4d4M/vPgkwG0E+wB+W5Gvvn3NT3Fdn6Jru0dh439VKqkEJcvy/eA0L1oIoA0jlsJy7dbz4NPUDB/o4ET2WZ93IdFM/wBgLBwIB+qBDVtZuQz+8ZECUa6Jm+CY6TYaT9SsPbLqcZgArY1fP+F3ltVzwOzaNEENHzQ+2u1zgvMax0zrQEA87lruj1rGPbl8BoqqyOyByR4tGnTBpYuXQq7d++G7OxsePXVV+HWW2+FvXuNlIExMTFw2223wezZs6GgoACaNm1qS8P7/PPPw+DBg81/YxreMWPGwObNm+Hrr7+Gm2++2XzMnTt3QufOnSEnJwf27NkDqampUKlSJahevTpcunTJ9XP/vQIEN779u30qnDgnBkgDB4CMDhNAcKaE3oAwTes6CUBoo9U/3Q4QfsTJC0D4Ksz1B68wb3KHT56Hy5fFHV0bQOJFADltayTxEG1uLFOA5PAAkY/MaXrpAYSOyKkAQlMnewFIy8nGEkw3P0tDBRB6TlWWAKSeA0Bk6TAxavZeItyMjx1VTTc6PniIAPJcr/AAhNYuoClzsVPAd5IPnDhnPi83ABm0SAyQzklygDSfYAGEz9dfmgChtTWwFgRtf2jdIVECAxr08AOQMStYgNCNvE1HrhICBGtWIEA6J7EzczF+AEIGM7A9SF5v7PMUpVZvMyOfyY6GwQNkkAIguBl4Tt7PAAC2lOU0ECBOMyAA7gFCNyNncEkORADZfsgZIHiI2gaK2WY+ALJwk1GMU1Z4FK9rmkYawB1AVAlqeIDQ+ikYPEBiCUC+CgIE627xAHnoJ5cACW5iDxUgfAINPmtYBCDOR6kCBOt6lCtXDv7+979Dw4YNYdMm60aChQjvuusuuOGGG6BmzZpQUFDAPIamaRAdHc18bejQoaBpGlx//fVQo0YNZmZj//79ULNmTbj99tvh+uuvh3vvvRdatWoFR48e9fTcf68AwdR/97ZzBgh2SAFYgPAVw/lwCxC88dApeASILKMPzUwlAgjf4DsBhHYiVAA5pAAIFknD3/8mfh3TAfULEHoTqcoBhC5B0fQU+Pn4OU8AwexAfgCCN9zFW7wDBDsSIoDQkUsvAFHVvaHhFyAv9ZMDhGZWkwHk1UEWQFbvPmpmlMMQ5fqnIQNIW5K8YPl2Z4C4zZImChFAaMpcrwDBZWL80jIZQFpOzoX0TYfMkWF6/osAgtlqsBOp6Ubmp2VlCBCEK0DZA4SmS353dDa8M4oFyEQCkOe9AiRODhCaUc8vQCq0tQCCmZJUAMEZ9MR14QUIn41MBBC+kjufZU0ECASIKisdHiLA0Ixq/L4dTTeASAev+BoxizYfUr52vI+FGyDfxrMA4Tvwmm4A5KgEIK2muQeI6nkgQD7xABDMIqcCyFsjIgDxepT5HpCr5fg9AuT42QtmB+Jf7VLhxFn3AMG0qW4A4nYPCKZfpB0TzLkuq+rcgOQO75++zZZ2l2/waaeQLpdBgLzvABDcl+AFIN/G5zMd0Jq9ww8QOgKs6QZA3KZZpQAZscw7QPCGzwPEzQ0Kl1LwnXBNZ4sttpnhHiCyujd8+AXIi/2WAoAYILSTyQCEfF7/G7RcCRBZPn56/oiWK9AO0Yrtv5jPozQBQmsX0JS52CnAOhAYRcctgNB2AQHCZ/caKAEIBnamZADh02XSZWrhAAhNPU0Bgqlgq0kAIltSikEPPwAZzQGEQrE0AILLdxAga/eyAPl4/BqzPUjK9w4QHFjCApz8ewFgVTx/gQMIXzOJRtYO/wBpO0sMELqEePEWtnNf2gB5zwdA+OfIB87k+wHIuEz56ohv4tcxqyf4NLaabiy1ZABC0rW3DgIE097zA6gPRs83n6sKIJgynKbg54NmmaQAwVTPABGAhOOIAERyXC0AeaSrHSDnLjgD5J62KVKA4KiTCCCdEgvCBhBsuGlRMQQIrfZKg1ZPHZC+3TdAsPo4zY9vA8iQTAYgv0qW+iBA4ghAHvQAENHI2uGT55nOEg8QWgdB08MDEFxy5xYgS7YcZl5HqAChHQcESD1B/Qs6dZ6/3wNApvgDSN1YAyCiZYFuAPLfgdYmdCFAJPn46WctAgiFK3asAMQAebbXYthbfMbza8fYfMAdQBI4gPzsESAD0tUAqdrJ6GQ4AiTHDpAp2fsY1PsJChC6fBM/H9r+IFwB/AGEH/XncUdj1PJdzM/S5T3vjs6Gt7lN6KEA5I24LBMgFTmATFvtAyB9FAAJXv8qgOASXi8Ake27uqetHa9eAMLPLohmN7cFAaKascajNADiVAsH62E14ADiZoZ7rAog01mAiOq/qADy9XTjnuUGICoIeQXIQz+5AwhfNyUCEOcjAhDJcaUBsrqUAIKbSCsoAFJfAJBYAhC+YB8fbgGCewloZxqLPq3da8+Ygo0r/r8IIHyDX4UbicYDAfIeAUicACB4oz14wj1A2syQA4ROE+PhCiDRpQeQGR4B8kIIAMEqtCKA0GKLXgAiK7zJh1+AvKAACO1kUoDQ8+4/A9QAkRUEo5/1fwTrpSlAVu4sNp+H6MYaLoDQ4mnhAAhfC8AJIJqeAhcv/coskaAAwVkJBAjdJzN1dekBBJfI0ese4So7d2jQA5fWhQIQ+lm/M6r0AIKdfQTIVBMgOWbhurkhAASvf74oI4AFEJxBwb/DF22lgQCR7bvCJCj03EH8yABCO9Lpm0ofIBuL1AB50wEgTvugcIDRD0AwQU0Fwf6SrzmAiJIP8AChBWu/CQIkRgKQqgQgKgjhclHRQA3GkxxAsJ8wUwGQN4dHAOL1iABEclzNADl7QVzh/PjZC3D41Hnm36KfQ4B8JABIx8QCW7YoPtwCBC9gOpqJAMnZIwZI05HWjXRA+nazYi5thOi/nQBCN2eGChDcvNdmRj5zg6vZewnsPPL7AQjeOGjmJQB3lXKxCi2/EVvT2ZTJKoB88hsCCO1kygDyCgHImj1Hbftf/AKEZk/DCs8AYoA8E7MY9vxyxvNrxxABhGasQoDguYRReOys+bzoTOf7wcJe9Qazr4tWPpZF9q5iR4DMkACEdsz8hBNA6HX6whUECLY3mm4AhLabmh4aQBoNcwbIJxP8A+QerwAJ/n6SC4Bkhhkg38azAFmwkS1EKALI1oNqgFRoqwYIfR/flQAkc4ccIE4IRyS8NiS8AGk9LY8BiCj9cpfkTVBM9i8xAIkPL0A+GicHyBPdnQHCb6KPAMT7EQGI5Lh6ALLQ9hgygJw4G4Ajp6yL2xNAgpvBOiYW2JYq8eEWILhsgXYm8EazRgIQCoaBi7wB5NVBK8zX08klQHCz5YET56TZlnqkbQYAMDflfscBpJYDQEQ3NieA1OxtB4gqqwqN84FL5miSCCDbD6kBUicEgPRbKAdIZZcAoR3s/P3HoeSieMaPjy98AgQ7aKJOJH4PgAUI/f+X+y9TAoSv8cLHs70WCzPG4D4mTTdmVvAoTYAUkXOMbhgPF0Bo2k1ZzMotZNqMTwhA+Gw1dKP+tFIECO5Vosvp6pBzQ5ZUA4NtD8QA4WeXaIxcxgJkG7mG3x61ynZtTly5B1ZxAOmSHDpApmRbAEH04NIoEUC+m5FvS1pCAYLvqwogtTmAyCp8a7ozQEYsCw0g8zmAiPZ3hQoQms5YBJAmI1iATOIAQr8nijEhAASBIcqw1WpaHrN8W5Ssxg1AcMCPX8GByzMBQFkqANsqtwB5MHq+K4A0jgDE8xEBiOS4mgFypkQOEJodhaa7o4HrbkUA6TAnfADBmwtdb4k3GsxRzwfdNC4ESKfwAeQ1nwD5PiGfuXH4Asip88xUOT+SFgpAzl2wADJy2S6z0/h+GQKkZ5odIPSz+i4IkPouACJLusCHX4BgR1LUiazjEiC1FQBRdZg0XQ4QnMXT9BTI2VP2AKEbxnFddjwHkP1HLYDQWTsECP/5hgsguFY73ABJJwChHRiEMv3c6/Sxzg0/AOFrX6gAQjvOAMAs03ECCM7U8ADpJQFIw2FZZuffAohx/iFAmgsAQp8Thgwgj3c32nWcWcKZcXrcywEEs225AYgs8xx9H3kI0nMJ49t4to7JvAIOIILZTQSILCmEE0C2HCQAEVRndwJI1k71NYD7J+pzAGkcIkC+msoChL+HabqRbpsCBLNv4nut6db9NlSAfKgACJ5/mm7ce7GfMCtXAZC4CEC8HhGASI7fK0DoxX1UAhC8mX483gJIPwIQvqPOh1uAYOeDjjYgQHB5AB/0pi8CCL+cxQkgNDsMrWug6QZA7mtv3GCLjjsDBNfElwVA+Pc4FIBgx8Y1QII3/AwOIPwyD1HEKgBS1QdA1nkAyJdT8wDAB0CCHUlRJ7I26WTKAPJSPxYg9Kaq6SnKJSOabgBElLKyEwEIdgABxOkln+65GHaHASD0HKP7NbwCpFkQIK8NYT/f2BABwm8WpdfW9DX7HEd/ncILQOi5IcvqhyFqD0IBCE3723TkKtv+rNICyORso1p78wk55r4TJ4DwbRkFCM6SqwCCv48FD1UzipgtTgYQOpPkDyBsJXQRQDCjnAwg9xCAiLJ1bT1otc/v+ADIKsm9FQMzSPkBCALjX4Iih19yAOEzOWq6HSB0sKbNDDVAqhCAqGqVYVtFs9jxQdP7ywDCL4uNAMT7EQGI5LiaAXJaBpBzAQYd9EKn4QQQvqPOh2hkQxSYbYte7AgQWSNJO1eDBADhbz5VHQBCN2c6AURWb4IHyA8J65kbBwUIzdSBh+jGxgOEXzLA37SLjp9jRqdVESpAaocCkGAGEhFAaKdADRCr43elAVKr9xLz9VPs0lHYF/stNd+zHAFAVFl7NN2YvRABJHruRvP/sQ4DQOkAZFORHSB0v4YJkDUhAmTBVsfnMnOtM0BwqQTdX1WaAMHzlH7uNcm5Icvqh8G2B94BQvcuALDgKU2AIJ4RIJNWGQD5dKIFECwQ6BYg/2qXagIEO3mYHZEeCBA8r1I3HLBdh3wgQGSpr70C5Jv4dUwa4dQN7gEiSwoRKkDeGrEKshQAka0uwMAifvUHr2B+L1SAfDEllwEIX0xX0+0AoQk7sKhoj1TjfssvIa/ccZ75XMMJkKouAfJGHFs5PgIQ5yMCEMlxxQGyyx1AanTxBhC67IruB6GBS6NEAPlxzgamAJko3AKkYTClLkUErrdduVMMkBaT1pr/LwIIP/0uAwh23minWQiQYJrJn1UASVUDpHafDNjlAyC0qi4PEH7ZgleAfB0CQLDDQKtvA3gDSI+0zbbv0deoAgjt+JUFQGorAPJcL2eAvBCrBoiqcJqmywHyU9JG5n3AQwaQXWRjstdAgNBEB3S5lF+ANOAA0tclQOiyTQoQfq02BUj8mv1Mx8xPUIBQCOO+OTqbRc+NcACE319DI44DCN1D99aIVbb1+xPcAGSCGCCvD7XSk+N5zgPks4lrzdnlUACCy1z41wdgAQRH0sMPEPZzcAOQlPUsQETPBWcTZQD5V7tU8zmIAMLs7/EBEFmCF4yJIQAEM2SGAhC6TJzuFcSiom4AoioVgJvY31cA5FEJQGbnWQDhU6M3GhYBiNcjAhDJ8f8HgNCMWDRw3S0FCI52hhMgjUyALDS/hgCRrVNtOSXX/H8RQPjlLBQg9QbbAULXRvMAaTDUH0D0meuhehfrNZUGQPgMIl4AcvbCRRMgo5ZbAGk2xgDINgeA1JQAhE/1KYq+XgEyJNP2czxAZGmn+fjKJ0BwlkO0jObZXovN1087G/Q8fL5vhtnJEgHkPp8AoVmL1heWPUBiBQDBQnQY+4otgNAlF82CN/TXh7KfrxuAJHAA+Xi8HSA4Utk+zABZtFkMEJzNpbNZ9NyQpRXHYNsD4zljymo8VADhZwho+/nWiFW2zuOElXvMQZ5wAmSiACDYaZMBhL9f/KtdqrksF897EUBwfx6eV2lBgKjq6izfbrRZMoDQbGI8QGhGNYxv4tcxbXHy+iLm+6LlYAgQ2Z4sJ4Bs9wiQydksQJwwjIisxwMkzj1A7hUApCUHEJrqFuOnpI0MQOhMOdZl6S4ByAMeAUJrgPERAUjZHBGASI6rGSCnzovre5w8H2AuWlotl4YFEOvGjgBpP3sDk/9fFG4B8kZclvka8GsmQCQdhVbBaqj4sxQvmm5fzuIEELo0QQQQHJ0uPHZWWvAOAYJpSb0CRHRjO3zqPFMwit+MKAIITZGqCh4gM30CZJkPgGAKRBFA6M32+wQ5QD4sY4DUVADk6Z7OAKnDAYTvZDsB5OmezgDZUHjCfB7NJQDZGQaA0Mw9dLlUuADC40wUKoDwSyUYgOTsd9yA6xROAKGzWfTc8AIQnLUJBSA01WqTESuVAMFU0l1dAqSBCiDB0fMWk9baOm2hAIRfYgZgAQTTuM8r8AAQyc94Bsh0FiBz890DRLYk0gkgNE16UwFAmo5UA8QpIQLu4/EDEEzRj58NjZaTc5kaYnSjN4YXgPBJdNwCBLNouQZIJ3cAaRgBiOcjAhDJ8XsFCN24Rasa0xABBDecugEIX6NCFtig0UYW19vK1mrj3gVNFwOEX87iBSD8zI5fgLSdtZ5BVZ3SAEjfKwcQ/HxDAkiqHSAUbW4BkrfvmDTtNB9+AYJLaXwDpI8DQNo7AwSLdtKgI9YFP6sB8lSPRaUKEBxVxErYGHuLz5jPSwSQhhxA+AxhokhYW8iMnooAgh0FWitlRtgBYr3PDYKv4z4JQJyWvdDDD0D4Tdq07WgyYqXZ1mJ9BjcA6a0ACHWiPLMAACAASURBVGY5QoBgFjYEyOeT19owSCt4Y4QDILiUZ17BQQCQz25ougUQ2TItChD+c5ABhC6HTVz3M/N9EUDwWpIB5F5HgFjXcdNY7wDJd6hJg7Vc6JJlgNAB8vnktQxA+CLCmm4HCB2owve/W8omALADpFIHbwB5TwEQurKiaqf5tuWEAGD2kzBe5wo3RgDifEQAIjmuFoBU9woQUrxHtmQHZS8CSLvZG5gCZKJwCxBcl1xNABBZukzMhKHpLgESrQYIXRstAgjOqOw/KgcIjshgXYSrASCtgzNJfgCCHUm8meNBM4rJAlMgigBCG30VQOjmwbx9x6RZ3/hoNS38AHmyxyLz9dNODZ2Jq00AsnavHSCimzUNGUBohxE7NQBygNCOi9cQAaSvR4DQgqPvjTaw2miYd4DMyNnvGiC0VsqMnP3SvWVuQwYQnMmhmHyKnBvhAAifYYwGXydjIanI/ebwleZsMwJkfJZ/gLw2RA6QCT4Awt8v7iUAwfOez/IFYAEEZ8PcAAQHTcoKIKKUwHgtyZZEUoDQQRkMOpDwlgwgO+UA2VBo/xxoTAsBIJiiX9SmtZjEAoS/d2u6ARC6N5XeJ3CpshuA0L/DByaNoSn4+aDPLQKQ0jsiAJEcVzNATkoAcup8gPmeDCCY3YFu7sSc/+1mb2AKkInC7RIsnH2g2Y9wultWrZXeBIYs2WFrxPjlLPRmVF8AkMYKgLzOAURWcRsBMtAEyAbmeVGAVBUABKeWaRw5VcKMkPEjYSKAyGa0+JAB5D2XAMGOpB+A4FIdEUBoOmYEyGsCgLxfxgDBtfyitdNPdHcGSK3eS8xrQgQQ0XppGk/3XAwv9ltq+3q3FKvDiMs6AMQAeTJEgGwsMmZYKEAoFhAgUzmA7PnFG0B6CQpU8iECSOGxs8xsJnYUKEAS1haGDJDFW9QAoR0vem7ICqti0AM7vv3TtzFf9wIQmg6WAuSeMAOkMgcQTOHacnKuLSGAF4Dg54vnvQggiD0EyPyNBkBkKXY13Rkgo1fstn0OXgAyJ48FiCjFNl5LfgGyywEgb49iATIlex/zvok+Bxq4jJIHCJ5DqohTAOSziWvNGRJNZ5deY6gBYnweXZPFALm/Q5r5XOnf4cMrQKq4BEiDCEA8HxGASI4rDZA1pQQQOjsiqxuhAkjbWc4AcTsDghvA6TIpBAitAk6DZrUZsmSHrRHjl7M4AiRODRC8gXgBSLvZdoAgJrwABN+HjUUnbAB5PgSAnClhATIrt+wAgh3V7gKA0KwoXgAiS7rAh1+APBMjB8hj3dLN1087NXQmriYHED7VrF+A0PcQi5sBAHw6UQYQ9eeqCuw00doFpQGQGJcAoVj9eHyObfkfdhRoscbSBAhm9KOf5ePdrXPDC0DahwEgdDN04+ErzYQfuHfDDUD6SABSnwAEz3kbQKaEByB1g1XG+UrvABZA8GcXeACIrFYIBQj/OYja6a+nr2OyeGFbiqECiGxJ5L/bly5ARBXpaWAmu/8NWs78nhuA4D5K0bLSTyfmMDAQvbbouSxAaBuH934ECF/HzDVAUp0BQvsVVTrNt9W0AQAzWygGXzk+AhDnIwIQyXG1AOThzvbCdiqA0M4aHc2k8YoAIIMIQAaGCSCYtpV23HC0aakEILRDEQpAMIUpbVT5vS1eAUKXqdHlRHX6+gcIHjxAXohlO6ThBAjNMy8KhAKmtMRD1aBjqABCz5sfEtYDgDNAcj0ApLVPgOBafhFAHnUBkOd6qQEiSlnJ//26sXaA0NHB7YfKHiB0tgI/V6yEjbGbAIQCMxSAxNsAssa2SR87CrS9mLm20LEIm1NQgNBsY3wHX9NZnDrVXqCHFCBr5ADB5B140KVAFCD3EoBgJzWcAMEq2i2n5NqKQsoAwhekEwGELo3CA9t6PBcWBlMk8xkDaSwtZYDM5Gq1iGr8PN49HVpOyfUNEDoz7gcgtJK67PrS9PADpPkEFiCiKu88QOgsL34eXSQAqfijBZDhimLJeL9WDZhVjwCkTI4IQCTH1QwQus+DxqnzAWa5ihNAmksAQisgi8ItQLABoOtkESA0BS3fQOH/iwDCT/06AQRvzPh49HdfH5ppPrd9xWeh5KI42xKuSaUb9b0ABPOb0+ABwt+I+A7pgRPeANLqCgEENwCKAEKzyXgBiGzPEx+lAZBHulqdTDqTR5cCPttrMQHIMRtAsDOn+vtCgJANmjsOqwHyRPdFjvVdVIEAobULYkIAyLvBGzrfqREVqOTDC0A6lRFA+CVO/LmR7fB36eEHIIMURQsbx600Z2iwfRyXudvspL7YzwAI7expuj+AjA0C5IsQAPLv9hZAXnABEMym5AUgor0Zmp4CY3wAhC455otFqmr8yGYi7mtvdaRFAKHpe5sIAPLOqGxmpo8HiNMMN76G/w70DhBcRSACyCccQEQzVTxAKIoxoYQMIPeVMUDqcTWq+MrxEYA4HxGASI7fI0BOl1xkACIrhKQGyHqmArIo3AIEO6x0lAgb+yUSgNAGSQQQfjnLgw4AaagASMNhWZ4AQlMVXwmAyNIq80EBMnrFbhMg747OBgBngOCa68wd3gGC62/5zg7/mhAgDYbaAULTJ+buOyad8eMjdIDYR7FpFjoZQJ6JWWxeEyKAVHAAyFM9FtlmvDSd7azvPHLafB5lBRD69xGWmMITYxd5XiKANPYJEJrC0y1AZuUWOkLAKZZsOWy+HhFAKjAAsc6N0gYIX7SQpkNuHLfStkk+JIAMXmG+TgTIGg4gX07NMwcKZuTsBwA5QOjSPE03AIJtDC41FQIkeI1h1WosEikaWcfwAhDs8PZb6B4g/DI5FUBEaYnxM8JDBBB6Db7Z1ztAnGZCZ0oAQgfrZGECRPC6Px6fw8BAlAo5eu5Gpj4ZzfSH+7k6Jxn3W1oxHf8mHnEKgOD9WpW1ka44qNxxnrlaIwKQ8B4RgEiOqxogZ+UAoSlLZYWQ8GZOAUJTzIYbILSRNgGyRQwQuuxEBBB+OQsDENJAuAUITtXvLT7jGiA/ztnApBhkANLJH0D418nvCfACkNMcQGbn/TYAQjuRKoC85xMgX09fBwDeAYLZjEQAqe4CIE/35ACyUH39iP6+CCB0BoLONJQmQGibQWdgwgUQUX0YPuLX2AHCZwnDjgKdMQ03QOhmf1GGIIpTp5kXeiBAsOOLhxeA0M/hjbgsCyA/li5AxqywAyQ+BIDUcQEQbGsxQ5kodS1Gxlbj8xPtzdD0FBibKQeIqJ1uPS2Pud/xn5EKILLN4E4Aocsg3QBk6moWIE7puPF+8J8B3gGC91AxQNYwABEtg+MBQmsd4XLKn5I2AoAAIO29AQRRIQpfAOHqpkQA4nxEACI5rhaAVPMIEFq0TZaFQwUQfeZ66OfQgeKn1GWBHUk6XYuN/eIth4S/QztdQ5bssDXQ/HIWGUCwYaOF0JwAcj6gBgi+LzxAnu+bYXbcRAD5bsbVBRBcHpHlByDB6W9+vbmmpzCFnbwARDbjx4dfgDypAAi9/hiAtA8dINjJe6rHIlvSAU1n92DQdLefTVxr+9nHu6c7Lr1QhRAgqXaAYBVljJ0SgLwTBMibwzmACJbm8SECCH89zM0vAgAWILPzCh33YjiFFCDD7QChg0NeAMJ3fPHgizzS4FP24mZwTTcAwtcpCQUg9QhAqkoA8tXUPDNddkgACS7LpHsz8MDXgrPNvwWA8J+RqsioFCBkJF+UKYounRYB5N3RaoDI6o9gYCavUAAigtdH41iAiD6DcAGELypMAzexqwBSzQVA6nMA4Qs3RgDifEQAIjmuNEBydrsrmOUFIGdKLjKdaNlICALk04kWQLBh0Weud+xAuZ0BwaU0dN8GNvaLNhsA4Zen0BSmQzPsAOF/3gkgDRwAgiN8e36RAwQbNHxfOswpMJcFaHrZAeSwB4B8NVUOEKdNirj+3g9AuisAQht0faYcIPTvrN3rHiDflAJAHvrJGSBP9VhkXhO5+9wDBDH9pAQgNAsVrTheGgDBQoe089I9DABp4hMg9Pr6aJw7gMzJ+7lMAULbZqfsW/TwAxB+udboIAQ03djnhtcRdgzHZu42i9XJANJ3QqIzQKJZgIwWAWSNGiD0vMBrBwGCKW7HKAFitI24P0c0a4CBABFtDsf3BQ9c8hPrASB8HRxVkdFwAKSxBCAUvDxAZEuvMTCBwSthBsiH49YwMxOiz4AHCK5U0PQUczll9FwDIL9wAKGb950AcvnyZWVdE7qP6IGO88yMndiuAEQAEo4jAhDJcTUD5PjZC8Kf5QEiqwugAsgPCetta9j5cDsDgjcoumwKG/v0YCEtfkkVXf4lAggfTgChm5x5gDTyCZCOiaED5JfTLED4eif8khO/ABkTRoCoKsti4GyRCCB0NgoB8robgEjAzYdfgGA9B1ExObqnhwKEovrJHovMayJ33zHHGUQMChC+7oumG1Xl8f/3H1UD5LFu6Y4zW6pAgNBZU9phRYBM5ACy47A3gIiSE/Axfc0+G0D4PVFJwY4C7cCEBSBbLYDQpW5vCgBCcVraAOF/lm72bTQsy2znsNNHAfJSv2UA4B4grw6SAwQrULealgcfjlsDmu4PIPg1zDAlAgh2crGTjjhU3ROWOABknA+A0Psdn4RBBRBZQcDSBogs+QyGDCANXQAEV0q4AYhodih67kbmPkYHEPD/3QCET6lPo0vyJmg5JVf5OvwAhK+bEgGI8xEFAPCXv/zFU9x+++2wd+9ep8e+qo/fK0DoPgbZZjTs3MoAwhdS44OfUpcF3qDorAU29ljJl99UTquwD83YoZxu5xsSmiYPN7e5BchuNwAJvi8dEwuYJSJOAGnjAyD8pttQAIJT7m4Bgq8ta6d/gHQRAISOSP2WAIL1HIQA6eQMkCe6+wMI4lsGEHod/nz8nPk8ygogFJG4t0cFkKdI8cC3g0sa3hrBdtxFe4P48AuQxHU/O9bjcAoZQJqMsAOE4pSmRRUFPRAgsSEAhHbAGg7LgvrBdg6XvYgAwuNPBRD6GjU9BVbvZgHSeloefBRs36evMTrAoQCEzkzggZ1cBAd+NqJOO//5hQsgrTiA8HugVABZX3hc+PWKDgApPGYB4g0fAKG/L4qkfKOGzMv9lzG/5wYgmKxG9P5+MHY1CxDBexMKQGgBRyeAOL0OOnApBQiXoZGmLU7fdAgScvbBpIQIQFRHFADANddcAwMHDoTx48c7xrhx4+CPf/wj7Npl3xT2ezquFoDQUTY8ZAA5e+EiU8tCtiQDlzN8NnGt+ZjYOf8+Id8RIG5nQPAGRSN2wVYAAFiw8SBouj2tLm1YhmXsDBkgtBGhuNF0AyBVfQCkEweQF2KXmgCpUpoAOeUOIKfOB0ICCHb+/AAE3yvRTQAbeU1XA4SmT1y795j0fOfjm3h/AMF6DiKAVO44z3z9FCB8QTo/AMHHeKL7IiZFMb1W8P+LCEBaTBIDxOlzVQUCZKcTQFbuYX6PpgcWAaRpKQEkeb3RUaBryMscIJ38AYTv+OLBL+9hzgXuZ2mtJgoQzP4UCkBoBejSBkhNFwDBe4AXgMg2h4/P2mM+Pu45wPdWNFPdaloeM+DGL0EUVQTHWLffH0BoAWE3AJnGAaRIUoCYXjuaHhpARPs73h+7mlkaJSrA2imxICwA4QcTadA2QRYUIJU6zDOv7ySXAMEBo9iJEYCoDhMghw8fdvpZ87jlllsiACmlIxwAOXZGDpDAJQsgshFREUCw4/99Qj6z9EMUbgHy8Xg5QOYHAcJP09JNbOGYAaGZLHiAvBFnAWTXkdNSgGBe8r4EILROwQuxS811t/4Bks58nwfIwRPnPQHkyxAAghvsV+4sZp6jG4B0UQCEwgIBIrrp8QCRne98+AXIowqAPOACII91swCSF06AkMc5eOK8+TxEAHm0FADSxSNAnnQBENHSPD6mrd7HJHn4aNwaW5YwGUBEn6GXkAGE4hmDXuvY2ZcFPXwBJNhu4kEHiV4fmmkuF0GAjFnhAiATvQNk5DIDIF9PX2e279gB9gMQ3F8xTgEQ3DCM+zv4wRrm8wsu05JtDhcCJPjeugEIf/6LOtkYefvsdYU0na3oLQIIBcQbfewAeW/MaibbGw8Qp3pRqRsOgKb7A8hABUCajWEBIqp/xAOEptHG2cxOiQUAAEy9EE03ZozxCBUgVV0AhK9RRdMWY3sdAYj6iOwBkRy/V4BcJACRdUhwNFEGELr5VRRul2DRPPoYfYON/bwCAyD8SBWOsGm6sWSq1AESbQGEZhCjwQMkeu5GTwD5Nv7KAWRspgWQd0YZANl8wB9AmnkAiOgmQH+/7Sy3ADlaZgARjZ7TzgK9adGOx6Pd0s1rIm/fMcc01hg4evpE90XmZlwaFDKHTzoDxOlzVQUChO4bo8ubECATuA4YrdAuBMhIFiBulkfwAPlw3BrbJv2U9QeY61zTwwOQDAIQutRNlFGH4jSzjAFC0xlTgOCS0jErdpvPKRSAPCgByDcCgIj2PHw3I5+ZGdN0Y9AJAYJwFwEEl/lgG481PkIByISVe8zHdwsQCij+/FcBRFTYVNOdAXLghAWQRj4A4rRUN00CENFsNB8qgLzHAUQUPEA6EoDgPUMGkHvaWteRCiC03ZIFHUxyCxCaNSwCEHdHBCCS40oDZK1LgDwoKGznFiCySqwvKADy3Yx8Jv2nKPgRLVk0VwLkgNkY0+9joSts7PwCBEda6XrmUAGCM0NOAAlc+hXy9x+HS79eBgB3AKEdLk23ikVihAIQ3HToFiCIoVW7vAMEi0iJAEKX5KkAQgtIrd171FYRVxbfxucDgHeAYEVrEUDocgl606LJEx7p6g8gtNKzCCD0cQ6fUgPkka5lAxCa/lXTjWWeeFCAIDze5jrubkYnvQCEzqjMzS8SZjLzEjKAiIqaVeoQIkA4VExVAKQv97P0fWwwNNMcaKkqAAh2NN0ChKbLxvYVAYKb3w2AGO371BAAgtcNnZnAA+8NiKBlJkDShe+RpnsDSCcXAPlqKgsQ/vznk6jQkJ2LFCAiTIUKEL7jzgfee/0AZEC6HCDvjs5W7s3QdAMXhyQAwcGEji4Awt/LaXgFyP0d0swkEzizCqAGSO0IQFwdNoBce+21ULt2bTh69Cjz9UOHDsG1115bZk/sSh9XM0BkHbJzFy7BpV8vm/+WVWJFgLSYZAEERy6+m5HP1OIQhVuAiAqm9ZlvNPY4CsNXrKVT3P0WbnMECM3n3WCoHSB0NG/QIjtA8Oa20wVAcGYoeu5GprNVlwNI62ANDuw0hAsgTjcWjNABYtwU/QAEc7iLOpoUpCqA0NHmsgGIUVBOBBCae14OkIUhA6RWb3tqa7zZ8+fL55PFAJENOLgJCyDWsk26PtsNQCjKQwHI1NX7mE7mh+PW2Dbpp26wAySpjAFCO5IrtrsHCD/yjocKINhu4oGI0XRj4AUHWrwAJNYHQHCJ7Dfx7gDyfYI7gFAY4IEAqeoBIJiqV7Y5XASQvh4AMo4MkGm6GiCy/UgUriKA0CVUDQUAaeYAEL5+Bh+4+gBnxvBwAxBs20SV5v0AhJ7HXTmA8ANuFVwChLZbsnADED5FPM0ahu11vwhAlIcNINdccw089dRTcM8990BBQYH59UOHDsE111xTpk/uSh6/V4D8SgAiy0OOo4kigLRxARD+hiILUbYevJHiOlS+WirNMhK7YGvIAKE3Ux4gjeNWMgChVeRp8AD5KUkOEPp6cNPcN/HrbI9Z7ACQ/4QAkJOlBBCsfKwK3EAoGoWiHWcEiCj3PA8Qpxsqhl+AYEVrUYeBpn6kS7Do+uYaXSyArNt/3D1AfnQPkKNnLpjP44oAJFjfhe+AbT2oBsg7XMfdzeikF4DQTe3hBgidaaLLAunnh0dpA6T3/C3Mz+oz15vfYwASLQcIX4NFBhDa9iBAsoNtAQLk2/h8c4ntlGw1QJ5UAAT/qwRIsLO4fLsBEL6tpOEEkIkKgIj26vEAGbPCPUBkKaGdAEI76DKA0MfGJAB4OC1Zxf2XfgCCy0JFAHlnlDNAOnIAwYxwmm4lqOgwxxkg/L2chhuAVJEABGdWAewAoTNG2F73nxQBiOoQzoAcOHAAWrVqBbfeeiskJiYCQGQGpKyO0gbI5csWQGR5yEUAwfR5bWbkQ880NUD4G4osRB2l3vO3wMVLv5qdYjoSoelsoafe87cwwBCFDCDYmDkBBG+wOw7LAYLLinBp2k9JGxmE1Y1dCvuKjdSHfgHyGHdTpc9b070D5ItgHnQKkLdHrQIAZ4DguuTsMAMEUaTpaoDQDb9r9x61ZUORRZsZoQFE1GGgGx9lAKneZaHZSVm3/zgDB1Xg/qfHuqWb2YBoUMgcP+sEkIXSGU83gQDZTjLn0Q2ingESXFP9LgcQN50DIUC4JWppAoAkry+Srrt3GzKAiIpw0tmx5duPKB+XHuEACG1T6g/JNGd6cUBldCkBJC4MAKkoAMhEBUCws7hiu5GVj28raSBAZNmp6N/Bc1EFkC85gIzmACLaaI1BM1XRoHuHRACheyRe7+0dIE5pyzEFPhaoxENUFJYPFUDeHrVKuTdD0+0AaT/bPUDodRQqQOh9uuKPaWahUQoQHmQUIDUjAHF1CGdAMCPWiBEj4IYbboCuXbvCwYMHIwApg8MrQKoKACIbET4fuAQA1s1EloccRxM/n2wHyLfx+cwGR1HQjoYqWk62FwPqNW8Lc0OinTpNT4EZOfvN/++ZFjpA6M00XADpnLSJAciL/coGIG474hQg43wApHopAeTr6db70HbWBgBwBkjOntIHSHUFQOi6YxlAHu68oFQAQjehnzhr3eTKCiAdBQAZywFky0Gr/QwXQKZk72M6ZiqA0GVF4QAIbnQGcAYInR3zAxB+Xwdf5I5Gr3ksQCjmKUCwPQsFIHT5J7av2BbQmXJcUjk526gZ5gUgOGOI7agIILjPANvUzB3OAFm02QEgq6z6Zngu4qy8DCC0radJUjSdrXHFh6w4ZagAeX+sGiAnz6sBkh4CQDAzH79yQdONmWs3AKFLzNoRgOC1/OMc496gAsjACECufoAAAGRkZMAdd9wBdevWjQCkDA4ESO6e0gdIviQPuQggdGqdv1Hx4RoggmqkfMf0QQ4gM9cWmv/fI3WzJ4C8LgAIvZnyjVbjuJXm7+84fArOlKgBEkMAQkfFHAEy3TtA6N4VTQ8vQJyW6uCyN1z3jccHLgCCGUxENwF6g/cCELczP34B8nCw2KdsyQQeFCC041HNJ0BwhPexbulmOlIaFCAnz1s3ORHsa3RZKF1y6SYQILR2EF2f7QYgtDYOAuS90aED5IOxq22b9OcVGB0F2lalrD8AuZLUp27DC0Do7Niybe4Bwi/9wUMFkBgOIHR5a/3BK8wBC2zPRq/YbS4LCwUgD0sA8p0HgPD3CwoQxAmFAR4IkAc4gNDzjI/SBghmAcNQAUSWmtkRIKdCA8hpyX0MY/EWAyB1Y/0DpAq3ckHTjXbbK0DazrIA0oMHiCCbFx4qgNCZW1k8IAEILu0EsAOELlnD9joCEPVhA0iFChWguJgd2dyxYwdUqlQpApAyOMoCINgoyvKQ42iiCCDfxK9zBIjqBkDjCwFA+E2oPDBm5VoA6Zq8yREgDzsAhKaztQFkuD+AdEkOP0D495QHyKGT7gFy4lxoAKlWSgD5IcFat44AeSPODhBa9I0CRHWz13SjUwTgHSDVQgTIg9HzzfMh3wNAsIMlAwitA3K65KL5PK4kQPg18JsPiAGCFdCbcR13N52D3wpA6EyTqAYOnR0rbYD0TGMBQjPK1R+8wpzpDQdAaJvJA4RmS8QkI5OCnXrRjPt3M9wBZJICIPjfLA8AkaXHVQFElCzky6l5zAwOrVOl6eo2SZYZrbIDQOiASwMJQOh+NR4gsvsYxpIth0HTfQIkmIpeBJAmI1Y6AqTDHAVAgisv2s92Boiqje3ooo2hWbwq/pgGjePsAOETpIgAMiACEOXhOg3v+fPnYe9eeyPwez2uZoDIOqIIEFweIrsZiwBipleMX2fLlsKHagqcb7z5r/F1APhN5rPzLID8lLSRSbMrChlA8DU4AQR/f/shOUAwsxPujSkLgND0wZpuAMTtZuwT5wLm7BMFSNOR7gCC7/maPd4B0lEBEDrdrgIIbgjUdAMgOCJYWgDBWjvZkjXbly8b6ZT55YIYVTmAqEbnaOBN8FFSyJAGBciZUgbIhkIDILR4Kd0g2r0MATI5ey9TH0EMkIMAwNbDSN1wQDro4jZkABFlgKObYpf6AIg+cz3zuXoBCJ2RqUcAgu3ZqOW7HAHSzwNAVnEA+T7BAshEjwC5v4MFEPyeCiA4U5i10wCIagY+fZMBENnm8EkCgOD+GhFAvpiSywAkjgOIKmTL8liA2O+l9P4uAsgHHEDi1+xn3jdZNkeMJVsNgLzAAYRPOyuKvgqAvDncD0CsQSm8v7ZTAATb4lABQtP/3+cSIHTJGrbXEYCoj0gdEMlx1QBEUNjOLUBkGWEQIC0n55qPSQFCN3aKQpWFhEarac4Aqc4VYqIAiZ5btgCRTV3zAOnKAeSlfstMgDwgAMjXVxAg47P2wNz8ItD00AHy4Th7ZXs+cAOhCCD0xuAWIGsIQFQbPjXd6BQBhB8gWM+FXy6IUbWTP4DguSIFCKl2fe7CJfNzEAGkeikAhF+fDQC2Tbibiqz2kw5MmAAZwwLETedABBA+S1hpAWSZB4BougWLjGCnThb0oAijG9lpBkA+MA0yHnSWsN7gFeayKWxPhQBJCx0g2MH8PiHfXAbmBBC+bbu/Q5p5vuP3cBkXPfD6wL1SWBi1rAFC/55ToT3+XBJ93QkgxSEC5HxADZCM3xBAaDY3XGGAADkkAMivwbZYlWmQztzKQgaQNAVA6IxRBCDuDhMgf/7zn+Evf/mLY3g5oqOjISoqiok777zT/P7lNqi8rwAAIABJREFUy5chOjoaypcvDzfeeCPUqlULNm7c6Pi4Q4cOhQoVKsANN9wANWrUgOXLlzPfLykpgS+//BLuuOMOuOmmm6BevXpQWFjo6bn/ngGCja+sKnBtFUCmr2Ny64tClYedRmsBQPglWPwUNFbtxoYkVIC82G+p+X1+1KTx8JXmDXubC4DgDVwEkP1HQwMIf1OlFdw1/coAJMcHQHD9rgggdP8P3mRcAeRk6QIEM83JAHLx0q8AIJ8BqeITIJUJQHBEmEZfAhC8tgFKFyBbDlrnBg+QiavsHWQngLzPAcRN50AEEH6T/vyNBkBoxr60DQdgnWTfm9ugAKHvsywBA47I+gUI/Z4SIKksQGjn6NVBFkBqhAEgL/VzBsgPCevNPTK4gdwPQPCcUQHkPg4gqiyMTgChfwfbIy8Acepg05CdE1XIPV10L6VZLl/zAZALF39VPi+E0fN9M5jfcwMQLMYrAkhjlwChhRYpQDDJCw5OqQBC98eJ/obT6+ABgvchChB+fyIFCLbXEYCoDxMg48ePN2PcuHFw4403Qu/evZmvjx8/3tODR0dHQ5UqVeDgwYNmHDliNeAxMTFw6623wqxZs6CgoACaNGkC5cuXh1OnTkkfc/r06VCuXDkYNWoUbN68GVq3bg0333wz7NtnrXNs0aIF3H333ZCeng55eXlQp04dqFatGly6dEn6uPxxNQNEtikXOym4/lVWCAlHEylAcHPdN9PX2WYp+BCtWxWFqOPNb0LnG2AKkHazN3gCSMNhWebr6eECIG96BUjwMbulbGI6jH4AQus6ANgBUr8UAeKULQlH+kMBiGipDZ1ZQ4DgyBONxhxA8Eakyrmv6f4BUtUBIBcuqgFSueM8EyDrC48rU0Tyv4fXgAggeLPX9BQouUgAIthb9XDnBdK0225CBBC6Plu2LHNj0QnzeVGANBlu3Lx5gNBlXbKYtGovMzP6vkuAzCsoPYDIlh9ih2iJB4DwOMdDBZDuHEDoAMWrg1aYsxbYNo9avstcAhQKQPBz4AGiz3QHkO8T8m1LdilAcDYdU/nSwwRIsKYHPgcVQBYGASIbrBABBDOMhRsgsnMiVIB8OG4NM7jIA+TiJTVA8LwIBSB8+nxNN5K6qAoEarodIHRfINbZUgHkkguAuGljcFYNzy83AKEzRtjeD4wARHlIl2DdcsstsGvXrpAePDo6GqpVqyb83uXLl+Guu+6CmJgY82slJSVw2223wfDhw6WP+fjjj0OLFi2Yr1WqVAnatm0LAAAnTpyAcuXKwfTp083vFxUVwbXXXgvz59s767LjSgMkb4+4s6NqrPCQAQQ7KZgBRLap1gTIFDtAvnYBkBpd3AFEtPeBv/nyy7koQNrOWu8IENpREQGkbqwaIPhath48Back6QsxtSw+ZvfUzZ4AIpoJ4gHC31RFAHFbEfzE2YDZeaIAeWuEO4BUlQDkIxcAwQ2EIoDQDpASIHFigMg2lmL8kGDUFnHzHjGvN3iNyfL243UlW4L1QMd5ZqYcLwDBUcRHuqYzM2oYeEPW9BQIBGdhAEoXIDRFM12f7RcgH4wND0D4TfoLggChRVOvBEBwdiwcAJkkmGGi7z896DKp/w1argQIVnDmAUIz+NCv00GbGhxAsIOpz1xvLlGbEAJAsAM+dbUcIHg/w43wqkK4oQBElC695ZRcZgbHqYNNA7NN8VHVASC0kOBrvbwDhBYjFgVujq/DAaS+C4BgmyQajHkjLsvx/flxzgYGIN8nWOhD3GCNKLpUCwMBEhsiQO6TAASTWwDYZ+cp2EyATI4ARHWUOkBuuukmKF++PFSoUAGaNGliPuauXbsgKioK8vLymN+pX78+NGvWTPh4Fy5cgOuuuw5mz57NfL1Vq1ZQs2ZNAABYvHgxREVFwbFjx5ifeeihh6BTp07S51pSUgInT540o7CwEKKioqC4uBgCgUCZxdmzZyExMRHW7BA3TnxU7jTP9hgHjp0W/uzpcyUQCATMBjtzu/hvPBds/D+flGM+5vAMo+FoNTUXohPVF3D1LmoUYHw93d7x7sA1Do9zN6eZOdZGzDbx66SdPgx+CRa+nq7JG81GA78fu4AtsNg4Lst8LRsLj8LRU+eEf6PjnA0QCASgS5LRqe6SVMABZCnsOmx0/niABAIB+ErQYTx0/AzzmT7BLVOoN5jNglVYfAoOHT/j6n3/5eRZaBHcIDp2xU6Yk2vUVmkyPAsCgQDk71PjFzvG2TuPMM+R70yKQp+ZD4FAADrMXm/7XkzqJtvPNRpmv+nRr63ccRj2F58y30/V3/5uxjoIBNQ58GWvNxAIwIpt4uvl1NnzEAgEpOdipQ5pJiBz9/wC/Rdudf13Nd3oND7d096pou/X+ZIL5ufw+aQc4XXgdlZVFHl7jHZww36rY/P9DKtDhuc+H+v2Wu3no2Rm9M044zP8YAybhrfdLPsoMx/jM3cx13Wz0dnwLDdDlLb+ZwgEAtCTvEcp+YWu6yvJYsnmg8L3mZ/JwTh73mhzF24sUj4uvY74NhC/Pj5zl/T3uyQVMI9B66L8d+AyeCmIBgTI8IztsGSzUfH65f7LIBAIQLdgm4jRf1IinD171nbN1I21HhvbxxXbDkEgEDDP7R8S1sFnpI0JBALC869N/DobQCp1SDM/TwTOpJW7bfc5nCHE6z5r+2EIBALKGZB5wfNClrBiYpb1d/A+1zN1EwQCAfh6mr2d/nxSDnOP6sfdQ1Qxv0B8TmB7EwgExFmwTpw1/7++ACDvj8mGVTss8E7N3sO8bxcuqAeqlm01zos6fZYwv8ffc0SBbZIIIA2HZsIAh7av3ax82PeLtc/s23irjxCTtsk8twKBgNnu0zgXvN76zJMnymk707mNoQD5d/tUaBjMAJa8rtB8P/h7U50+Geb3EMEDJ1vXUFlFcXFxBCAAAGlpaTBz5kzYsGEDpKenQ61ateDOO++E4uJiyMrKgqioKCgqKmJ+p3nz5vDSSy8JH6+oqAiioqIgKyuL+Xr37t2hYsWKAAAwZcoUuP76622/++KLL8Knn34qfa6i/SpRUVEwdepUSExMLPMYPDnRVSNWsX2y7XcnzhD/7szZxvfvbZsMmp4CfSbMFf5cjU7G9xv0TjIfs/Uw42cb9kmCZv3tjR6Nyj8mu3rujfvaH+dd7rEf6sg+VodRc5nfr9Re/bfoc6ndzXqvPhxo/J3Hf7K+/9lg9v14oXsyVOlgfH/YlESYPlP8vr7X33ifPhxgPOaHA5PM91DTU+DJzskwZrrxu/e1s75+T1vj+TTsY38fJiewn2k17n2o2ZX994QZiTA5wd05M3Vmojl132b4XOg02njddbsbr2PIFPXjVAy+5/0nsc/xvzHq80LTU6BpP+NvvNvP/rOfDk6y/dzz3eyfbx3ytdiJiTA+3ni+/2qrPheaxBqP6eY94l9vYmIi9J0g/t0Zs4zXLzsX/90u2fz8Bk1OhM+HiK87Pu4PPl6VDsnwcEf7Y388yHq/5syxPgfRxtQHfkyGQS7bFFEMmmw89lBybjSJtf7OBwPEn/2QKdbzqtrBeg0vdDd+/n/cOfO24Lzg47vhc5nr+pWe7PWm6SnQdexcSExMZN6jzmPmwsAQ3gNNT4GY8XOF77Ps3Mc2t/s49WdOr6P3uDYQv/7dcPljvD8giXkM+n480yUZngy2cw8GP4PWw+ZCzHjj8Z7ubJzfHw1k/y69vunXnyBtZpUfrXtJYqJ1bjeNTTLbmG/jjO+J3vs3+yaZzwnjvnbJ5vPH9lcfMZd5fYmJiVAx2Jbeoxv/jZ1ofF10rfDnRQVd/DM/kL/TLHhOfzzQeG/fENyvGvRmn3+Lwe6ubXwuoq/fT+7pVTvYn+dUch+qJwDIf2OSoN9E62fajrS/d7LXj5+lpqfAY9Fs34K/54gCrzdRW1i7W7Jj2/d2vyQYF289d9pHaB587LeC7fj4ePv5NCvYDn46SN6OuGlj6L3kX22ToXbwntN5jPVe1uHuTfT9epi092Xdd5w6dWoEIKLjzJkzcOedd0JsbKwJkP+PvfMOr6Jq/vgNeSmKgIoNRBaQIkWQoi/oK01UVBBFEVEEBUQFBKS4EHovAiK9t9AC0kMKAUJNSOi9hd4htFCNZX5/7J29s2fPObt7SyD+7nmeeZTbcu+Wc+ZzZuY758+fN7ymRYsW8O6773LfjwCSkJBgeLx///5QokQJABADSK1ateC7774Tfrd/UwTk3FV+BOS2OwKC+Y0bDvH/Bu4+tQrfpn/mxHVabuuPc7ZDD4sQJiudKzK6u4HWjdkZZ3ezFm3zREDazt3uKAJSn0RAcLeP7hQOjzHuXn02YbO+A7f3tP0ISL8V+ww7su+MWAfHL2mpKy+R4jYnERD2OLC7UWev3oJLN27bOu6+RkBw5zGJiYB8Y0OG9+eFWmSDPc+Katw97OKOgPCK0OnO0+Yjl/QdM1FzMbTOXkZASvWIlkZArt+6K42AFO/miYDsOJFquQuIhhGQCn1XcdNKBpKaGXoeWoWbO6GX6x3r0+7/9hNXID09HXaf8kRAOkY4i4DQ3dwG4zACYowcqDZ2J6dzIiBsjQzudNMo0cpdZ32KAimqOAIiuvZvuaNjsYLdbt75Y+dXOxGQ3suMERAaMX1v5Hp4251qitEGXgRkQOQ+w2eKIiA0asxGQPAe/nnhLn2OmbpBi4Dwrr+OETsNkTFFNUZA8PNnSyIgmE6VcFSLgPCihWgYGRM9TyMtGAEZGCmPgNAIDruGyCxq91nu42V6eSIg7LFRVG3+xv/nAcjX07bAlhSPwhYbAUlPT5fWy+E8V32o8wgIzkm8ufCjMRsto79sBIRmSQx1RzVwHudFQDDiOFQSAbEzx9C1pGjYSr3pYOQucQSEHi+c70cFIyDSoQPITz/9ZLBs2bJBs2bNTI/7OmrVqgXff//9Q5eCxY7MUgNCJftw0E6p1LBYFhUeRI2QMJ+6NakBmbxBW/zaztth2a3YqjkgGs3vRGMVKtjcd+xZgd/FCkBorvgntAbEne9cgyymrHRfw4kJeg7ugfM34aZFDQgWUQ+MOmDISX/3V08NCG1whDUgPDlitgaEdUDZgsBLN+8ZcoNldv3OH4b87OXuGpCGEzWwt6oBwYV/20njPdZ8hnUNCObv8uRWaQEn1orQgnN6HvH/k45fhXPXNTDEYlSRqb97VwOCnYkTUvj3JDYBFF2LxQiA7Dlzw3aeOKYxVOzHBxBa30AHr8FnuT6xsMuH+ofdZ66bro1OpDO0SJobGxgCGPPZP3PXgDSbbnTcqbKWyGYlnjQASNNpSSYAQbUjWicTs+8Ctw7BiW04QmpAyHEWXfso/CHK9+edP1ENCE9lDK3viv2Gz6Cw997IDXrdBtYrTFpvrgGhBfuKaqwBoY0WKYDgBg0qUGEdXdfFewy9hgCAe/11XrjLVOf3Uvdoff7E+ZttpgcA+jyE6VRYk8arl0LD2iDR87TWBBUZscs8r2ax1ezthu8vK35mLXrvBe7jtLcXT9L+xl3POsQDkOYzkg0S+xFbjTUgAOJO8Ioaqde61fgl3vAetu6QZ3gNcQFk7CbL+rewxXv0+VxRIw2F/1jXgbV8tFYEDWvhqEIga3bmGBZAUFUO5b0BzPWJ9HjhfD06WAMiHTqAVK9e3dJq1Kjh0x+7f/8+PP/889CnTx+9CH3IkCH683/88YetIvQffvjB8FjJkiVNRegRERH68+fPn//XFqFzAYSjDqGoZgBBGUbWsACQAgjq+/sTQKjCBRpbICYDkNZzrCMglgDyi/8ABOWJB0YdMKjyPMwAMivhBKzYbQQQK7lWrGPZfsp7AOFJIdImXjIAqS8CkG6BAZCXussB5OY9bYERAkiYdwCCnyeKgFCHkQ4egJTtHetTATYCCL02OtoAECxeBzACSAN3ZKs5AyBUWUtksxJOGOaYJlPFAEKVwmL3XfCpEF9RtTmTd5ybzzDX3ShqJNz5Q4PT1QcCCyB9lhsBhIpzvDdygy62gYpNk9Yf0+VW7QDI3T/+0p1rCiAIOiyAhDkAELbQumSPaH3+RNDkAQhGCFkA4SnGocVYAMg8AiAotoJNHu0AyHCJ48ta9N7z3MetAISuQ3U4qX8sgCzgAIhsrkRxmup+BpB6YzZZSpCzAEIL/0fYABD0cWQAYmeOofWEL3a1ByD0eFUOAoitEdBGhB07doR169bB8ePHYcuWLVCnTh3IlSuX3lF98ODBkCdPHli8eDHs3bsXGjVqZJLhrVmzJowePVr/N8rwTp06FQ4cOADt27eHnDlzGrq0f//991CgQAFYvXo17NixA2rWrJnpZHh3nvQ/gODuADrBokZIOIHzAOTHuTssuxVbKVN5JgIzgIQxuxNsAzZUbFJUrVO7SPoUrYIFgNAOyuzuVcOJCfoCsP+cNYDQBcvfAMKC2EdjzQBy/U7GAAj+BjOA8J0waggBPADBKBteBwDWABK2eI8eObECEIQfO8eI/b0AYgC5cVcOIEXDVvoMILzCWqpaREdGAQjdnbQHICQFyw0gLRho5c0JrNkBkNUHNAChjsiDABDsZB5oAEEpcBxU7KI2ARC8jiiAvGcDQOj1X8MAINr8iACCmzhhi/fox2eaDwCC55lVcgIAU6+JbScfPIDIHF/WVu7hA8jLFgCS5gcAoX0uWEN5fm8ABOckng/woU0AOUsBhBxzvLZQTl0GIHTjgTVvAARTsPD6ATCvTdWGrtWfQ9APAoh8BBRAsK9H1qxZIX/+/FC/fn3Yv9+zU4ONCJ977jnInj07VK1aFfbu3Wv4DEVRoFevXobHxo4dC4qiQLZs2aBChQqwfv16w/P37t2DNm3awJNPPgmPPPII1KlTB06fNt+EspFZAKSkFwCCi9M6CwBpM9eTHjeVAIhVt2IrKJBNBGx4lJXXpADSctZWRwDy6XgPgOBiSzsoswDy+cREA4DQ0Dc1FkAGR4sBpARTAwIA8ONcM4BcswCQjzMpgODuFQ9Apm3ydNFGAPnMAkCoFQ8QgJToHgX//POPnrLCO54AYgB5sasHQPaevWG7VwAu4k4BpA3nenq5V4xPXcC9BRB8H4A9AMHGYyKVIrxmWQBh7w8egKzafzFgANJiJv/ax/S8uP32AYTthYRjVsIJ4ftZAKEpJLVHboC3vAAQtomaHQDBObTbEicAYqxz4AIIx4k2A4g2H7GbVtQCASAUoGSOL2uRu70DENqPig8gW2HbSc+9zgMQCqisoYQvdagBnAEILwviw9Eb/QogNFKChpLoQyW1OHY2OfwFIGPmBAFENlwAWv3H7du3bb+pS5cucPXqVesXZuKRmQGE16BHUT0Agrmzok6suJiLAMSqk6hdAOHlYrJQwjYYW04ApPkM3wGkqgWAYIHhvnM3hADSc6kGzTRnuBoDIGeuPVwAQpuEIYB8NsEegOBv2OEFgODiwdNipw4WNizkAQj729ECBSDFu0VB4yliiWE8VyIAKdJ1pb4gOQEQXMTL911lakSpqJF63xlFDTyA7DptBhCaHtFP0BvIWwCRFcnOTDhh2GHlAciagxqA0JSYuP0XfeoGr6hGAKHH+VsBgGB63qoAAwhuggBoG3v0uXd/Xa8DCKbyTVyf4j2A/GIGkM0p2nHBObT7kr368Zm60XsAwfNsB0BwQ0QGIJhCI3qepnrRlFoAPoD8MHubAUCGRIsdX9boWkatbO9Y/TvwAOQ2ARBWRU5R7QEIr1M5GkZPWACpawdAVooBpO7ojaZeW6yxAEKb9OJ7Oy0QAwjWXPkKIHT+KSIAEHZtqkqOF9ZaBQFEPlwAAFmyZDF0KLcauXLl8rtC1sM2/s0AgpOPqDmWDEDa2AEQyeTGTjZWkwNNkWIn7W+mJ/sMIDTC4i8AGcIASO2RG/wOIGwUwAmAXLtNACTxpL4TZxdA0NFnAUS0C0xNBiBztngUzmQAwqafocnSCrRrS/tMO8eImlVqV+qt+wAgBpDCXSIDAiADHgCA0AgCdQ5EAILvAwDTvaiokfDtTCOAYF2YrKfLgwSQTUf5ANJyFv/ax/S8jASQP/40drp+99f1et0GHicegAyOlgMIFidXlwDIcAIgOK9NcQMILwVQBCA4f+I9xXOi2XUGAYSNmlPzBUDaCwHE8/3ZYyizZQ8QQGTrJgJIVS8AZIAEQOqMsgaQrgyA0Ca9GD3paANAZCCImxwyo40qi3Rdqa85sRIAeXNIEECcDhcAQEhICDz++OPwxBNP2LIsWbIEASRAwx8AwusQqqierrw4ca89KAeQHwmAYHpMm7k7LDuJynZXqPFAhp0cakgApOm0JK8BBBcKulix3VM/n5ioTyR7z96AG3fkAEI759JF2gpAeA6jNwAi+n68z/YFQNAh30mcSwB7AIK7Vzz4jEg+rf+/NwBC62t4FigAuWIBIIW8BJBXCIC8NsDsiNC0Jzp411OZXjGwPRMACCrjyVR6WAD5amqSqUh/7cFLAGDsiLz6gDWAyFK/FFUMIN/NMksfK2ok3LijOR+x+/iKR7zz5w2A4BwEAAYHVVE1AKnBAZB1AQSQHkvtAwi9LhRVq2tEACnjAEB2+AFAaK2JNwDCRpFkRgVVqFEAYZs0KqombID/z+s/02KmEUAWbjtjOnaiOs1CXSL193oDIDgn8QDkg1EbHAMIrY8cxQDIWS8BhCd+wzsO+P/eAAietyCAyIcLAGDGjBmOzUnKVmYcmQVAsECWDksAcU/qosJIGYC0nrOd6zxSKyXJL6XGqyVhJweab6yokXq6kKJGQuMpWywBhC4OPACh4XoWQBpN8g5Ahsb4H0DYwspPWABJyxwA0lECIL9vO6P/P9aANJzoPwDputhLALGQ972cpgGITHzBGwBBBbeHCUCojC3dnRQByE4LAGkpABDZMZ+x+YQB9vwJIIUdAMiPNgAE72N/AMhMmwDCRkIpgOA8QgHk/d/sAcgWN4DQ6C7u0OsA4o449Vi6V3ceJ2/QNiu9AhA3ZPCcaBZA8Fpj03apRe89L50DKIDosuor5QBCvz+ty7KyJTv4AFKujxxA7v7xl/7/IgCh9zrv2Il6dRUmAEIdaoCMAxBcKxU10nCPoXhHhwhrAJFFovwFIOza9L8ha0znbWwQQKQjoEXomXn8mwEEF29RYSQu5hRAphMAsdLRtgsgPDUttjcI5i6jUQD5YnKiZbqXMe/c08ASJyjq2PMAhDqOIge/h3vxR/WaoTEHDZGbhxFA0GGiANLALoC4ncNdDICI8uCpyQCE7ghitIIHIKwEMZqssFJRvQcQqwaHl27eAwA5gFCQdQogr/SJ5Toi1Omng5fSV6ZnjGFX1KnxAKStDwCCTby+Y1KXsLeILOpkC0AOaQBC0yrXHLxo2eNGlvqlqGIA+Z7T/FFRPWp2MQ4ABFM52edkANKDAAjbB+qdEev1+QjnkQnr/AMgrzIAgkX/Pf0EIBhN/90GgOx6AADyfbgRQGhapJUt2n6G+7gVgNxL9wDIe4O8AxD2mKMV6bpSfy8LIHVGWQMIzgM8wHn/tw0mqXvWWAChayPOmzIAufuHNYB0XrhLWmOmqEYAKdzFs+ascst7A5jXpjcGewCkUhBAbI0ggAhGZgYQnjydokbCX3//AwAeR0m0KycDkFY2AMTKEUTj9ROhzc0UNVKXj0SjyiGfT/QdQGhqkxWAiGosWAD5JeaQAUDeIwBCC6URQHiyqVYAwnYIv5R2T1ijwtpVAiDhiSd1OUi7AIIOuTcAgosH7xqi6XWolvUwAIiVU3rRBoCgI+EEQCpYAEjfBwAgtJCY/p2+AgChdULlbQAI9haRCQrwAIRVCUMAoQ6PHQCxinZtdgggWB8UaADpvsQDIKxjRgEE05O8ARDsD1GVByBHjQDSa9k+PUJmBSDlOQCCEWTczOICSC8+gFTzBUC2igGkHUcu/fvwbYbvL1KD4xmN+FLzFUC+tQEgrPQx2osEQOiOPoAzAGHPqaJq66AVgHRZZA0gP0Xs5F7niuoBEFkqXOeFuyyj5dSCABK4EQQQwfj/ACCiRREBpO08D4DM2Kwtfq3mbLfU0bYqBkbjAUhHBkDeGbHe8G8KIA0mJHgNIEN4AMJouDealGjo3+AIQIYZAQQnS28BhFV2YZsgZSSAoENOFY4A7AEILh48AIkiuvgIKjwA+VAAIFaRt7AAAcj5G3cN9xXPKhEAGRtvD0Dw2n2lTyy3GNU5gFy19Xd5xgOQNg4BhO6KIoB8LwAQ2RwyfdNxg/P51dQkU5F+PAdA1h68BPvP3ZT+Tqt6HxGAoKw1a5ieJ+p6zTt/LID88482b8sABGumAABOXLlteO7tEet0hx7hwRcAoTUWLICgDK0vAFK6Z4wJQBZttwYQnI9Y4RJqUXvsAwhGMwY4ABBRJJBnC7ae5j7+igMAqe0lgPA+V1G1zaUdPgBIXwmA1PYCQOjaiPMmriH0dWjY+FMGIJ0W7LK9SaqoYgD5fGKi4XWvD/IcLwS8IIDIRxBABCOzAEiJ7lGmz7ACEMzPFHVirSwDkNnbLWXs7AIIu9AqqrG3gKJq+cv037R50yfjNlsWvFsBCE3dYAHki8nOAARTyobF+g4g2FsCx8MEIEUEACJSAqL203wxgNCIXHv369hJXlEjhXr0gQIQq3D9uevWAIIL0r5zzgGknABA6P1DBw9ASvsIIJhKRZ1Iet2KAGS7BYD8EG68ZvD+l+1QOgEQmnNuB0CspJwpgNAUtFazzfewomr3JYBvAPK3e97GOZhnFECOXEwzPPf2iHV6VEAGIGzh7m8MgGCDOjoXsQCC8qe9lu3TU5YmrfceQEo6ABBseukLgCxwCCDfzTICCG9NE1lEAAGEKt7xokc8VT1F1SKAvgAI/n4egLz763qT0iRrXRbt0XtmKaq24Yn/Py4+BRTVs4bIAERWi9NpgbMISKEunk2vONsAov3+cUEAkQ4XAMDu3bs1o38YAAAgAElEQVTh77//ftDf5aEamRlAePJ0iupZyNARiBJ0YsXJiQII7r61mr3dUsbOahFH4zkttLcATlr03xRAPh67yQaAeCZwdLAB7ANIFQIg127bA5DhsYd02UtF1RZ4GYC08gZAJpgBRNSpnTUhgLgBzapZmz8AhBdFo6IImP7nBECsrgVvAcSqMPnMtTsAYAUg2oLkLYDwUiZosTIdbTmOUumeMXqDMW/MWwDB5nB03lFUMYDg/S+DSRZAGk/ZYirSX3dYk5U3AMghawCx2jwRAgjnHlZUT32QaLOHd/7YY4m1ezIAwWsbAExpZrWGewCkGgEQ7APlC4DgcWcBpPdyM4DwZKA7L9xlqhegAIKO4uId1gCy96wGIKxyIrVAAAj9/qyAgMzmJ5/iPl6+7yr9O/AA5P6fcgBpOcsaQNiaKTQKIDSlCADgg1EbLH8T/n5ejYlXADLbGYDcvm8NIB39BCCNJtkAkLlBAJENvQ/IpUvajlHhwoUhNTX1gX6ph2E8aADZdSpwAIK7EystAKSdAECsVCSs0hjQeOFqttnTeyONkx79zh+O8R5AcKGsbBNAdp+5LgQQzL/uEUAAYaUlfQUQhIXwxJM6iNoFEHTIcccRhx0AaS8BENoYs9Wc7QDgDECs0vFwl9jOMaJmJc16+qo1gOA95wxAtGvXHwBSqke0XwCEOjat/AAgrZjaCbz/Zff1tE3HDedaBiC083L8oUtw4LwcQKxSM0QAwotiKmokXLihAYhos4d3/thjmW4DQLoSAGEjDbWGr9MjH+jYjycA8sEo7wEE1wo8LvgZvZfv08/lxPUppmsHzQpAEAiX7DgL7PAGQFY6ABBsqtc/cj8A2AMQXlqxyOYlWQMIT/3OHwDCyrqjFesWpV8//gaQd0Y4BxCa2jh+nQYguIbQ16HdQgCRiAF0XLDLdpaGohoBZPUBMYBUGbhafw5/fxBA5MMFAPDkk0/Cli1bAEDrCeKkKeG/dWQWACnezTmA4M1B6ymo4aTHA5AfZm+zBhCLQk40XsEeqzTy/m/GSY8u5HVGbfQZQGgoehgHQHCidgQgqw4LAaSYnwCE1SB3AiCpt+7rsDB7i/8ARCRFSg2vKR6AYGM0RdVyqwH4ACKSgwwUgFjZqVRrAEEnZd+5G/pOnpVh2lXZ3rGmZm2KanR26BABSLKfAYQ6B2IAuap/r3I8AJnNBxDZubQDIOvdADLKIYBYzSeo9gRgdEhFAIL1Qb4AyB9/agCCQiA8Q9U4ADCd57cIgNRwAiCzjc4TAiwVxGABBOtI+izfbxtAWMnWMj1j9O+JGzY8AGH77ugAMsx7AKH1EiyA8O6r72ZtM3x/JwBCG69SswKQP/78W98UeXegdwAi6hZfnAAI3dEHsAcg+Pt5APL2iHUmoRfzdbxbCCATHACITI2sQ4QzAFFUz6aXDEAqcwBkfBBApMMFAPDtt99C9uzZoVChQpAlSxYoWLAgFC5cmGv/X0ZmBhCeOoSiegAEnRkqaUsNw74UQGYRAGGlclmzCyC8XQp2l4md9OhC/v5vG3wGEDrBswDy5eQtOoDsOn0drloACDZWHL7qsEE++P3fNuhQyAUQTv44CyCstCQLIJfT7mcYgODihws+DmcAYoZYCiAtZm4FAPMkr6iRwlxkq54wgQKQk6laTyQZgOBz+8/dzNQAsl0AIKLcdxGA1B9rASCSc+ktgKw7fBkOXpADiBXEigCEJ6WtqJ76IFG0mXf+WAC5/6em7GMXQDYfvWJ47q3h6/QNDHTOfQEQunuOALKJAZC+K/br6XQT1vkOIEt3WgPIvnMZDyAtZ201fH9ebyuRzd5ykvt4BR8B5LtZ2wxRMB6AiKSKS3SP0oUmfAEQ3nxVa7hzAKHqchPXa/MmriH4OhqhTrunXa9WAGI3TRyNByBfTBYDSPkggNgaehF6dHQ0jB49GkJCQqBfv34wcuRIrv1/Gf9GAEE1FXTKl+1yDiDfh28zSeWyZtU3AY2Xp8lO8uxuN82lfvfX9ZaFx1YAQnNs/QUgIxgA+WCU/wGEVYe6nHYf0nwEEGzUaAUgaN4ASFsJgGw44gGQZtOTAcAIILjQeAsgeJ7s/DYndvyKBiC85lto6Cw5AZBXCYDwdhRpHx06eKkiJXtE6ypG3hgPQKhzIAKQrSfkANKaARCMgIq6yitqJEzdaAYQNld+wxENQLB5maLaAxDZ31VU5wCC9UFOAIRNTcXmanIA2a2/n6YyKmok1BwWr+94+wIgKGIgAxBUH/IXgBRzACD7z2lrdU0JgETulgMIddZxfbICELrxgGuAHZuV6B2ApP/lAZB3bAAIr4BfVKj/UvdoIYCw2Qg88wCI+Xu/lYEAIpND/ilip35dTVp/zNa5QgBZc1AMIP8dYAaQCUEAkQ6TCtbXX38NaWlpD+K7PFTj3wwguLNKG79Rw+cx1AkA+mT5ffg2k1Qua1aqQWg8qTxWwYfN96cA8vaIdZYAQtWDPiMAgnKRlWwCyE4JgODOerclWlrRiFWHDf1LAgEgbGqSUwBBydzZW07qxxQBhDabk5k3AILF5VYA0mRqEgAYAQRTv0Q7cVbOY6AA5NjlWwAgBxB0mJ0ACDofL/eK4QJIjwwEEJTTpb1E6Pm2AyDUUUMAaTPHeM3gd5cdy6kbjxsin42nbDGphPEAZP3hy3DoQprwc63+rqKKAYSnPKaonvogUbor7/x5AyDq7x4AWcU0mKUAgs75uPgUWMsACG7KoHkDIOi091uxX1c0G28BIGzk0AAgYQ8eQPqtsA8guAbYsVkCWeWK/awBBOfCtzkA8n24NYCIokQle0Tr8783AIKbIjwAqTks3lRnyRoLIHSOQVhoywAIFQm56RBAROeAtbocAPly8hbDa14bEKc/hym3QQCRj6AMr2BkFgApxgEQnjqEopoBZMkO5wDy3axtJqlc1uwCCK9bKbuTyPZ8oABSd/RGnwGETpT4GFrjKUYASb11n/s3EECwu/evcc4AhNdD4MYd46TFNtfyF4DM2XLKbwAiasbGnl8A4CqpUQBpPEWrSaO7TFYAIkuBUtTAAcjRS9YAUpoACBZTWhkFEJ6spRMAeal7tN7J2hvjAQgVHRABSLIAQD4WAAg6ebxOymh2AGTjEc0hpk0f7QCI7O8qaiQkpHgEWmi9Gs85VVT/AAhKi06TAAg27gQwR1tqDIvX6zYwMksBpM6ojQBgBpBRJgDRzj1VUEIRDxZA+kfu1zeqZADy88LdfABxO8gYTecBCPu+A+e1tfotpnktNSsAoc66NwBi1aSXmkhUwApA/vQDgIiOEQUQWlQNYA9AekgApIYXAELnmMkb+ABC/Q0EEFk/lp/m79TBVhSFYs0pgJQLAoitEQQQwXjQALL7lL3dSicAggPTFRbv4HdixcmDAki4AwCxki1FY0P+imou5vxoLAsgF2DZrnPw1vB1cORiWsABBBfuHaeu2QaQkXFH4O0RAgAJCxyA3Lr/p63jfuUhBZCNRzy5640mJQKAfwEE5ZLt/DYndvSSFjGWAQhepwfO2wcQ3F0WAQhN96AjsADimZdo40lvAeRH5n7HSIIMBKZwAIR1eHgAsuGINYDwIk3URADCO+aK6qkPEtXb8c4f6zyhtKhdAMHINjrvFEBq+RlAqrAAstIMIOPiNQDZbhdAenkABJuALtt1DtjBvu/gBWsAWbH7nHQOoM46RugRQHhRrm9nbjVEYqya9FITRbT8ASC7LACErk/USvWI1lNw/Q4gv1gDiPq7EUDoHIMAglF0fB1tFHvjrj0AwXsj3CGArD14ST8eLIC82t8MIBPnBQFENoIAIhj/ZgDBSW3RdjmA/MQBkJaztpp6dbBmJVuKxjr8imrW0/+YAyB0eAsgmG5Fi+V8BZCuAgCpM2qj3hzyYQaQT8Y5AxAs+sRhB0Bau+V1eUpqFEDwXFEAwZ0u0UJolT4TKAA5fNEaQEp6ASC4u1ymVwzXIafpHnSwSnKKGhgAaUGcA1H/g6TjcgBpO5cPIDIQmLLxuOG+5wEIOsQUQDYeuQKHL8oBhFc8S00EILxjrqiRcOKKcwBh00du2QCQzgt36e/HDtt4jGr8Eq9HcnFe8gVAKnMABIFvIOmdgbWCY+OPAoAYQNhUKh6ALLcBIIcuaPdhLT8DSF9HACJXiKQ2daMIQDyOLK9h4F9//6PPhbUGmAHkh9nWAML210Ir3TNGB5DKDICwkvg8w00RXuPUGr/Em9KcWVN/3w2nUj3+C51jpriPF25i4etozSkCiEiVT1G1exXfIxICYA3rDimANJ5iBJBKBEDw2gwCiHwEAUQwMjOA8OTpFNWzyOGk9vs2EYBoizAFELxRW87aaurV4a3xJiO2HuKTcZsN/47ZZwQQK91+OhE2nGgGEOro8AAEc6e3n7oGVwQAgk3AEEB+W30E3hnhmeCtAITnuLMAwhYN+gogLQwAckE/1gDeAwgPpEznVwIgm4h6D0ZjKICgMyJaCK0ApGeAAAQdH9nfR9nHA+dv6nKSVuZPACnRPQoS/QAgtJdI8xnOAIQ6ah+N0RZ0FkAwBVMGAnwAMb4eAYT2XLEDIDzHiRoFkJ9sAAgKFCwXCH7wzh8LIFhYKwOQTgs8AILyrng9UgDBeWls/FHHAIIAQZ1iFkAG+BlAingBIKLdfUW1BhDa8NAugFDxC6smvex1zHvc3wDCa+JYWzCHlukZA3vPBgZAqnsBIHSOmSoAELqm4rppBSC4loikkFnDqHsQQPw7ggAiGJkGQMKcAwg6NrhTZp4A5QAiWmydGi8cyzqxn473DUBetQAQmtrCLsBOAQTD74EGkEJd+ABy2wsAmZtkBpBdp+0BCBZ94vAngHw0dhMAGMPcVgBilb8fKADB3HMZgKDsoxMAqUIAhPfZYYszHkCSDQCSrP+/CEA+n5gIl9PuAwAfQNoJAUQMApM3HDMAyJeTt5giJps5ALLp6BU4YgEgvJQXaonHnAFIilugQKQ4yDt/LIBgXrtox1xRteZqOLC2AOe+6gRAcOd7bPxRWHtQDiCjvQAQ/O4DVx7Q5drHrJUDCKteV6ZXjF5IjqlGCA50sPcERiJlAIIgI3qeOutUUhjAHoBYSdSz1zHvcSsA+dsPACKKIpfp5QEQquoEYA9AcFOE18G92tC1fgEQjKLzAATFW0QpoYqqpUviWjJX0AySNR1ADokBhJ43nOuCACIfQQARjH8zgOCiEWEFIBFmAPl2ph8BhCPJxzrjDcYb5WYzGkBQP3/bSfsAMioAAFLDAkCu3LIPIJfTHiCAzNYWD95CTQHkw9GaU5QZAASPgwxAUHzg4AX7AIJOo78AJCHFvwDSbLo1gCiqlk53+/6fXABpP88IIFgDJotETN5wzHDfywCEKo7ZARCew0dNBCCiqDAKFPgCIJhWYhdA0LHF66f6L/H6nM8DkLrue42NALMAgkXkFNKEABJlD0A6L9xlApCXCYAUcgAgR9wAQude1qwAhDY8pE0VAYArtdxi5laDJLSVRD01kQQs3UkXAQjOhW9xAKTV7O2GKDYPQGRKgoECkKo2AOTnhSyAeOYYjAAigJxMvQ2KahR2sQMgbeft0AHOLoAgsMkBxFO7g3PdpCCASEcQQATj3wwguDDNT+bffLiYUwDBUOW3M7cKCy6d2q9xZgBhpVzZhnuxfgIQjL5Qp9UKQC6nWQGItqs/avURQ45t3dEeAKH5qgggPPlaGYAU7hJpatDnDwCp7xBAcOcfB09OmLUfZmsdznkAQhuooTQoBRA8dqL0AV6hNrVey/YBgP8BBFPRpAAS5gOA9IzhFth3dQAgxbv5BiDb3QBCpXztAgjPRACCNWA8BwbNFoCkmAFk89ErcPSSHEBofQPPDABCauFEdXEoUCCSPOedPxOA3LEGkA4RHgDB34xzRrWhawMGIHiNIoBg8e/AqAN6lNMXAEFD9So6HkYAsZKopyaaB6wA5J9/fAcQtr8WWtnesUIAEc271HBThHf/vjlkLbfukxoLIHSOwaL9VgyA0KaC125rACKbj9rO26FH1kQ+EGsIX3YBpEwQQGyNIIAIxoMGkD2n7QFI0bCVps+wCyDzBPRfXgIgLWZuFUpOOrWRcUdMj1HZPUU1N9zzN4BQx44HINh/Y9vJq0IA6eoGEMz/Hb3GDCAXbtzTzxc+/iABBEPbc5NOQcy+jAOQ78PtAUjtkWIAERVQWikYBQpAUA1MFoFBh+HghZt6Qy0rswIQWvBKB283vni3KNiccsXW3+UZD0C+8QFA6iGAzDfOJQggskgED0BY+EQAoQX/dgCE9rjgmQhARMqAmBbkBEDYLs7oVIlqBhTVOFf/5u7+jo54taFrdbBCJ3LMWucAgtKudE5lAQRz7wdFHbQFID8v3G3qPs8DEOxgTgcLIAh7ovlBUT1qWqLnKYAM8QJArARaqInEKF51BCArTM/bARBW3h6NAgiVlQWwByC4KcJLZfzfkDW2AATBQlHtAQjW19F7BRsi8uzHuR4AiUjmZ4GwhgASTwDkq6lJhtfQBpJ4TQQBRD6CACIY/zYAKdTFDCCi8CMPQPC1LWZuFTbdcmq4UFKjsnuKak41WrX/ouG3OgGQzycm6u/jAQgrC/zV1CSvAGTM2qO+A8hdBkCGWQPInT+cA8i8BwQgvFQF6iC/PWIdABh3mTCK8LAByJ4z1gBSxEcA4TVZdAIgxfwEIFRJq+k0zwIsW/B5JgQQ9zUki0RM3nAMXuouBxAsFjcASIo1gKDqnci2OAQQLIz2BUCuOgQQTHNB5Z6qQ9fqjux7fgCQShwAwcaPCCCDow8aNmQAjD1k0EQAwkrp8gCEvd8w3c0XAKH9RnA96L1cmzdEAEIloZ0ItND6JGpWAAIAOoDU7M8BkDlGAKFQhYOVt0cr1ycW9p3zHkAwDZkHIG8Mdg4gdJMDa5swjRdfR+eCqzYBpJBDAKltA0DKcwBkchBApCMIIIKRmQGEhjDRKIDgIitSgMCJnYb1EUCaz9jKnYi9sVEcAGnBAAhVQVJUM4DQyYdndCLkAQh17NjGiF9NTdLlb7eeuAqX0u5x/wYCCN3xcwIgbNRHUeUAUqTryocCQFB3Hwcrocyz72bZA5Caw+IBwBmAWEmoBgpAdp2+DgByAMEdt0MX0mwDCN6npf0FIEcfPgD5iQEQrCNyCiDssUcAmWACkFvS74WiEyITAYgo9QbvEV8AJPWWVsQvBRAiGILzWD33LjcFEMxl9wZAcF6gAgEsgGDuvS8AUrZ3rAlAomwACBb8ZySANJ9hBBAn9ZFUIpoaBRDefQAA+joiAhCU0lVUPoDUZ9Ql0V4hAEK/B4DvAPL6oDWmLAPe9UAB5Gv3HFOoixlATlzRXkc3Ie0ACD2PIiEe1vCasgsgpYMAYmsEAUQw/s0AgousSAO7HAdA5gUAQHgTMAsgbLOfOH8BiLsAnuYfo+wimi8AQifrDx8yALmUdo8LIB+7lad2BhBAWs7aCgDWAFL9l3gAYACk28MJIDttAEihAAAIVRKjI5AAQpW0mkz1HkA+dOegd4jgA4gsFWrSeiOAfDE50XTsMVWKHuuElFRLAMGaL5FRAKFRD1HxMQoULNnhPYBcsQEgtGksdvBGJ/PNIWv1eZACyJqDF0FR/QsgmIo3JPqgoSYOQAwgpTMQQBAwrJ4H8KiCIYCwTXIVVVsPqSKbk/rI0WvMG3CKaow8BApAWHVJtPJ9V8H+czdBUc0AIjuuaHjOeZEbOwDSeeEuA4A0JQAyM0EDEKwjRAChxx9h3S6ALBS0ImANf/u6w5f149GEAZBX+sTqz+E1PWV+EEBkIwgggpFZAASdWDp4AFKYAAgusrMEXUDlAJLMnYi9MR6AUNk9RY00FXr5HUB6ygEE5W+TJQDSZZEGIFT1xd8AQnOiXxQAyN0//rJ13DUA0ULb85JOQayXAILpJTicAAhvx5gWSb85ZC0A8AFEVGQqk25V1MABCDrnVipceMxE6jes4UZB6Z4xpkJdRZUACCcPvVhYlEFlzNvfSAHkqwAACCrCWQEIzfv+YnKiqR6AByCJx1Ih5bIcQNiGn6w5BRAUKHACIAMZAEEZY5Fsq6Jqji8OBBh0Mt8cslZPRUX1IwogqDjHKhSNmSMCEA/oiwBkaMxBgyoggG8AEr3XGkCOuQFEtlPvDYDgvGEHQJykJ/MyABTVGYDU4ABIaxsA0oARd0GrQACkkg8AwvveVQautgUgCBaK6tnkcAogPd0d2XlGz6M/AaQcARD8TkEAkY8ggAhGZgYQuoOARgEE6xpmuW9o1nAxp9KOqBbRfEayLUfTjvFyYKnsnqJGmsKcLIBQR0Q0meP/N5okBxDcOaSTnwFAbtoDkLHxRw2ShRRAMHeXnju27kVRMw5A5if7D0DsgOm3M+0ByOuD1gCAEUBQ7USk82/VRA53Mv1x7VLbdjIwAIIbBaV6RHMBBItFEepwBAJA8DfSc0TPjbcA0pH5rlgPJUuFsgMgCAr0WNsBkBpMw0/WaGNFCiCi/g8oULB4h9zRoYMFkEtp9wDAPoBgHQYqCP5vyBodQLAuxBsAwboCCiAYpUMAweuAAshvXgAI282cByBs3Q82ffQFQJaRhofoLFceuBrGxacIACTZkALkJDuAVwOpqPYABNNRq9sAEApVOFhxF7SK/VbBgfPeAwim3fG+d+WBq011lqyxAILrf+EuHn8F6wiPu19Hr58rDgFE1IyZNdz0CgKIf0cQQATjQQPI3gACCO7yYU4la1iYLQQQG8XGdoxKZKJR1QtFjTTd5KsP+AdARrgBhE5e7MLfZGqS7pAkHbcGENr51wAgYzbBxZv+BRC2NuZBAAgq/OCwAyAtbAIISkBSJxfP9cMGIFtPaE5pQAGkpxlA7qX/Bbfv/wn//POP4TzwAKRo2ErYeOThAZC6o7X7o9MC43fFaKAsFWri+hSvAGTLsVQ4ZgUgw+wDCL2GeY01FdUjULBou/cAcvGmNYC0JQCCUQgU8PjfkDX6vYHyq/4CEARFFkB+iTmkKyJZAUgpRkiEDyBG9UMAM4CccAOIrF+FEwBhU9KqcJxqFkCcZAfwZOgV1Sh/GygAYTew0CiA0MZ6APYABO8D3vf+74DAAAidGzFa2EMCIHQD1eq+REMAWU8AhNbA4XWLo2QQQGyNIIAIRmYGEHoDoxUhr8NdfZS1Yw3zzXkA0my6/wCEJ0P4DQMgX0/zDUBoLioPQOjix+Zeewsg4+JT/A4gNCWhaJgZQFJv3Yd76TYB5CYfQD7KQADhqQbR9B7cfXMCILLeEYoaOABJdgAghy/aBxCMVMoAhDcCCSC0TofWZ2U0gFDt/y8mJ5pkihEUqNNuB0DY1B/WRACCO7+s7T6j1Qf5AiAXblgDyI9zPQCC5wLPzxuDPQDyoQ8Agk4tVZtDAEHHDP/2sFgPgIyMQwAxr2k8ACnXxwwgbANagIwHEJo+i9Z8RrIhDdjJ2jiC04hXUX0HkDZzd+jRUfqb6WBrK9Eq9ouDgxe8BxCMBPK+92sD4iwBpNMCI4Dg/F+4iydlHIVMvAUQ2jDXKjKJhmuODEBe7hWjP4cAMjUIINIRBBDByCwAUsQLAEGnWtTYigcgKFfXbHqyrY7XdoxXjMsCBwskaw76F0Do7hXbAKzJ1CR9R3TLsVQdIljrsmg3AHgcknHxKXqxp6LKAeTPv/42Fd4rauABBCNN85NPwar9miOCALKDo9fPsyMMgNhJP2g+wx6AoKY6D0BY5wTNCkBQz98f1y413G23CyAyR5IaRipL9og2pakoqhhAeMfWHwDicrlM9uQ7rUBRNQDJ32ICZC/4MmR59HFwhWaF/+R5FnJXaQgFOy01fV7d0RvgqbqdweVywSPFKuuPI4DIajFYAGk0KdFUpJ90/CooigIN23Q3PHb8ym3I80YjyPpMYe5ni+CWfgYOOwCCAgVWqR50sKmg52/cBQA5gLQhAILOF+4evzF4jV4fhQAyes0RWH3AOwApLwEQTH0ZFntIb0r3a9xhABADCCul7i2AnEzVAITOvaxZAchyHwHEydo4nDneaJUHegCEF3UBAL0erlo/7wCEra1Eq9SfAsgqw3ucAAjve7/aP86kNMmaCECKdF2pAwimnOJmAgUQTFfsvkQMIFhnpqiRlrVZaHg9UgBhfRUKIHhNBAFEPoIAIhj/agBxO9UiVRXMN+/EAZBvpicbbmBfjLcTzO4qsClZGQkgTac5AxB0/MavswcgiupRR2Lt5j3jpEUX5GJhUX4DkIjk0xkMIMkAwN+lpxKvmE9La4BwUhftUvOkH6kFCkCw4NmqE7uiPjgAebHrSthw5LLXvxEBJGzwKCjQOhwKtA6Hj36JhBc6LAJFdQPId1Mg73vtIN83o+D576fB0/V7QJZHH4fclRuYPu+t3gsg9LG8UKBkeQOAYDSwuqQWY8I6awBJPuEdgMi6aOPn4qCF51QSmZo/AOTcdWcA0m2J5vijg/T6oDV62hRK8xoAZIx231sBCDq1FLRFADLcRwBhQZBtQAsApr4/p1LvAADohfY8w4Js0fMUQNjjwQOQZtONAOJkbWQ/Hy0jAIRNbUZ7tX8cHLqg9crxBkDwnvAFQI4T/wUjNUW6roRwEYD0itHXUTsAQvtuWcljo+H6i6mGAGYAKUMABP2SIIDIRxBABCMzA8hxDoC8yAEQ0YLGBZCtHgDhNc7zxnh/n50YWVUsFkCoI8IzCiBfTPYACObf0sWj3wozgGDtRaIDAJmwLsWwCNYjAFKkq3kR49m/FUCaTbcHIDiZUwBBR8VbAOm7IjAAgl23eQDCAqYTAEEnvGSPaFOaiqJGwv0/xQBSoO1cePSlNyFL9pymqEXe99s7/o0IIIPGzdQfo01CRSlYuSrVg+wFShkeK9h5GTxR5GV4snZbKFOtrgFAMBpIi8ERGPK+1xZCcz0N2XM8CnkqvA8FOxKNxKoAACAASURBVC+Dx6t/DTlyPwmhj+aBx9/8Sn+PDiA/djc8xgMQXmQnNPcz3N8jBpA93NcjgFip7dDBAshZGwDS2t0dGgD01Ce8xymAYAM6HoCwO/LeAEgPAiAIQiNWZQyAnL7qO4Cs2O0cQOgmmJO1UaQI5QRAqnIA5EcbAMI6z2ivDfAACO3sDeAMQHgqdpW8ABBc5yiAoJAJF0Dc9VJ47fGMqk7aBZC37ABITzOATIsIAohsBAFEMDILgNDichxWAFLTCkB6igHk62lJXNlYb4z391nVKzY9ae3BS4bf6iuA0Pf3tQAQVLJiDQEEnWoegFzKBABSb4wzADl6yQggdiQo7QJIyR7RAMAHkJqCQmGe9jy1gAHIUTGAFGYA5IgDAEEn/KXuzgEkZ+kaEJrraXi2YV/I33w85Cr3LrhcLnii1neQ/7spoKiRkKNwRQjJmkNq+Le2nbwKLpcLnn42H2R5JDdke64YVPqiMxT8eTkoKh9A8recBFnzvgC5qzQ0PJ7n9UbwXNk3QVEjTQCCGw60GDzPG40gJNsj8GiJNyBf83HQauBECAn9D+QoXAFyVawLH/SdD89/2AFcLhc813gYKKomDMADkBMcAMGIToHW4VC1+zz4zxP5IGfpGtxz8iAA5Mw1zbGW1Q61IgCC0RicO18ftEZ31v0BILTgH2t1EEBw53n4qsO2AYSVUn+FAyBsA1oAMYCg0hfPAg0gvHo+kYnqIarYAJDiPgIIm1mA9t8Bq+HwRT6AWEUHFdXTkJMHIBX7xZmk7lkTAciLXVfqfct4AFKYARCMvvGMnqNlu87ZOle45lAAYdPDKYDg+QkCiHwEAUQwHjSA7DsTOABBmhctaJju0XmhB0AWBABAeDUobG4qO6E7BRBaDGcFINjFF63ptCT9WDkBkInrUwyLoD8AhC7Ixbr5BiAXGQCJy0AA+QYBhNMsL+m455ov3i0KAJwBiKx7tqIGDkA2HhEDCJty5y2AsLvEiioGkDYzNoHLFQJPffizvjAXVpfD08/mgydqttDf/3yrGZC/5SSp4Wu3nbwK/fr1gwkLoiDf16PgiRrNIDRbDsjzZmNQ1EiD7GX2/C+BKzQruFwueKxcbR1SFDUSnv1yKIQ+lhfeGag9VqY6CyDJpnOc541GEJI1O7zQfgEoqpbi+GiRihCa51ko+PNyaDQpEcr0ioH/PFkAHq/WFBTVAyD/yZpNh6lHHs0Jjz6aE1xZ/sNNwSr48wp4tuybkO25onpqGWsiAOkqcHh2uPunWHVcpoN10tCxlgLIbA+AoBIRztMUQD52ACBjBQBCC/5RKGEdAyAjVh02wAiAbwDCyq8DeAcgi3eckc4BFEDY4yECELqG8Or5RCZyxn0FkLbzrAGEzSxA8xVAMAuADyCrLAGkIwMgqNZFAQSFTFIIgOC6etEGgNBztNwhgOBcD2AGkNJBAHE8MgxABg4cCC6XC9q1a6c/lpKSAh999BE89dRTkCtXLmjQoAFcvGieaOhIS0uDdu3aQcGCBSFHjhxQpUoVSE5ONrymadOmppD6f//7X0ffNzMDCE/phQII7qZP4KhQ4Y2kqHwAaTotydEuj8ymcVS4WABhQ9prD/kHQEbGaRrsxSQA8jUBkIQUMYCov7sBZH7GAQirYuIUQL7xC4DcMnxHOwDy9bQkw7GiRgGkaJh2vdKUvFI+Aki/AAEI7orxAIR1WhwByDA5gPzx59/cOaTxkPngcrng+R+m69dbka4r4c2334ecZWp59Ru3ndQcb1rIXu6TNhCS7VFQVCOAPP/DdMjXfBw8VbczhD6WFx6v/jUoaiS80H4BhOZ5Fp75tDfUcUcIRQBCI3553mgEWfMW1P89fl0K5Hr5LXikSCVQVM1JKdMzBrK/UAZyVaqnf19FUeCDJq11mFqybiusS94NuSrW5QJI7sqfQvbcT8LzP8wQHgcKILT3h8jh8QeAYG2DXQBBMMKC6CoDV+vXJnZHH7XaewCh9TYsgNCoR0YDCEaKUGqYZ1YAErnb02/EDoB8wwCIyLHnGRvpQsMeSACBAxDRGl55oAdAynsBILgJxwOQCn3tAQj1XzDN88WuK2HOFk2JkwWQlzkAItoQYM/Rit32AKQGB0DYKFIpd9QewJMiFwQQ+cgQAElOToZChQpB2bJldQC5ffs2FClSBD7++GPYs2cP7NmzB+rVqwevvvoq/P03f2EFAPjss8+gVKlSsH79ejh69Cj06tULcufODWfPem6ypk2bQu3ateHChQu6Xb16VfiZvPFvAxB06AA8zixPBldR+QCCKQRNpyU52uWRGU8GmHWs2aI+2ggIwBmAfDl5i/4+HUDCPO9H/Xy0r6cl6Y5QQkoqnL9xl/s3WACZtP6YYRH8aKx/AaS4AEDu/+kFgGw1A8h2LwGk7TzfACT5hOeax+uaByCiXg28xZpaoAAEr0kegBRjrk9vAYR10hRVDCBNh/2uAcj3U/XrrXCXSHijZm14rOw7+vudpmABGAGkRqcJ4HK5oECbcGHjr7x1OkLIf7JDwc7LIN/Xo7QNoZAsEJIlFFwhWcAVEgIuVwi4QrJA/paT9UWdXu9sypQGILV0cPl8YiKURgCp+KH+fRVFgc/bdjf8hpOp/CL0vHU6gis0K/yvwwTpOdkqABBRzjkCSIQPAILqTjIAwe7QAJ5aNOx3UGXgar1u4xMCIHjf2wWQfeesAYQWntN6EADQolLM9/554W6TkMgrfWJNzi4rvw4Ahn4kivrgAITe46LUJp6xsu9oTgDkzb7eAYioVqXKwNVwJEAAUt4LAMGGiUXDPACCSooUQDDSjJLVcgDxnCOnALLpqDMAmR4EEOkIOIDcunULihUrBnFxcVCtWjUdQGJjYyFLliyGg3TtmlboGBcXx/2su3fvQmhoKERGGifscuXKQbdu3fR/N23aFOrVq+fT984sAFLICwDBiYTXiVxRrQHEyS6PzHiNENnUIlbWcL2fAYQuKmweOwWQzSlXLAGkvQ0AYWsCRMYCCJ38eQBy9fYfPgPIhw4BJOWycwBp6gaQ9hYAoqhmAMHrUtSt+kEBSLw7KscDENa5OnopTag+xxpGekp0j+ICSPpffABpO3sLhPwnG+St01FfmAt1XgpPPfMcPFGjmf5+pylYAGBQ0irfsAOE/CcbFOy4RAwgH3QAV5ZQKNh5GRTsuBjyNRsD+ZqNgapdZkC+ZmOg2KvVIYdSFvI1GwMFOy2xBSDj4u0AyDVQFAUaGQDkGpxKvWP6vOca/wKu0KyQ9/2fdJlakXkNIMneAwj2t+DJlqNhczYAD9xjRLIyAZBPx5sBpF4AAGRk3BGvAaR831U+AYjsHC7aLgeQlXsIgDB9OuwACJuWIzNWdRGNAgjPkQfwFDn/jwMg7ebt0M+Vohp7m+AQyQW/PmiNDiCvkM7eAGApUa2okfq1x/ver/SJFUZ90GQAMjfJCCBHL5kBBCWrRTVZ7Dlauee8rXOFa44MQEpSAAkLAoidEXAAadKkCbRv3x4AwAAgy5cvh9DQULh//77+2rt370KWLFmgV69e3M9KS0sDl8sFq1evNjxeuXJlqFatmv7vpk2bQp48eeDpp5+GYsWKQYsWLeDSpUvgZGRmAEmxABBUsxizlg8guNP888Ld+nsQQJpMTTLsIPhiMxPMAMJ2aG3FNLejIVAAOYB8OHqjzwCCk64dAGnndsAnb+AASNrDCyBsKkYgAaTJ1MABCG/Ro9Y/MjAAslYCICw4OAEQTP8r0T2KKzctApCOC3ZB7tfqQ+hjT0K+hn0gX/NxkLPMW5A7zxPwQrv5Xv3GEVPmwKRJk2BG5HrI33IyPFn7R/hPjpyQq2JdUFQtBStvnY7w1Icq5G8+HvJ/NwWeqtcFQh/LCzlLVTd93gdumeqXmRQsvC6p4g4fQN7yC4AUaB0OWXI+DjnLvAUFWofDOwOXaQXpP87hHgcKILT7uUj2c7sfAOS4DQDB5mx0HsL/Vh64Wi8clwII43CzALL/nNYfogwBkGoMgNDmg7QnCIAYQNg5nAcgrPohwMMJICJ1KZ6xoidoGQEg7LpK//bRS74DyBuDzd+7nBcA8tkED4DM0wFES7lHACnbO1Y/N3YAhJ6jKJsAUp0DIKwf9FJ3D4Dg95kRBBDpCCiAzJs3D8qUKQP37mlhMQogly9fhty5c0O7du3gzp07cPv2bWjdujW4XC5o2bKl8DOrVKkC1apVg3PnzsFff/0F4eHhEBISAsWLF9dfM3/+fIiMjIS9e/fC8uXLoVy5clC6dGkD7LDj/v37cPPmTd3OnDkDLpcLUlNTIT09PcPszp07sHTpUth1wp5mf6EukabPOHTO3Mm6aNhK/fl33RPJyFV8HXLMN++0YKf+nogkrQDsqymJ8I2DSVZm0zeZUwoaTths+HcrNgXr4AXDb2VTXNA2H7kEd+7dNwBIo0kJ+vtGxGqLPC0S7r7YqOXfdOoWqDVcm3jWH7oAp66kcf8WHqcf3ZP6xHVHoa5BBWsjnLuqTZZ2AeRq2l3D73yHTP4lukdBo0kJhtdfvH4bbt+9b+uzT6emQZOpGsDM3XICYvZqYei6ozdAeno6JB2zd+0dOnfd8B1/tNEJvfHkREhPT4e2c82vTTx6yfDv9PR0aEJqghBAqgua1L0+yKIIffleSE9P98u1Sy127zlIT0/nNiJk1asOnL0GE9fxwZ81GgHhAcide/e5c0iHiB1QsNMSyFWpHoQ+mgdcoVkhe4FSMGa+PFoos1+nzody5crBI4/mhJCs2SHrUwqU/bQtFOy8DBRVu3ee+vBnyPbsixCS7REIyZoDsuYtCI9XbQIFOy42fd77IzUHk1XBwuvyXUkEZPTqwwYAaThhM5TqEW0AkKRjl7UUrDbd9PclHbsMKRdvGD7v2UYDHcnwJh69pB9n2sW922J+H5CkY5chPT0d5iTKoZOev4HMzvjh89p9Nm7tEeH7v52ZrL+/tXt3u/087R57bUAclOuNKVhaEfqI2IMQvUeTIP1w9EZIT0+HX6KNzuHYOUvhzp07+ufuPqUBBA9A1uw/D+np6fCzOyo0IvYgdHdHhYZEHYD09HTT/a2o2tzJAsgrfWLhbUZqe9W+c6brnK0BOXn5JqSnp0Pd0WIZ3gXJJ6VzwLIdp/XPZ48HD0CaTN1ieLyJoMEfz3ot5TvJrw9arX8HXlQ3PT3dBCBU7vvHOdth1ymPouDibadMx66VIALyxqDVcOCstgFVrnes4T24FsoM53UegJTtHQP9V+yTvr/9/B1w+LzHf0FgLhq2EmYnaPfQN9OSID09HQ66/ZyyvWP0c3DqSpr7OjRvcPHO0fKd9jqh43W+/pDH/2D9oJe6R+nPUQCh91BGWGpqahBATp8+Dc888wzs2uVJ46EAAqClYRUpUgRCQkIgNDQUGjduDBUqVIAffvhB+LkpKSlQtWpVbZEIDYVXX30VvvzySyhZsqTwPefPn4esWbPCokWLhK/p1asXdyGaO3cuLF26NMNt/Fxz92CeFVJXmN47cZ75vUW6eF5XpY82af0wZhn3M4t11Z5vOHy5/p6wydpr3x24HN4fvNzWd7OyThPMf/+tAcbP/nio8d9DZy4z/NYXu5h3gBRVawC0dOlSKNfD8/zbAz2/B397YdXzfOMRxr/13qDlULn3Cv3vTo/gnxM8TvV/0d7fbtwyQ25utX4rYNaCpfr5snNs5v9uPKeV+3jeV7TrCnh7oPG7zl64FH5fbO+amRGxFN4bpL2/66Rl0H+6diyq9tOukZHh9j5n0jzjd8TfL7N3By4XvnbELOPfXbp0KdQe5HldiTDtGFTqxT+G5XuugKKC60FRI+Hrkdrf9se1S63/dO2aLNXN/LeLhxkfmzB3KbQfz7/vWPuv+9or2oX/uxYt4c8dnw3zHLMi7vcVUlfAwOn2/i7PRszSPnvwDM9nVO8vvnesDB0n3j2nqJHweh/xeWw9dpn+uxQ1EmoNWK7PWWgjw7Xv24Ec65HhS2HqfPn5p7+JZ7+Ge45zw+Ge7y76/fg91InyY0/PX/PfjJ810X2ftR0n/ox3Bi6HoTOXweIlS+Ej95zZwH0dlO2xAkq6r8Oa/T1zf/9pxvu+5Wjj3x07x3hdjZ2jHbsS5JrGe3GQ+x5o5D4mP4xZBl/9qv3/t6O0+469vxVVmzvZa7tUtxWG+U5RI2HA9GWm67xMd+NrpkVoj/MKs9HCJi+TzgG9p3r+znfM8SjMuQffG7TccC2+O9D+fYDHh7XyPT1r9Ss9zH9z6dKl+vX+Rl/P/Y3Pf/LLchgzx/Mbe04xHzvRXF2h5wrdfyjZzehb4HwkM/zcCj3Nr30pbAV885v8+DQYttzgv+D1WqTLCv0een/wcoOfUzJshX4Opruvgc+Hi/8OXVP6TLU3J1bs5fED8Hh8wPhBRbt6jhdeKzMiMt53nDt3bhBAlixZokMCmsvl0mHjr788EpJXrlyB69c1vfRnn30Whg4davn5t2/fhvPntXDpZ599Bu+//7709UWLFoXBgwcLn8+sERBFNUdADlpFQNzpDRgFME0U7t2VziQCsiBZi4A0npwITafa3+WR2czN5ghIg/HGCEibOcadmo2HL9qKgJxw74YZVLAmJZoiIDQiEbbIHAHBnbh1B60jIPhdJ647atiF+8jPEZCX/BgBmUcjIKPcEZAUe9ce7sw6iYB86Y6A8F5rNwJSdQg/AvLGoNWQevMO/J7M320OVAQkevdZYQSE7WB+8Nx1mLTeXgTkLXcEpHi3KG6q4V1JBARfQ3dnV+2zV3DJM9z5X7Pfk7Lw0RhPqosoAiCy90Zq13PX3407lXi+a0uano1efdgQufxswmaTSliyO/IwbWOK4bFjl25Iv1d9t0ytyLakXOZGQNjoKVqS+/W4eysyWQTkwNlrkJ6eDmPXHpZ+Bh6b793yu/j9Xusfp9dt4Pw6IvYgRO+WR0DGMRGQPe7eVKV6eo417gyv1iMg2t/8ddUh6OGOgAyO2i+NgLBzuFaEzqhgcSIgbAoWRkBkKVgRSfIIyPKdZ/TPHxZjPB6spLaimiMgXzI1jDLrLqgbesNGBATXaAQQuq60nbtdj1YpKj8CwotAK6oWuaCRBfqetwTiH9RwDeRFQMr0ioF+NiIgNIMDI3ZFw1bqUcSvp22B9PR0PVJDIyB4DXReII6ANCbnKHKXvQjIm9hwk0RAmk03RkBKkAgIXiszFwQjILIRMABJS0uDvXv3GqxSpUrQuHFj2Lt3L/c9a9asgZCQEDh06JDtv3Pt2jXIkycPTJw4Ufia1NRUyJ49O8ycOdP25z7oGpD9Z+zl4SuquQYEcyOpFXP3VQAAeG+k5hxjHQRrGN7F2gYAgEXbtRu18ZQtjvJcZYaqFtQaTDA61u2YuoLEY6mG3yoCEMwHphN44ymeGpDfVmu/nYau2ULSb6Yn67C26egVOHudXwOCtTJY9Dll43H4cIzHkfmY1ICwnbFFlsbUgNCc+Je6R3NrQNL/+tvWZ1+4cU8/hwu2noY1B901IKM3AgBo+fM2Pgdz03Hw6jpYw3PAnldFjTTJdAIANCXXGqZ+VBOkYL0xWMudFtVPDVh5AAD8XwOCXZrZlBBFNRbsKqqmHMbrf8MzzLku3i2Ke53/KagBof0p6PvWHjQ7gHYNax/iD3k+42PirPcQFKGL7P3ftOuZddyx5uf938RpNGPjjxqcwYYTE0y1Nlj8PYvUme04dQ1OX70j/V4NxidIn8difAAA9XfPdxd1gt92UvsemL8uMjrYbtFHLmr9dkSy6dSqDV2rKwdiQ8LXBngABIt6f1t9RG9A+tFYfg3IOKYG5OAFrQaEphVibjwKMeAxGb3miH5MhsYcBABxDQh7bVfou8rUdZuVXwcAqNgvzvCac+6O8R9JIPL3bfIakOi9nhqQETZqQL6elmR4nJWRl5nonsF5DEBcA4LXO0YKqbpi+/k79XodRdV6XbCD1whWUbXGklhDWra3sQak1nDrGhCsA/zfEA6A9IyBgQLlL7QOEbsMNayYglWsW5ReR4W9pLBWpVyfWP0aOuu+Bmh9Fmv0HMXsu2DrXKHYwuYUWgNiFOMpTnysIgRA6D2UESNYAyIYbArWtGnTIDExEVJSUiA8PByefPJJ6NChg+E9NWvWhNGjR+v/jomJgejoaDh+/DisWrUKypUrB6+99pp+km/dugUdO3aEhIQEOHHiBMTHx0OVKlXg+eefh7Q0Y+M02fg3Awgu7tiMjzUegCze4T8A6bJoD2w9cZW7KLMOACvXmnTcKKdMZXSpWQHIqNVm+GIBpBkBkI1HxACCamEIIFM3Hod6DIBcTtOiE/4CEHahcwIg52/c1R37BwUgvIJ1HoDQaw2dqKoCAPnfkAcDINF7NQDhFaHTpm2K6gxAsBC3mABA/vr7H+4cQtWZigcQQD7yB4Aw9xwCiKyZ3Ji11gCCHcgpgOw8fd0SQD6bEBgAmesAQNgO2YcdAMibQ9bqDQhRkerV/nE6vGNfhZFxgQWQMWuP6rLmQ6I1AGFFJhTVPoDE+wlAFjoAEHZ95EVAmk5LMjzOqjjKTCRcgPMYgBhAMOKHAEK/w082AASlmlmrOnStQd6WDjsAgmvgm5wodemeMULpYf27R+w0AAjKRlMAQSl3CiA4z+G6jwDCW2/p5l2sTQDB30MBhG1HUCwIII7HAwUQVVXh2WefhaxZs0KxYsVg+PDh8M8/xkVVURSDKlZERAQUKVIEsmXLBs899xy0bt0abty4oT9/9+5deOedd+Dpp5+GrFmzQsGCBaFp06Zw+vRpR981cwOIOVWI3hwfuAuk2QUHDW9m7PANYASQpj4CCI75yeZF+VMmBYvdqaGNwADEAII7IU4AhG0m5hRA2ggApP64zX4FkJI9/AcgC7ed8RpATngBIKhExgcQ498FcAYgbw5ZCwBiABkYMADRnBYegJTrYwYQXgNOnhkAhHOd2wEQWryO59kbQwBZSwCERvn8BSDY+V7Wy2HM2qOGHV8pgCSe1B/bdfo6nLkmBxCMEIgMgQIg4wDk0AUNQER9m6i9MXiN7hihg0sBBFUGeQDC7viLAISmu9VgAAQdP0cAEuYdgFTqzweQj30CkAv653sDIKyKo8xEzSu9ARAahfEFQKoNXaurUD0oAKEbqPUpgGw1AgjKBfMABOdA3npLIRHvASvDiI5dAMGUuCCAyEeGAkhmGg8cQM4GDkBwd5HVfUfjAciSHVq+cOMpWwzSqN4YDp40Je54oLET5VaHAEIncCsAYZsXUQDZcOSy0HlhAWTapuOGXTh/AEjtkZ6UFB6AXPMDgNT1EUB4zQVZw270vK7p205e03c1y7gXv8wAICjdyUvBYutCUi7bBxC89kQA8rcNAKGOeSABRLSbK7L33CpYPRgAwevaKYCwKmG7vAQQKweSAkgXUjPGNjH1vF47brx0U2p0sABy8IK2BtkBkNcHrdHlQRGKKvWPgzI9vQCQuUbn6dCFNNM1hQ3a1nIApM9yrZZlsB8AhG1ACyAGkPrMGkLNFwDhNZFtOi3J8DhGmOyYqFmeEwCpIgCQA+flANJxAR9Aqv8SrwNIGQZA3rIBIG0kAFKqR7RjAEGYLE4ApCkDIK/0idXv/9NXjQDCq7mk93icQwBJSPGkgJsAJMwMILOCACIdQQARjH8bgND8RFzcf4nhA0gxCYB8OXmLvkvpreHgdQdmF49OzERJHQAA4OblKqo1gIxeYwYQVju82fRk3fG3AyCt3YXVgQaQUgIA+dNLAMHUHKcAgh2acdgBkEaT5ABy5GIafDdrGxw4r913FEAwnYm3uCmqBiYAEgCJCgyAYPdkHoCwURGvACQsinudOwUQ7PfijWHkkaZx0WJfbwGk51I+gFC4YY0HIGyRPgJIOAGQ3WeuC6OYaFYpNCIAQWfb/HrfAQTvBTsAUnngar2XCkJRpf5xuhgC/j5fAITCHgsgeO35AiAV+5kBhG1AC2AGEOwBwW5iUVuw9bR0DqAAwtZI8gCkydQk07Vo9x7osohfp4AbKQBiAME0uMo8AImwBhB2XdXP5y/xcPzKbVBU7wAE10DeJlHJHtHC5ov0u4sAZIEDAMHfxwMQCol250QsqqcA8i0DILTXWqEggNgaQQARjMwMIHhjUqMAgo7D0Bi+ChYPQJbu9ACIk0I72fddwAEQNnxOnSlF9TT2wiECkHNeAYhxQWg+wwMg6w+LAaTTAg1AsLnT9E3HDb/jEy8A5Nb9Pw2/098AglEsPoDYa4LpbwBhzy0AGLrWYjoTr8BRUT0AIkpfDBSA4ALPAkihLpGmxzICQGgBJk2XsbvbxzMegNQNIIDUswAQ6lh8NsEMILvPeAcgVnObtwAye8tJ6efSwc7L+85pKcZ2AOS1AXH65kI/d6O7iv08AIL577/GHdbz3+0CyOGL1gCCjt/Y+KN6o71BUXIAYa9tXwGETeOlZgUgMfvEAMJXwTICCCuiIjOawkfNGwChEMcCyIrdZgBh11X9fPoIILgG8oRCXuruHEA+4gAINrM9TAAEN1pYAOFBI4VEu1FhPA92AQQfCwKIfAQBRDAyE4CwdTN2AYTdaUPDyazLoj36ewIBIL9vM0vgsQWErJrFjgACCLsgNJ+RrCuGrT98WVjAygLIjM0nhABi11gAeY8ASOmeMT4ByLnrHgD53Z8AIlBWofb5RA1A2gQAQKo9IABZJgEQVio05fItmG4TQBA6i4VFcZ0f9r7HQe8ZWjBsN9+ZZwggdMGmheJOAQRldtlmbHhdywqJnQAIdfz3nLnhM4DQa5RGTEVdrTF1jYIQz+hgAWTvWQ1AxsVbA0il/nF6hBrTXSr2i9OvA/x9FEA+FgDIeB8AZFx8ik8AQjdcFFWLQLPjVQGAyJTMfAEQUQSEXotWKmrURBDgCEDcvTloIb8dABGpRNUYRgCkp38BpET3KGsAmW8EEocO3AAAIABJREFUENyIKNE9Cha6/QUWQMr3XaUDyKlUDUA6SgCECk3YFebA80BVOFkAwfvr77//0f8dvjAIILIRBBDB+LcBSInuBEDcNzUr94gmA5AvJif6DUBQ2pcau/PJRiUwtQKHPwGEnZQpgKyzAyCzxQBy5VbgAeQvMvHJTAQgdUY5AxCc7HHYAZCGExMAgA8gLFwC8AGEpzGvqNYAgo6QL9cuz5buPAsAIgAxOknHvACQomEr/QIgdhVfeMYDEBSzUFT/AQju0MsKiUevOWICEFZJac8ZzWmnqU97ztyAcxYAYlXfJgKQfg8JgFTsF6fPDYOiDrofW+UXAMF1hcIeCyAdCYDgMUHw5wFI54W7TNe2twBy4cY9AABpFCLCAkBiCYD8tto5gMiiL6yJ0qAwkgtgDSDYHJCekw4Ru3TBAEV1BiA1h8XDCQGA1LTRBwTXQB6AFO8WJbxP0DQA8fgvH3IA5CsOgGCklwUQ3rxJrw9a0yYzHoCg2hxrVAAgCCDyEQQQwcjMAHLYAkDQyR8YxS8IQ6deBCBsDwqnhgOVtaixud9sXQbubOIQAQjuhtEJHCcuAIAxa83N4MwAstUrAJmZcMJQy+IPAKF9EfwOIIceXgBpRgDkFQsAqf5LPABkPIAs2cEHkMJdIk1pIk4A5D0CIDznxw6A0EaIqHlfb8wm2JxyxdFvRAChOdP0mvQWQHovM74PaxRkhcTeAsjes9YAYqXwJwIQ0c4uAsgsHwAEfwsPQNiUzvJ9V+nHECPcFft5HDQZgLBF13YApCYDICgaMn5din5MEECSjnsPIBuPXAF2PAwA8tXUJMM5kF23rMmkcHGIAATva28BRJT+9dbwdTqAlPYzgBTzEUB+twEgGJXHY8vzDygkxtsEEFTTtAMg9PvPDgKIdAQBRDAeNIAcCCCAYHqDqCkQLghdF5sBpNGkREda5zzDgYXt1NgutqxUIe4G4uDtcCiqdwDChsSbz9iqO1nxhy4JAaSjG0B+mK01AGMB5NPx/gWQMn4AkK/8ACCYb4uDByCsg/TZBA1AWnM6odsFEN6irKha/jJAxgPIou2asg4PQFgnyQmA4DkXAYhoUOeiDAGQ6L2enP+ElFRHv5EHIDQqx/bQsTLM8e/DAAgq1Mh2kkevOWK4rj6bkGAqZMZ5gsrf7j17A87fkAMIjbjxLCMAhBUHwU0XHoCwRbbl+sTqRbbD3CqHFUiKCm48jFjlPYBQ2MO0nLUHjQAygQLISjGAdFrAA5A4E4BsOmofQGS9XAINILLIHWuiDZtqBEB4my0AZgChaXEdF1gDiKgAvtbwdXAy9TYoqncAgmsg9oehVizMCwBx+wMUQDCTAUURyvf1RPhYAOGpB1KRgnWHL9s6VwggWwiAfDdrG/e11E8IAoh8BAFEMDITgLDFqDwAeal7tP48TpKiRZMHIMt2nQNF9S+AINRQY+U3WcfGLoDgYuQEQNiQuLcAMivhhGGSyygA+dsmgJwlALJouxlAeB2LRRMtHbwdPdZBaiABkJ1Meh2AEUBQUcoSQAT3Dqrx+HLt8gy7K7MAUqTrSnhtgBlAZmw+YetzKYDw1FxEQwwg50FRNQBJPOYdgNBC9toBABB0nmW59KNWGwGkwYQE006ntwCCErYio5BMZVRF8qJ43GhDRJ7RwQIIpp2OjTfPWaxT/HKvGN0Bxz5PFEAwwjNi1WE9IiYCkAkMgKBjSJ06FkDQqZ6wLkU/JjIA6bhgl+k3VOwXZ4BbReUDCHtv4ZwvU6KKSJYDyKr9F/XPZ6XaRQBC/y2rXWJN1DfJCYC85gYQqnbHAgiq9NHBZhagvT3CAyClekQb3uMEQGpwAKRo2EpLAGnPAAj6Ay91j9ZTtlkAqUAABKXh8TrkAUh9LwCksgMAoVHWIIDIRxBABCMzAwjemNQogOANKJoMZADy+cRER82WeMZ+JjW2AzKb2oGKMDj8CSCsNnrzGVv1PPe1NgDk+/DAAQjNty/Tywwg1+/4DiAfjNoAAP4FEPb8NBjvPYBUsAKQYfEAkPEAslACIP8dsNrw2PErt20DCJ7zF7v6ACC9zADysRcAknTcDCBUqchbAOm7XAAgkl1sJwAyjwDIvnM34MKNe9Lv1XwGP60CTQQgomiyPwBkpwRA2PurTM8YHd6wiLp831X6DjkPQOqP2wwA9gGEHmsTgLid6onrPQAywA8AstkGgFy8qc35sl4cvgAI7x5kAUSm3sZaO04zVkW1ByBlLACE+gBOAOSdEevhVKq2zrEAUsMGgOAayAOQF7uuFIo1oLWfv9NQw0oBhDZDBjACCAKZDiDu65BNzVRUY5RqvU0AwXncDoCcDQKI7REEEMH4NwMIOseiyaAIB0CWEwBx0myJZ+xnUqOOtqJGQk+mwzJq4uNwAiBNLACEdaBbzDQCCE7MrCGA4IQ0K/GkIYXk0/GbIdUhgNzOQACJDyCAsI4hAkgrDoCwAgMAYNiRflgBBNM6WMWrF7uu1HfO0JwACML4i11XcuWbRYMCyMsEQKL2eABki5cAsirAAIK717I0GtYx9CeAsM3FWPMWQGb6ACCY9sUDEPZ3l+oRrc/veJwogHztE4DcMv1NEYBMWn9MPyYyAOkQ4X8AkW2QWQFInEMAYedhNoVYZjwpckX11LIB2AcQKrfdyQaAiJogUgAp6QWA4BrIA5AiXgAIzoE8AMEoT4W+q/TjcZwBEFYdT1GNUaoNR5wBCM6DAJ4NR9boRuWcIIBIRxBABCMzAchfDgEEnWNR916caMM4ANJwYoKjZks8w7FitxlAaKqRonq6+aJhV2AcIgDBxYhO4N4ACE6Aaw+KAaRDhBFAwhkAaTA+4aEDEHy/PwGE112X3YH6dLzm7PgCIFUYpx6tpgWADAkUgCSLAYT9rhkNINi8UVG1ju2KqjmcPGdQZn4HkBGa4yoCENkcw+bmN5iQYJoHMFI6P9kDIPvP3bQEEFFhKRoFEFqfJhL08AeAYO8R3pzFppi81D1a3+HF17/SJ1Z3xBBAhvsAIPRYswDSngMg/SP3A4AYQFjHvlJ/DoCk2AcQWYrw/ORT0jmAAgirlMhLwWLnYTaFWGY8IQ5FdQYgr/bSAKSUQwBhayvR3v11ve5AewMgeP/wAKRwF/GmJxoLILjulewRbWiGDOABkIr9zADSXgIgVOhm4xF7Yhx4rQUBxL8jCCCCkZkBhOZ/otHJBEP0rHNPJwpFNQIIwkLDiQnS3Uk7hiNy93nTc+zCw37HwxfTDL/VnwDCFgU6BRCcfMMTTxpy2P0BIDQ17WUBgPzzj3MAWbzDewA5c80aQNgF4JNx3gMIOvhsVAHtreHrAACE906gAGRekubU8ACEjdYcv3Lb0hlFQ2eG5/gU6iIGEFpgSgEE7zdfAIRK+b49wtMXwF8AgnOLLMrqBEAikj3NTvefuwkXb8oBRORUoNE0QerEoeSt6LhZQScdWDyOhs0MuQDC3F/Fu0XpaUBYtP5Kn1j9dZjSyAMQtu8FCyApl80AUosBEEwrmrzhmA5lMgD5KWInF0DYjSgegLDpjTjny1QarQBk9QHfAIRNIZYZbw5UVJsA0ssIIFTtjgWQlXvMACK6XymA0E1LAIcAwnltoS7ihp1oLIDgdWAJIO7jcezyLQDwAAgtzkejUapNR+0BCAoe2AEQ6icEAUQ+ggAiGA8aQA6eu257IsusAIIpIdRY9RN2wjriJwDhpTOwRYEtZm7VncA1By/qxXmssQAye0vgAYTNPXYCIGeu3eECyPu/aQDC0+sXfQ4dPABhFwAdQGabF19WYhmABRBtEXjYAGSuAECKhpkB5IQDAPnQDwBSrk8sPPluG8ihlINCxUtCjkLloe4v0bbPMVrS8aswcOBAKF66HIRkewSyPJoHni7zBuRvMQEU1aNWV6B1OOQsXQOy5HwcQrJmh2zPvghP1eti+KzQ3M+Ay+UyWO7/fqrdK+65RZZGYwKQ8QmmY7T/3E2Ij48Hl8sFL7SbD4qqpW8igITmfgaeqPmt6bOxiBYt/3dTIEeh8pD9+ZKQNW9BGD1zgX6cKYCIeiqhw2KlfEYHCyCopMUDEBbwi4VF6dfNxPUp+jWAAIL30/BVh3VVNKcAQo81Quiag5rjzgOQfis0AOGl/f0UsdMU3eMBCO1AjYMFkEsBBhA7KVjs95YZbw5UVI+YBoB3ANJ54S6DEA0PQESy2bVHbhADCCeqwRo25xPBihWAtJu3wwAguCFZske0oRUAAOjNFimApLgBBK9DWhuDRqNUmx0CCEY0AcA0V6BRP2Hu70EAkY0ggAhGZgYQ2gUVzQAg7kWera9AwwWh2xIzgHw2IUFaIGrHcGBRLDWa1qGo5pDt0UtGAOE5Z4rqWYx8AZBvHQIITr6BABA6aZbtHetXAEElEKcActbd7BEHr7EWuwDUdwwgnpQYKwCpZQEgQ2MCAyCzt5wEAD6AsA5ERgPIK31ioWDHJaComhxnDqUcvNF6mO0oF1rS8avw7rvvQof+IyFfs7GQ75tR8FTJyhCa+2l44affdWc8h/IKZMtXDJ77ajjk/24K5HmzMbhCskC+r3/TPys09zPwYu1mUKB1OHSeGQ8FWofDCz8t1O4V99wiS6NhHeUG4xNMzqEIQC5ZAAi7K12w01Io+PNyUNRIyFunI7xT52P9ONNd5EACSLIEQFjALxq2Ut+smLzhGCiqG0DCxADyiU0AOeYGEHqsWQBpSwAEo0J9ZQAy3x6A0P4LOEQAImuUi9FK0fMUQNjjzQMQFnbYCL7MRDvoFED+N0QOIJX8DCDvEQCh0v0AGQcg9LvjhmQpAiCNJrEAEqfXurEAQmtj0Ohmnt1+SJUcAAj2UVHUIIBYjSCACEZmApA///rb8Bk8AKGKFhjBsGoeRgEE0zc+m5Aglci0YzhwAaTGAgir1IUTDA4nANJ0mhxAWFWSb2du1Z1AJwAyZ8spA6Q1mJAAV2//4egYeQMgAPac64wEkFLMAoCSn7zJ2y6AsI4H2oMCkPBEPoAUC4syORAnrty2VERCw1xlnuNTmABIamoqNGzYEB5//HFTZKHgx5309/zYezg8WrIq1B+7yTGAoPpLDEnBerPPUnC5XPDsF4N1AAnJmgPyftDB8N4sOXLBk7Xb6v8Ozf0MlKjXGhTVnIKFcwvrRIbmfgbyvNkYcpauAdlyPAqhuZ+Gp+t3hwI/zoH8Zf8HIVlzQNanFHiuya+gqBpssABy8AIfQPK+39503FwuF+R5o5H+9/O3nAzZC5SCpeu36cedAsgQAYDgcZvmA4AgxPAAhAX8wl08u/BTN2p/s2xvCiDa/RRoAJmy8bjXAPLqAwQQ/B284827D1lQZiP4MhOpKKGYBoAYQNDhrugGkDIOAaSHYPPx/d82wJlr3gMIijiIJHtFdadovgLI0Uu3DNchD0BoPaXdfki49lAAEUWwjgcBxPYIAohg/JsBBAs8rfK2eQDSYEKCtEmYHcNBnRm0d0YYAYTV1z/mEEDoBE4BhNfUq60EQFYfuGjY2aD2U8ROAAB98v3/AiDnbAAI3ZlTVDmAYMdnOiiA4C4UW3yK9vYIOYD8EnPI9jFyYrMSTgAAH0CqMh2BnQAI5vLzCtApgDRu3BheeOEFiI2NhQMHDkC5WvXB5XLBE7W+g9LtZ0LBTksgV8W68EmzNlCw8zL4dPxm2HbyKjz7xWAIyZpDao9XbQKK6nGk6aZB5S6zweVyQb5mYzwRkMIV4JEXX4UCbedBwZ+Xw1N1O0NI1hyQv+Vk/X2huZ+BbLmehCw5csFzhUvA429+BQU7aVEanFt4AJIlRy548t3WEDY9Fh4r/z6EZHsEchSuCJVb9IcCLSfCI8UqQ9a8L0DBn1dwAeTQhTS4lGYGkBc6LIICrcOhQOtwaDZuFTxVtzO4soTCM5/1A0WNhKc/6Qk5CleA53+YZqgBofMn270czRsAGc4ACDrfPADhOVjotGHUpWzvWF25Cueo4bGHLAFk4jw+gBSSAAgqO03ZeFyPCvVZLgYQXi8MHoBssQMgadqcz86N1AINIOwGmsy+FSiuOQKQnm4AIWp3Py/cbQkgouwHXwEE52sUJ2BNlPaNxgIIHk8KIJ9PNAMI1rqxAMJugOFvpPeWnXOFALLVBoDgfaKoQQCxGkEAEYzMDCD7z8kBBAs8RVJ8aBRAUEGnwYQEQ48LbwwHVdRBYwGElbdEnW8cQgBJcw4grCzitzO36rvQdgAEJ9+5SacMdTL+ABBaOFeujxlAbtzRJjk7n00BZMmOszqAvDfSNwBhO8krqnFhVFRNAhHAOwB51SaAiO6dQAHITAmAVGMA5GSqfwCkSNeVAKDNUyEhITB//nz9mP28YAeEPpYXnqjZAir0XQW5KtaFkOw5ofjL5SFbvhJQ+dv+sO3kNXihwyLI33KS1F5oNw8U1QwgBX9eAXlLvQ7ZC5QCRfXUgLzQPgJyFK6gRRGyhEJItkd1Rx7tiZotoGKrkZDvm9FQr01vyPJIbnis7DugqJ4uxez1HZr7GchZugYoqiYhW6B1uBaleP1zPQXrucbDwOVyQYHW4XDwggdAEKYefTQnPJozJ4RkzQEuVwg3BavJyGWQ5ZHc8Hj1b0BRI+G5piPB5QqBbM++CNnylYAPG3yhH2cnAILRCJHRwQII1j/wAITnYKHThtfZy71i9Fq5b30AENzZpdcjztfouKOy01QfAYSVY+cBCJuKiXN+EwmAzLUAECym5x1vOwDCrl8yE0k+ewMgLzMAQusoojgAIgKBD0Z5AKR4NyOA8Lqbs4Ypfv4GkNI9Ywy9yAA8fo4RQLQUbVzLefcHTZOzK0eOc7sdAEkhADIvCCDSEQQQwXjQAHLIzwBSumeM/jwWeIqaEaF1X7JXf48OIOP9ByBxHAChyjqKalaXOZlqBBDeoqCo/gGQlrM8ABK33z6AzPMDgNz5I3AAcvqqEUDWBxBAXmYApN4YDUB4+c9sl3sAMCzSCCD4X9beGbEeADIeQKZvOg4AHADpFmVatL0BEJ4hgOzYsQNcLhecPn1aP2ZdFu2BR4pXgZxlahmaI+IOYoPxCbDtpD2VPXQ2PQCizQOPlf8AcjzxLDz/wwxQVM9mRq4KdSBbvuLwTMP+kO+bUZDnjS8gJHtOyNdsjOFz3x7uUcF66qOuGji0navPLawTGZr7GR0KRqw6DAV/XgEulwueqtcFGoxPgEJdtIJxl8sF+b4ZbQCQfF//BvlbToJViTthy859kL/lJDegGQHkhfYR8ET+wjro8IwqtdEUVlY6F80fAIIKUDwAYSOMiuqZQ8MTT+r3IAIICmXwAIQt7hcBCDV0ELF2AgFk2qbjelpa7+X7AIAPILxmfDwAoepDOEQAgs0WeeZvAGHFEtj1S2ZUYINaTQcAUsHPAFJn1Ea9kZ43AIIqayIAEUVe0NrO22FQ8EKgowDScKLWSwr9nEr946BcHz6A8O6P2l4ACM6jqEgHwFdy1L6DB0DmBwFEOoIAIhiZCUDSHQII7trQfgE8owASRQCkvp8AZPUBM4DUYiYutrjzVKpReUkEIJfT7gP8H3vnHldFmf/xQZaLFyJvAZoeMu+alJumu7+kzLTdNS+1aW2lbmlqlli2eyxN1tLCNu1ipmaGpeINlFVSFE0pAa94wVsqIiKieFREUEDl8/sDnmFmzjxn5uA58KDf9+v1/YNzmZlzPszlfea5QH0AH2YgINpx2d/4aZd8EZhw6JzuCdhiVQpI2cF36Y5M1TwGg1wsIA+7WUDMDtF6Ns9YQNiJgVU/NwpIny8cC8jnG9wjID/IAqLerlYT19k1WzhlK8BP5ReGRqWcMEtbTEDS0tIgSRIyMjLk72xCzAHUbvkY6nXqrZIiNozlC3OSsSfzUqWaYK07cBZ+nfvC068Rur0fJS/7/VUH0OSN+eVNsmarttXXEoJ6Dz+jekwpIE3fXAhJkhD46gz52KK9iFQ2mZqxsWy+CkmS0HjgRLnZVtNRC8qF42sczcm3a4L1+7l85OYX2S3PYo1D83/9D74PdEbggx3RfPwq7vfOExBtvw1WrPnU97cjIOWT8GlHZbJY1W3/WbGLv6jySRg7hsfLd4rVAlJ2TDcrIHo/wGgFZEz5RdkP207Kd4VcISDKtvcMnoAMq0IB0Q4XrT1/OSp2sa4tMwLCfvHXExBrdOUF5NlZFQLSqhIC8k8DATHqd6oVECZ0HSbHq+YiA/QFhI2Syc7levuHspmc2XOdcwJSsf0kII4hAeFQkwXkYHae3WuUAsJG7vj3SucF5O9zkuSJripbjM1H7AVEe+DSdu7UTn5XWQGZs9VeQMZoDihKAdnoSECWqQVk2U57Abl0uwKi+DX84Skb7H4hdlZA2P+AKwVE7//pYRcKCGt6JZqAfP+bvoC0nrjObjQYZwTE0X72YLmAXLt2Db6+vli8eHFFDiv2wLNeA9R/8jXVNrGZhF+Ym4zUTHNNsJormmCVlpai74vD4FmvAZqMmKe6IHl/1QEEvfYNJElCk9fnqLbVN/gR1Avpo3pMKSCNn58MSZLQdPQP8mfWXkSqBKT8At1ZATnmQED8/vgsPOs1wBtzNnK/c4uVLyBaaWBVKQHZqJ4QcJsjAQm3v8Bi/3NsEkalgLCOz58rBIRNDuoKAWEXZZEKAQn/X5mA6LW31/a7s1jL9vPKCAg75jsSkCXbDQTkaIWAaAcq0TvXaCfM5HW+1ivedrLhxAHzAqKc78eMgPA6g/eb9Ruyb0NA2GfiiZhRv1OegHRUCMiguWUCwq5zHp2aIJ9nmICwc7ne/sHuqgRPMC8gj+gIiPZ6gZXyu18WQwLiCBIQDneygLBfv/V+sVbWh7EVAqI8WTn6ZdZMMX4pn3/C0QFc27RBO/eEXvt4i7XiZPT49Io2+EYCov1F442fdsmf1YyAsF+0lu3MVP0yJrKAxO6tEJBnnBSQnLzrqm3UExBlEyCLtewEB0B3BBizAvKoYAIy/9d0APoCov1/zrQVulRAAOC9995DkyZNsH79ehw6dAgPPdkPtXz90Cxsmeq7itmjFhAz28AuulLSbRg9ejTq+t2DgJc+xf1jFqHbh9FlQ+i+G4P3Vx1A8/di8Yf6QfC5v0PZMLxvzEf9J1+DJHngvr+Hw2KNQ+Ar/0X9nsPx2Lvz0WTk9xj07//Cs14D1G75mOoz/1Pz67CzAvL7OX0BuXDVXkAa/iUMkkctNH7+Q4z+bpPcIZ0NDaws5UhtypGEjASEDYnLKyVaAfntGF9AtE0cLdY4+UJxxa6ySRg7To6Xc2TiXxkB0RsFkCcgC5My5GN3ZQREO6HfLh0B6c4REO3/jrJcLSDaObHMTNbHitdUTCkgyvOX8n+FCccj5QKivNNsjd6v+hVeT0B4w+H2+2ZbhYB8oBYQbX82R5+JJyC8GdiV/w9KAWHL6Tg5XjUVAFBxndNlaoIsCL9rBERv/2BS44yAMMHZfeqS/H3wBOR3EhDTkIBwqEkCUnzDWEA66giI3sRxynK3gGzRERDtAVzbtEE79CtPQC5crYSAaDqVjfxpt/xZNxzMUY1uoSytgCzfeVolIIPnuVZAHvloo0sF5Ndj7hMQbb+IZ50UEOVIMWzUG+2FPismILx9Z4abBGTmxt+x8dA5u5Ndm0nr7O7oOSMgjpo6KgWkuLgY48aNQ+PGjeHj44P72z4iD0erJyCD5iZj72lzxxf2y3lKuk13qFpJktDwr+PkPiBNRsxDndZ/Qq06ZRMRejUOVg3LGzj0S3gHtcEffOvC4w/eaNQ0GP5/fgnN3o2GxVohINr28Uph+LySAnL8vL6A1O34lOEwvKycFRDWgfx2BCTx91wAwNeb7AVE+cs3KzbyWvTusrw7To6Xj5Ns8Ae3Cchi5wRE2+/OYr19AeE1bbJYywTE0XxJWxwIiN65RjsnlpmRoljxRusyIyBMOJiAKO80T4hRC8j6NHsB0c6vxarfN9twNq/yAsLOS7y+MEb9Tt+OUgvIUzoC8oIDATmaUyYgbzoQECY1D0yIM93f0RkBUW7/chIQh5CAcKjJApJ2xrGAsIPEO8vtRyBRlp6APP9tksPOsWaKwUZfcnQA157Ytc1+3C0gA50QkH+6UUD6CyggbLZ5hl6fIq0sOBKQg9m3JyBs+6taQHjVZtI6u18CM22Fcudgo3I02EPLD362+64YytHtlM3V2AXpoLnJ2FcJAQEqhuO2WONU+5bRiHra6jWjbD/XzgMyQBYQ/RGCLFb7u6J6w4Kzphis2ZnFWiYgRhOCGjVL5QqIRhpYuUJAtjoQEG0fK4s1Tm62w/r8dFAICDvGmRGQ7zQCkmkrtFuXVkCY4PyYnCGLoiMB0fa7s1j1BUTZ9IWhFRB2zOd17rZYyyYNNSsg2n6CZgTETDMlVrz5SnpVo4D0VwiI9hhjRkBeNRQQx/vX21GpOJJT0YeV3UHuGB6vmgoAUAtIZ46A6An6U5UQkBAdAdH737VY41TbTwLiGBIQDtUtIL+fdZ+AsNukekMgKmuySkAqRkzp5yIBSdQREO0BfKbmZKz91d0ZAfln5E75fXN1BEQ7NKxSQOIdCMg4rYDsOq0aHcXVAtLZBQLCBiLQExCzI4OYERBtc6m+X5cJCOsMqywjAWFtvnkC8hcBBUR7Iq4KAVE2c1AOWbyyXEAGzzMvIA86EBBl+3SjXza19VT5hcXHaw+qHmf/584IiN73xASEXYRbrGWj0xgJiNEFEk9AtMcpVkxAvks0LyDaZbGLYj0B0faxsljj8KdPy3Jho54pRwJiF2b/jT+q6tent3wzAsJGFEo4pBaQnxQCws4jegKi9yvyY9M26QjIJWjhCwj/f2fx9lO4dcuFAqKZlFc774+j0s6izsoZAXn4wzIBeUTR1HVCzAFDAdFO8MtqwOxtyMkrmyunMgLCpIo3HLHRwDemBGROmYCw6xylgBzJKbteY6KtJyBsmS1MFbv4AAAgAElEQVTe/9lpAdmTaSwgynnYSEAcQwLC4Y4TkPAKAWEdxfTa3ypLT0Ce+zZJNSJTZYrBLnyVpT3IfZGgPhmfv2JOQGyVEBDtr/Ijf9otN4OJP5ijGt9bWUxA2PfqDgFRNnvTFZBrty8grAmTWQHRZqF3ctHO2fG3r8sk4fYERL+jsKGAbPzd9Hfkimo7ab3difj0RfMC4mjCT23zCCVKAVFO1sb6BAyel4z9WZUTENYMwmKNw58jbl9AtHdA+pkQEO2cG3oCwobjVArIidyrhqPRGd3JUc5VoxxSVHucYuUKAfnFgYA88pH9vsAuzFlWyrkQxugICLugc4WAsD4mPyVnyHevHQmI3lwKj03bpJp41WLVFxAmWqyYgPDm17BYywTkpgMBYXebAHMCot1H9YSBV9o5RFiZERAmniHlAtLZTkAqzlV6AjI1Tl9ABioERNnME4ApuTISEKM7jFoBeVIhID8f0BeQrtMS5HOCVkD07hCyVhYPOiEgTGTMCIhyFFISEMeQgHCoSQJSdOOmahlGAsLayPJ2IFZKAWGzlj/3bZLdycHZYmw7fsHuOe1BTjs5FhtqkWEkIMrlOSsgoxZVCMj6NGMBYXeWVuw6rTq5vDgvBZcLnROQa8XqTN0pIL8dK8vhdgVE79dj7WzFbLZ1PQE5lG2/rylfxy6stB3btcsWSUC0MyM7IyDaX1eVZVZAlCMFLS8XkBfnpeBAlv0xQq8cCYjyAtBlAlJ+bHF0EakdGc+RgLC7ABarOQEx6iTLExDtcYoVm8NjXqL98UZZSuwEpHxoWG0TKYtVf19g+xy7YHOVgJy+aCwg7Bj6U8opWUA+dIGAKC/8GDwB4c0wbrGWzY1y4+Yt7vNKAdE20zUjIHqjVvFKO4QvKzahKuA+AZmmmeCX1XPfJuHclcoLCLurwxOQ9wz6ndoJSLksPBQeb3fHTk9ADp8tO4ewO3F6dwifUAjILpMCwvqSKP8P9fovWaxxqj64K0hAHEICwuFOFhDWRpbXiYqVnoAMnL3NZQKSpCMg2gOu9qTIOhoyKisgehcE2oviUYt2yxc3zgjIyt1ZbhWQP3680W4EFWcEJNPmHgHRuwOibSbBJEHvIsFIQNgFh5GA8PadqhaQdh/qC8ji7TVXQNhQmMo8LFbnBaQnpwmW6wTkKgC1gKSbEBCjeQp4AqInBxarawSEzTKutw69u4Gs3w+7a91OISDsRyd3C8iilFNyXxY2nHvyCfvjirbZq8VaeQGxuUBAEp0UEO3/nnabHJV2CF9WzghIp3IBUf4fvL9KKyA5dt/dJxwBeV4hIC0qISDsvFJZAXkrKlXVhOkJHQFh89aoBaTsf14rIHp3CFkri5YfOC8gqSYERHn9RQLiGBIQDneagDykEpCyA7Ter0/KYp0HAWCDQkC07XOdLUbSCXsB0f6CpB16kp1kGLx1XCwoBqA+aL5mICDaE5daQM6qDurKCluaCqCic//K3Vmq9r2uEJCBLhYQ1kTstgQk31hAtCdk1kzqdgRE76RisVY07+LtOzOrQUCUs+5arE4KyFwHAjLRnIAoBXD5zgoB0TtG6FXLD8oEhDUlUgqIctmuEpBnTQiIdnJSZwTEqCmk0UzNSgFRTuZmJCB6d1yVpUQrIKyDt76A2PeHYo+xY3bbSRUCwi6aPos/4hYBYfurWQHRmw+o2yf2ApLqhIDo3V1ltSjlFEoqKSB6dTsCwtu/e89MlLdB76IfgHwM7DSJCUjF/8HtCMjf5yTh/G0ICDuvaH94YWU08qZWQJgsPBQebzdxJjuGPTZtk/z52TmE/V/pnSt6VEJAOuoICK8JOwmIeUhAONRkAdH7dVMpIOzkrnfwV5aegAyYvc1ukihni6F3QlK2K7dY4+xmo2ViweCtozICor3oGbVot3yL3RkBiXa7gCS4TED+ty/bZQKi1wRLmyfr6K53gcl+vVJS0wXkL9UgIMrJvpQXRGxiupe+My8grT5YB4u1QkD+pxCQbioBcdy2W1tGAuLoV+xP1xkLyIncq3bbe/JCgaGA8GaIZqUcKtpdAqLtT7LxEF9A9ObEYXcINx0um+i1zaR18nPsoslVAsL+vzdqBGTx9lOySE1cfQCA/vFebzS8bp9ssutn6IyA6C2T1U8pp1B8gy8gvx6rEBBtZnp3QLRDZWvv+Doq3h3OygiI8v/g/VUHVHfrdQVknfMCYqZ/C7urwxMQo5E3tQLCPn+n/2yQBeQ5HQFhn18rIHp3y9nnaPXBOuw+ZVJAJpsXEOX118pVJCCOIAHhUN0CcizHvIBcL3FOQNhJwtEvRRarWkA2Hio7mQ2YvQ1//co1AqLXJlh7UtGOxX650JyAXKqEgGg7vo5eXCEg6w4YC8irCgFRDrH40ndiCwjri8MERC8XvdI2h9O7CNXe0XJWQJQXE0YCwkbY4gnIFwlVKyDtP1xvt6+cvliIJdszTb3f1QKydIdrBUTZv2dCzH5uc0i96snpA8LurjojIHrzpfAExGg/rKyA6HUQt1jjkFQ+i7nRr+lKtAKy4WDZBaReP5MuOgLCmuf8cqRsnqXWEysEJEwhINpOvdq7zfM1ApJ1yV5A2P83ExCW2+Ltp+TP4UhA9M5BegKyVzEDPYMnII5+WPsp5RSKbtzkPu+sgGgnC9XOzu6oeKPc3a6AfGBCQLT7EKsX5iTLAvLABPX/pRkBYRMzcgXEYORNxwJS0Q8VqLjOUQoIG8iEnTf0BISdk1pNdF5AlP+HPAFRDvBBAuIYEhAOd7KAsJ3T0UneYnW/gOj90q49qWhHImHDzTJ462ACEsoREL1RafQEhP1KVSYg+brr0gpIzB57AckrLHHqO9IKiPIi63YF5JStoMoERHvSYuvQExA2gokSPQHR61hosVbMMSKSgGjvFrpKQFpXQkCiygXkH/NTdCcr1SutgCibNGkFhM0ZYqZY51KtgLDvy9GPI9pfb/UEJL1cQJRNxjJMCAhvhmhWPAHRm6XcYq0QEO1xTFtKtAIS70BAtKPMWawVI/aweZZaGQnIXNcJCNuvl2zPlD/HB6v4AqJ3DtITkH0mBITd9dbrV8Lqp5RTuF5SOQHRK+2kvNpBNxwVb6JRdowEjAXkoUoKiLYZI6sX5ibjfH7lBeQFAwExGvp/zJI9KgFh61QKyMDZ2wBUXOd0+2STLOJs/2THD70+UuyuvDMC0kFHQMI4AqIc4jyaBMQhJCAcarKA6A2x2ek/G+Tn2S9Ejoa6tFj1BaT/N9vsmpU4Wwy9Ce+0t7C1JwF2oc3graNyAqKewEopID87EJCx5QLCpMPdAvLo1NsXEDYCy+0IyIWrxgKiPYGydej97xkJCDtx6A2taLFWCAhv36lqAekwOd6uv5QzAjLIBQKibALH1vuP+SmqoSIdlSMBUV78TojZL3dYN1NMQLRNsEwJyM+VFxCj/ZA3PwIrnoBom4qycoWAsAtIPQHRu+Bl7dXZ8NqsH4/FWvEL9PT1zgvImcvX7NbFE5CoHZny9joSEL0fIm5XQBz1bfwpOcOhgPx27IK8fKOBAyxWewHRE0Kz72VlRkA6awSkiwMBYQKrhCcggxQCElwZAZnjWECMhv4fs2SP6tjE7laETNmgGggHUAsI+97tBcQ+D/Z/03riOuw+dclUVmwkOTMCspcExDQkIBzuZAFhB2g2HC+vlAKSoBAQbcdaZ4uhNwa39ha29iSQf92cgLCmWkoBeX2hYwHRfh+jF++Wf9FxRkBWpbpeQJ43EJAr1ysnIGsUAsJu/btSQLQTS7J1uENA+hkIyJcJx0x/R66oDpPj7TrTZl1yjYC0mcQXEOVITkoBYX1PXp6/3byATOQLiPJX1wkx+2VZMVM8AWEXtLcrICcvFABQDxt8ymYsILz5EVg5KyDbygVE25RUW0q0osGGUdWba0SvyQ/7tZaNMqgUQ9YG310CwvZrpYC870BA9I4D3T/ZZDfZrXICSIa2f5ksIA5Gd3S1gPTXbKdekziz72XljIB0LBcQpfhMXH1ANWmunoBoR5JjNXheMnLzyybr1AqImSGGWZNl3jUCb+QoVmYEZIAJAWF31vT6SLEfOdtMcl5A9pkQkD2ZFcskAXEMCQiHO1pAyg/QwzQXsdrSE5B+32zj/rphthh6AqL9RU8rCleL1BP08dZhJCDzf7UXkH9qBOTNxXtkAYnbfxbHzpkTkNWpZ1QC8o/5zguINlOlgHSZmmCX3e0ISJIbBeRJJwTkaE6+3f6gbM/NTkZ6s9tarOIJSMfJ8Xa/5GZdKpSbQhmVKwREedHA5h95ef52VTMHR8UEhHWmdiQgyr4GRvXkf8v2S62AsLurjjoSa+cwMCsgmbZCw/2QNzoQK56A8ATDFQKy7gBfQPQ6PbNhd9kFf4tKCsj3yyojIGXH0KU7MuVO80xA9EY9dKWAXDIpINeK+QLC8gLMCYh2O/V+cee+lzOcvTMC0qFcQJTnTTMCop3Mk9WL81JkAdH+X5oREHae4gmI0dxjWgFR/ui0QSMg7Dqn2yeb5M+vFRA9IexWCQFppyMgvOZkymXGkIA4hASEQ00WEGUbRFYhUyoEhM3/oZ3MTlv/WVMhIGxEFVcKiN4QeNpb2FpR0M4QzltHZQREe1H/5uI98kWgGQFhI1+tTj0j9wexWGuegOj9UqlX2iGR9YZiZZ2NWbEx7rXN3SxWFwjIN2UnJqEERHOB4oyA8OYJsFjNC4iy2cRP5QLyyvfbVZN9OarWGgFRziyuvNiyRu9XjbZkVDwBecaEgGjvUmg7AlusZc2tACBu/1n5sUxbIfKuGQgIZ3QgVkoB+c+aim03EhDeHRJWSrQCErefLyB6w76yHFgT1wcUnaffXV42DOr09Ufk78asgGTrCAhrMsc6yrP9etnOCgGZEONIQOyPA3oCohz+mMETEEfzW/2YnIHC4hvc55UCYjR7vcWqJyD6A2ToFW8+LaWAhHIEhK2nsgLy3/ijuut+cV4KLlytvICwfZHXTNuRHFqs9gKi7PfHBKT/N2oB6a4QEPZ/MtyBgLDXtp20XnW3wlGxoax5AqL8MULZr4QExDFVJiCffPIJJElCWFiY/NiJEycwYMAANGrUCH5+fnjhhRdw7tw5h8vJz89HWFgYmjdvDl9fX3Tv3h07d+5Uvaa0tBTh4eEICgqCr68vQkNDcfDgQc4S9aluATmeY66TqMXqvICwXyFerYyAzPrNZQKi1wFMe8D4/reTqr+1TZN462Cd1ZVNgIwERNusSSkga/dncwXk7Si1gMTu1REQgwsfo0yVM+7eroBkXCiQL25dKyD2d0CemrFV9XevGXwB+f2cOQFhk0Jpq7+BgHy1qeoFRNvMwlUC0nbSev0DCNQCovwF9afkDFisrhSQiosta/R+1YR3RmUkII5GMnJGQNiv/BZrWf8bo/2Q1zaeVXUIyNr92QDMCwi7a8V+4FGO3sTmYYhQCMigcgHRbqMZAWF9nJiAsGasy3ZmyiODORIQvWbAegKi/N4ZPAFx9Cu7ywVEIxG8SVL1ijecPRspEDAhIBPLBETZFG/S6jRDAfl8g76AvPTd7QnIACMBMZh77M0le1QDZCgFRNkPFVALCPv8WgHR65PDHquMgCjvxClH9PouMV0eHEX5w2rMahIQR1SJgOzcuRPBwcHo1KmTLCAFBQVo0aIFBg4ciAMHDuDAgQPo378/unTpglu3bnGXNWjQILRv3x6JiYk4fvw4wsPDcc899+DMmTPyayIiIuDn54eYmBikpaVh8ODBCAoKQn6+/QUOj5okINqLciMBYR3BlM2E9EopIJuPVAgIb5ZTs8XQu/2pbbO5QCMg2gtz3jr0BWSX/D49AdHeEXpz8R75InDt/mz8biAgytnFh7hRQLpOc52ArN1fISDs7oRZAdHOyaInIE/PdJ2AsF/zOxoICG/fqXIBCY+362h65vI1twvIh7HGAnI0R/9/WVvs13QmIKtSs+TnlBdb1uj9ct8DM/XEZ/oCwn7ccCQg2o7iegJyyqYvIFeuO94PeU1TWLFhPgG1gPA6mbM+Bc4IiHa+jzX7ygREO0GhxWo/z47FWtHpXO/i6r3bEJCzecYCwpqxLt95WiEg+wHoC4i22avFWnbRqRV3PQHRXhAzAXHUz+DH5AwUFPEFJMlJAdHexeANEa5XvNEknRGQ9uUC0l0jICcvFMh/b3BCQP4xPwU2joDo/a9pi+XG+2yORiizWO0FhH0upYCwO93sOkcpIEwQWNM+pYAwEWc/crb70LyAsOOgIwFh2e8kATGN2wXk6tWraNWqFRISEhAaGioLyIYNG1CrVi3Vl3Tp0iVIkoSEhATdZV27dg2enp6Ii1PvGCEhIZg4cSKAsrsfgYGBiIiIkJ8vKiqCv78/5s6da3q7RRcQ5T+/VkD26gjIwwoBYZ2n2AUzr6asOSS/hwnIs7N+s7uodLYYeju/tg1t5Da1gGgnXeStwyUCsmSP6k5BZQXk5fnbxRaQE64SEPsmWFpZfapcQPR++TQSEHYxzRMQ1jZYJAHRXhyfuXxNno/DqFgzOb0yKyDKC5gfFQLC+1/WliMBeUQjIB2rSEA+ckJA1jkpILymKayUAqIcspc3z4crBOR/DgRE71dp1udD7zzwr5VVJCC7TstNuhwJiF4/xMoKCGt262ikpYVJGfI8F3qlFBC9cwTv87PiDZChV7x+EuYEpOw8WVkBmcERkJfnb1cJSGlpqfweMwLSz0BAHDWttFjtBYSJxSMfbVT1QwUqBORPn26WP79WQJRN01hTRPYjZ/sP1yPVpICwO8FmBEQ5uucqEhCHuF1AhgwZgnHjxgGASkDWrFkDT09PFBVVNOO4du0aatWqhfDwcN1l5efnQ5IkbNq0SfV4t27dEBoaCgBIT0+HJElITU1VvaZfv34YMmSI6e0WVUBaT1yHs3nXVL/iOCsgrO2iowsci1UtIGxSq2dn/YZeM1wjIHo7v7YN7cKkDNXfxTfUd8d462DD0jojINomaW8u2aPqK2EkIGxujdi9Z1TNuVwhIMpZcx+btkkIAblkQkC0zfV6fr4FgL6AHHOzgHxdxQLyUHi8XQdpVwlIuw/NCYjy/5/tS68u2FFpAYnZUyEgyvlYrNH7uU3j9MpIQBz9UmpGQDJthQDsBSTfQEB4vwyz4gkIb84IJiC8eUJYKdEKSOzesrv7TECUTar0hkZlz+vNB3U7ApKTZ3/hrhUQdlxSCog1mi8g2mavFuvtCwhvdCKL1ficx/7PgcoJCK9/ml7xmjL/pRIComyK92GsCQHRkVmLtezHiYsFFXPlOC0g5XeEeAJiNPmxKQEpH2xET0BYHw12h11PQOTvrhICouyLpJzVff6v6fIdYeX8ZiQgjnGrgCxduhQdO3bE9evXAagFJDc3F/fccw/CwsJQWFiIgoICjBkzBpIk4Y033uAus3v37ggNDUV2djZu3ryJRYsWwcPDA61btwYAJCUlQZIkZGdnq943YsQI9O7dm7vcoqIiXLlyRa7Tp09DkiRkZGTAZrNVWeXk5CAqKgo7D59Es3Er7KrFe9Gw2Ww4ffac/Njps+dUy9iy3/69D72/Sn5+9IJENBu3AgO/2Ki7DlYTopLl96zefhTNxq1A7+nrETo1zuH7jMrRdnb6YJXq72/j96r+zjmfq/qsvHVkZOXAZrPhzx+tlR975dvN8vu+/DnV7j2Dvt6k+vv177bgufLvaPHWg9hx+JTuuoZ/txU2mw3Pf5kgv/bFWZvl5//+VQIysnKc+o7O5JxXfc5+MzbIz/3xw1i8+M1m1eszzuQ4/D6UlXosU84+KvEQ1u8+jmbjViB0ahxsNhvi9xw3tZwTp8+qtjHsx212r3nq03Wqvx//eC1sNhv+MXuz3Wt3HDlltz8Mm/uL/Hz3KWvQbNwKtLXG6G7P3/4bD5vNxt13Pl292/R35IpqPyFGlVuzcSuQlp6F7xL2m3r/cw72z9b/juYeQ95bnCS/Tvn/P2v9Xvn/fMcR/f9lbbX8VzSajVuBdbuPwWazYeEvafJzHSdU7KtvL/xN9bdR/fmjsizfj0pSPf7ktJ/RbNwK/HPeFu57J0Qlq/7+63/j7V6z9/hp2Gw2LP/tsPzYgfQsZJw553C7Po7e6fD5bQcrzgfK7fh87R7d16/dWfa9Raze7XC5yvw+WbVL9dxPWw7CZrNhakzZtjV/p+I5tk/o1W9pGXaPvb3wNzQbtwIfrtiOpb8eQrNxKzBg5kbYbDZMj1Vv46wfopCTkyNv16GMM3bL6z19PZqNW4GV247AZrPJx6UFmw/Iy3t74W+w2WzycUZZg2dtsnusy+T/4S+fqTNVfu+sHvuP+rOnny7b1pHfJ5r+P9TW+t3H5eV/EWd/jtDW09PVx7f2E/SPTXrF/te11evTdfI2/GnKWrvnbTYbHp64Gs3GrUDr95bL3xl7/r3FSUg9lin/HZ10xO67Y/9L2hr09SYczzwr/52be6Hi+w7/n+Fn6lP+/9ArYp3u80Pm/OLw/a/N24JtByv+b//4YSyajSu7folJOSqvw2azYWv59UOXyf+TP/+W/Sdhs9nwcvn5hb2/2bgVCH53JZqNq7jGaGONxi/70k1l1eK9suPgrwcq/g/ZdVSzcSvwRVyqvFzl+XPxEvU+VBWVkZEBSZKQl2cv7aLhNgE5ffo07rvvPuzbt09+TCkgQFkzrBYtWsDDwwOenp545ZVX0LlzZ4wePZq73BMnTqBHjx6QJAmenp7o0qULXn75ZbRr1w5AhYCcPXtW9b7hw4ejT58+3OWGh4dDkiQqKioqKioqKiqqGltZWVmVvXyvMtwmIKtXr4YklUkCK0mSZNm4ebOiicmFCxdw+XLZrbOAgAB89tlnhssvKCiQJWPQoEH461//CqDyTbC0d0AuX76M9PR05OXlqR53d2VlZcn/PFW5XirK6E4pykf8oozELspH/KKMxK7qyicvLw9ZWVkOB3MSBbcJSH5+PtLS0lT16KOP4pVXXkFaWpruezZv3gwPDw8cPXrU9HouXboEf39/zJs3D0BFJ/Tp06fLrykuLna6E3p1ceVKzWm/d7dCGYkN5SM+lJHYUD7iQxmJDeVjTJVORKhtgvXDDz8gJSUFJ06cwKJFi9CgQQO8++67qvf07NkTs2bNkv+Oj4/H+vXrcfLkSWzcuBEhISHo2rWrqqNPREQE/P39sWrVKqSlpeGll15yehje6oL+acWHMhIbykd8KCOxoXzEhzISG8rHmGoVEKvVioCAAHh5eaFVq1aYMWOGatQFALBYLKpRsZYvX44WLVrA29sbgYGBGDNmjF1nGzYRYWBgIHx8fNCjRw/uXRfRoH9a8aGMxIbyER/KSGwoH/GhjMSG8jGmSgWEMKaoqAjh4eGq4YkJsaCMxIbyER/KSGwoH/GhjMSG8jGGBIQgCIIgCIIgiCqDBIQgCIIgCIIgiCqDBIQgCIIgCIIgiCrDrQKiN7lfQECA/DzrLB4UFARfX1+Ehobi4MGDDpeZmJiIvn37IigoCJIkYfXq1XavqcxyCYIgCIIgCIJwP24XkA4dOiAnJ0eu3Nxc+fmIiAj4+fkhJiYGaWlpGDx4sOFwuevWrcPEiRMRExPDFZDKLJcgCIIgCIIgCPfjdgEJCQnRfY5NGBgRESE/VlRU5NSEgXoC4orlEgRBEARBEAThHtwuIHXq1EFQUBCCg4MxePBgpKenAwDS09MhSRJSU1NV7+nXrx+GDBliavl6AuKK5RIEQRAEQRAE4R7cKiDr1q1DdHQ0Dhw4gISEBISGhiIgIAA2mw1JSUmQJAnZ2dmq94wYMQK9e/c2tXw9AanscouKinDlyhW5Ll++jPT0dOTl5akep6KioqKioqKiohKt8vLykJWVhVu3bpm8Uq8+qnQUrIKCAgQEBGDGjBmyKJw9e1b1muHDh6NPnz6mludIQJxdrl6HeSoqKioqKioqKqqaVFlZWSavzKuPKh+Gt1evXhg1apRwTbC0d0BOnz4NSZKQkZEBm81WZZWTk4OoqCjk5ORU6XqpKKM7pSgf8YsyErsoH/GLMhK7qiufjIwMSJKEvLw8k1fl1UeVCkhRURGaNm2KKVOmyJ3Fp0+fLj9fXFzssk7ot7NcALhy5QokScKVK1dMv8cVlJSUIDY2FiUlJVW6XsI8lJHYUD7iQxmJDeUjPpSR2FRXPtV17VoZ3Cog48ePx9atW3Hy5Els374dffv2hZ+fH06dOgWgbLhcf39/rFq1CmlpaXjppZfshsvt2bMnZs2aJf999epV7N27F3v37oUkSZg5cyb27t2LzMxM+TVmlmsECQjBgzISG8pHfCgjsaF8xIcyEhsSEGPcKiBs/g0vLy80adIEzz33HA4dOiQ/zyYMDAwMhI+PD3r06IG0tDTVMiwWC8LDw+W/t2zZotvebejQoU4t1wgSEIIHZSQ2lI/4UEZiQ/mID2UkNiQgxlR5H5CaAgkIwYMyEhvKR3woI7GhfMSHMhIbEhBjSEA4kIAQPCgjsaF8xIcyEhvKR3woI7EhATGGBIQDCQjBgzISG8pHfCgjsaF8xIcyEhsSEGNIQDiQgBA8KCOxoXzEhzISG8pHfCgjsSEBMYYEhAMJCMGDMhIbykd8KCOxoXzEhzISGxIQY0hAOJCAEDwoI7GhfMSHMhIbykd8KCOxIQExhgSEAwkIwYMyEhvKR3woI7GhfMSHMhIbEhBjSEA4kIAQPCgjsaF8xIcyEhvKR3woI7EhATGGBIQDCQjBgzISG8pHfCgjsaF8xIcyEhsSEGNIQDiQgBA8KCOxoXzEhzISG8pHfCgjsSEBMYYEhAMJCMGDMhIbykd8KCOxoXzEhzISGxIQY0hAOJCAEDwoI7GhfMyzZcsWSJKELVu2yI+Fh4dDktSnhtmzZyMyMtJl61VmFBoaitDQUJct21lc/dnuBGgfEh/KSGxIQIwhAeFAArzFgCcAACAASURBVELwoIzEhvIxj56AZGVlISUlRfW6Dh06uFQSRBIQV3+2OwHah8SHMhIbEhBjSEA4kIAQPCgjsaF8zKMnIHqQgNxd0D4kPpSR2JCAGEMCwoEEhOBBGYmNqPkcP34cw4YNQ8uWLVG7dm00adIEffv2xYEDB1SvY1KwZMkS/Pvf/0ZgYCDq1q2Lvn374ty5c8jPz8eIESPQsGFDNGzYEMOGDcPVq1dVy5AkCWPGjMHcuXPRqlUreHt7o127dli6dKnuuhw1wbJYLJAkSVUWiwUAEBkZCUmSkJGRYbjc0tJSTJ8+Hc2bN4ePjw9atGiBNWvW6ArIlStXMH78eAQHB8PLywtNmjRBWFgYCgoKnPrO09PTMXjwYAQFBcHb2xv33Xcfevbsib179xp+Nme2w+z3XVhYKC/Px8cH9evXxx//+EdERUU59bncjaj7EFEBZSQ2JCDGkIBwIAEheFBGYiNqPomJiRg/fjyio6ORmJiI1atXY8CAAahduzaOHj0qv45dvFssFgwbNgzx8fGYO3cu6tWrhyeffBJPP/003nvvPWzcuBHTp0+Hp6cn3n77bdW6JElCs2bN0L59eyxduhRr1qzBM888A0mSsHLlSrt1ORKQ1NRUtGjRAo888ghSUlKQkpKC1NRUAM4JCFvu66+/jrVr1+LNN99E06ZNERgYqBKQwsJCPPzww2jUqBFmzpyJTZs24auvvoK/vz969uyJ0tJS0995mzZt0LJlSyxatAiJiYmIiYnB+PHj5e1y9Nmc2Q6z3/fIkSNRp04dzJw5E1u2bEFcXBwiIiIwa9Ys05+pKhB1HyIqoIzEhgTEGBIQDiQgBA/KSGxqSj43b95ESUkJWrVqhXfeeUd+nF28P/vss6rXjxs3DpIkYezYsarHBwwYgAYNGqgekyQJtWvXxrlz51Tra9u2LVq2bGm3LqNO6LxmSmYF5PLly/D19cXAgQMBVGSUmJgISZJUy/70009Rq1Yt7Nq1S7XM6OhoSJKEdevW2W2HHjabDZIk4csvv3T4Ot5nc2Y7zH7fHTt2xIABA0xtf3VSU/ahuxnKSGxIQIwhAeFAAkLwoIzERtR8bty4gWnTpqFdu3bw8vJSNft55pln5Nexi/d58+ap3j9v3jxIkoQNGzaoHn///fchSZKqGZYkSejbt6/dNjC5yMrKUq3L3QKybt06SJKE6OhoAOqMLBaLatl//vOf0alTJ9y4cUNVV69ehYeHB/7973/bbYcepaWlePDBB9G0aVPMmDEDqampuHXrlt3reJ/Nme0w+32/9tpr8PHxgdVqxZYtW3Dt2jVTn6WqEXUfIiqgjMSGBMQYEhAOJCAED8pIbETN5+2330atWrXw/vvvIz4+Hjt27MCuXbsQEhKiugBmF+/KpjtAxcW+9hd5dpF74cIF+TFJkjB8+HC7bZgzZw4kScK+fftU63K3gCxatAiSJGHbtm0A1Bk99thjqmW3bNnSrl+Gsl577TW77eBx6tQpvPbaawgICIAkSWjQoAHefvtt5OfnG342Z7bD7PddUFCAyZMno02bNpAkCb6+vujfvz+OHTtm+jNVBaLuQ0QFlJHYkIAYQwLCgQSE4EEZiY2o+dSvXx/Dhg2ze7xp06ZuEZCquAOydOlSSJKk6sMCACtXrqz0HZBu3brhoYcewq5du3RLKztm+f333/Hxxx/D09MTI0eONPxszmyH2e9byblz5xAZGYmAgAC0adOmUp/JXYi6DxEVUEZiQwJiDAkIBxIQggdlJDai5tOgQQPVhS8AxMXF2fWBcJWA8PokPPjgg3brMhKQzp07o2vXrnafKSUlBZIkYcWKFarHX331VdVyL126ZLoPyNSpU1GnTh2cPHnSbn2u4OGHH0aXLl3kv3mfzZntMPt968H69hQWFjrxKdyLqPsQUQFlJDYkIMaQgHAgASF4UEZiI2o+Q4YMgY+PD7744gts3rwZn332GRo3boz777/fLQLCG5Vp2bJldusyEpChQ4fCx8cHy5Ytw86dO+Whg2/evIk2bdqgefPmiIqKwvr16/HGG2/ggQcesFvupEmT5FGw4uLiMGbMGN1RsAoKCvDII4/g/vvvx4wZM5CQkIANGzZg/vz5eOGFF7B9+3ZT3/f+/fvx+OOP4+uvv8b69euxefNmTJw4EbVq1cIHH3xg+Nmc2Q6z33fXrl3x0UcfyfI1d+5cNGzYEN27dzf1maoKUfchogLKSGxIQIwhAeFAAkLwoIzERtR8Ll++jNdffx333Xcf6tSpg//7v//Db7/9ZjcPhqsEZMyYMfj222/x4IMPwsvLC23btsWSJUtU7zUrIKdOnULv3r3h5+dnN1fGsWPH0Lt3b9xzzz1o3Lgx3n77bfz88892yy0tLcWnn36KZs2awdvbG8HBwVi9erXuPCAFBQWYNGkS2rRpA29vb/j7++Ohhx7CO++8o7rL4Ijz589j2LBhaNu2LerWrYt69eqhU6dO+OKLL3Dz5k1Tn83sdpj9vidMmIBHH30U9evXl+dCeeedd2Cz2Ux9pqpC1H2IqIAyEhsSEGNIQDiQgBA8KCOxoXwqLohF5U7LSPTv21nutHzuRCgjsSEBMYYEhAMJCMGDMhIbykf8C+I7LSPRv29nudPyuROhjMSGBMQYEhAOJCAED8pIbCgf8S+IbzejW7du2c3Poa2qRPTv21loHxIfykhsSECMIQHhQAJC8KCMxIbyEZ/bzWjo0KEO5+jQ9mEhnIP2IfGhjMSGBMQYOkpzIAEheFBGYkP5iM/tZpSRkcGdn4MVUXloHxIfykhsSECMIQHhQAJC8KCMxIbyER/KSGwoH/GhjMSGBMQYEhAOJCAED8pIbCgf8aGMxIbyER/KSGxIQIwhAeFAAkLwoIzEhvIRH8pIbCgf8aGMxIYExBgSEA4kIAQPykhsKB/xoYzEhvIRH8pIbEhAjCEB4UACQvCgjMSG8hEfykhsKB/xoYzEhgTEGBIQDiQgBA/KSGwoH/GhjMSG8hEfykhsSECMIQHhQAJC8KCMxIbyER/KSGwoH/GhjMSGBMQYtwpIeHi43eRQAQEB8vOlpaUIDw9HUFAQfH19ERoaioMHDxoud/bs2QgODoaPjw86d+6MX3/9VfV8aGio3XoHDx7s1LaTgBA8KCOxoXzEhzISG8pHfCgjsSEBMcbtAtKhQwfk5OTIlZubKz8fEREBPz8/xMTEIC0tDYMHD0ZQUBDy8/O5y1y2bBm8vLwwf/58HD58GGFhYahbty4yMzPl14SGhmLEiBGq9ebl5Tm17SQgBA/KSGwoH/GhjMSG8hEfykhsSECMcbuAhISE6D5XWlqKwMBAREREyI8VFRXB398fc+fO5S6za9euGDVqlOqxtm3bYsKECfLfoaGhCAsLu61tJwEheFBGYkP5iA9lJDaUj/hQRmJDAmKM2wWkTp06CAoKQnBwMAYPHoz09HQAQHp6OiRJQmpqquo9/fr1w5AhQ3SXV1xcDE9PT6xatUr1+NixY9GjRw/579DQUDRq1AgNGzZE+/btMX78eId3VYAy+bly5YpcWVlZkCQJNpsNJSUlVVaFhYWIjY1FYWFhla6XijK6U4ryEb8oI7GL8hG/KCOxq7rysdlsJCAAsG7dOkRHR+PAgQNISEhAaGgoAgICYLPZkJSUBEmSkJ2drXrPiBEj0Lt3b93lZWdnQ5IkJCUlqR6fNm0aWrduLf/93XffISEhAWlpaVi6dCmCg4PRq1cvh9uq119FkiRERUUhNjaWioqKioqKioqKStiKiooiAdGjoKAAAQEBmDFjhiwgZ8+eVb1m+PDh6NOnj+77mYAkJyerHp86dSratGnDXe/u3bshSRL27NnDfQ3dAaGijO6MonzEL8pI7KJ8xC/KSOyiOyDGVPkwvL169cKoUaPc2gRLS2lpKby8vLBs2TLT20l9QAgelJHYUD7iQxmJDeUjPpSR2FRXPtQHhENRURGaNm2KKVOmyJ3Qp0+fLj9fXFxsqhP66NGjVY+1a9dO1QldS1paGiRJQmJioultJQEheFBGYkP5iA9lJDaUj/goM9qZcREZFwqqe5MIBSQgxrhVQMaPH4+tW7fi5MmT2L59O/r27Qs/Pz+cOnUKQNkwvP7+/li1ahXS0tLw0ksv2Q3D27NnT8yaNUv+mw3Du2DBAhw+fBjjxo1D3bp15WWeOHECU6ZMwa5du5CRkYGff/4Zbdu2xSOPPIKbN2+a3nYSEIIHZSQ2lI/4UEZiQ/mID8vozMWreGBCHJ6asbW6N4lQQAJijFsFhM3r4eXlhSZNmuC5557DoUOH5OfZRISBgYHw8fFBjx49kJaWplqGxWJBeHi46rHZs2fDYrHA29sbnTt3Vt3ZOH36NHr06IEGDRrA29sbDz74IMaOHYuLFy86te0kIAQPykhsKB/xoYzEhvIRH5bR3lM2WKxx6Dg5vro3iVBAAmJMlfcBqSmQgBA8KCOxoXzEhzISG8pHfFhGO9JzYbHGodXEddW9SYQCEhBjSEA4kIAQPHgZpaTbkJJuq6atIhi0D4kPZSQ2lI/4sIx++/0cLNY4BE+IQ2lpaXVvFlEOCYgxJCAcSEAIHnoZFd+4hbaT1qPtpPUoumG+rxHhemgfEh/KSGwoH/FhGf1yOAcWaxws1jiU3LxV3ZtFlEMCYgwJCAcSEIKHXkaXC4vlk8DlwuJq3DqC9iHxoYzEhvIRH5ZRfFq2fO4pKLpR3ZtFlEMCYgwJCAcSEIKHXkbnrlyXTwLnrlyvxq0jaB8SH8pIbCgf8WEZrdmbJZ97LhXQj1+iQAJiDAkIBxIQgodeRqcvFsongdMXC6tx6wjah8SHMhIbykd8WEbRuzLpxy8BIQExhgSEAwkIwUMvo+Pn8+WTwPHz+Q7eTbgb2ofEhzISG8pHfFhGUdsz6McvASEBMYYEhAMJCMFDL6OD2XnySeBgdl41bh1B+5D4UEZiQ/mID8vox6R0+dxzIvdqdW8WUQ4JiDEkIBxIQAgeehntybwknwT2ZF6qxq0jaB8SH8pIbCgf8WEZzU88Lp97Dp8V/6LzboEExBgSEA4kIAQPvYxS0m3ySYDmAqleaB8SH8pIbCgf8WEZzf7ld/ncs+/05ereLKIcEhBjSEA4kIAQPPQy2vp7rnwS2Pp7bjVuHUH7kPhQRmJD+YgPy+iLjUflc8/OjIvVvVlEOSQgxpCAcCABIXjoZbTx0Dn5JLDx0Llq3DqC9iHxoYzEhvIRH5bR9HWH5XNP0vEL1b1ZRDkkIMaQgHAgASF46GW0dn/FZFBr92dX49YRtA+JD2UkNpSP+LCMpq49KJ97fjl6vro3iyiHBMQYEhAOJCAED72MYvZUTAYVvTurGreOoH1IfCgjsaF8xIdlNDn2gHzuiT+YU92bRZRDAmIMCQgHEhCCh15GUTsqJoOK2pFZjVtH0D4kPpSR2FA+4sMymhC9Tz73rNlHd99FgQTEGBIQDiQgBA+9jBYmVUwGFbntZDVuHUH7kPhQRmJD+YgPy+jd5al0911ASECMIQHhQAJC8NDLaF7iCfkkMC/xRDVuHUH7kPhQRmJD+YgPy+itJbvlc89SuvsuDCQgxpCAcCABIXjoZfT1pmPySeDrTceqcesI2ofEhzISG8pHfFhGb/y4Uz73/JicUd2bRZRDAmIMCQgHEhCCh15Gn2+oGIv98w1Hq3HrCNqHxIcyEhvKR3xYRv/8YYd87pn/a3p1bxZRDgmIMSQgHEhACB56GU37uWIs9mk/H67GrSNoHxIfykhsKB/xYRm9PD9FPvd888vx6t4sohwSEGNIQDiQgBA89DIK/1/FWOyTY9OqcesI2ofEhzISG8pHfFhGL8xJks89XyT8Xt2bRZRDAmIMCQgHEhCCh15GE2L2yyeBCTH7q3HrCNqHxIcyEhvKR3xYRv2/+U0+90xff6S6N4sohwTEGAkA6tev71Q1aNAAp06dqu5tdyskIAQPvYzeWb5XPgm8s2xvNW4dQfuQ+FBGYkP5iA/L6C9fJsrnno/XHqruzSLKIQExRgIADw8PfPXVV1i4cKFhRUZGonbt2khPv7M7O5GAEDz0MnpzyR75JPDmkj3VuHUE7UPiQxmJDeUjPiyjXjO2yOeeD6n5rzCQgBgjC8j58+dNv6levXokIG6CDvzio5fR8B93ySeB1xfuqsatI2gfEh/KSGwoH/FhGfWY/ot87rFGU/NfUSABMYb6gHAgAal5ZF0qxN/nJGF92lm3rkcvo1cXVAyF+OqCHW5dP+EY2ofEhzISG8pHfFhG3T7ZVNH8dzk1/xUFEhBjSEA4kIDUPP4ZWTEhkzvRy2jwvGR53YPmJrt1/YRjaB8SH8pIbCgf8WEZdf5oo3zuGUPNf4WBBMQYOwGpVasWnnjiCVy8eFH1+Llz51CrVq0q27DqhgSk5tFrxtZqE5ABs7fJ6x4we5tb1084hvYh8aGMxIbyER+WUcfwePncM+JHav4rCiQgxtgJiIeHB7p3744HHngAaWkVHZrOnTsHDw+PKt246oQEpObxuKItrDvRy+gvX/4qr/svX/7q1vUTjqF9SHwoI7GhfMSHZdRm0jr53DP0B2r+KwokIMbo3gE5e/Ysxo4dCz8/P8TGxgKgOyBVBR34K0/XaQnVJiBPKe6+9Px8i1vXTziG9iHxoYzEhvIRH5bRAxPi5HPPS9+lVPdmEeWQgBijeweEjYg1b948+Pj44OOPP0ZOTg4JSBVAB/7KEzJlQ7UJyP9N3yyv+/+mb3br+gnH0D4kPpSR2FA+4lNSUoKY1bHyecdijcPf5yRV92YR5ZCAGONQQABgy5YtaNiwIXr16kUCUgXQgb/ytJ20Xj4Q37xV6rb16GWkvPvSZWqC29ZNGEP7kPhQRmJD+YhPSUkJlseoBaTfrN+qe7OIckhAjLETkODgYNhsNtVjx48fR9u2bUlAqgA68Fce5a3oK9fd9/3pZaS8+xIyZYPb1k0YQ/uQ+FBGYkP5iE9JSQmWrFQLSJ8vEqt7s4hySECMMT0M7/Xr13Hq1Cl3botQkIDULAqKbqgOxGcuX3PbuvQyavdhxd2XtpPWu23dhDG0D4kPZSQ2lI/4lJSU4KcVagF5kvofCgMJiDFunQckPDwckiSpKiAgQH6+tLQU4eHhCAoKgq+vL0JDQ3Hw4EHD5c6ePRvBwcHw8fFB586d8euv6lGHioqK8NZbb6Fhw4aoU6cOnn32WWRlZTm17SQgNYtTtgLVgfhIjvty08uoxfs/y+tu8f7Pbls3YQztQ+JDGYkN5SM+JSUl+GG5WkCo/6E4kIAYIwvIvffei/r16xuWM4SHh6NDhw7IycmRKzc3V34+IiICfn5+iImJQVpaGgYPHoygoCDk5+dzl7ls2TJ4eXlh/vz5OHz4MMLCwlC3bl1kZmbKrxk1ahSaNm2KhIQEpKam4sknn0RISAhu3rxpettJQGoWu09dVB2Id2ZcNH5TJdFmdOPmLdW6LdY43Lh5y23rJxxD+5D4UEZiQ/mIT0lJCb5bqhaQrtOo/6EokIAYIwvIwoUL5YqMjISvry8+++wz1eMLFy50auHh4eEICQnRfa60tBSBgYGIiIiQHysqKoK/vz/mzp3LXWbXrl0xatQo1WNt27bFhAkTAAB5eXnw8vLCsmXL5Oezs7NRq1YtxMfHm9726hSQqOhY5FwugO1qkUur6EaZgOUVluBiQbGqrhbdkLfhWvFN5BWW4GrRDVwrvoniG7dwS9Gp++atUrv3V3fF7MlSHYjXp53FxYJiXCqvy4XFyCssQd61Ely5XoL88rpadAMFRTdQWFz2Wa+XVFTRjbLPXnLzFm7cvIWbt0px81YpioqKsXp1xYGlsPiGnYBkXSqs9u/kbq1zlwuweGUszl0u0H3+ElW11/m8AixZGYvzeQWqxy8XUolQuXmFWLIyFrl5hfJjeYUlVALVhSuF+GKRWkA6/WeDy68bHNWFKqzc/Kqt1MxL+GrTMSQdv1Dp81DMKhIQR3CbYNWrVw/p6em3tfDw8HDUqVMHQUFBCA4OxuDBg+VlpqenQ5IkpKamqt7Tr18/DBkyRHd5xcXF8PT0xKpVq1SPjx07Fj169AAAbN68GZIk4dKlS6rXdOrUCZMnTza97dUpIE9MXWt3QeuKenjKBrwVlcp9fsySPYg/mIOWH/ys+3zwhDiM/Gk3en6+xS3bV1MreEL1bwMVFRUVFRWVODXjJxIQR7hVQNatW4fo6GgcOHAACQkJCA0NRUBAAGw2G5KSkiBJErKzs1XvGTFiBHr37q27vOzsbEiShKQk9VjX06ZNQ+vWrQEAS5Ysgbe3t917n376abzxxhvcbS0qKsKVK1fkysrKgiRJsNlsKCkpqbIqLCx0m4Dc6cUTp6qqAd/8htcid1T790BFRUVFdffUv1fuw9+++rXat8PdFTyh6qrVxHV46btktFXMNO9szfgpFoWFhVV6DWmz2UhA9CgoKEBAQABmzJghC8jZs2dVrxk+fDj69Omj+34mIMnJyarHp06dijZt2gDgC0ivXr0wcuRI7rbpdZiXJAlRUVGIjY2t0lq92vU17Ms18k7RcsJaRK9SP/9J5P9UO85/f/wfVq6KxfKYWCyNjsWSlbHoNa1iGf+YucYt23m79cLnFdv4zy/XYNXqWMSwWhWL6PJauSoWK2Iqanl5LYuJxbLosloaHYuo8lqysqIWl9eilbH4aUVZ/bgiFqtWuy8/KtfUKioqKqcrhkroYuedqr5WuRvqds85Vb29UVFRJCA8evXqhVGjRgnXBEukOyCxsa635rV7K/pI/H1Okt3zxcXFKgG5XlRs95qF29Ll57ccyanS78Vsfbj6gLyNy3Zk1KiMqCifu6UoI7GL8hG/KCOxq7ryqZF3QN555x1VeXt747XXXrN7/HYoKipC06ZNMWXKFLkT+vTp0+Xni4uLTXVCHz16tOqxdu3a2XVCX758ufz82bNna1Qn9NhY17cbPJ9/Xb4wj1h/RPc1c7aegMUah4mrD+g+b7tahIfC4/F/0zejRNBRnmZsOCp/zv1Zl92yDndlRLgGykd8KCOxoXzEhzISm+rKp0b2AXniiScM68knn3Rq4ePHj8fWrVtx8uRJbN++HX379oWfn588oWFERAT8/f2xatUqpKWl4aWXXrIbhrdnz56YNWuW/DcbhnfBggU4fPgwxo0bh7p166omSRw1ahTuv/9+bNq0CampqejZsycNwwvgif+WdR7/5ch53edv3SrFlqPnUVh8Q/d5ADh35TouFhS7fNtcRcT6I7KAOPoctwMd+MWG8hEfykhsKB/xoYzEhgTEGLdORMjm9fDy8kKTJk3w3HPP4dChQ/LzbCLCwMBA+Pj4oEePHkhLS1Mtw2KxIDw8XPXY7NmzYbFY4O3tjc6dOyMxMVH1/PXr1/HWW2+hQYMGqF27Nvr27YvTp087te13ooDsybyEH7adRGlpqfGLayjjlu2VBcRd0IFfbCgf8aGMxIbyER/KSGxIQIxxq4DUZO5EAbkb2J5ug8UahyELdrhtHZSR2FA+4kMZiQ3lIz6UkdiQgBgjAWX9PwoKCky/acKECbh40X0zTYsACUjNJeNCgTzpojugjMSG8hEfykhsKB/xoYzEhgTEGAkAatWqhdzcXNNv8vPzc8sIWSJBAkLwoIzEhvIRH8pIbCgf8aGMxIYExBgJADw8PHDvvfeifv36pqpWrVokIG6CDiriQxmJDeUjPpSR2FA+4kMZiQ0JiDESACxcuNDpcqbJVk2EBITgQRmJDeUjPpSR2FA+4kMZiQ0JiDHUCZ0DCQjBgzISG8pHfCgjsaF8xIcyEhsSEGNIQDiQgBA8KCOxoXzEhzISG8pHfCgjsSEBMYYEhAMJCMGDMhIbykd8KCOxoXzEhzISGxIQY0hAOJCAEDwoI7GhfMSHMhIbykd8KCOxIQExRgKA/fv349atW9W9LUJBAkLwoIzEhvIRH8pIbCgf8aGMxIYExBh5HpDz588DAB544AHYbLZq3SgRIAEheFBGYkP5iA9lJDaUj/hQRmJDAmKMBAANGjTA9u3bAZTNCeLMpIR3KiQgBA/KSGwoH/GhjMSG8hEfykhsSECMkQBgxIgR8PHxQXBwMGrVqoXmzZvjgQce0K27BRIQggdlJDaUj/hQRmJD+YgPZSQ2JCDGyJ3Q169fj1mzZsHDwwMff/wxvvzyS926WyABIXhQRmJD+YgPZSQ2lI/4UEZiQwJijN0oWMOGDUN+fn51bItQkIAQPCgjsaF8xIcyEhvKR3woI7EhATGGhuHlQAJC8KCMxIbyER/KSGwoH/GhjMSGBMQYEhAOJCAED8pIbCgf8aGMxIbyER/KSGxIQIwhAeFAAkLwoIzEhvIRH8pIbCgf8aGMxIYExBgSEA4kIAQPykhsKB/xoYzEhvIRH8pIbEhAjCEB4UACQvCgjMSG8hEfykhsKB/xoYzEhgTEGBIQDiQgBA/KSGwoH/GhjMSG8hEfykhsSECMIQHhQAJC8KCMxIbyER/KSGwoH/GhjMSGBMQYEhAOJCAED8pIbCgf8aGMxIbyER/KSGxIQIwhAeFAAkLwoIzEhvIRH8pIbCgf8aGMxIYExBgSEA4kIAQPykhsKB/xoYzEhvIRH8pIbEhAjCEB4UACQvCgjMSG8hEfykhsKB/xoYzEhgTEGBIQDiQgBA/KSGwoH/GhjMSG8hEfykhsSECMIQHhQAJC8KCMxIbyER/KSGwoH/GhjMSGBMQYEhAOJCAED8pIbCgf8aGMxIbyER/KSGxIQIwhAeFAAkLwoIzEhvJxHfv27cOLL76I+++/H76+vmjbti2+/PJLw/dZLBZIkqQqq9UqP19SUoK+ffvikUcegbe3N0JCQtz2GSIjI+Hv76/7nCRJWL16tdvWXVOhfUh8KCOxIQExhgSEAwkIwYMyEhvKx3UsWLAAb7/9NrZu3Yr0EvS3LgAAIABJREFU9HQsWrQItWvXxqxZsxy+z2Kx4KOPPkJOTo5cV69elZ8vKSnB3/72N3z11Vd49dVXSUAEg/Yh8aGMxIYExBgSEA4kIAQPykhs7uZ8bDYbBg8ejHvvvdfuDkRkZKRL1vHmm2/iySefdPgai8WCL774gvu8MqPw8HDTAiJJEubOnYu//e1vqF27Ntq2bYvk5GQcP34coaGhqFOnDrp164YTJ07I7zErIOHh4XbfmSu/t5rE3bwP1RQoI7EhATGGBIQDCQjBgzISm7s5n1deeQXNmjXDhg0bcPjwYQwfPhySJGHWrFlIT08HADzzzDOoW7euw3LEyy+/jOeff97haywWCwIDA9GgQQOEhIRg6tSpKC4ulp+/HQFp2rQpli9fjt9//x0DBgxAcHAwevbsifj4eBw+fBjdunXDM888I7/HrIBcvXpVdcfm888/R506dZCWlmZq2+4k7uZ9qKZAGYkNCYgxJCAcSEAIHpSR2Nyt+Vy5cgUeHh5YtmyZ/NiNGzfQtGlTzJw5U37szJkzOH78uMPikZycDC8vL2zcuNHhtsycORNbt27F/v37MX/+fDRq1Aivv/66/PztCMikSZPkv1NSUiBJEhYsWCA/tnTpUvj6+sp/R0ZGQpIkXdHiNcFKSUmBr68vli9fbmq77jTu1n2oJkEZiQ0JiDEkIBxIQAgelJHY3K35pKamQpIknD59WvX4wIEDMWzYsNte/sGDB9G4cWN8/PHHTr83OjoakiTBZrMBuD0BWbFihfz3yZMnIUkSdu7cKT/2yy+/qI7dkZGR8PPz0xUtPQHJzMxEQECASnTuNu7WfagmQRmJDQmIMVUmIJ988gkkSUJYWJj82IkTJzBgwAA0atQIfn5+eOGFF3Du3DmHy8nPz0dYWBiaN28OX19fdO/eXXXyAYChQ4fateN97LHHnNpeEhCCB2UkNndrPmlpaZAkCRkZGarH+/Xrp7r7UJkmWIcOHcJ9992HDz74oFLbdubMGUiShO3btwO4PQFRCkNGRgYkScLevXvlx7Zs2QJJknD58mUAznVCLygoQEhICAYMGIDS0lKnP+edwt26D9UkKCOxIQExpkoEZOfOnQgODkanTp1kASkoKECLFi0wcOBAHDhwAAcOHED//v3RpUsX3Lp1i7usQYMGoX379khMTMTx48cRHh6Oe+65B2fOnJFfM3ToUDzzzDOq9rwXL150aptJQAgelJHY3K35XLt2Db6+vli8eLH8WElJCZo0aYLPP/9cfszZJlgHDx7Efffdh3/961+V3ra1a9dCkiRkZmbK2yWagJSWlmLAgAF46KGHVCN23Y3crftQTYIyEhsSEGPcLiBXr15Fq1atkJCQgNDQUFlANmzYgFq1aqm+pEuXLkGSJCQkJOgu69q1a/D09ERcXJzq8ZCQEEycOFH+e+jQoejfv/9tbTcJCMGDMhKbuzmf9957D02aNMH69etx6NAhDB06FA0aNJAvxp2FNbt6+eWXVT/o5Obmyq/ZsWMH2rRpI/8IlJycjJkzZ2Lv3r04efIkli9fjiZNmqBfv37ye0pKSjBnzhzs3LkTI0eOROvWrbF3717s3btX1VldizsFZPLkyahXrx6Sk5NVn/XatWuV+OZqNnfzPlRToIzEhgTEGLcLyJAhQzBu3DgAUAnImjVr4OnpiaKiIvm1165dQ61atRAeHq67rPz8fEiShE2bNqke79atG0JDQ+W/hw4dCn9/fzRu3BitWrXC8OHDcf78eYfbWVRUhCtXrsiVlZUlt1kuKSmpsiosLERsbCwKCwurdL1UlNGdUndzPgUFBRg7diwaN24MHx8f/OlPf0JKSkqllzdp0iTdoWktFov8moSEBEiShGPHjqGkpAQ7duxA165d4e/vD19fX7Ru3RqTJk1CXl6eKqMOHTroLpstR68kScLKlSvlv48dOyb3AdFuT25uLkpKSvD999/D39/fcHk9evTQ3Z7vv/++2nOt6rqb96GaUpSR2FVd+dhsNhIQoGw0ko4dO+L69esA1AKSm5uLe+65B2FhYSgsLERBQQHGjBkDSZLwxhtvcJfZvXt3hIaGIjs7Gzdv3sSiRYvg4eGB1q1by69ZtmwZ4uLikJaWhjVr1iAkJAQdOnRQyY4W3hjwUVFRiI2NpaKioqKioqKiohK2oqKiSEBOnz6N++67D/v27ZMfUwoIUNYMq0WLFvDw8ICnpydeeeUVdO7cGaNHj+Yu98SJE/IvVZ6enujSpQtefvlltGvXjvues2fPwsvLCzExMdzX0B0QKsrozijKR/yijMQuykf8oozELroDYozbBGT16tWyJLCSJEmWjZs3b8qvvXDhgtxeNyAgAJ999pnh8gsKCnD27FkAZR3T//rXvzp8fcuWLREREWF6+6kPCMGDMhIbykd8KCOxoXzEhzISm+rKh/qAoKy/RlpamqoeffRRvPLKK9yZZTdv3gwPDw8cPXrU9HouXboEf39/zJs3j/sam80GHx8f/Pjjj6aXSwJC8KCMxIbyER/KSGwoH/GhjMSGBMSYKp2IUNsE64cffkBKSgpOnDiBRYsWoUGDBnj33XdV7+nZsydmzZol/x0fH4/169fj5MmT2LhxI0JCQtC1a1c55KtXr2L8+PFITk5GRkYGtmzZgu7du6Np06bIz883va0kIAQPykhsKB/xoYzEhvIRH8pIbEhAjKlWAbFarQgICICXlxdatWqFGTNm2E3+ZLFYVKNiLV++HC1atIC3tzcCAwMxZswY5OXlyc9fu3YNvXv3RuPGjeHl5YXmzZtj6NChdrMDG0ECQvCgjMSG8hEfykhsKB/xoYzEhgTEmCoVkJoECQjBgzISG8pHfCgjsaF8xIcyEhsSEGNIQDiQgBA8KCOxoXzEhzISG8pHfCgjsSEBMYYEhAMJCMGDMhIbykd8KCOxoXzEhzISGxIQY0hAOJCAEDwoI7GhfMSHMhIbykd8KCOxIQExhgSEAwkIwYMyEhvKR3woI7GhfMSHMhIbEhBjSEA4kIAQPCgjsaF8xIcyEhvKR3woI7EhATGGBIQDCQjBgzISG8pHfCgjsaF8xIcyEhsSEGNIQDiQgBA8KCOxoXzEhzISG8pHfCgjsSEBMYYEhAMJCMGDMhIbykd8KCOxoXzEhzISGxIQY0hAOJCAEDwoI7GhfMSHMhIbykd8KCOxIQExhgSEAwkIwYMyEhvKR3woI7GhfMSHMhIbEhBjSEA4kIAQPCgjsbkT85k3bx6eeuopdOrUCb1798bFixcrvazZs2cjODgYPj4+6Ny5M3799VfD90RHR6Ndu3bw9vZGu3btsGrVKtXzpaWlCA8PR1BQEHx9fREaGoqDBw/aLScuLg5du3aFr68v/Pz80L9/f/k5m82GPn36ICgoCN7e3rj//vsxZswY1TE4JiYGvXr1QqNGjeDn54du3bohPj6+0t+FI0JDQxEWFmb3eGRkJPz9/U0t46OPPsJTTz2Ftm3b4sUXX0RRUZGrN9Mt3In70J0GZSQ2JCDGkIBwIAEheFBGYnMn5qO8cH3qqaewbt26Si1n2bJl8PLywvz583H48GGEhYWhbt26yMzM5L4nOTkZnp6e+OSTT3DkyBF88skn+MMf/oDt27fLr4mIiICfnx9iYmKQlpaGwYMHIygoCPn5+fJroqOjUb9+fcyZMwcHDx7E7NmzsXTpUvn5S5cu4dtvv8WuXbtw6tQpbNq0CW3atMFLL70kvyYsLAzTp0/Hzp07cezYMbz//vvw8vJCampqpb4PR7hCQFhupaWlaNmyJQ4dOuTSbXQXd+I+dKdBGYkNCYgxJCAcSEAIHpSR2NTEfGw2GwYPHox7770XkiSpKjIyUn7dggUL8OKLL6K0tLRS6+natStGjRqleqxt27aYMGEC9z2DBg3CM888o3qsT58+ePHFFwGUXVwHBgYiIiJCfr6oqAj+/v6YO3cuAODGjRto2rQpvv/+ewDmM/rqq69w//33O3xN+/btMWXKFO7zTBjWrl2L1q1bo3bt2nj++edRUFCAhQsXwmKx4N5778Vbb72Fmzdvyu8zKyAWi8UuM0lSn1r/85//4L333nP4OUSiJu5DdxuUkdiQgBhDAsKBBITgQRmJTU3M55VXXkGzZs2wYcMGHD58GMOHD4ckSZg1axbS09NRXFyMsWPHYsKECaqL5F9//RV169Z1WNOmTQMAFBcXw9PT06751NixY9GjRw/utjVr1gwzZ85UPTZz5kw0b94cAJCeng5JkuzuQvTr1w9DhgwBAOzYsQOSJOGHH37Aww8/jMDAQHTu3Bl79+7lrjc7OxuhoaF4+eWXua+5desWmjVrhlmzZnFfExkZCS8vLzz99NNITU1FYmIiGjZsiN69e2PQoEE4dOgQ1q5dC29vbyxbtkx+n1kByc3NRU5ODnJycnDmzBl069YNjz/+OICy88g//vEPfPXVV9ztE5GauA/dbVBGYkMCYgwJCAcSEIIHZSQ2NS2fK1euwMPDQ3Xxy+4YsAv/sWPHwt/fH4899hgee+wxrFy5EgBw7do1HD9+3GGx/iLZ2dmQJAlJSUmq9U+bNg2tW7fmbp+XlxeWLFmiemzJkiXw9vYGACQlJUGSJGRnZ6teM2LECPTu3RsAsHTpUkiShObNmyM6Ohrbt2/H448/joYNG9r1Z3nxxRdRu3ZtSJKEZ599FtevX+du22effYYGDRrg/Pnz3NdERkZCkiScOHFCfmzkyJGoU6cOrl69Kj/Wp08fjBw5Uv47NDQUXl5edkLn4+PDbYI1duxYWCwW5ObmAiiTsPvuu0/Obdu2bdztFImatg/djVBGYkMCYgwJCAcSEIIHZSQ2NS2f1NRUSJKE06dPqx4fOHAghg0b5rL1MAFJTk5WPT516lS0adOG+z4vLy9ERUWpHlu8eDF8fHwAVAjI2bNnVa8ZPnw4+vTpA6BMWCRJwrx58wCUZbRy5Uo0atRIbqbFyMnJwZEjRxAbG4v27dtj9OjRutsVFRWFOnXqICEhweHnjoyMRJ06dVSPTZ48Ge3bt1c9NmTIEAwcOFD+OzQ0FMOGDbMTuunTp+sKyLx581C3bl3s27fP4fbUBGraPnQ3QhmJDQmIMSQgHEhACB6UkdjUtHzS0tIgSRIyMjJUj/fr1w+vv/66w/f+P3vnHhdFuT/+VfNSapad8nY6a3VMrX55tMvpcr5SZllmlpWZp9JKLS3zknXWW+JdvOA1vF8QFUUFAVdQQREVQUBU1gsqCIKAIiogyEXg8/uDdvZ5HmZ2ZnZndmbl8369ntc5uTPPPMyz8+y8Z57n83GXKVgHDx4Eg8EAR44cAQBbH73yyiswceJEwWMfOXKEV262bdsGDz74IJjNZnunBwD4F417enpCly5dqH8bPHgwFZVLziL0qKgoaNSoEQQGBoq2xx1wt2uoLoJ9pG9QQMRBAREABQQRAvtI37hb/9y9exeaNGkCmzdv5v6toqIC2rZtCwsWLBDdV+oULICaRejsG4XOnTuLLkL/4IMPqH97//33ay1Cnzt3Lvd5eXk5tQi9sLAQGjduTC1C37lzJzzxxBPcWxE+Dh8+XEvO/P39oUmTJrBr1y6758aK2gJy6dIlaNmyJUydOlVSe9wBd7uG6iLYR/oGBUQcFBABUEAQIbCP9I079s9vv/0Gbdu2hfDwcDh79iwMHjwYWrZsCbdv31b0ONYwvOvWrYNz587BmDFjoGnTppCRkcFt880331BCEhMTAw0aNAAvLy84f/48eHl58YbhbdGiBQQFBYHFYoGBAwfWCsM7evRoaNeuHezbtw8sFgv07NkTnnjiCbh16xYAAOzZswfWr18PFosF0tPTYc+ePfD888/Dm2++ydXh7+8PDzzwAPj4+HALv3Nzc6GgoEDwb1ZTQO7evQudOnWCHj16QE5ODtUmd8Ydr6G6BvaRvkEBEQcFRAAUEEQI7CN94479U15eDmPGjIHHH38cGjduDG+++SYkJCSociwfHx8wGo3QqFEj6NatG0RHR1Ofe3h4wODBg6l/27FjB3Ts2BEaNmwInTp1qjXVyJqIsHXr1tC4cWPo3r07WCwWapuKigoYN24cPPHEE9C8eXPo0qULFQXr4MGD8Prrr0OLFi2gSZMm0KFDBzCZTJSEeXh48Ia8ZdtLoqaApKen87aHDcPrbrjjNVTXwD7SNygg4rj3KKkiKCCIENhH+gb7R/9gH+kb7B/9g32kb1BAxEEBEQAFBBEC+0jfYP/oH+wjfYP9o3+wj/QNCog4KCACoIAgQmAf6RvsH/2DfaRvsH/0D/aRvkEBEQcFRAAUEEQI7CN9g/2jf7CP9A32j/7BPtI3KCDioIAIgAKCCIF9pG+wf/QP9pG+wf7RP9hH+gYFRBwUEAFQQBAhsI/0DfaP/sE+0jfYP/oH+0jfoICIgwIiAAoIIgT2kb7B/tE/2Ef6BvtH/2Af6RsUEHFQQARAAUGEwD7SN9g/+gf7SN9g/+gf7CN9gwIiDgqIACggiBDYR/oG+0f/YB/pG+wf/YN9pG9QQMRBAREABQQRAvtI32D/6B/sI32D/aN/sI/0DQqIOCggAqCAIEJgH+kb7B/9g32kb7B/9A/2kb5BAREHBUQAFBBECOwjfYP9o3+wj/QN9o/+wT7SNygg4qCACIACggiBfaRvsH/0D/aRvsH+0T/YR/oGBUQclwnI7NmzwWAwwOjRo7l/S01NhU8++QT+9re/QfPmzaF///5w7do1u/UUFRXB6NGj4R//+Ac0adIEXn/9dYiPj6e2qa6uBk9PT2jTpg00adIEPDw84MyZM7LaiwKCCIF9pG+wf/QP9pG+wf7RP9hH+gYFRByXCEh8fDy0b98eXnzxRU5AiouL4emnn4Z+/fpBcnIyJCcnw8cffwyvvPIKVFVVCdb1xRdfwHPPPQfR0dFw6dIl8PT0hIcffhiuXr3KbePl5QXNmzeHwMBAsFgsMGDAAGjTpg0UFRVJbjMKCCIE9pG+wf7RP9hH+gb7R/9gH+kbFBBxVBeQO3fuQIcOHSAiIgI8PDw4Adm3bx/Ur1+fOkm3bt0Cg8EAERERvHXdvXsXGjRoAGazmfr3Ll26wKRJkwCg5u1H69atwcvLi/u8rKwMWrRoAStXrpTcbhQQRAjsI32D/aN/sI/0DfaP/sE+0jcoIOKoLiCDBg2CMWPGAABQAhIaGgoNGjSAsrIybtu7d+9C/fr1wdPTk7euoqIiMBgMEBkZSf37a6+9Bh4eHgAAkJaWBgaDAZKSkqht+vbtC4MGDZLcbhQQRAjsI32D/aN/sI/0DfaP/sE+0jcoIOKoKiBbt26FF154AUpLSwGAFpC8vDx4+OGHYfTo0VBSUgLFxcXw888/g8FggB9++EGwztdffx08PDwgOzsbKisrYdOmTVCvXj149tlnAQAgJiYGDAYDZGdnU/sNGzYM3nvvPcF6y8rKoLCwkCuZmZlgMBggPT0d8vPzXVZyc3PB398fcnNzXXpcLNhH90vB/tF/wT7Sd8H+0X/BPtJ30ap/0tPTwWAwQEFBgbO38KqjmoBkZmbCE088AadOneL+jRQQgJppWE8//TTUq1cPGjRoAF9//TV069YNRowYIVhvamoqdO/eHQwGAzRo0ABeeeUV+Oqrr6Bz584AYBOQnJwcar+hQ4dCr169BOv19PQEg8GABQsWLFiwYMGCBYvblqysLEdv312GagKya9cuMBhqJMFaDAYDJxuVlZXctjdu3IDbt28DAECrVq1g3rx5ovUXFxdzkvHFF19A7969AcDxKVjsG5Dbt29DWloaFBQUUP+udsnKyuK+PK48Lhbso/ulYP/ov2Af6btg/+i/YB/pu2jVPwUFBZCVlWU3mJNeUE1AioqKwGKxUOXll1+Gr7/+GiwWC+8+Bw4cgHr16kFKSork49y6dQtatGgBq1atAgDbIvS5c+dy25SXl8tehK4VhYXuM3+vroJ9pG+wf/QP9pG+wf7RP9hH+gb7RxyXJiJkp2CtX78eYmNjITU1FTZt2gQtW7aEX3/9ldqnR48esGzZMu6/9+7dC+Hh4XD58mXYv38/dOnSBV599VVqoY+Xlxe0aNECgoKCwGKxwMCBA2WH4dUK/NLqH+wjfYP9o3+wj/QN9o/+wT7SN9g/4mgqICaTCVq1agUNGzaEDh06gLe3N1RXV1P7GI1GKipWQEAAPP3009CoUSNo3bo1/Pzzz7UW21gTEbZu3RoaN24M3bt3F3zrojfwS6t/sI/0DfaP/sE+0jfYP/oH+0jfYP+I41IBQcQpKysDT09PKjwxoi+wj/QN9o/+wT7SN9g/+gf7SN9g/4iDAoIgCIIgCIIgiMtAAUEQBEEQBEEQxGWggCAIgiAIgiAI4jJUFRC+5H6tWrXiPrcuFm/Tpg00adIEPDw84MyZM3brjI6Ohj59+kCbNm3AYDDArl27am3jSL0IgiAIgiAIgqiP6gLy/PPPQ25uLlfy8vK4z728vKB58+YQGBgIFosFBgwYIBouNywsDCZNmgSBgYGCAuJIvQiCIAiCIAiCqI/qAtKlSxfez6wJA728vLh/Kysrk5UwkE9AlKgXQRAEQRAEQRB1UF1AHnroIWjTpg20b98eBgwYAGlpaQAAkJaWBgaDAZKSkqh9+vbtC4MGDZJUP5+AKFEvgiAIgiAIgiDqoKqAhIWFwc6dOyE5ORkiIiLAw8MDWrVqBfn5+RATEwMGgwGys7OpfYYNGwbvvfeepPr5BMTResvKyqCwsJArt2/fhrS0NCgoKKD+HQsWLFiwYMGCBQsWvZWCggLIysqCqqoqiXfq2uHSKFjFxcXQqlUr8Pb25kQhJyeH2mbo0KHQq1cvSfXZExC59fItmMeCBQsWLFiwYMGCxZ1KVlaWxDtz7XB5GN6ePXvC8OHDdTcFi30DkpmZCQaDAdLT0yE/P99lJTc3F/z9/SE3N9elx8UivXQy7YQnx2yHJ8dsh1lBCZq3x145Yknn2vrkmO2QmHJFs7b4HrRw7fhuVZQqxzAnXKT+3pOXMhWpd8CySKretEzb9TkrKIH6bG5woub9rvdSV8e55XtPUt+VdQeSNW/T/dA/1vO58aBF0Xqn7jjO1f3xwv2a/5167KMFu09w5+gfY7fb3fbfU0O5bXfGnNf8HN6P/ZOeng4GgwEKCgok3pVrh0sFpKysDNq1awfTpk3jFovPnTuX+7y8vFyxRejO1AsAUFhYCAaDAQoLCyXvowQVFRUQHBwMFRUVLj0uIp3npoSD0WQGo8kMiyIuaN0cu1iuFnBtNZrMcOn6Hc3asiMxi2vHj36JqhzjyMUb1N97Jb9EkXoHrTtO1Xu7pJz7bHHEReqzPw9eUuSY9zN1dZzzO5ZOfVe2J2Rq3SRe3K1/rOcz8ISyT33nhp/n6u6/4piidTuLXvpoxaFU6jttjze9DnDb7T2T66IWaoNW/aPVvasjqCog48aNg0OHDsHly5chLi4O+vTpA82bN4eMjAwAqAmX26JFCwgKCgKLxQIDBw6sFS63R48esGzZMu6/79y5AydPnoSTJ0+CwWCAhQsXwsmTJ+HKlSvcNlLqFQMFBBHiuT9sArJwPwqIVAISMrl2DNuYoMoxDl/Mo/7ejPxiRer9hhGQW8U2AVkUcYH6bNmBi4oc836mro5zGxkBCUABUQTr+dyZqKyAeBEC8tnyGEXrdha99NHyKOkC8sYcm4CEW3LsbuvuoICIo6qAWPNvNGzYENq2bQuffvopnD17lvvcmjCwdevW0LhxY+jevTtYLBaqDqPRCJ6entx/R0VF8c53Gzx4sKx6xUABQYToTAiIt84FJDlLRwISbxOQoSggdZq6Os6hgKiD9XzuUFhAZoed4+r+FAWEF5+oS9R3urq6WnDb12dHctuFJaOAqAEKyH0ACggiRKfJYTYB2ZeidXPscjrrNiMg2iXj3Hr8CteOIb7xqhyDFZD0G8oIyNdr46h6b6KAOEVdHed8YxgBiUcBcZbq6mrVprTN3mMTkH4+RxWt21n00kd/HqQFpKpKWED+PcsmIObTKCBqgAJyH4ACggjRkRCQBSggktkSZxOQ7zaoIyDRF1wjIPl3yrjPFu6nBWRpJAqIGHV1nNtw9DL1XdkWf0V8Jw1wp/6prFJPQGYRAvLxnyggfLACUmlHQF6dFcFtt/t0tuB29wMoIOKggAiAAoII8ewkm4DM36tvATmVSQvIxWvaCcjmuAyuHd+uP67KMVgBuYwCokvq6jiHAqI8FZVVqk1pm7H7LFd3XxQQXpYdoINw3KsUzj/x8kybgIScQgFRAxSQ+wAUEESIDoSAzNt7Xuvm2OWkjgTEL9YmIIPWuZeAfLWGFpAbKCBOUVfHufWMgGw9jgLiLGX3KlWb0jadFJBlRxSt21n00kdLI2kBqbAjIC/NsAlI8MmrLmyl60EBEQcFRAAUEESIf07cww2ic8NRQKRCLsD9em2cKsdgBSQtT5lF9yggylJXxzkUEOUprbAJiNJvlKaF2gSkz1IUED6WMAJSfk9YQLpN389ttysJBUQNUEDuA1BAECFIAfHSuYAkXblF/Thc0FBAyAW4agnIIUZAUhUSkP+uiaXqzSuyCYg3IyBLUEBEqavj3LojtID4o4A4TUn5PdWEzjPkDFf3h0sPK1q3s+ilj9g8SGX3KgW37UoISFCS/jN1OwMKiDgoIAKggCBCPD3BJiCzw85p3Ry7nNCRgJBPf/+7JlaVY6glIANXo4AoSV0d51BAlOdO2T3VzicpIL2XoIDwwb4BLq0QFpAu0/Zx2ymds0VvoICIgwIiAAoIIsRT422D7ew9KCBSWUvcfH25yjUColTeE1ZArheVcp+hgMinro5zaxkB2RKHAuIshaUVqgnIlGALV/f7i1FA+GDHv7vlwgLy4lSbgCids0VvoICIgwIiAAoIIkR7QkBm6VxAEjNoAUnJ1U5A1hwGl6DrAAAgAElEQVRO49oxYNUxVY4RlXJdFQH5chUjIIWEgOxLoT5bHIECIkZdHefIa8BoMsPmuAytm8SLO/VPQUmFakI3eZdNQHotila0bmfRSx+x419J+T3BbV/w3Mtt50jEsqxbJbD2yGW4UyZ8DL2AAiIOCogAKCCIEORgO9N8Vuvm2CUx46ZuBGR1tO3mq/9KVwmIMn8vCoiy1NVxDgVEeW4Vl6t2PiftSkYBEWEBM/4V25GDF6YQAuJAxLLxgcmqrPVRAxQQcVBABEABQYQgB9sZu91LQM7najcorTyUyrXj8xUxqhxDLQEZsOoYVe81FBCnqKvjHCsgm2JRQJwl/06ZaudzYpBNQN5deEjRup1FL300fy89/tl7O/HcH+Hcdo5ELPtpywkwmsywOjrNmSa7BBQQcVBABEABQfiorq6mBtvpOheQhHT9CMgKQkA+W66OgBxkBESpsMP2BIR9Argo4oIix3QGo9EIH374odbNEESJcW7WrFmwa9cuBVulPiggypNXZBOQjcfSFa3b+sTdaDJDT28UED7m7T1PfaeLSoXb05kQEEfW6/zolwhGkxmWR6U602SXgAIiDgqIACggCB9VVbSATAvVt4DE60hAfKIuce3o56NOVmG1BOSLlbSA5BaggDiDEuNc06ZNYfDgwco1ygWQ0xCNJjP4oYA4zfXCUu58rj96WdG6xwee5up+BwWEl7nhtIAU2hGQjpNtSXwdWa8zxDcBjCYzLDug/7fMKCDioIAIgAKC8FHJCMjU0DNaN8kuxy/TAnIuR7tB6c+DNgH5+E/XCIhSUb/6o4AoCgoICohS5BbYBGTtEWUFxLTTJiBvL4hStG5n0UsfeTECUnBXuD3PTrIJiCNv/77bEO8201xRQMRBAREABQTh415lFTXYeoaggEhl2QFbwqq+bi4gOQV3uc9cKSCenp5gMBggKSkJ+vXrB82bN4eHH34YvvrqK8jLy+O2swpIeHg4dO3aFZo0aQIdO3aEdevWUfXl5eXBiBEjoHPnztC0aVN4/PHH4e2334bDh2uHHF2+fDm8+OKL0LRpU2jWrBl07NgRJkyYQG2Tm5sLP/zwA7Rr1w4aNmwI7du3h6lTp8K9e/S8cLFxLikpCT788EN4/PHHoVGjRtCmTRvo3bs3ZGXVhO40GAy1ioeHh6x2pKeng8FggLlz58LMmTPhySefhMaNG8NLL70EkZGRtc7TsGHD4O9//zs0atQI/va3v8Ebb7wBERERdnqrNquiU2kBUXjKkFK40+/Q1dt3ufOp9NqA33ecsgnI/ChF63YWvfTRnDBGQEqE29Nhok1AHJHvb9YdB6PJDN77UpxpsktAAREHBUQAFBCEjwo3E5C4tHzdCMiSSJuAfLTsiCrHOHieFhClon71X0ELSPZtm4CwizAX7pcvIBWVVXZ/uK1YBcRoNMLvv/8O+/btg4ULF0LTpk2ha9eu3LhhNBrh73//Ozz33HPg5+cH+/btg/79+4PBYIDoaFs0n5SUFBgxYgRs27YNDh06BGazGYYMGQL169eHqKgobrutW7eCwWCAX375Bfbv3w+RkZGwcuVKGDVqFLdNbm4uPPnkk2A0GmHVqlUQGRkJM2bMgMaNG8O3335L/712xrni4mJ47LHH4OWXX4bt27dDdHQ0BAQEwPDhw+HcuZqw17GxsfDggw9C7969ITY2FmJjY+Hs2bOy2mEVkCeffBL+85//QGBgIOzYsQNeeeUVaNiwIRw7ZovU1qtXL3j88cdh9erVcOjQIQgODoYpU6bAtm3bRPuMhAzEoMaaBaVwp9+hzJsl3PlccUjZtQG/bbcJyFsoILzMDjtHfadvl5QLbvvPiXuc+u7/d01NNMK54eedaLFrQAERBwVEABQQhI+ye5XUYPtHsEXrJtkllhGQs9naDUqLImwJqz5cqk5SL1ZAlFrzoraAvLvwUK16+bAKyNixY6l/37JlCxgMBti8eTMA1AhIkyZN4MoV2zzr0tJSaNmyJfz444+C9VdWVsK9e/fgnXfegX79+nH/PnLkSHjkkUfstu3HH3+EZs2aUccEAFiwYAEYDAZOEADsj3OJiYlgMBggODjY7vGEpmBJbYdVQNq2bQulpbYpdUVFRdCyZUvo2bMn92/NmjWDMWPG2G2PFFBAlOdKvk1A/jx4SdG6xxEC0n3eQUXrdha99NGsPbSA3CoWFpCnJ9gExDcmXfaxrMFAZofpO/8WAAqIFFBABEABQfgoraAFZPIuFBCpkBlzey9xLwH5fEUMVe9VhQVE6pQcq4AkJiZS/37v3j144IEHYMiQITX1GY3w2muv1dr/tddeg/fff5/6txUrVkDXrl2hcePG1JSmTp06cdv4+fmBwWCAL7/8EoKDg+HGjRu16m7Xrh189NFHcO/ePaqcPXsWDAYDLF++nNvW3jhXUFAAjz76KHTs2BFWrFhBiQuJkIBIbYdVQEaOHFmrjsGDB0OjRo2gsrImq3OPHj3gkUcegRkzZkBsbKzD4/MKRkAcuQlzBe70O5R+o5g7n0sjlV0bMDbgJFf3/81FAeFjpvks9Z2+aUdAniKS+DoSMMA6Dus9/D0ACogUUEAEQAFB+GAFZNKuZK2bZJdjqbSAnMku0KwtZL6M9xerIyAHzl9TZcrZZ8uFBYQNQ+nthICIJVKzCsjVq1drfdaqVSv45JNPauoTWITu4eFBrZXw9vYGg8EAw4cPB7PZDHFxcZCQkADvv/8+GI1Gat/169fD66+/Dg0aNIB69erBq6++Cvv37+c+f+CBB3jXZljL9OnTuW3Fxrnk5GQYMGAAPProo2AwGKBNmzYwZcoUanshAZHaDquAzJw5s1YdJpMJDAYDFBTUXC83btyA0aNHg9FoBIPBAM2aNYNvvvkGcnNzedsvBAqI8qTl3eHOp9Lrr8ZuswnIf+YeULRuZ9FLH83YTQvIjTtlgtu2JwRknQMBA/r5HHWLqc8AKCBSQAERAAUE4eNuOS0gE4P0LSAxqTd0IyDkmwK1sgq7SkCybpVwnykpIGIZfuW8AZEiIF27doW33nqr1nZvvvlmLQGxUlxcDGFhYfDKK69Ao0aNICOjRppat24N7733HiQkJPCW7Oxsrg6p41x1dTWcOnUKxowZAwaDAebMmcN9JiQgUtsh5w0IyZUrV2DZsmXQtGlT6NWrl932syyPogVkg8JhY5XCnX6HLl23CYjSi5PHEALyxhwUED6mMwKSVyQsIOR2aw7LDxjQd9kRt5j6DIACIgUUEAFQQBA+SsrvUYPoBBQQyZDx4t9b6BoBUWrK2acuEpCA+Ey724mtAdm0aVNNfRIFpFu3brVuok+fPg3169cXFBArwcHBYDAYYM+ePQAAMHToUGjbti3cunXL7n4Ajo1zjzzyCPTv35/775YtW8IXX3xRazup7RBbA/LOO+/Y3f+TTz6Bxx9/XHL7AVBA1ODitSLufM7fq6yAjNqahAIiwrRQWkCuF5Xybscm8XVEQHovOewWv7sAKCBSQAERAAUE4aO4jBaQ8YH6HghjLtECYrmqnYCQ8eLVyiocec41ApJ50yYgbCIuR57CWvfdkZhldzs2Ctb+/fth0aJF0KxZM+jSpQuUl9fMv5YqIFOmTIF69erBlClT4MCBA7B8+XJo3bo1PPPMM5SADB06FH755RfYtm0bF5XqX//6F7Ro0YIL/5uTkwNGoxE6deoEy5cvhwMHDsCePXvAx8cHPvzwQy6ELoD9cW737t3wwQcfwKpVqyAiIgL2798Pw4cPB4PBAKtXr6b+lieeeAJCQ0MhISEBUlJSZLWDjYIVFBQEO3fuhFdeeQUeeOABOHq0JlR0QUEBdO3aFebPnw+7d++GQ4cOwfz586FJkybw3//+125/sZDJOB2dB+8K3Ol3KCXXJiBeCkdH+sXfJiCvz44U38GF6KWPpoaeoQWkkF9A2Bxaq6LlRyzrtSgajCYzmHaedrbZqoMCIg4KiAAoIAgfd2oJiL4HwqM6EhAyXGMPlZJ6sQKi1Bsf69xjtQUkKEmagJw4cQI++ugjaNasGTRv3hwGDhwI169ft9UnUUDKy8vht99+g3bt2kGTJk2gW7duEBwcDIMHD6YEZOPGjfD2229Dq1atoFGjRtC2bVv44osvIDmZFvAbN27AqFGj4KmnnoKGDRtCy5Yt4aWXXoJJkyZBcXExt529cS4lJQUGDhwIzzzzDDz44IPQokULePXVV8HX15fa7tSpU/Dmm2/CQw89VCsPiJR2kHlApk2bxuX46Nq1K+zbt4+rq6ysDIYPHw4vvvgiPPzww/Dggw9Cx44dwdPTE0pKSkAOZDJOR+fBuwJ3+h06l1PInc/Ze5SNjjSSEJB/z0IB4cMzhBaQawICwubQWulAyOSe3jXRAsdtP+Vss1UHBUQcFBABUEAQPopKK6hBVO9PYvQkIGS4RrWSerm7gASfrL24nMQqIHxRqNwJPYxzVgGZP3++y46JAqI8Z7ILuPOpdHSkn7ac4Op+dZa8pJNqo5c+YgUkt4BfQMrv0QKyPEq+gLw9PwqMJjOM2XbS2WarDgqIOCggAqCAIHwUMgLyvx36FpAjF/UjIGS4RrWSerECotTf+wkjIFfy1RGQ0FPZdrdDAVEOPQjIWhQQp7FctQnI1FBloyP9tNkmIK/MRAHhY0qwhfpO5xTw5zJic2j5RMnP2dJ93kEwmszwi3+Ss81WHRQQcVBABEABQfgouEsLyO879P0q+PDFPN0ICBktRa2kXhFn1RGQj/8UFhAvRkAWyBSQKmJu9J7kHLvburuAWBMd3r17FwIDA+Hu3btUrg6+qFNqgQIijDv9Dp3Ous2dzykKR0casTmRq/ulGSggfPzBCIhQMlU2hL0jSSPfmHMAjCYz/LT5hLPNVh0UEHFQQARAAUH4uF1STg2iep+LygpIcpZ2AkIuVlQrpr6rBCQj37aewVkBIacmhFvsC4i74+HhYTdHh1jkLXdn2YGL1HfFkUhArsCdfodOZtoEROnEsD/6kQKyX3wHF6KXPpq0K5n6Tl8VEBA2hP2yA/KTRr42OxKMJjP84JfgbLNVBwVEHBQQAVBAED5uFdMC8muAvgUk+oJ+BIScK/yml2sERKm/t6+KAkKGdt53Rl5iO3cjJSUFEhISIDY2FhYsWACxsbFUjg52Ufv9BgqI8py4cos7n0qHZ/3BL4Gru9t0FBA+JgbRAkKGKCdhI0g6krX+5ZkRYDSZYYgvCogQKCD3ASggCB83GQEZG6DvxXCHdCQg5FxhtWLq73eRgKTfsAnInDBaQOTmIiDXFUWeu6ZIe/VOXR3nlkaigChNYsZN7nwqHRRk2EabgPxr2j7xHVyIXvpoAiMgZIAOEjaC5OII+QLSdfp+MJrM8O364842W3VQQMRBAREABQThI/9OGS0gOo/GEZVynWrv6azbmrVl8i6bgLymUkx9VkCU+nutGXit5bKCAkK+VTt4/rr4DvcBdXWcW8IIyOpoFBBniU+3CchvCk+JHeJrE5AuKCC8jA+kBYRcH0fCBnBZFCE/YeuLU/eB0WSGr9fGOdts1UEBEQcFRAAUEISPG4yA6D0coJ4EhJwrrFZMfbUE5CMVBSSvyPadikpBAbmfQQFRnri0fNXeSA/xjefqfnEqCggf4wNPC05PJWEDuHjvly8gz0/ZC0aTGf67JtbZZqsOCog4KCACoIAgfJA3i0aTGUZv1Xc4wIM6EhDyVb1aIS33ncml/t5TmeoISFreHe4zMsGi0WSGeXvlZWPOLSi1vQFBAbmvWRxBC4gj2aBdgTv1z7HUfNXG4+832ATkBc+9itbtLHrpI9NOWkDI6akkbAAXR8KVd5wcBkaTGb5YeczZZqsOCog4KCACoIAgfFwvKqUG0VF6F5Dz11W5IXcE8kmZWiEt1RKQPkvVE5CsWyXcvgfO4xqQ+xkUEOWJIZKtKp0f4tv1x20CMgUFhI//7aAF5LKAgLABXOS+KQYA6DCxRkA+Wx7jbLNVBwVEHBQQAVBAED6uF9ICoveESHoSEPJJmVohLVkBOamSgKQqKCAZ+cXcvrgI/f5mUcQF6ruy8hAKiLOQyVZ/2qJsfojBhIA8jwLCy+87Tgk+nCFh10/KHScBAJ4aX7PvJz5HnW226qCAiIMCIgAKCMLHNUZARupcQA6cv6bKDbkjkD9UXVUKaamWgHy49LBqApKad4fbN+IsCsj9DAqI8pCR/oZvSlS07kHrbALS+Y9wRet2Fr300W/bTwmOjSTs+kmvcHnjZHW1LWHrR8uOKNF0VUEBEUdVAbFm7SVLq1atuM+rq6vB09MT2rRpA02aNAEPDw84c+aMaL0+Pj7Qvn17aNy4MXTr1g0OHz5Mfc6X7GrAgAGy2o4CgvBBztc3mszws8JP3JQm8px+BGQc8UOlVkSZvYyAJF25pUi9rIBcuk4IyB5aQObK/GG9cK2I2/d+zwNipa6Ocwv30wKyAgXEach1bsM2Kpsf4uu1cVzdnSajgPAxjhEQcmwkYacvzwmTN07eq7QlbO295LD4DhqDAiKO6gLy/PPPQ25uLlfy8vK4z728vKB58+YQGBgIFosFBgwYAG3atIGioiLBOrdt2wYNGzaENWvWwLlz52D06NHQtGlTuHLlCreNh4cHDBs2jDpuQYG8fAAoIAgf2bfvUoPoT5tRQKQyNuAk1w61IsqwAnJCIQHpvYQVENsY5ayAnM0u5PbdiwJyX+PNCMjyKBQQZyHf8g7xjVe0blJAOk4OU7RuZ9FLH5HjOjs2krDTl2fvOSfrOKUVtkzqvRZFK9F0VUEBEUd1AenSpQvvZ9XV1dC6dWvw8vLi/q2srAxatGgBK1euFKzz1VdfheHDh1P/1qlTJxg/fjz33x4eHjB69Gin2o4CgvBxlRGQEZuVfeWvNGxmcKXeCDjC2G22Hyq1IsqoJSAfLFZPQJKzCrh9wy0oIPczKCDKQ45xSieo+2qNTUA6TEIB4YMc140mM1y8xi8g7OyBWTIFpKTclsjwHe9DSjRdVVBAxFFdQB566CFo06YNtG/fHgYMGABpaTVxz9PS0sBgMEBSEj2Hvm/fvjBo0CDe+srLy6FBgwYQFBRE/fuoUaOge/fu3H97eHjA3/72N3jsscfgueeeg3Hjxtl9qwJQIz+FhYVcycrKAoPBAPn5+VBRUeGyUlJSAsHBwVBSUuLS42KRVtLzCqlB9IeN8Zq3yV4JP32Vam98Wp5mbfllywmuHc9NCVflGOZTWdTfezxVmb/3/UXRVL1nr97iPpseaqE+m20+K6vu+DTbHPbQk1maf2dcUerqODcvnJbVZZEXNG+Tu/dPGDHGfb0mVtG6v1x1jKv7nxP3aP636rGPRvmfoMfGrFu82125UURtNy3EIus4N4ts0QLfmndQ8/Ov1/7Jz89HAQEACAsLg507d0JycjJERESAh4cHtGrVCvLz8yEmJgYMBgNkZ2dT+wwbNgzee+893vqys7PBYDBATAwdgm3WrFnw7LPPcv+9evVqiIiIAIvFAlu3boX27dtDz5497baVb72KwWAAf39/CA4OxoIFgoODYd22YGoQ/WhuqOZtsldmrA+h2rt4k3Zt6TcvlGvHsxN2q3KMaevov3eRQn/vG9N2U/Wu9Ld99t3iUOqzIUvkfScW+tm+U1PXhWj+ncGiXvlhKf1d+dkH+9vZQl7z781WdjzuOcvWX0+PV2fMcvfy6Xz6O73cn3+79QH0b+fgxfL6assO2/7dpmjbF+NXh2j6W2qv+Pv7o4DwUVxcDK1atQJvb29OQHJycqhthg4dCr169eLd3yogx47RSWhmzpwJHTt2FDxuYmIiGAwGOHFCeL4+vgHBIqWkXS+gBtGhvvp+AxLGvAE5ruEbkJ82J3Lt6DQ5TJVjsG9A4hR6A9KLfQOSpdwbkCMXbFNIQpIyNf/OuKLU1XFuLhMxbWlEiuZtcvf+CT1pu+a/XHVM0bq/WBljE5AJ+AaEr4zckkh9py2ZN3m3Y2cPeAYnyzpO7i1btMDXZ0dq9vceTrGN13rsH3wDYoeePXvC8OHDVZ2CxVJdXQ0NGzaEbdu2SW4nrgFB+LiSX0INokpHXVEatdZEOMJPxBSsZ1WaTx1uof/exIybitTLCsgFYp7zTPNZ6jO50V2OEonUQk9li+9wH1BXx7kF+1Ko78qfBy9p3SRe3Kl/zKdzuPOpdIbs/ittU7CeGm9WtG5n0Usf/eKfRD+cyea/Z8q8Sf92eoaIRzwlIUPg/3tWpBJNdwi/Y+lcO+yhVf/gGhABysrKoF27djBt2jRuEfrcuXO5z8vLyyUtQh8xYgT1b507d6YWobNYLBYwGAwQHS09cgIKCMIHmTTOaDLDUDcTkMQM7QRkBPEGRK0FneGWHOrvTUhXR0BScpUTEDKPQQgKyH3N/L0oIEoTeiqbO5+fr1A2Q3b/FTYBaY8CwstIRkDOZPNHHGUf3skVEDIC5UszIpRoukP4xWaggCiEqgIybtw4OHToEFy+fBni4uKgT58+0Lx5c8jIyACAmjC8LVq0gKCgILBYLDBw4MBaYXh79OgBy5Yt4/7bGoZ33bp1cO7cORgzZgw0bdqUqzM1NRWmTZsGCQkJkJ6eDnv27IFOnTpB165dobKyUnLbUUAQPtJv0AIyxFffAlL7jYB2AjJ8k01A/jlxjyrHcJWAnM+1jQvOCggZRjT45FVF2qt36uo4N2/veeq7suzARa2bxIs79U/wSds0034KZ8j+fEUM1V96Qi999PMWehG65Sq/gLAP7/4Itsg6DvkG5V8q5ZGSAgqIcqgqINa8Hg0bNoS2bdvCp59+CmfPnuU+tyYibN26NTRu3Bi6d+8OFgv9pTQajeDp6Un9m4+PDxiNRmjUqBF069aNerORmZkJ3bt3h5YtW0KjRo3gmWeegVGjRsHNm/JuRFBAED4u1xIQZePOKw17Q66lgPzgl0DNp1YD9u+NV0hA3luonoCQ2dt3JaGA3M+ggCjPriSbgPT9U1kB+XQ5LSDV1dWK1u8MeumjnyQKCPvbOXmXPAEh9/9/KoVxlwIKiHK4fA2Iu4ACgvCRlneHGkS/36BvAQlLZgVEmRtyRxi60SYgas2nZv/e45fVEZBzObZxYcZuWkBmh8mLb0+2OSgpS5H26p26Os7NDacFZGkkCoizBJ6wLUL/aNkRRevu53OU6q/KKhQQlp820wKSnMUvIOxv58SgZFnHuXTdtv9zf2iXlZ4UkCo73wcUEHFQQARAAUH4IAdBo0n5xFdKoycBGeKbQLVFDdQSkHcXHlJNQMg57DsTUUDuZ1BAlGdHok1Aei85rGjdnzACcq+yStH6nUEvfUROrTWazHA66zbvduxv5wSZApKSa8sjolYQEymQAlJ2T3haPwqIOCggAqCAIHxcuk4nUxqscwHZoyMB+X5DvOrTGVgBiUvLV6ReVkDISC/OCgg5hWQHCsh9jRcjIEtQQJwmICGTO5+9FkkPNCOFvn/SAlKBAlKLH/1oATmVKSQg9G/n+MDTso5zJtsWAl+tNYRS2EQISFGp8LlHAREHBUQAFBCEj4vX6EF00Dp9CwgZotJoUm5RtiN8u/646tMZWOFSSkB6egsLyHRWQPbIExDyCe72hExF2qt33Hmcq6qqBu99KXDoQp7sfVFAlGdb/BXufL678JCidfdddoTqL3tPvF2NXvqIXNtnNJnhpICAXGB+O0075QlIcpZNQLSMSEa+AblZXC64HQqIOCggAqCAIHywg+g3KCCSGcwIiBrTGVgBiVVIQN5hBIQMNemsgJA3UAHxKCB6J+nKLYdvdueE0QKyOAIFxFn8j9uunx4LohSt+yNGQEorUEBYhm2kBSRJINcUOYXKaDLD7ztOyTqO9bqzFnvrL9Rkw9HLXBuuFZYKbocCIg4KiAAoIAgf7CD69do4rZtkl92ns6n2KhUVyhG+WUcLSPk99xUQMtKLswKyOc72RG1b/BVF2qt33Hmci/4rb8vrs+UnQ5vNZEJfFHFBhRY6jzv1D3n9vDU/StG6P1x6GAVEhKGMgAgluz2XQ2dC/227PAFJzLipi+lwq6PTuDZk3iwR3A4FRBwUEAFQQBA+zufSg6jeBYRc4Ky1gHy9Nk71H3NWQI6lKiMgPRZEqSYgG4nMuluPo4DonYizNXlbuk3fL3tfFBDlIafEdJ93UNG6ey+hBaSk/J6i9TuDXvqIDS4iFOr9bDb92/lrgDwBiUvL14UM/nnwEteG1Lw7gtuhgIiDAiIACgjCB/sU56s1KCBS+WqN+gLCTjlzhYBMC6UFZJZMAVl3xPZKf0scCojesX7HXpgiPxfB7D20gCzcjwLiLKTAv+l1QNG6P1hMC0hxGQoIyxBfOriI0DRfy9UCaruxASdlHSfm0g1d9MXC/Re4NpD5oFhQQMRBAREABQThg32K8981sVo3yS4hjIAoFZbWEQaujlX9aSIrIDGpNxSp920VBYR8pb85LkOR9uoddx7nrHknOkyUHwoUBUR51hNz8h2ZFmePXovo/D93UEBqwUY3FHrIxQrImG3yBOTwxTxq/4K72vzdZChtoZDDACggUkABEQAFBOGDDAVoNJlh4Gp9C0jwyatUe7UUkAGrjqn+Y66agMynBYRMtuWsgCyPSuX23RSLAqJ3yEXPchfCzmIExBsFxGnWEm8QX50VoWjdrIAU2gm76mr00kffMQIi9BtzOus2td3orUmyjnMw5Tq1v70IVGoy02wb7+2FtUcBEQcFRAAUEIQP9inOl6tQQKTSfyUtIPZiqDsKu+g+5pL6AjI19Az12UzzWVl1LztwkdvX71i6Iu3VO+48zpFRcOROI0QBESf79l0YvTVJMJ8Ey5rDtjeIL81QVkDeW0gLiFZP3fnQyzXEhlcXCn1+KpMWkFEyBcS69spa8orKlGi+bDxDbOO9vQdcKCDioIAIgAKC8MEKyBcrj2ndJNJ2+d4AACAASURBVLuwAqJUXgxH6L/imOo/5qyAHFVIQN5iBIR89e6sgJBzijeigOielYdsb6wKSuS1n3x6ajSZwXtfikqtdA4t+2dVdM35lbpI2bq90WSGrg4EBrAHm/9Hbn+riV6uoUFMdEOhyINsGN2R/vIEZO+ZXGr/3ALhELhqMj4wmWuDvVxAKCDioIAIgAKiPIWlFbAo4gKk2YkcoXfY18j9dS4gZJZtrQXks+UxVFtulyj/Ct1VAkI+nXVWQObvTeH29Y1JV6S9esedx7klkbY3Vtft5AHgYwYTMW0BCkgtvP8S8h/9EiVtv4IQwi7T9inaFjb89i2Npv3woZdriA2vLhT44wQjID9vOSHrOGyEw6xbwiFw1WTc9lNcGyLOXhPcDgVEHBQQAVBAlOf3HTUXbqfJ4Vo3xWHY18j9V7iXgCiVF8MR+vkcVf3HnI36deSiMgLiMe+goICQr+SNJjPM2C1PQMjkdOuPXlakvXrHncc5Uhjt5QHgAwVEHOs0tUESk7z6RNnCor7gKT8ymT3Y6HdarTvgQy/XEBteXWhaEpvH46fN8gSEHduv5GsjIKO2JnFt2JOcI7gdCog4KCACoIAoT3fiJs5dOckIyOcrYrRukl2CkrJ0IyCfMAKSf0f5ObyuEpCTCgoIOS1n3REUEL1D9tel60Wy9mVzxszfiwLCMnmXRdbbZTIvw3N/KPtwi137pcaY5Sh6uYZqCYjAW+eEdFpARmyW9obLCvswTauZFCM2J3JtCD55VXA7FBBxUEAEQAFRnvtBQNh5rJ8t17eAWEOG6kFA+v5JC4gaiwhZATl8UXiOrhy6qygg5BSutSgguuePYAvXX2Q4ZimggIjz219TXD5adkTS9kuJKXEdJ8sPjWwPduqlVguf+dDLNcTmdxKa9nr8Mi0gUqfYWdmRSP+WXbwmT/6Vgsx7EpCQKbgdCog4KCACoIAoz//NdX8BYeexfqpzAdnJDNpKJeZzhI+WHaHacr1I+UWEagkI+d01msyQdMWW7ddZASFvaNccTlOkvVqw90wujNicKClUqTuPc//bcZrrL6Gsz0KwIZvn7T2vUiudQ8v++XnLCTCazNDT+5Ck7RdH2ATEkdws9mDffKoxZjmKXq6h/66h8zsJvXVmM5n/4Jcg6zgB8ZnU/vaSAKoJuebFXt4mFBBxUEAEQAFRnvtBQBIzaAHp53NU6ybZRU8C0mcpLSDXZC7glQKbeDHaTpQSOcgRkOkyBWRCkC2qyupo9xWQz1fUBBnYfTpbdFt3HudGE3PA5eaZQQERx/qE+T9zpWU1J6PIPT1hj6JtYa97uUEH1EQv1xCbYFbooc+xVFpAhm6UJyBb4q5Q+8t9+6gUX66y/b0b7KzZQwERBwVEABQQ5bk/BIR+jfyJzgWEfW2tpYD0XnKYaktOwV3Fj6GWgPxn7gGq3hMKCgj5RH1VdKoi7dUCa9K2rceviG7rzuPc8E22OeAHU67L2peNmDY3HAWExfpEXWpOD+99KdQ5VRL2utcq9CsfermGyBtyo0k4NG1M6g1quyG+8gTE71g6tb/UPDFKQ0ZztDdeo4CIgwIiAAqI8ri7gGTkF9d6jfzxn/oWkO0J9GtrpTKDO8L7i2kByb6tvoDYi9MuB/ZGhJx646yA/BpgC+u44pD7CsibXjXnSMo0Mnce58jMz+GWXFn7st8VLxSQWlij5T0/RVpEKzIqmdFkhupqednp7WH9Tqv50MRR9HINDVhF53eKEpDymEu0gHy/IV7WccgEoOxDIFdCTiX+8+Alwe1QQMRBAREABUR5yJs4dyP6Qh4YTeZaC6n7ooBIxvqE3FrUiOPOJl4U+jGUC3sjQgrIFGINh9Fkhmmh8gSEnNKzPEpZAVkUcQF+9EuEyirlbsqE+Ne0fWA0mWFxxEXRbd15nCPnvNuLgsMHCog41gcVT0/YI0km5oafp87pvcoqxdryxhz6ulfjoYmj6OUa+mIlLSBCbwWPXKQF5DuZAkJmvDeazBCfflOJ5suG/B1buP+C4HYoIOKggAiAAqI85E2ckk+pXMHq6JrB79lJYdQgKDVSi1YEsAKiUGI+R3hvIS0gcnMoSEEtAWFvRBIzbD9+zgqIddGt0WQGnyjhJ2qOoPR5sEeHv66NWXvOiW7rzuOcda2L0WQ/Cg4frIDMCUMBYSEjT5XfE5cJMo+O0WSGsnuVirXl9dmRqj80cRS9XEP9VzACcp5/rDl8MY/abvB6aXlerJAZ740m7SI6krlh7D1AQAERxwAA8Oijj8oqLVu2hIwM4dX/9wMoIMpDCsjdcuV+JFwBO8/YWvos1bmAxOtHQHoyWYXVSCTFCojcOfpCqCkg5JoCe6/05XKvsoqrV8rCcGeoII41MShZfHs3HufIKRh+sfJ+B1FAxPn3LNtNf8Fd8ePP/itxoRq/La8xAqLGQxNH0cs1RAq50WSGA+f5s4MfukALiNREk1bIhJNGk3C4X7Uhp5Lbi3iIAiKOAQCgXr16sGTJEvD19RUtGzZsgAcffBDS0tw3WosUUECUh7yJ01NCJymwNw7W8uHSw1o3zS56EpB3GAFJv1Gs+DFcJSAJxOv/PxgBmRp6RlbdQzcmcPsuOyA+fUkqt4rLuXrlThWSy+0S27FGb00S3d6dxznyTZ7csMmsrM4OE39bpAVa9s+LU/dx50dKpDwyMaTRZIY7ZfcUa8ursyJQQEQgF2UbTWaIPMcvIFEp16ntvl4bJ+s4ZL4Xo0m59X1yIQX5j2CL4HYoIOJwAnL9uvQf6mbNmqGAqIReBhU1eGnGfl2+ypbC2ICTvALSe4m+BWRbPB26UKunRgAAby+gk3qpkcm2loAITAeQi5oCQi5qXhqpnIBcyS/h6t0k80m9XK7evssdS0p0G3ce58jcEHKnzKGAiENOc5XykIJN7ijlrYlUXplJC0hGvnB7CksrYM3hNJctVNfLNfQpIyARZ/kF5OB55wRkUcQFan+lxna5dJtuu48ZH3hacDsUEHFwDYgAKCDK0/mPcO7C1SqLqaOQT6nJ8sFifQvI1uP6ERA2q3CqGwkIOxc8XkEBIRNbSVnALRXL1QJV3qzwceFaEXesL1fF1vq8tKISgk9e5d586mGcq66ulrTGgIWclmNvESof7HdltoT1MlqgVf9UVVVT5+dcjvjvLxva+HZJuWLteZkREHtCZM3g/sYcaflLnEUP1xCALWqZtewXEJAD569R2321Rp6ALGCmQQsdR21e8NzLteHXgFOC26GAiIMCIgAKiLJUV1dD+/G2wUOrGN6OwoYatJb3UUAkw2YVvnRdeQllBURoPrJcWAE5flk5ASGjKi2KkHdDaw8y7KXc0MByOXHFlqCzL09gBq+/IhV9ujwGAPQxzv3inwT/mrZP9nTQrsQTULlrOCbvor8rUhbsa4FW/VNSfo86P1JCrbLTY5Wc3ku+tTeazHDZjoCQb0ldgR6uIQCATxgB2XeGPzR1xFlaQAaurv2gwh5eTLSzcEuOEs2XTcfJtjd0I/2Fp5uigIhTS0Dq168Pb731Fty8SYc4u3btGtSvX99lDdMaFBBluVteSQ0eWibEc4QPmBwW1tJrUbTWTbOLPyMgRy5qJyBsVuELKrwF25WkjoCwi1FJAWFvKj1D5AkIGcZS7hN1e4Rbcrl6x247qVi9fJARbnosiKr1uTVEr/XmTA/jnLU99rIZ8/Ec8SZXrmyigNgn/04ZdX6krFljHwBcL1IuWSA53cZosv/WlgxO4Ar0cA0BAHzMhKbfKyAg+xkB4XtTag822ID5tDYC8hTxIPVHv0TB7VBAxKklIPXq1YPXX38dnnrqKbBYbAtsrl27BvXq1XNp47QEBURZ2B8WV83frK6uBu99KU4vwmUT0bmLgGyJ04+AsLk0zucqf22xAiK0IFIu5MJDo8kMcUQISGcFhFzE6b0vRZH2AtAhmL+VGfJSLqTs/HtWZK3PyZt2AO3HudIK2wMR35h0Wfv+c+Iebt8JEiJ+kUzalUx9V2aa1X0z5Sha9U/WrRLq/Eh5gDAxiD6nSmYr78oIyKXrwgIyiJhK6Qq0voassLmxhJJz7j2TS233xcpjso7DrvVRO7AGH5XMFEF7uUxQQMThfQOSk5MDo0aNgubNm0NwcDAA4BsQV6GXQUVpMm/SPyyuenpxNrsQjCYzvDh1n1P1dCGe4JLlvYXuJSCHL2oTOQSg9kJuKfO75eKOAkI+QVygoICsPWLLHPyxygkzdyZmccd6gSeD9TMTbDftANqPc+k3irn2rJSRfZ69AbE3B5wPFBD7XLpeRJ0fKb8T4wPpc3pVwWSB/2LGfXvTRsdsO0l9x9VG62vISl/izU+NgPD3GfmQwmgyQ3+ZAsJOtQs8kaVE82VBPrgwmuwvpEcBEYf3DYg1ItaqVaugcePGMGPGDMjNzUUBcQF6GVSUhlykajSZYbvMBF6Oso946lJY6tg5ra6uhqeJGyiyvLvwkMItVpbNcRm6ERB2HcWZ7ALFjxGUlEUdQygii1zYcJxkEiz2plKugPRZavsBn79XOQFZuN8WNcZj3kHF6uVj47F07lhPja+daJQ8P1VV1ZqPc7Fp+Q5JADuV9OctJ2Qdl31aby+PgJZo1T/JWQXU+dmRKH6Tadp5mtpHyVC5ZEhgo8n+tFHyCb2SyRCF0PoasvIRIyB7kvkFJCw5h9ru8xUxso7DPuhx1T0ESWFpBdUGe29xUEDEsSsgAABRUVHw2GOPQc+ePVFAXIBeBhWlOZl5m7pwNx5Ld8lxNxy1PQVOyXVszUFxGb0wkizveOtbQDbF6kdA2LcIlqvqC4hSkVLUFJD3ifVFc+1k1pULGR3o/3nWfiuhJMuj6CzFZDK4snv0TXv+nTLNxzkyWIGUvCVWyHwnRpMZhm4UDzlMggJin+OXb1LnR0qix993nKL2sRcqVy7/j4h4JPYbQoaJVXIamBBaX0NWPlxKr48Uemu1hxGQz5bLExD2TdfW41eUaL4sbjBTyT/xEX6zjAIiTi0Bad++PeTn0wuEL126BJ06dUIBcQF6GVSUJib1BnXhypn24AyziIVrjq47ySm4S7WdLHwLbvWEHyMg0RolbwKoHVM/Oct9BIRtOxlEwVkBeXehLUGjl4ICMm47fWN2r1J+yFmpzN9Lh8jMK7JFIsrIL651E6f1OLcq2iZMcsKBXisspf6Wb2Rmc57ACIja0ckcRav+iWayZa+OFs83xn7Plcwv9AIjIPbWrS2OsCXKO5ut/n2D1teQld5LaAHZfTqbd7vdp7Op7frZuXnn43876Dddauc24oO9F7CXiBgFRBzJYXhLS0shI8P1Ha4VKCDiVFdXQ1VVtfiGABB5jo6AoWS0H3v8vOWE0wMWO32MLG+7WEDWH70Ms8PO1ZriIoSeBISNqa9GKObAE7SACIWElAvb9phU22J+9qn2FDvZcfkgEzTKDetqj2FM7holw5OysPOzyXwJ7MOHo5duaD7OTQu1TZeRs46LTO5oNMlfSMs+xZ0WigJCwi5UXiIhMSebJFbJ8N7PT6EFxJ5YkALiimAfWl9DVtgIkaGn+AUk9BQtIPbeHvDxawAtmq6aRUHCXv/2xg4UEHEwD4gAKCD2uXr7LvRZegTenh8FJeX3RLdnBx9XhZ8kkyQ5Or0lMYOeFkAJyPwoZRtsh4KSCi6XipT4+AAAfsTcfK0FhI2pnyTxb5CDOwpIdyI/ipKJ6b5cFUu1y14EH2dhp8GQ63t2JNJ9Enzyqubj3E+bbQ8muk3fL3m/i8zDCLmL+1FA7MPm8ZHyRpBc/G00OT7Vlg8yehv7vWYhp2C5IkKT1teQlfcZAQkREBC2b/vKvHZGb02i9l93RF74bCW4dP0O1Ya37Pz+o4CIwwnII488Ao8++qhokYOnpycYDAaqtGrVivu8uroaPD09oU2bNtCkSRPw8PCAM2fEpy/4+PhA+/btoXHjxtCtWzc4fJh+DVZWVgYjR46Exx57DB566CH46KOPICtLXsQEFBBhyu5VUjkdwgQWnZEExGdSF+6kXfLCVzoKue5gjIO5EA6evy4oIPYGIKUhnw7+efCSpH02MgJySEMBYUNaSpUoObACIhSTXi4vzWAE5JJyAkJGB1NSzNmpETslLOh1FPKG3mii86TMNNPhM9ceuaz5OPcpEfq4/Xjp09PI7PJGk/xEpOMD6WkkcvOIuAqt+odNnCplOuMo5sZUyelPnRkBsbdujQz6sF5mbhlH0PoassImmBWSr1oCwpOw1B4j/el+XnNYfHqe0pzLKaTaYC/rPQqIOJyA+Pr6cmXDhg3QpEkTmDdvHvXvvr6+sir39PSE559/HnJzc7mSl2e7AfLy8oLmzZtDYGAgWCwWGDBgALRp0waKioSfYGzbtg0aNmwIa9asgXPnzsHo0aOhadOmcOWKbUHS8OHDoV27dhAREQFJSUnw9ttvQ5cuXaCyUnpkChQQYdibPCmLOMnF4EaT/PCVjlBRWUVlX5cb9s8KO3CSRe3oQiTkNBep89b1JCBsSMvEjJviO8nEHQWElGQlw7JaHxJ881d+gu/txKx3FjIHgtFkW291r7KKe3tkjYLmFX5e03GutKKy1tu464XSFg0nZtyi9pM7BRMFxD7rmd8J087TovuwN6ZKBrcgs14bTfbXrZEComQ4bSH0cK9wOqsmuEyHiWHcmxAhAWHX5/VZKk9ARmxOpPZf4aJ1pCSnmGA6L8+MENwWBUQcwSlYzZo1g7Q05wzT09MTunTpwvtZdXU1tG7dGry8vLh/KysrgxYtWsDKlSsF63z11Vdh+PDh1L916tQJxo8fDwAABQUF0LBhQ9i2bRv3eXZ2NtSvXx/27pUeCUZLARm8OBS+WRsLg9Ydl1wGrz8Oe5JzwDcmHYZvSpS1r9xiXZBrvenoNDlccNuR/klguVoAvRZF17pwlWzTj36JEJuWD78GnIIhvvFw+GIefLchnjpm5z/C4eu1cfDVmjgYuDoWvlwVC1+sPAb9Vx6Dz1fEwGfLY6Cfz1H4xOco9P3zKHy07Aj0WXqkVv4KsnScHKbquSYLmYukw8Qw+HptXK3yzbrj8A2xzzveh6j2vjHngKRjeYacgaqqajh4/jp8tyGed5sf/BIgLi0fJgYlw9CNCTDENx6+XS9c5zNMKOPnp+yFweuPw7frj8OvAacgLi0fhm9KhMHrj8N3G+JhiG88DN2YAD/4JcCPfokwYnMi/LTlBIz0T4JRW5OoxY6+MekwaN3xWpmLey85LNieIb4JcCw1H6aGnoFhf7V/sED7yeRz1qd31s/YLOmvzY4U7ReydJhou8np6X2I93z/tPkEJGbchPGByfCDn/22svWaT9dEn/nnxD3w3YZ4+H5DPAzxTYBhG/nP65htJ+H3HafgxJVbMHmXRdL3hQ1Xah0fPl9R86ah6/T93A3a67Mj4Zu1sfD+HPnjnBLFOme92/T93BSbz1fESNqXTbpm/TulFva78sacA9x3Q0qRc6zB6x0vk4JOwxzfEPh2fRwMXn8cft9xCnILSuHyjWL4NeAUHEvNh1Fbk2q1j29MEipfrald2Kfpr86KEG0r2x+f+BwVPY9S20g+wDKazPDp8hjeNvy85QQ1FUzqOGuvjNl2EmL/GhP5Pue7hqzrHP2OpbvkWnp7fs36tdFbk+C/a2qmfPZaFM27LXsP8PyUvbW2WRWdCtXV1bDuyOVan7EPDexde4PXH4dwSw6sjk6Dn7ecgO83xBO/KzVj3/BNifDT5ppxb/TWJBi77SSM234KZprPwsnM2/DTlhO16rXmbCLH7C9WHhPsn+X+KCD2UF1AHnroIWjTpg20b98eBgwYwNWZlpYGBoMBkpLop+d9+/aFQYMG8dZXXl4ODRo0gKCgIOrfR40aBd27dwcAgAMHDoDBYIBbt+jpHS+++CJMmTJFsK1lZWVQWFjIlaysLDAYDJCfnw8VFRUuKyUlJfDWzN2CN7z2CnuTpGbp/Ec45Ny6A/9mwpPylS5/3Zx0m74flkVeULVN1v/fiXhy9X9zDyhybvoQ4QbfmOZYHzlbnp0UViskrFol8mxOrbcWbHluSrisOp+ZsAe+WBnD+xk73UGsvDh1L1RUVMDJjHxZ+1Htl3HMp8ab4V1G6MjyweJoh9shqa0yz7XRZIYOk8Igv7AEei0UbrdQYRfgSilsUjJrmR5qgd0ns2TXp1ZpP94MB87lCH4XxcqHSw7Xejoup7y/SN3vihLln+PpMa7vsiMu+41hb1a1LB0mhXE32q4ucsfEZybsgaKSUnh2kuPfTUdKXGoejPI/IWlbsb4Vq2fIhtrSqcS5IwsbfpktX6yMgQV7z4nW4+0XDCUlJS69h8zPz0cBAQAICwuDnTt3QnJyMkRERICHhwe0atUK8vPzISYmBgwGA2Rn0wuWhg0bBu+99x5vfdnZ2WAwGCAmho4fPWvWLHj22WcBAGDLli3QqFGjWvu+++678MMPPwi2lW+9isFgAH9/fwgODnZpmbUhBCaull5G+oTU+uLL2d+RsnxLTVvXbgsW3KbnrFCqTd8uDoWgXcEwW+bfJ1Y+nhtqdxDYEBAMyzYHw8Q1ITBpTQhMXhMCf6wNgSlrQ8BzbQhMXVdTpq0LgRnra8rMDSEwa0MIzN4QAnN8Q2CBXzDsDAqGOb41dWzeEQwL/YT/drXKn1uCYd22YJj8199ClonWwuwzZW0IvOxpu5noOmW33WO89pdcvTSl5n9f9qy9fV/mnL8+bTeYVoXA+NUhMMFO3Us3B0NgUDB4/3XuJqwOgf+bTt/ofOgVCuNXh4BpVQj8b1UI/L4qBH5bGQLjVobArytC4MdlNcf+5/jdMNCbv+//b/pumEyeE6b0X0Dv99KUmvbba/viTcHgtz245lwzn81YHwLbA2uu3cl/fcdq9Y2dut+dTbdn8OJQ7rNezGdvzbSdaynfl+DgYPANqPn+2zuvY1eEwJgVIfA5c25e/MP+98Va5m8MgcCgYJjrS/+9nmtrzk3QLvljm1pluX/NeRHqT3tl0poQ8Ntes++0dfKPPWN9CAQEBsOM9cLfT6eLE+fmFU/6evx+SSh0msj/wMVjxu5ax2bHJb4y2U6Z/tf5kfJdeYqQpGFLQ+lxkKdIaRtbfLbYrh++NrDXZ9cptc+J3MI3Joqdi+cm1eyzeFMwtDfV/P+xK9S9jiauDoEFG2uuJf+dNb9L9radvCYE/HcGw/yNtT97YTL9N/+4rPY2szeEQNCumvsOoWP99Cd9P/TcJNvYbh37yHFvzIoQGL08BEYtr33ee82ufd4nrQmBjdtr/uYlm+3fA/htd+29Y3BwMPj7+6OA8FFcXAytWrUCb29vTkBycugFzEOHDoVevXrx7m8VkGPH6Ln8M2fOhI4dOwKAsID07NkTfvzxR8G26ekNSHCwPGvOvklHZui18JBL2yxUJgfR851nmc+ochx7b1U++fOILvpI69J7ie2pU5+lh+1u+78ddFSZHfEZtbZZGkHnffh+w3GH2zZiEx0udn74ObvbX7khHBbZWt6fE2q3fzYdo+eaf7b8qKb94xVGL9SOPJvDfTY9lM4A/L8dJ1VtSyjzpqLXomjFj+GO11BdKd8x05rOZt2CjTFpvNfZaP8TmraVfCvoF3NZkzZ4BtNrwCYFnXa6TnZMnMczJrLX0KC1cTUP3I6kclPHcm7d0fz7JLV8tcYWta/r9H1QXl7uUD0ZefRCcTn3Q/9jovlNC7E4/PdoNca55RuQsWPHUqVRo0bw/fff1/p3Z+nZsycMHz5cd1OwWNxpEXppBZ1p2NHF1kozfTd9U6XWwryVh1J5fxyNJjMMWKX8uXCkj7Smz1Lb1Bix6CM+UZeoc8i3QJfdRm5GaBIyV4vRJJ4jJregtFY/n8sppKamvT8n1G7/sNF2tL5mFuyjhY4Mlzx7D/2qf0KQuhHkwi10LobeS+RFepKCO15DdQU2sd/1olK4W15Z65ozmswwNsCxyIJKQa750iIzNgCdU8Zokh+Ego+fmDHRm+e3k72GrGPI7ztOcQJCJgTVO44EWeGj4G4FPbavkD62s4lCnQkKotUY55ZrQN566y3R8vbbbzt1sLKyMmjXrh1MmzaNW4Q+d+5c7vPy8nJJi9BHjBhB/Vvnzp1rLUIPCAjgPs/JyXGrReiOfGk7EHM+nbkZVBL2xmlRhDrJB1dH8z+dM5rkZyqWgjvePFECIhJ/ncxY+69p+3iTHi6PoqXPlQLCZqM2msxQWlFJRZMSE5Bt8bSAyE0opzTejICQiczmhJ2nn7CqHMJ6H5MM7iOZ4TKl4I7XUF2BDZtcfq8mRDGZaE8vAkIu6g+Iz9SkDeyDNq0ExPrggMzLcUPF5KNKQ+asmrHb8Rv/yqpq6tzJif7HRjR0Jiw6Cog4qiYiHDduHBw6dAguX74McXFx0KdPH2jevDmXUd3LywtatGgBQUFBYLFYYODAgbXC8Pbo0QOWLVvG/bc1DO+6devg3LlzMGbMGGjatCmVpX348OHw97//HSIjIyEpKQl69Ohx34fhJcOEuiLErRTm7aVvnKTmrpDLmsPCAjLEV/nQo+548/QRsThYLHlacpYt18GXq2J5t2EFZJgTAsKG0RQT1etFtQWk7J48AQlIoPPSCP2droIM4Wk00WF+54bT19EfCtzg2CPy3DXqeHIThknBHa+husKfB21vN5+bEs79e3V1da0bY61/a8gkntsTtBGQGYyASMldIgb7UMab56EMew1l3qzJ0k1GG3QnAYm5dINr9w4ncxaRATRGSUgTYGXyLnq66+wwFBA1UVVArHk9GjZsCG3btoVPP/0Uzp61ma01EWHr1q2hcePG0L17d7BY6B9Xo9EInp6e1L/5+PiA0WiERo0aQbdu3SA6Opr6vLS0FEaOHAktW7aEBx98EPr06QOZmfIGJ3cTkB4LbFE69BJb3pu5qVIrbve6I/R875tHQwAAIABJREFUfrKM2Jyo+PHc8eZJjoAUlNheYY8P5I/Dv4KZ9vaDn+MC8gsjIIsjLtrdPq+orFY/l9+rop6GignIdkZABq7WVkDILMpGkxmOpeZzn83fS78dUeIGxx5s4s1PfFBA6hJb4mxvB9+cE0l9xj5UGrddWwF5l4jupmaiTXvoRUBuFZfXGhfz3UhAyDfbp7NuO1UX+TBKzhvjP4JpAZkTdt7hNqCAiGMAqFn/UVxcLHmn8ePHw82byicR0xPuJiCf+Nji06s11UkuSyPpV/ZqZS5lkxySRc7TD6m4480TKSBSbiit2wq9CmfX3fzo57josZmMl0TaF5D8O7UF5F5lFZfoToqA7EykF1o7M+dYCdjpLXFpNgFh14eoLSBRKbSAfLo8RnwnmbjjNVRXCEvO4fr+Q2b9DyvDWgvIh0Ro9KAkbQSEnbKGAuIY1dXV0M/nKPT0PsRN+3OUnkS4dK9w6RIxhREQOfuyoICIYwAAqF+/PpWhXIzmzZsrHiFLb7ibgAxaZ4tcsu7IZZVaJw92ms6Go+q0i832TZbfVPiBdMebJzI/Qz8JAvL9hnh4esIeSL/B/2BiVbR2AsL3Q1tVVU0JyAciAsJmTP96rbYCwsp6fLrtAQ/7JnFaqHLZ0vk4fDGPOp6cRZxSccdrqK5wLNWWV+erNfSbQVaG1Rhf5dCPePAmlIFbbWYxax2VmIHATkvlWxfHXkO3S2qPizeLy51uiyupqqqGqqraaw7lQn4vfKKkT/0mF8IbTWaYtxcFRE0MAAD16tWDRx55BB599FFJpX79+iggKuHol5YcsJydP6kU7OJwa5ZWpfGLzRAUkIkqRAxyx5snUkCkPNEuv1dlN4IKKyDDNzkuIKMZAVkqIiB8P7TV1dVUxnoxAQlK0peALDtAC0hihk1A2OlZzizQlMJRYi620aTOAn13vIbqCudzbWFMf2amsLIC8vsObQXky1W20K0hp7LFd1ABFBD9QT6Q9ZNx3zE1lBaQ+Xsdj9yJAiKOAQDA19dXdpEzZcsdcTcBmbTLFr1h/9lrKrVOHuuZqVFqhUncHCcsIGpMV3HHmydSQD5TYEoNK5fOrLUZs43OO7LsgH0BYcMsGk1mAABZAhJ88iq1/yAVoqXJgVz4azSZ4cQVWxjxJczbEWcis0ghJpUWEDUW6LvjNVRXIOfiTw6i14Cx0dq0FhDyRnP3aW0EhI32qMQbSnZdHN+0avYaItfuWcutOiogZLCEXUnS34yxIZWdSR2AAiKOqovQ3Rl3ExAyUg45f1xL/JipUWq9mSEXTbJltgo3a+5489T3T9sr6c9XOC8gbOSxnzafcLiusYyAiEVLKyylf2ifGu+8gAxer62AsHlVTmbaFmGyb0ecicwihbi0fOp4aqyPccdrqK5Qds+W82PBXvq7xk4H/N8O/iAVrmLoRlvCvrDkHPEdVAAFRH+MD7QlQY48J/2BLBtQgG/tjVRQQMRBARHA3QSEjEp0LkcfXzx/JtmbnCcRcmCTyin1BEMId7x5Ul1AtrhOQO6U3aO2f3rCHgAAeNNLuoCEnMqm6vhWYwFh10uRUWDYtyPORGaRQnz6Tep4akxPc8drqC7R+Y+aDONrD9ORC9lw0aad2goIuVg73JKrSRtmh9ECMl2BKZIOCQjPm+HbJXVTQMhpcccvSw+YxAYUEMtJZQ8UEHFQQARwNwEhpyFl376rUuvkweZaUOsVeUB8Zq2B11rEFjQ7gjvePH1MCIgSi4oVFZAAeQJSUk4LyD8n1gjIf+ZKFxAy2aLRJC9ZlRqwYY0tVwu4z9i3I3OdiMwihcQMWkDUmJ7mjtdQXcIa0GFnAj1tlhUQoTDdroIcO/ad0UZA2EShSqzRYgNz8IUmRwERhpy2KueBLLuex5mIoigg4qCACOBuArKDCCt6p+yeSq2TB7vQV60nVGxOB7KokXvEHW+eKAFRYFHxWib3ys9OCMivAaeousSiltwtr6S27zAxDADkCYj5dA5VhxoJK+XALuo/k20TEFZOnFkYKYUTV25Rx/tOBTlzx2uoLvHZ8prx4til69S/swERtBYQcqpNhEZrH/UiIOzUVKPJDAUldfP6ItefZt0qkbwf+zbLmQeYKCDiGAAATp8+DVVVzsVdvt9wZwGprnY+jJ0SsNNc1PqBYHM6kGWtCiGJ3fHmiRQQJaIasckfR/o7nm+FFZDlUfalsbSCFpBnJ9UIyP/NtWVF7u1lX0D2JLMC4ngiRSVgF/WTT+1YOfFWYVohyanM26rLmTteQ3WJ89m3YdKaECgvp5+gs/lqxgcqH2VQDmTY1APntREQr3BaQGaaUUC0hrwfknMOWJkUi8hoDxQQcbg8INev1zzpeOqppyA/Xx+LmLXE3QSETB6lF8KYm7yolOviOzkA+6aFLHJC8EnFHW+eyESVA1Y5LyBshLNfnBCQcdvlCQi5SNZoMkOnyeEAIE9Awi30d3PYRm0FhJ3SlpJbJPiZMwsjpZCcVUAdb6gK58Ydr6G6hFD/sAIyQYUw53Igp8wcVOn3RQw1BIQNTc73JJ7toyI+AblbN6+vcEsudw4qZeQVYftSLCKjPVBAxDEAALRs2RLi4moWGtarV09WUsL7FXcTkIrKKvh2/XGnjF1p9p3JpS7mIxdvqHIcNqIRWQLiMxU/njvePJECokRYVSUF5DdGQMSmzVVUVlHbd/6jRkC6z5MjIPR38wc/bQWEndJ28ZqwgDgzL1kKlqsFqp8bd7yG6hJC/cOGhNZaQMjM7IcuaHPfMpe5aVUiTDYKiHPE/JXL6Lm/fhukMm8v3Zdi6xHtgQIijgEAYNiwYdC4cWNo37491K9fH/7xj3/AU089xVvqCu4mIHrk4Pnr1MUcq1J4YHaqF1mCkpQP/euOfaS0gGxgBGTUVscF5PcdtICsFBGQyqpqavvnp+wFAAAPGQLCyrEziRSVgJ3Sdun6HcHP1AisQHIup5A6njM5XoRwx2uoLiHUP0sZAVEj0ascyPYcvqiNgLA3rUqEfndEQNjogEaTGQpL6+b1dfFaERhNZug+76Cs/UihNZrkZVFnQQERh1uEHh4eDsuWLYN69erBjBkzYPHixbylroAC4jzRF/KoizkhXXo4PDmwEY3IYj6tfGx4d+yjfoSADFztvID4xtA5XkYrKCCrou0LSBUjIC941haQD0UEZP/Za6rfZMuBfaOUlmcTEFb2nJkWIIWU3CLqeM5EOBPCHa+huoRUAZm0S1sBWUkEaDh6SZ037GKoISBscla+mQ0oIMJUV1eD37F02Q89FzCJNsWmA9sDBUScWlGwvv32WygqKuLbtk6BAuI8bEZlMrmakrALismiRmhGd+wjUkD+u8Z5AdnIJJkcs+2kw3X9b8dpqi4xAamupgXk//0lIG/Nj5IsIBGMgDiTSFEJWKFLv1HMfcaea2emBUjB+vTQWpwJMCCEO15DdQmh/mGTYmotIKS4x6RqIyDsU3MlEoU6IiDFPAJSVEcFxFHYRJtib+PtgQIiDobhFQAFxHmOX6bzCZC5DZSEXVBMFjUWvrtjH326PIY7J0pktmaz3DsjIKadtICsjk4T3Yfcvsu0fQAA8LYMATlwnhYQZ8IIKwErGVfybaEj/WIzqM+cmRYghdS8O4q93RLCHa+huoRQ/7BJMSfvsmjUwhq2xNmS0Ko1xVcMFJD7BzbPjdjDMHuggIiDAiIACojzsPkEzueqcy73MvP5yaLGUzF37CNSQJTIbM0KyFgnBISM5W80mWHNYXEBeWq8bft/OSAg7PokNZ7yy4E9n5k3bQKyiREQNXLbkFy+UaxY3wrhjtdQXUKqgPwRrK2AkOFW5WS8VhJ22s6cMOcThY5lBIRv2iXbR2yCVqNJPznB3AU2z42Uh2FCoICIgwIiAAqI85zOovMJXLquztQ+dj4/WdRYd+KOfaS4gDA3xWMDXCsgz0zYw23fbfp+AAB4e4EMAUmhBcSZKF5KwErG1dt3uc/Ip7zOPpWTQkY+LSC/BpxS/BjueA3VJdxFQMgAJGqtMRTDmxEQr3AUEHeFjfIm5bdICBQQcVBABEABcZ6z2XQ0HXJeu5JEnhMWkNNZyq87ccc++kxhAWFvmJ25SR0fmCx70P/nRJuAvDQjAgAAesgQkENMgAQ1phnJYXMcfT5zCmwCsvX4FcV+FKWQebOEOt7vO1BA6hpC/eMTRQvIFI0FhHz7nZhxS5M26EVA7pbT+ZGMJjMUo4DIgg2y4EwiYxQQcVBABEABcR52MSs5rURJ2Ok0ZFFj2pc79hEpIN+sO+50fewNszMCMiEoWfag32FSGLf9yzNrC0gfEQFhI7Q5s4ZFCdi3HNcKS7nPAuIzFftRlMLV23ep45l2nlb8GO54DdUlhPpneVQq9d3wDDmjUQtrIN9kJl3RSECYdQNzlRCQAFpA+AJPoIAoDxtkYR0KiKqggAiAAuI8acxi1tyCUvGdHCAqRVhAUolwpkrhjn1ECsggFQRk3HbHBWQiIyBSBv1nCQF5dVaNgLzjfUiygBy+SAuIGusc5MC+5bheRAhIQqZiP4pSyCmgBWR8oPKRjtzxGqpLuIuAWBPOGU1mOKVSlEUx2IXLWglIaUVtASkpRwGRAzvFcMNRFBA1QQERAAXEedipHHlFZaoch32arfZbF3fso89X2ARk8HrnBYR9Yv+bggKyXsKg32lyOLf9a7MjAUCegBy9RIeIVmOdgxy2xdPn88Yd27VCLrR19kdRCtcKS6njqZFszh2vobqEUP+sOKQvAUnMsEVaTM5SJ8qiGKyAzNurHwG5W17pdFvqEuwUQ9+YdIfrQgERBwVEABQQ58lmpnLcLilX5ThHLt6oNfBaCzmVRSncsY9IAflWAQHxZ57YO7NOYNIu+QLy3B82AXn9LwHpKUNAYhgBceYNjhKw06xuFtuulcATtIBsPJaualvyisqo46mx0Ngdr6G6hFD/rGQEZGqotgKSnFXAtUWtMO9isJGT5u9NcbrOXwPo5KwoIK6BfcPnzFiLAiIOCogAKCDOc72IfpKqVkQO9maSLLeKlZced+yj/iuOcefkuw3xTtfHThlyRkAm77LIfsL//JS93PZvzDkAAADvLpQuIMdS8xVrvxJsZ6ZZkbK+K+kq9ZlfbIaqbcm/QwuIGk+53fEaqktIFZBp/5+98w6L4lr/+CAKKFGiRgG9ukbFHk1TozdXrt5E/eUaSxI13qh4Y4nl2mIiduwda+y9Y0URKaIiNhQUFLCDqIAootJE+vf3B+7snNmdnW2zuwPn8zzneXT37Jmzc3aG+cyc875+ty3Uw1LuparWGd5OscwFlzULyLsCKiD6wP99G3OupQIiDhUQAaiAGM+rnHyznAz5F5PcIsUiPDmOkdQCMvmw4QuV+QKiy2PvVl4qAfn7Yv0FJDwh3WT9NwX8aVYZuaq+H48mBWTvVWkF5DXvuJXiLrccj6HyhND4bAqzLgFJ5OSsuZcqTZh3MVaFkAuXlwcbLyCTDpECoin5KH+M8gqpgBgL//e9hwqIpFABEYAKiPFkvisgDubComJJtnM1QVhA8gtNv005jhFXQH41gYDw1ywYEylp5nFSQHR57N16djBb/x9LzgEAuq4I01lA+L8ZKSI96cMRnoBwMxhzcx0oPP2x7+oTSfuSkUset/NOmv4iU47HUHlCaHw2hyUQv425Evw29IE7zffBc8sICD93BBUQ+cL/fRtzs4cKiDhUQASgAmI8/MRIJSUlkmwnIvEVsZ2mMwIk3aYcx6jvRpWADN1pvIDw1yxMOWr4BfwsAwSkzRyVgLgvLRWQbitVAvL9Eu0Cwv/NSBHpSR+ORZECwn1yd/IWKSAHrkkrIFm8GwcLTt0x+TbkeAyVJ3QVECnkVB9ecqYLSpXoVgy+gHhbSEDyC4upgBjJlgvk73u/EedaKiDiUAERgAqI8XBPiI2mnpJsO9xIKApPf/bi1G1agCTbk+MYkQISaXR7/NCwxgiI14k4oq3dOgjIZ3NPs/X/uSwUgH4CEskTkKkSRHrSB/46D+7i0VMxz4j3DkY8lbQvOXnkjYOFAVRAyhtC48O/QLO0gHBl+c4zy1xw8ZPXeZ++b3Sbf/AEZH1ovFodXQQkr5AKiD5svfjIZDd7qICIQwVEACogxlNcXMIeyE2mSyMDAHDjyWvipNFuQQgUnv5oOStIku3JcYy4AjJsl/ECwl80bcwTBDUB0WHe7eccAem8PBSAfgLCl1YpQs3qA3+dB/fOZWAsKSCHIqUVEH5CM1PkNeAjx2OoPKGrgMz3t6yAcKcdWSoMr7UISEERFRBj2cYTEJ8IKiBSQgVEACogpuHjKf6SygAARD99Q5w0/rHkHBSe/vhs7mlJtifHMerHEZDhEgiIMU8Q+AKiy8K/L+aFsPX/5X0eANB91QWdBYQvrTN8TR9qVh/46zy4a5eC4lKJ945cT5K0L/y55KaI6sNHjsdQeUJXAZFiep4+lJSobnLdsFAmdH727BVWJCBSrIEsy+y4RArIQSNu9lABEYcKiABUQEyD27TS9RitZwdLto1bSaSAKPNBKDNkmxo5jpGpBYQftcmYJwiz/fQXkLbzQ4jxBvQTkCiegEiR60If/HgCwg3YEMwTkKM3pBUQ/oXM+DWH0aVLFzg5OeHDDz/Et99+i+hoMnP8wYMH0aZNG1SuXBn169fH0qVLtW+joAC//PILvvrqK1SuXBlOTk6SfZ/Q0FAwDIM3b9QzZSsUCqxcuVKybcsVoXMcf4qKpQUEANuXaAtlQudnzzaFgPx5mBSQDefFBaSQCojR7LycaLKnzVRAxKECIgAVENPQ/H3CuC/mSfM0AgBikzOIk0aPNReh8PTH10vOSrI9OY5R/00qARmx23gB4UdtMkZA5vjdJtrSJfKIcpqdwtMfXVeEAQD+Tw8Bucl7ajbLwgLCX2heXKwKnhBy+znxnm9UsqR9KeJMnaw34RCqVHXCkCFDcO/ePcTFxeHHH39E7dq12f0bEBCAihUrYsOGDUhISIC/vz9cXFywdu1awW0UFBSgf//+WLZsGX7//XcqIFaG0DmOP0VloRUIyLKge/jf/ijJgpyIwReQlSHWIyAFEkWeLKvsukIKyGEjnjZTARGHCogAVEBMgzJfg1RPIwAgLoUUEGXW7y7v1waYGjmOEVdAftt93ej2+Nm5p/uaTkB0CTP71cIzbP1uK/UXEP5TMymS7ekDf6E592Lq7F1SQI5HCwtIeno6+vfvjw8//BAMwxBlx44dOvWFO63FZfBKMAyDp09VdwJjYmLAMAzi40svigYMGICffvqJaGPlypX429/+JnhRyD2GduzYobOAKBQKzJs3D4MGDYKjoyPq16+P48ePIy0tDT179oSjoyNatWqFyEiVZOsqIDt27FDbZwzDwMvLS6e+lSWEznHbeVNUpAhQIDf4ArIq5IHRbRoiINwbB1RADGN3+GOTPW2mAiIOFRABqICYBmW0ImW2aim48yyTOGn8suUqcWFqauQ4RlwBGbnH9AJizBqKuSdJAdEl9GEHjoB0X3UBAPDdapWA9BQRkJgkUlqlSLanDwEcAWkwxZ9479y9F0Rf/W6mCLYzcOBA1KtXD8HBwbhz5w6GDRsGhmGwdu1aJCQkAAC6d+8OR0dHraXBFNUTkA+cqsPLywv5+fnIzc3F+PHj0bJlSxQWloYK/uGHHzBw4ECiHxs3bgTDMEhMTNTYT2MEpEaNGti4cSMePHiAUaNGoWrVqujevTsOHTqE+/fvo3fv3mjevDkrP7oKSG5uLlJTU9ly4MABVKxYEadPS/f01lqhAqI7UgjI5MO3iDY3GiggUuXeKqvs4QnIsSgqIFJCBUQAKiCm4cv3c/U7vc/VIAX3UrOIk8bQnZGlF6FrL0qyPTmO0c+bwtn9M2qv8QLCz1thzBqKeQYISMdFZ9n6360uFZB/r9FdQPjT9iydUI0b6aohL2T1+ftpRF/9bz3T2EZmZiZsbGzg4+PDvlZYWIi6detixYoV7GvJycl4+PCh1tJw6inV061tAWjUqBEqVKiAChUqoFmzZnjyRDVGmzZtQpUqVXDmzBkUFxfj/v37aNasGRiGwZUrVzT21RgB4cpOamoqGIbBzJkz2dfCw8PBMAxSU1MBqAREk2jZ2NhonIIVHx+PmjVriq5lKasIneP4i3QXBZg+QprcWBdKCsjqM5YRkGIqIEaz9yopIMZMd6UCIo7ZBGThwoVgGAbjx49nX4uPj0fv3r3x0UcfoWrVqujbty+eP3+utZ2srCyMHz8e9evXh4ODAzp06ICICDKxmoeHh9pj9Pbt2+vVXyogpkF5p1qq6VAA8OA5KSBbLiSg78YrkiVsk+MYcQVk9N4bRrfHz1thjIDM9ycFRJdx+3qJSkD+vUZ/AeFP27N0PgNupKvG00gBCeMJyKkYzQISFRWlNl0KAPr06YMhQ4bo1R9l8Ih6vx9Fg+ZtMHjwYERERCA8PBw//vgjWrZsidzcXAClU7YmT54MBwcH2Nraonr16pg9ezYYhsG1a9c0tm+MgHCloKSkBAzD4NChQ+xrjx49AsMwuHWrNDeNUkCioqLURKtu3bpqApKRkYFmzZqpPdUpTwid4/iLdBdLEKJZbqwPjbcKAeFOnVSWomLLrIuRK/uvPSH2n7bprmJQARHHLAISERGBBg0aoHXr1qyA5OTkoGHDhujTpw9iYmIQExODXr16oW3btiguFrb2fv36oUWLFggLC8PDhw/h5eWFatWqITlZ9UPx8PBA9+7dicfpr1690qvPVEBMgzIkrnKhsBQ8fJFNnDSkDlMqxzEytYDw81YYs4ibLyC6xF5X/q4Unv74/v2TLmXwAV0E5HYKOW3P0vkMuJGu3Hg5cy4+eEn0NTBWs4DExsZqnPbUs2dPDB06lP2/LlOwmkwvFZAa3cehavWaxDk5Pz8fVapUwYEDB4jtFBUVITk5Gfn5+QgICADDMHjx4oXGvhojIHxhYBgGvr6+7P8TExPBMAwbqUufRehFRUXo1q0b2rVrh3fv3unUp7IIFRDd4QvIGhMIiOcRUkA2hVEBMQcHeAJyQst0VzGogIgjuYBkZ2fDzc0NISEhcHd3ZwUkODgYFSpUIHbS69evwTAMQkI0L1jOzc2Fra0t/P3JOdJt2rTB9OnT2f97eHigV69eRvWbCohp6LwslJgmIwUJaaSAGDNvUxfkOEYDNnMEZJ/pBcSYRdwLTt3RW0Dcl6oEpOdflwAA369VCUgvEQG5m0oKiKWj+ZzmRLpqOoMUkMsPSQEJikvV2EZubi4cHBywd+9e9rWCggLUqVMHy5cvZ1/TZQpWsxml0euqf/MbnGrUIhaTFxYWwtHREfv27RP8PoMGDUKHDh0E37dWARk7dizq1KmDlBTDLzzKAkLnOH6UICmSVMqNDedJAVl71jICAoD4jMKTjKZHEccnghQQbevtxKACIo7kAjJ48GBMmDABAAgB8fPzg62tLfLy8ti6ubm5qFChgmDUkaysLDAMgzNnzhCvf/XVV3B3d2f/7+HhAScnJ9SqVQtubm4YNmyY4J04IaiAmIZvV5wnLhKlIPFljskem+qCHMeIKyBjrExAFvIE5GCEeOz1f74XW4WnP3oZICD8dUOWXkx75o5KQJrPDCTeuxKfTvT19G3haap//PEH6tSpg8DAQNy+fRseHh6oUaOGxotvbbScVRq9rs6wDahoZ4dRo0bhzp07iIuLw8CBA+Hk5IRnz0qfxLx8+RIbNmzA3bt3ER0djXHjxsHBwYGYfnXt2jU0bdqUfVJdUFCALVu2ICIiAnPmzMEHH3yA6OhoREdHIzs7W7BfUgrI9u3bYWtrCz8/P+Lpubb+lFWEznG7eQKyNIgKCBWQssNBXoJdofV2ukAFRBxJBeTAgQNo1aoV+yibKyBpaWmoVq0axo8fj7dv3yInJwdjxowBwzAYMWKEYJsdOnSAu7s7UlJSUFRUhD179sDGxgZNmjRh6/j4+MDf3x+xsbHw8/NDmzZt0LJlS0J2+OTl5SEzM5MtSUlJYBgG6enpKCgoMFt5+/Ytjh8/jrdv35p1u1KVbivDoPD0R591lyTbRvxzcj7/setP6BjxygBOFKzRe68b3d6x6+Sdopm+MQa3Ne9kHNHW/quJop/pvEz1BKT3XxdRUFCA7zlrQHot8dM6PreTyESEC/zjLDo+wbGqPCAtZgUS7116QIbhDYpNEWwnJycH48aNQ61atWBvb4+OHTsiPDxc7/4ow2crPP0x0XsnOnbsCCcnJ1SvXh2dO3fGxYsX2brPnj1D+/bt4ejoiCpVqqBLly64dIk83kNCQsAwDB48eICCgtJjqHPnzhrD3oaEhAj2S6FQYPny5cRrDMPg8OHD7P8fPHgAhmEQERFBbDstLU1re4MGDdLYnxkzZlj0t2GJInSO23GRvNheHHDb4n21dFl37j6xT1aH3DO6zcmHo4k2N4Q+0GmM+AKSn59v8f0jp3LgKinYJ6KeGtyWpa4T0tPTqYA8ffoUtWvXxs2bN9nXuAIClE7DatiwIWxsbGBra4uBAwfi888/x6hRowTbjY+PR6dOncAwDGxtbdG2bVv88ssvaN68ueBnnj17hkqVKuHo0aOCdby8vDT+8dm/fz+OHz9Oi4Hl67knofD0x78WnJRsG9t8jpN347eesPj3trby7UI/dv/0WepndHuztp4g9vnglYa3+etqP6KtqZvFx6/d7JNs/X/OL/1tdZqneq2XyHfcuJ/8zQxdY/w+MaYs2KHan82mkceK926yrwt2SP/7bj5NtS8nbaTHEy2l5Y+N5HE/3MLHjTWUcevJfTL6L+OPl5+9yXPiuPW6tckXEF9fy+8fOZVpm8mxnL1Nfue+/fv3UwHx9fVlJUFZGIZhZaOoqIit+/LlS/bxuLOzs06hD3NyctgpAP369cN3332ntX7jxo2xePFiwfeuElCvAAAgAElEQVTpExBpSq+/SqfFDNh0RbJtPE4j5/Mbc9eirI4R9wnI//YZ/wTk+A3yUbXXccOfgCzwJ5+AHNDhCci/lqumYP24vvRu+/drOU9Almp/AnI3hUxEuPiUZe/knrmtCsPbenYQ8V74QzIPSEic8BMQU5VP5wSz29t5KcHk7cvxGCpPRWh8dl5KIH6LSwLuWLyvli7rzz0g9skaCz4BUebvURZL7xu5lUMRZBhe/5tJBrdFn4CII5mAZGVlITY2lihffvklBg4ciNhYzRFzzp49CxsbG9y7d0/n7bx+/RpOTk7YtGmTYJ309HTY29tj165dOrdL14CYhr4bSi98B2/THI7TFDzLyCVOGkJRgkyFHMdImZxR4emPcQeijG7v5K0UYp8bk0djceBdoq3DOkQx67oijK3fd2Nprolef10iBETb+PADFywP1v2cIwXcXB+fzgkm3rv+mJwudv5+muT9+WLeaXZ7umSm1xc5HkPlCaHx4Sdq87bwcWMNbA4jpWxd6EOj25xyNIZoc8uFBLU6msaILyAU/eDntxIK+KELljrH0TUgAvCnYG3fvh3h4eGIj4/Hnj17UKNGDfz+++/EZ7p06YK1a9ey/w8KCkJgYCAePXqE06dPo02bNmjXrh07yNnZ2Zg0aRKuXLmCxMREhIaGokOHDqhbty6ysrJ07isVENOgDP/6644I8coG8jzznclOGrogxzHiCsh4EwiI/61nxD43pYDoEkZZubZI4emPfhoEpLeIgDziBS6w9IUUN9fH53PJzNtRT0gBufBAegFRJhBVeOqWl0Vf5HgMlSeExoefqM3Sx401sOWC9QjIx1RAjIKf3yqYCoikWFRAPD094ezsjEqVKsHNzQ3e3t5EuEegNEoJNyrWwYMH0bBhQ9jZ2cHFxQVjxoxBRkYG+35ubi66du2KWrVqoVKlSqhfvz48PDzUknOJQQXENAzcWnrhO2J3pGTbeMETEG1RgkyBHMeIKyATfKKNbu9UDCkgxiTyW8ITkKM3xAWk+yrVdKufN4UDAHqv011A+JHTvE/fN7j/poCb6+OLeWQY8ptPyelilx6+lLw/7RaoBESXqGT6IsdjqDwhND77rj6xquPGGuALyPpQ9YhV+jL1GBUQS8CP7hhixLUEFRBxzCogcoIKiGkYsv0aFJ6mSX4nRFpWHnHSOHOHCggfpQgqPP0x0QQCEsATEGMS+S0N0l9AvlutEpD/bCkVkD56CMiT9LfENleGWPZC6hIn10fb+aSA3EoiBeSyGQSkw8Iz7PZ0mRKnL3I8hsoTQuPDzxS9ggqIVQlIw6mn2M80mEIFRF9O3CSnFhtzLUEFRBwqIAJQATENw3ZFQuFpmnUHQqRnkwJy7q5+OV/0RY5jRAjIQdMLyAIjEvktC7pHtKVLIsl/c0Lu/rLlKgD9BOTpK1JAVoUYH7vfGLjJBtsvIPMcxSaTYaavxKdL3p+Oi87qJYT6IsdjqDxBBUR3+AKy4TwVELnixxOQs3epgEgJFRABqICYhpF7rpvsoleI1zn5xEkj9B4VED5cAfn94E3xD4gQGEsKiDGZxPkC4hslnkiSm3Rw4NZSAflh/WWDBWT1GcsKCDfZYIeFpIDEpZACcjVBegH5eslZvcZDX+R4DJUnhMbnAE9ALP3k0BrYevGRyQVkGk9Atl58pFZH0xg14gjIx1RA9Ia/tvGcEdcSVEDEoQIiABUQ0/C//VFQePpj8uFbkm0j4y2ZgClM4ihBchwj0wtIqskEZHkwKSC6ZLLvyREQZYS1H/UQkOQ3ZOQ0U2QvNobwBJWAdFx0lnjvzjMyzHRE4ivJ++O+VJXo8cTNFJO3L8djqDwhND4+EaSAWPrJoTWwjScgG6mAyBb+2kZjbmZSARGHCogAVEBMwwSf0njmU4/FSLaNzHekgFx8IO0ceTmOEVdAJh0yXkCC4ngCEmC4gHgbICDciFce2/UXkBSegPx1zvjINcZwlSMgXy8hBeReahbR10gzCEjnZao8KydvUQEpb1AB0R2+gGwKs5yANJ6mEpCGU08Z3Y/yBn9qsTEhz6mAiEMFRAAqIKbhj0M3ofD0x6zjmnO/mILsvELipCH1Il05jtGgbdfY/fOHBAKyKOCuwW15n76vt4Bw13v8932I5582qASkj4iA8HPHWFpAIhJfsX3ptPQc8d7956SAXH/8WvL+dOEkejwVY/q8OnI8hsoTQuNzMIJMQGrpqYvWwPZLpheQ6b6kgGyjAmIW+E/2jQl5TgVEHCogAlABMQ1Tjt6CwtMfc/wMj5Ikxtt8UkCkXqQrxzHiCsifh40XkGCegCwONJ2A6DLlh7veQ5ljRpn0UhcB4eeOMUXkGmOI5AjIP5eFEu89fEEKSNQT6QXkG+/z7PYCY02fV0eOx1B5QlBAIkkBWUMFRE1ANoepLxjXF0MFxG1aAPuZRlRA9IZ/Y82Y2RRUQMShAiIAFRDTMMM3tnSKjhFrBMR4V1BEnDSkXqQrxzHiCogp1uOcvv3cZAKygicgfjoICPdpx9CdpTlm9BEQfu4YUywcNYbrj1UC0nl5KPFePC9r+82nbyTvDzfRozHJuISQ4zFUnqACojs7qICUGfg31ozJuUQFRBwqIAJQATENK0NKLy5NsTBPiLxCUkCkXqQrxzEazBEQzyPGC0gIT0CWGCEgyt+IPgLClY3hu94LyEbdBYSfO8YU0yaM4QYn2/m/vM8T7/GztsckZQi0Yjq4iR6NScYlhByPofKE0Pgc4gmIpYM3WAM7LycS+0RTyFx9Ud64U5btl3QUkOkqAWk8jQqIvvD/rl2OpwIiJVRABKACYhoy3xXANyoZ2XmFkm2joKiYOGlcf0wFhI/UArI0yHQCosui534c2RixW38BecnLHWOKu5bGEMURkG9XkALCz9oemyy9gHATPRoTC18IOR5D5Qmh8Tl8PYn4LVp67ZQ1QAWk7HDmDvl3zZjp3FRAxKECIgAVEPlQVFxCnDRuSDxHXo5j5LFdJSBTjhovIPwT9bKgewa3tSrkAdGW/y3xRc8/bwpn64/ccx0AKSViAsJPXmmKiwZjiH6qynbebWUY8R4/a3tcivQCws2zIkVeHTkeQ+UJKiC6s+uK9QhIE46AuE0LMLof5Y2zd8m/a+FGTOemAiIOFRABqIDIh5ISUkCkXqQrxzEiBcT4kMj8E7UxArL6DCkgukRdGrBZJSCj994AAPTfpLuA8JNXagpzaU5uJakEpPuqC8R7/KSJd57pdk7atGkT/vWvf6F169bo2rUrXr3S/clgT06YY5e69cAwjFoZPXq04OcLCgowZ84cNGzYEPb29mjdujUCAwOJ9/v376/WprOzs8591AeFQoGVK1eqve7l5YU2bdro1MaYMWPQpUsXuLm54X//+5+pu2hVCJ3jjlABUYMvIKY4l8w8TgrIDiogZuHcvRfEfr/2yPDZFFRAxKECIgAVEHnBPWlIvUhXjmPEFRBT5GQ5d5c8US8PNlxA1hggIL9sUeU1Gb1PXUB+WKZdQN68JQVE0yJPcxKTpMp2/t1qUkD4SRPvpWbp1GZeXh7773/9618ICND9gqQ3J8yx39W7SE1NZUtISAgYhkFoaKjg5ydPnow6derg1KlTSEhIwPr16+Hg4ICoqCgAKgFp0aIF0XZamjRJRE0hIMr9mZeXh2rVqiErS7dxkCNC57ijN0gBWRdKBWS3FQlI0xkcAZlOBURfQnkCYsx6Uiog4lABEYAKiLz4eIr5FunKcYyGcARkmikEhHei9jahgAToICDcxIr/2196UcudliUmIBlvyeSVmqY4mJPYZJWA9FhzkXiPn7PkwfPSC9/09HT0798fH374odqThB07drCf37ZtG37++WeUlJTo3B9uUkf+Qszx48ejUaNGWttzdXXFX3/9RbzWq1cv/PLLLwBUAtK6dWud+wSohGHbtm2oV68eHB0dMXLkSBQVFWHJkiVwdnZGrVq1MH/+fOJzugqIpic9CoWCfb+wsBDDhg3D2rVr9eq33BA6xx2LIgXE0uGrrYHd4Y9NfjODCohlOH8/jdjvxiR9pQIiDhUQAaiAyItGU1UJmKRepCvHMeIKyHRfCQTk9H2D21p7lhSQwFhxAeGGFR77XkC407LEBCTzHSkgOy8nGtx/UxCXohKQnmtJAUnNIEMGP3xRKiADBw5EvXr1EBwcjDt37mDYsGFgGAZr165FQkIC8vPzMW7cOEyZMgVFRUVsexcuXICjo6PW0qrnb+z2uPOg8/PzUbNmTSxYsEDr96lRowa2bt1KvPbzzz+zF/NKAalSpQpcXV3RoEED9O/fHwkJ2ufPe3l54YMPPsBPP/2E27dvw8/PD3Z2dujWrRvGjh2Le/fuYfv27WAYBuHh4ezndBUQ7tOY+Ph4NG7cGIMGDQIAPHv2DD169MChQ4e09rEsQAVEd/gCYoqbGbN4AqLp/KRpjJrNCGQ/04QKiN5ceEAKiDFJX6mAiEMFRAAqIPKCG//8doq0YybHMTK1gPAfVRsjIH+de8gTEPG8E9wpZeMP6C8gWTwB2XUl0eD+m4LbKZlsX3r9dYl4j5+zJD4tG5mZmbCxsYGPjw9br7CwEHXr1sWKFSsAAOPGjYOTkxPat2+P9u3b4/DhwwCA3NxcPHz4UGvp5R3Ebo87D/rgwYOwtbVFSor2SGUDBgxAixYt8ODBAxQXF+P06dOoXLky7OzsAJQeQzNnzoSPjw9iYmIQEhICd3d3ODs7Iz1deOGnl5cXqlSpQkx/6tatGxo0aIDi4mL2taZNm2LRokXs/xUKBezs7NREq1KlShqnYJWUlKBPnz744osvkJubCwBo3bo16tWrx+5PMVmSM0LnON+oZOK3aOn8OdbAHiogZYaLD14S+92YgDZUQMShAiIAFRB5wV18dzeVCgif/+6IYPfPDN9Yo9vjP6peYWYB4QrVRJ9oAMB/tuguINl5hcQ2d1tYQO48UwlIn3WkgPBzljx6mYOoqCgwDIOnT58Sdfv06YMhQ4YY3R+uzHHDWnft2hU9evQQ/XxaWhp69eqFChUqwNbWFk2aNMHo0aNRuXJlAJqPoZycHDg7O8Pb21uwXS8vL7Ro0YJ4bfDgwfjuu++I1zp16oSJEyey/1coFJg+fbqaaI0dO1ajgEyZMgUuLi5ISkoS/a5lEaFz3PFoUkCkzO8kF/gComm6lL4YKiDNZ6oEpOkMKiD6cukhKSDGBLShAiIOFRABqIDIC+6dn/vPpV0cKscx4grIzOPGC0gYT0BWhphOQIJ0yLz9K+f7TDxYKiDcheliAvI2nxSQPeGPDe6/KbiXmsX25cf1l4n3+CGDH6fnIDY2FgzDIDExkajbs2dPDB06VOu2dJmC1ab3SLW7gI8fP0aFChVw/Phxnb/Xu3fvkJycjJKSEkyePJmVB6Fj6JtvvsHIkSMF29O0aNzDwwO9evUiXnN3d8f48ePZ/+uzCH3Pnj2wt7cnpnCVN6iA6M7eq6YXEK8TcaJPaKmAmJ7L8aSAGBPQhgqIOFRABKACIi9acE68yjnyUiHHMeJesM+SQEBWhRieEXldKCkgwToIyNCdqu8z6dBNAPoJSG5+EbHNvVctKyD3n6sEpO+GK8R7/JDBT1+9RW5uLhwcHLB37162XkFBAerUqYPly5dr3ZYuU7D6rgpmtxf9/o+wl5cXXFxcUFiof1LRgoICNGrUCFOnTmX/zz+G8vLyULduXcyZM0ewHakF5MqVK7C3t8fOnTv1+4JlDF0FZFMYFZB9V5+IPq3QF0MFhPt3sNmMQLXPULRzJT6d2O+3kqiASAkVEAGogMiLVrNUc9bj07Il3ZYcx4grIF4n4oxuj79YzxgBWR8aT7R1+rZ45u1huyLZ+n8eLhUQbmSsH0UE5F0BKSD7rz0xuP+m4AFHQPptJAWEHzL46au3AIA//vgDderUQWBgIG7fvg0PDw/UqFEDb94YH4Z6MGeR/62kNyguLkb9+vXh6empsf6gQYMwZcoU9v9Xr17F0aNHkZCQgAsXLqBLly74+OOP2b4VFBSgV69eOHPmDB49eoSrV6+iR48eqFq1Kh4/FpZBKQUkNTUVzs7O8PDwMEtoYGtG6Bx34mYK8VvcHFZ218HoCl9ATLGejC8gmqaIUgExPeEJpIAYE1GTCog4VEAEoAIiLz7xUgnIo5c5km5LjmNkagHhL9ZbfcZwAdlwXn8BGbFbJSCTD5dmdtdHQPIKSQE5YGEBefgim+3Lz5vIqT8ZueSC+eQ3pYui8/PzMWHCBNSqVQv29vb4+9//jsjISJP0hztlLzY5A8HBwWAYBvfva55q5+7uDg8PD/b/58+fR/PmzWFvb4+aNWti0KBBxML1goICfP3113B1dUWlSpVQp04d/PDDD7h9+7bWfkkpIKGhoaJheMsLVEB0Z/816xGQlpwbcc1nUgHRl2uPXhH73ZiImlRAxKECIgAVEHnRZo5qysjjdCogfLhTlkwhIPzFemtMKCAhOgjIb7uvs/WnHNVfQPILi4lt+kRYVkDi01QC8p8tpIDwI3Y9y8iVvD/c34sUUeXkeAyVJ4TGx48nIFsuUAE5wBMQUwS0oAJiGSISSQGJS6ECIiVUQASgAiIvPpt7Wm2KilTIcYy4F5Sz/UwvIGvPGi4gG3kCcuaOuICM2ssVkNKwwtzcID+JCEhhESkgByOfCtY1BwkcARm49SrxXg4vYtfzzHeS94c7xU2KqHJyPIbKE0Ljc/IWFRA+UgjIbD+egGgIkqFpjLhTkVtQAdGbSJ6AGHPzhQqIOFRABKACIi++mKcSkKTXVED4cAVkjp/2aS66cNmEArIpjBSQs3fFBWT03htsfWVmd30EpKi4hNjmIQsLSOLLHLYvg7ZdI97jL5h/kSW9gHCfMD2QIKqcHI+h8gQVEN3xieAJiAki6lEBsQzXH78m9rsxN1+ogIhDBUQAKiDy4sv5IexJI+WNtFNU5DhGQ3eq7mjPPWkCAeGFK/zr3EOD2zJEQMbsUwmIMq/JYD0EpJgnIIevWzbfw+N0lYB4bCcFhL9gPi0rT/L+cJ8wPXxh+qAOcjyGyhNC4+N/6xnxW9x60fiQs3KHLyCmCOltsIBw1kK2nBVkdD/KGzeekAJyL9Xwmy9UQMShAiIAFRB50W6BSkBSM6S9QyzHMeIKyDwTCAg/XKExArI5LIFo69zdF6KfGbs/iq2vzGvCzY4uJiAlJaSAHL1hWQF5kv6W7ct/d0QQ7/EXzKdnSy8gozmClyBBVDk5HkPlCaHxORVDCsg2KiA4GPHU5AIyx++2aJtUQExPFE9AjMkpRgVEHCogAlABkRdfLTyjmqIi8Rx5OY4Rd07/fH/jBYQfrnBdqOECsuUCT0DuiQvIuAMqAVEuqicEZLl2AQFAbPNYlGUF5OkrlYAM3UkKSAFvvcrrnHzJ+8MVPCmCOsjxGCpPCI1PAE9Atpsg6Z7cORhJCogpcgoZKiDcaJCtqIDozc2nb4j9bkxOMSog4lABEYAKiLzouOis2aaoyHGM5CQgoToIyASfaLa+clH9ED0FpMEU1TZ9o5IN7r8pSHqtEpBhu8hQuvz1Khlvpf/djecInhRBHeR4DJUnqIDoDhWQssOtJL6AGP70lwqIOFRABKACIi/+vlglIFJPUZHjGHEFZMGpO0a3d5UnIOtDDc+IbIiATOQIiHJRPTd3hS4C0nDqKbb+8WjLCkjym1y2LyN2kwLCny6W+U763x13/0oR1EGOx1B5Qmh8AmNJAdlBBQSHeAKy76rxIb3nniQFRJPUaBqj1rNV4ehbeVEB0ZeYpAxivxuT1JgKiDhUQASgAiIv/rHknNmmqMhxjIZzBGShCQSEn7Bpw3nDBWTrxUdEW+fvi2ee/v3gTba+ck0LV0D66iAgjTgCcuJmita6UvMsQyUgI/dcV3ufu3+yzCAg3P0rRVAHOR5D5QlhAUklfos7LydapoNWBF9A9psgqSkVEMsQm0wKiDFJjamAiEMFRAAqIPLCfalKQKSeoiLHMSIEJMB4AeEnbNpohIBs4wlImA4C8sch1QWyckrZr3oKiNu0ALb+yVuWFZDUjHdsX0bvvaH2Pne6WE5eoeT9+fOwav9KkXdEjsdQeYIKiO4cvp5kNQLCTcj7CRUQvYlLIQUkkQqIpFABEYAKiLzovCzUbFNU5DhGXAFZFHDX6PZMKSDbL5ECcuGBuIBwL5CVT3T0FpDpKgHxv/XM4P6bgueZKgEZs09dQLjTxXLziyTvj+eRW+z2pMg7IsdjqDwhND5BcaSA7DJB0j25c4QnIAdMICDzeAKiaVoXFRDTczslk9jvxgTgoAIiDhUQAaiAyIsuy1UCki3xHWI5jtGI3SoBWRxovIDwM8ZuCjOvgHAvkJVCxU22qIuANOEIyKkYywrIiyyVgIzdH6X2fuNpKgF5VyC9gEw5GsNu76UEa6rkeAyVJ4TGJ5gnIKbI+i13rElAPuUISOvZwUb3o7xxN5UUEGMCcFABEYcKiABUQOTFN97n2ZPG23wqIHxMLSDXH5MCsjnM8IzIO3gCcvHBS9HPTDl6S+37cHOd6CIgzWYEsvUDYy0rIGlZeWxfxh9QFxDu05r8wmLJ+zPdVyUgUqypkuMxVJ6gAqI7R2+QAuITQQVErtxLzaICYkaogAhABURedF0RZrY7xHIco992qzJbLzGJgJAJm7ZcMFxAdl5OJNq69FBcQKYeU10gLw0yTECaz+QKSKrB/TcFL7NVAjLBJ1rtfe7TmoIi6QVk5vFYdntSrKmS4zFUnhAan9O3n5MCYoKke3KHLyAHI54a3eZ8f1JANK0r0TRGn809zX6mzRwqIPpy/zkpIMZEAKQCIo7ZBGThwoVgGAbjx49nX4uPj0fv3r3x0UcfoWrVqujbty+eP3+utZ2srCyMHz8e9evXh4ODAzp06ICICDJxV0lJCby8vODq6goHBwe4u7sjLi5Or/5SAZEX3VaqBCSvkAoIH66AKC/YjcGUArLrCikgl3UQEO4d+uXB9wCQoYZ1EZAWHAEJirOsgLzKyWf7MlGDgHCf1hQVl0jeH68Tcez2pFhTJcdjqDwhND4hPAExRdZvuXMsigpIWeHhC1JAjIkASAVEHLMISEREBBo0aIDWrVuzApKTk4OGDRuiT58+iImJQUxMDHr16oW2bduiuFj4Dl+/fv3QokULhIWF4eHDh/Dy8kK1atWQnKyK47948WJUrVoVR48eRWxsLPr37w9XV1dkZeme1ZIKiLz4v1UXzHaHWI5jxBWQZUH3jG7vxhPLCsgMX9Udeu/3AsJdaN9PBwFpNUuVtOv0be03PqTmNVdADqoLCFeWSkqkFxBuIjQpom7J8RgqT1AB0R3fqGRSQCItJyCfcwTkUyogevPwRTax359lUAGREskFJDs7G25ubggJCYG7uzsrIMHBwahQoQKxk16/fg2GYRASEqKxrdzcXNja2sLf3594vU2bNpg+fTqA0qcfLi4uWLx4Mft+Xl4enJycsHHjRp37TQVEXvx7jUpApL5DLMcxGrlHJSDKJwbGEMUTkK0XDU9ItpsvIPHiAjKLM0Voxen7AAwQEE7W4BALC8ibt9oFhCtL5oA7B12KqFtyPIbKE0Ljc+YOKSCmyPotd6QQkAWn7hBtalrYTgXE9MSnkQKSmmF4BEAqIOJILiCDBw/GhAkTAIAQED8/P9ja2iIvTxVhJTc3FxUqVICXl5fGtrKyssAwDM6cOUO8/tVXX8Hd3R0AkJCQAIZhEBVFLuTs2bMnBg8eLNjPvLw8ZGZmsuXp06dgGAaJiYlIT083W0lNTcX+/fuRmppq1u3KvXRbEoh6Ew6h3oRDSEt7SceIV4ZsPMfun7lHIoxuL/TWI7a9ehMOYXVAlMFtrQ++SbQVdOOh6Gcm77vC1l9wNBLp6ekYvEH1HfvM9xEdn5ZTjrL1j4bfs+j4JCalsn0ZtS1M7f0W7/taf+Ihs/Rnmk8425+U1Bcmb1+Ox1B5KkLjcyz8HnGsbjp9y+J9tXTZHRpH7JNtZ2OMbpN7/NWbcAibQ9T3s6YxajPNl/3MJ1OPWXzfyK1EPXhC7Pc7ickGt2Wpc1xiYiIYhkFGRoa+l+tmR1IBOXDgAFq1aoV370otkisgaWlpqFatGsaPH4+3b98iJycHY8aMAcMwGDFihGCbHTp0gLu7O1JSUlBUVIQ9e/bAxsYGTZo0AQBcvnwZDMMgJYVMLDZ8+HB07dpVsF0vLy8wDEMLLbTQQgsttNBCCy2yLUlJScZewkuOZALy9OlT1K5dGzdv3mRf4woIUDoNq2HDhrCxsYGtrS0GDhyIzz//HKNGjRJsNz4+Hp06dQLDMLC1tUXbtm3xyy+/oHnz5gBUAvLsGRlWc9iwYejWrZtgu/wnIG/evEFCQgIyMjKI16UuSUlJ7I/HnNulhY5RWSl0fKy/0DGy7kLHx/oLHSPrLpYan4yMDCQlJWldS20tSCYgvr6+rCQoC8MwrGwUFanmFb98+RJv3rwBADg7O2Pp0qWi7efk5LCS0a9fP3z33XcADJ+CZS1kZspn/l55hY6RdUPHx/qhY2Td0PGxfugYWTd0fMSRTECysrIQGxtLlC+//BIDBw5EbGysxs+cPXsWNjY2uHdP90Wyr1+/hpOTEzZt2gRAtQh9yZIlbJ38/Hy9F6FbCvqjtX7oGFk3dHysHzpG1g0dH+uHjpF1Q8dHHLMmIuRPwdq+fTvCw8MRHx+PPXv2oEaNGvj999+Jz3Tp0gVr165l/x8UFITAwEA8evQIp0+fRps2bdCuXTsi0sDixYvh5OSEY8eOITY2FgMGDNA7DK+loD9a64eOkXVDx8f6oWNk3dDxsX7oGFk3dHzEsaiAeHp6wtnZGZUqVYKbmxu8vb3VYtwrFAoiKtbBgwfRsGFD2NnZwcXFBWPGjFFb7a9MROji4gJ7e3t06tRJ8KmLtZGXl4yTapYAACAASURBVAcvLy8iOhjFuqBjZN3Q8bF+6BhZN3R8rB86RtYNHR9xzCogFAqFQqFQKBQKpXxDBYRCoVAoFAqFQqGYDSogFAqFQqFQKBQKxWxQAaFQKBQKhUKhUChmQ1IB0ZRd3NnZmX1fuVjc1dUVDg4OcHd3R1xcnNY2w8LC0KNHD7i6uoJhGPj6+qrVMaRdCoVCoVAoFAqFIj2SC0jLli2RmprKlrS0NPb9xYsXo2rVqjh69ChiY2PRv39/0XC5AQEBmD59Oo4ePSooIIa0S6FQKBQKhUKhUKRHcgFp06aNxveUCQMXL17MvpaXl6dXwkBNAmKKdikUCoVCoVAoFIo0SC4gVapUgaurKxo0aID+/fsjISEBAJCQkACGYRAVFUV8pmfPnhg8eLBO7WsSEEPbzcvLQ2ZmJlvevHmDhIQEZGRkEK/TQgsttNBCCy200EKLtZWMjAwkJSWhuLhYp+toSyKpgAQEBODIkSOIiYlBSEgI3N3d4ezsjPT0dFy+fBkMwyAlJYX4zPDhw9G1a1ed2tckIIa2q2m9Ci200EILLbTQQgsttMipJCUl6XilbjnMGgUrJycHzs7O8Pb2ZkXh2bNnRJ1hw4ahW7duOrXHMMICom+7/CcgT58+BcMwSExMRHp6utlKamoq9u/fj9TUVJ0/087rBOpNOIR6Ew5h/tEIs/a3PBZDxogW/cux8Hvs77rehEPw2HiOjo+WMvVAOLuv1gVFW6wfIVHxxLjFP31Gx0jPMn7XJXb/bT8bI1o/4PoD/GfdWcQmJAnWqT9RNSaT913R2h5/fLaciSHGtN6EQ2j0xxG2/hczjrOvr/CPsvj+M1X5bWsY+73aeZ0w23bvJCYT+/pOYrLoGNFiXcVS45OYmAiGYZCRkaHjlbnlMHsY3m+++QYjR460uilYfDIzM8EwDDIzM3X+jCkoKCjA8ePHUVBQoPNnOi46C4WnPxSe/vA+fV/C3lEAw8aIoj9n7z5nf9cKT3/8tvu6Tp8rr+Mzx+82u692XHpksX5ce/SKGLdXOflqdcrrGOmK55Fb7P47GPlUtP6YfTeg8PTHriuJgnW4Y+J1QntUSP74+EQ8IT6v8PSH27QAtn7b+SHs65vC4nX7kjJg/IEo9nt1XHTWbNtNzXhH7OvUjHdqdegxZN1Yanwsde1qCGYVkLy8PNStWxdz5sxhF4svWbKEfT8/P99ki9CNaReQl4B0WHhGJSDB9yTsHQWgJ35zceYOKSAjdkfq9LnyOj5eJ+LYfbXtouUE5GpCOjFu6dl5anXK6xjpyp+Hb7L7zyfiiWj9EbsjofD0x5YLCYJ1uGMy63is1vZ0EZBGU0+x9b/kCMjG82VHQMZxBKTDwjNm2+6zjFxiXz/LyFWrQ48h64YKiDiSCsikSZNw/vx5PHr0CFevXkWPHj1QtWpVPH78GEBpuFwnJyccO3YMsbGxGDBggFq43C5dumDt2rXs/7OzsxEdHY3o6GgwDIMVK1YgOjoaT56oTtK6tCuGnATkK46ALKcCIjn0xG8eqIDox6zjsey+0nYhKjVX4kkBScuiAqIvkw6pBGT/NXEBGbozUuvTh5KSEmJMZuopIAeuqQvIx1P82fpfzFMJyIYyJCBj96sE5CszCkjKG1JAUt5QAZEbVEDEkVRAlPk3KlWqhDp16uCHH37A7du32feVCQNdXFxgb2+PTp06ITaWPDEqFAp4eXmx/w8NDdW44MbDw0OvdsWQk4C0X6ASkGVBVECkhp74zQMVEP2YaSUCcjn+JTFuL7Lo9BF9+f2gSkD2XRUXkP/uiIDC0x/rQzVf/BcXkwIyw1c/AdmvQUAUnioB+Xzuafa1daEP9fim1s3/OALSfoH5BCSZJyBJr9+q1aHHkHVDBUQcs68BkQtyEhDu/NslgXcl7B0FoCd+cxFymxSQ4buogGhjum+MVczDv/yQJyCZVED0ZaJPNLv/9oQ/Fq0/eNs1KDz98dc5zRf/RTwBme4bo7U9/vjsu6pZQEpKSgAAn3EERKgPckS5tkbh6Y92C0LMtt2k12+J/fz0FRUQuUEFRBwqIALISUC4828XUwGRHHriNw9UQPRj6jGVgFhyGswlnoA8pwKiN9zFz7u1LCxXMnDrVSg8/bH6zAON7xcWFRNjMu2YaQSkqLhUQD6dE1wmBWQ0R0DazjefgDx9RQVE7lABEYcKiAByEhDu/NtFAVRApIae+M0DFRD9mHJUFTnJktNgLjxIowtojYS79mDn5UTR+gM2h0Ph6Y8VAlEQC3gCMlVPAdl79bFGASkoKk121oYjIGvPapYgOTJ6r0pAvrSggDxJpwIiN6iAiEMFRAB5CYjq8ffCgDsS9q7so/yDqrUOPfGbBSog+jH5sEpALHkXOuw+KSB0Aa3+cNce6BJSud/GK1B4CgchyS8kBWTKUf0EZE+4ZgHJKywCAHziFcS+tkbgKYwcGbX3Ovu9vphnPgF5kk4KyOP0HLU69BiybqiAiEMFRAA5CQh3AeDCU1RADGXt2QdoPjMQd1O1jzk98ZuH0zwBGUYFRCvc0K2WvAt9nicgyVRA9IY79UeXkMo/rr+sdQquVALyrqBUQFpxBGRVSNkRkJF7uAJy2mzbfZyeQ+znRy+pgMgNKiDiUAERQE4Cwp1/u4AKiMEo51EfEkn8RU/85oEKiH5wQ7cKrQUwB+fuvaDz142Ee+ddl4hmvddd0noDKq+wiCcgt7S2xx+f3QIC8ja/EADQapZKQFaGlJ1kuL/tVo3D53PNJyCJL0kBSUjLVqtDjyHrhgqIOFRABJCTgHDn3847eVv8AxSNKOdRiyX+oid+80AFRD8mHoy2iovAc3epgBgL98J3c5i4gPRce1Hr+f9dASkgnkf0FJAriRoFJDuvVEBacgREaB2KHFEmeFR4+uMzCwpIPBUQ2UEFRBwqIALISUBaz1YJyFwqIAbT9/086r1XtYe9pCd+8xAcl0r8ER66kwqINiZwQrda8iLw7F1SHOkCWv3hXvjqElL532suQOHpj9l+cRrf5wvI5MP6CcguAQHJfFf6fvOZgexr3mVIQIbvUo3Dp3OCzbbdRzwBefiCCojcoAIiDhUQAeQkINwFgHP8qIAYinIetVjYS3riNw9UQPSDG7rVW2AxsjngJ5CkC2j1ZxjnwleXkMrdV5UKyCyBDOe5+aSA/Hn4ptb2dBWQjLel7zeboRIQoYXwcoQ7Dm3MKCAJadk8AclSq0OPIeuGCog4VEAEkJOAcBcACt0Bo4ijnEctFnWGnvjNAxUQ/eCGbl0WZLmLQP7UObqAVn+G7oxg958uIZW7rgiDwlM4weDb/EJiTP44pJ+A7LysWUBe5+QDAJrOCLCK356pGbpTJSCtZ5tPQOJ5AnL/ORUQuUEFRBwqIALISkA482+9TlABMZTv38+jFlv0SU/85iFITUAidPqcucYnNDQUDMMgNDSUfc3LywsMQ55W161bhx07dkjSB3d3d7i7uwMgszYvsWBCUr446rKAVqFQwMPDQ5L+7NixAwzDIDJSN4G1Bv67QyUguoRU/uJ/f8Hp7wMwYfclje/n5JECMklPAdlx6ZFGAUnPzgMANJmuEpClQWUnFxVXBD/xCjLbdh++IAXkXioVELlBBUQcKiACyElAWnDm31IBMZzvVl/Qac41PfGbBzkKSFJSEsLDw4l6LVu2ZCXB1HAFhJs0zZIJSfnjpssCWiogJB7br7H7T5e8Go3+PRIMw+C3dQEa38/mCcjvB00jIGlZpQLixhEQS8qvqfmVI4KtzCogWcR+1hQanv4dsm6ogIhDBUQAOQkIdwHgTIE5wBRxuq0M02nKAz3xmwc5CogmzCUg3JwFlkxIGhhLjpsuC2ipgJAM3qYSEF1CKn/879/AMAyG/XVK4/tZ7wqIMZl4MFpre/zx2S4gIC8y3wEAGk87xb4mlItEjnCfRLWaZT4BefCcFJA7z6iAyA0qIOJQARFATgLCXQA4w5cKiKF8430eCk/xJG70xG8euAJSZ8RmuH3dA40bN0blypVRp04d9OjRAzEx5Jx3pRRMnDgRkyZNgouLCxwdHdGjRw88f/4cWVlZGD58OGrWrImaNWtiyJAhyM4mL5AZhsGYMWOwceNGuLm5wc7ODs2bN8eBAwc0bkvbFCyFQgGGYYiiUCgAqC6MExMTRdstKSnBkiVLUL9+fdjb2+Ozzz5DQEAAISDK0K31JhzC132GoEGDBqhUqRLq1KmD8ePHIydHfS2GNiIjI9G/f38oFAo4ODhAoVDg559/xuPHZJQ45fc4d+4cRo4ciWofVkcFh6qo3KQD6o7ehQec+esFBQX4888/4ezsDDs7O3Ts2BHXrl0zSEB0HSd+/2rWrIkaNWqgT58+SElJIer6+Pjg22+/hYuLCxwcHNCsWTN4enqq7buEhAT0798frq6usLOzQ+3atdGlSxdER0ertffVV1+hSpUqcHR0RNeuXREVFSX63ZQ5iRSe/vAOvot58+ahSZMmcHBwgJOTEz755BOsWrUKgOo3xy/c38/23XthV6cpbCrZw6aSAxStO6j1w8PDA46OjoiLi0Pnzp1hb2+Pjz76CGPGjMH6kNvEBfFHvabAzrUJqlarhsqVK6Pih85w/OQbi8uvqRnCeRLV0owCcp8nILdTqIDIDSog4lABEUBOAsJdACi0CJEiTudloVB4iudQoCd+88C9k+78n8Vo1e0XHDlyBGFhYfD19UXv3r1RuXJl3LunWvSqvHivVasWBg8ejKCgIGzcuBEffPABOnfujG+//RZ//PEHTp8+jSVLlsDW1hZjx44ltsswDOrVq4cWLVrgwIED8PPzQ/fu3cEwDA4fPqy2LW0CEhUVhYYNG+Kzzz5DeHg4wsPD2Qs/fQRE2e7QoUMRGBiIzZs3o27dunBxcWEFZPiuSNT7/Qgq1W6IKtWqY8WKFThz5gxWr14NJycndOnSBSUlJTrv/8OHD2PWrFnw9fVFWFgYfHx84O7ujlq1auHly5dsPeX3aNiwIcaOHYt5G/ejRvdxqODwAezrtyYW0Hp4eMDGxga///47Zs+ejWXLlqFu3bqoVq2aQQKiyzjx+xccHIytW7eievXq6Ny5M9HmvHnzsHLlSpw6dQrnz5/Hxo0b8fHHH6vVa9q0KRo3bow9e/YgLCwMR48exaRJk4gxW7BgAWxsbPDrr7/C398fx44dQ4cOHeDo6Ijbt7VHK/xli0pAvvt1EmxtbeHl5YWzZ88iKCgIq1atwuzZswGUTvtz6dAbDMPg378vZ39nyr9dyn44fvItav3khVp9psHVrbVaPzw8PGBnZ4f69etj7ty5mD17NmbOnImKFSuidccubH9cBi4Dw9igSvNO2HPIF+fOnUOtf0+AY8vOpQJShpLhcqfCtZgZaLbt3kslBSQ2OUOtDv07ZN1QARGHCogAchIQ7gLAaceogBhKp6Xn3t9x1B7FhZ74zQN/Ks+vO1RTsIqKilBQUAA3NzdMnDiRfV158d62bVtifCZMmACGYTBu3DhiG71790aNGjWI1xiGQeXKlfH8+XNie82aNUPjxo3VtiW2CF1oCpauAvLmzRs4ODigT58+RL3Lly+DYRi27aE7I/GhuwcYmwoY4X2QqHvkyBEwDIOAAM1rBHShqKgIOTk5cHR0xOrVq9W+x+jRowEA/reeQeHpjw//+V8wDIOLt0qnNN69e5d9OsU9hvbt2weGYQwSEF3Gid8/JUuXLgXDMEhNTdXYfklJCQoLCxEWFgaGYXDrVmnujPT0dDAMwz6B0MTTp09RsWJFNbnNzs6Gi4sL+vXrp/W7KZOiKjz90bz9P/Hpp59qrV+v+wgwDINBq05q7MeIUWOIY2n0zstq/fDw8ADDMFi9ejUxPgsWLADDMHD+ZSkUnv6o3vnXUvmbcBBJr0tzvHw8RdX2gjIkINypcM3NKCB3UzOpgMgcKiDiUAERQE4C4jZNJSBTqYAYTMdFZ3VaRElP/OaBKyD1/zyBL34chebNm6NSpUrEVJPu3buzn1FevI8aNYoYn02bNoFhGAQHk6E0p06dCoZhiGlYDMOgR48eav1RykVSUhKxLakFJCAgAAzD4MiRI2ptKBQKtu1fd0TAvm4LVKrVADN9b6KwsJAt2dnZsLGxweTJk9XaECI7OxuTJ09Go0aNYGtrS+zzkSNHqn2PoKDSKSp+N1Og8PRH7b5zwDAMDvifBQCsX78eDMPg+vXrxDFUWFiIihUrGiQguowTv39KgoKCwDAMrl69yr6WkJCAAQMGwNnZGTY2NsR39vHxAVAqJo0aNULdunXh7e2NqKgoFBcXE21v2bKFXXfCHYfCwkL0798ftWvX1vrdft6kEpCug8bBxsYGo0aNQlBQkMa/SXW7DQfDMPjPCj+N/Qi9GI76f55gy9i9EWr9UApIeno6MT6JiYlgGAZO/xjIPo1kGAYODT7Dum27kZycTFwsz/cvO7moBnEEpNkM8wnInWekgMQkUQGRG1RAxKECIoCcBIS7AHDKUe0ZbinCfLXwjE5zmOmJ3zwExj5jf9dVv/geNjYVMHXqVAQFBeHatWuIjIxEmzZtiIt75cX75MmTifERWoisvFjlTiliGAbDhg1T68+GDRvAMAxu3rxJbEtqAdmzZw8YhsGlS+ohVtu3b8+2/d8dEahY3VXjegBl+fXXX9XaEOL7779HlSpVsGjRIpw5cwYRERGIjIxErVq1CFng79sT7wXEecBCMAyDHYf9AZROb2IYBsnJyWrHkLOzs0ECoss4CY09fz9nZ2ejTp06aNiwIbZs2YKwsDBERkbi2LFjpd+DE0r58ePH+PXXX+Hs7AyGYVCjRg2MHTsWWVml083mz5+vdRwqVKig9bv123hFFVDAPxbe3t747LPPYGNjg4oVK6JLly7E96nTdRgYhsHPy08Q7ejTDw8PD1SsWBEAeY579+4dGIZB1S97sX2q9cMMOChaw87eHgzDoNJH9fHR939C4emPuSfLjoBw1+I0nWH400N9uZ1CCsitpDdqdejfIeuGCog4VEAEkJOANJqqEhDPI1RADKXt/BCd7uDRE7954ApIBYcP0Phr9bvddevWlURAzPEE5MCBA2AYhljDApSuvdDlCUhOXiE++MgVLb/4CkDpfHW7Ok1RqVYDDF3ug8jISLXClx0hMjIyYGNjw64zUJKXlwdbW1utAnI8OpkQkO2HS6cFWfoJiJiAnDhxAgzD4Pz580S9kJAQNQHhcv/+fcybNw+2trb47bffAAAbN25kx0zTOIhF5Oq7QSUg3JDKb968weHDh+Hm5oYaNWrg7dvSKVAu35YKSL9lx4l2lP3YudcHLoNXsqXf/L1q/dD1CQgRHjb5FUJDQ+Hw8edgGAYuA5dhjl/ZFJAm080nIHEpGcR+vvmUCojcoAIiDhUQAeQkIA05AjL5MBUQQ/l87mkoPMWzydMTv3kgBaQqmv6TXAPh7+9PrIEATCcgQmsLGjVqpLYtMQH5/PPP0a5dO7XvFx4eDoZhcOjQIeL1QYMGEe2+fv1a4xqQNftLv3/NxqXrAwZtu4YP/zEINpXsMWajcRdLyvPfokWLiNf/+usvMAyjn4AcKhWQO3fugGHMswaEO066Coifnx8YhlHL4/LTTz9pFRAln376Kdq2bQsASExMRMWKFbFkyRK9vpOSH9dfVj0B0bCmYtWqVWAYhl1E7tJ9FBiGQe/5PkQ9ZT+85i0gLmj/t189Epf4GpAlagISn5aN4uISuP53TemToG9HiZ4/5QQ3GICbBQUk6slrtTr075B1QwVEHCogAshJQLgLAP88rD3BFEWYNnOCofD0xyyRXCr0xG8eAmJUAuLYqgsqVLTDypUrcfbsWSxduhS1atXC3/72N0kERCi6knIdAHdbYgLi4eEBe3t7+Pj4ICIigg0dXFRUhKZNm6J+/frYv38/AgMDMWLECHz88cdq7c6YMQMMUxoFKygoCFu2bMFHzq6wdayO6o1KBWTg1quoN/EI7JwboWpNZ3h7eyMkJATBwcHYsmUL+vbtS6x3EKNTp06oUaMGtmzZgpCQEMyYMQOurq748MMPtQrIsagkQkC2HVItjB44cCBsbGwwadIkNgpWnTp1TB4FiztOugpIeno6qlevjjZt2uDYsWM4efIkfv75Z7i5uRECcuvWLfzjH//AmjVrEBgYiLNnz2L69OmoUKECpk2bxra/cOFCVKxYEb/99ht8fX1x/vx5HDx4EJMmTcKsWbO0frcfOALStN0/MWXKFDYC3O7du9GgQQMoFAr2N15v4BIwDAM39z64cuUKIiMj2elgyn588Gl31OozHc4DFqHr2EVq/dAWBatVe3e2P04df4bjJ9+gZo9J2OsbgKPHjsG+fmswFSrC9dd1ZSoZ7n+2qNbiuE0zn4DEJpMCcoMKiOygAiIOFRAB5CQg3BPVH4eogBhKq1lBOkUSoyd+88AVkHrjfeD2j56oXbs2qlSpgq+//hoXL14k8mAAphOQMWPGYP369WjUqBEqVaqEZs2aYd++fcRndRWQx48fo2vXrqhatSoYRpUHBAAePHiArl27olq1aqhVqxbGjh2LU6dOqbVbUlKCRYsWoV69erCzs0Pr1q3htXYX7Ou1woeN2gBQXSzVm3gEHX8agaZNm8LOzo7NGzFx4kTiaYEYycnJ+PHHH1G9enVUrVoV3bt3R1xcnFrODv6+PXqDFJCtHAHJz8/HpEmTULt2bdjZ2aF9+/YIDw83Kg+I2DjpKiAAcOXKFXTo0AFVqlRBrVq1MGzYMERFRREC8uLFCwwZMgTNmjWDo6MjPvjgA7Ru3RorV65EUVERsY3jx4+jc+fOqFatGuzt7aFQKPDTTz/hzJkzWr9b73WX2N9+96F/omPHjvjoo49YQRg6dCiRj8VtegCqfdUXlT+shQoVKqh9r90HDsO+fmvY2FUBY1sJVT9yVeuHx/s8IDExMXB3d4ednR1q1KiBUaNGYXVgjGr9x09ecGj4BWw/qIlK73OgVG74JfuEpCwJCDcaWeNpmpM8SgFfQK4/pgIiN6iAiEMFRAC5CsgkKiAGo8woL7aQn574zQNXQBSe/hiy/ZpOnzN2fJQXttaOMtpU52WhAMiLJUuuBTtyPcks89flMk6G0PMvlYDosqZCuQ7w503hGt9Py8ojxmT03htqdZQCAqiPz8bz8WrTrxSe/ribmon8wmLitZkiT5DlBDcaWaOp5hOQmCS+gLxSq0P/Dlk3VEDEoQIigFwEpKSkhDhRTTwYLf4hikbc3udTEXuKRE/85oEKiHaUU52+XlIa5rb/JtXCZUtOxTwU+dQs89flMk6G8P3ai+z+0+WJQoP303D7bryi8f0XWe+IMRm197paHW0CskFAQG6nZCKvsIh4bYZv2REQ7jHV0IwCcivpDbFPIxOpgMgNKiDiUAERQC4CUlzMExAfKiCGoryLKCZx9MRvHk7xBMSDCgiB8kK/w8LSaTR9OaFbtT0JLS4uVstNwS/GcJAnIPrOXxfrmzLnhlzGSQhlokNN5f9WnivN2TH5pOiaNO5NqB/XX9ZYx1gBWR+qWUBikzPwroAUkOm+ZScXFTcc8sdT/M223ZtPSQG59ogKiDWRkJaNjLfa9zsVEHGogAggFwEp4gnIBCogBqPch+MOqEeI4UJP/ObBUgIiFw5cewKFpz/azg8BAPy0QbVw+feDwgKijHakrRjDwQhSQPSdvy7WN33XilgryjUo2krN7yaITmkqLFJNgeq9Tj1XDAC8yCQFZOQedQHhoquAxCRlIDefFBCxNXRygiv1DcwoINE8AbmakK5Wp7yc56yN1Ix3+HiKsOwroQIiDhUQAeQiINw/PgpPf4wXuXimaIb7JGnMPvX50Vzoid88UAHRzp7wx1B4+uPzuacBkKFbtT0JTUxMFMxNoUuOCjF8Ip4YNX9drG+65jKxdrKysgS/Y4ffN8Nl8Er8bdx+0ScK3ClQPdde1FjnOU9Aftutn4CsC32oUUBuPn2Dt/mFxGtTjpYhAeHkY1F4mk9Aop68JrYbTgXEarjxfmzaL9AeSIIKiDhUQASQi4DwFwCK3b2naKaAI3KapicQdemJ3yz43yIFZPA2KiBcdlx6BIWnP1rPDgYA9OFETrLkjYj910gBiaDz1/Wm28owdv9NFXmiwH0C8d3qCxrrpGaQAjJit3bJ5I/PX+c0C0jUk9fIyeMLSNnJRWUpAbnBE5Ar8VRArIVrj15B4emPL+ad1lqPCog4VEAEkIuA8BcAjtWQYIoiDnce8/Bd+v1xpkgDFRDtbLmQAIWnP1rMDAQA9OJETrLkeWDfVVJA6Px1/fl2xXmdL+iz3hWwdbutDNNY51lGLjEm+p7jhATk+uPXyOYJiCUjsJka7rRGcwrI9cekgFx++FKtDj2GLMPlhy+JGz9CUAERhwqIAHIREP4CQLHpQxTNcO/iDd0ZobUuPfGbByog2lGGRm3yPkNzT07kJE2Zrs3F3quP6fx1I/nG+7zOF/QZb1UC8u2K8xrrpLwhBWSYiQQkMvEVMjkCpPD0x+TDZUdAuNMaFZ7+KCkpMct2rz9+RWz3EhUQq+H8/TTixo8QVEDEoQIigFwFZDQVEIPIyFX9ERVba0BP/OaBCoh2lBeFyvwEPdZctIrzgHJtCp2/bjhdloey+08spPKrnHy2bpfloRrrJPMEZOhO/QRk7dkHGgXk2qNXxLlTl/7KiR94AlJcbB4BiUwkBeTiAyog1sLZu8+JGz9CUAERhwqIAHIREH4EEk0JpijivOb8ER+49arWuvTEbx5O3kohftuDqIAQrApRXRSWlJTg32susP8XW8ckJbuvJJLTR+LpxZO+dF6mEhCx5LLcJIP/fJ+Ukk/S67c8AdHvKe+aM5oFJDwhnXgCo0t/5QR3XZXC0x9FZhKQCJ6AXHiQplaHHkOWISguFQpP8bwwVEDEoQIigFwETbFJSwAAIABJREFUhL8A0JIXHnKG+0d8wGbN2YSV0BO/eaACoh3v4HvEhdH/rVIJiFiUIynZxRcQOn1Eb9yXnmP3n1heIm6Eq38sOaexztNXpID8ukM/AVktICCX41/izdt84jVtIaDlRm+egBQWFZtlu3wBCbtPBcRa4D6Z1zYljwqIOFRABJCLgPAXAIrFd6dohvtHvJ9ANmEl9MRvHqiAaGdJ4F1237wrKCIiJ4lFOZKSnZdJAaHz1/WnE1dARHI7cdd3dFx0VmMdvoD811QC8vAlMQVMF2GSE9zADgpPfxSYSUCUkZaUJfTeC7U69BiyDMejk3X6PVABEUdSAfHy8lJLrOTs7My+X1JSAi8vL7i6usLBwQHu7u6Ii4sTbXfdunVo0KAB7O3t8fnnn+PCBTL0oLu7u9p2+/fvr1ff5SIgWbwFgJa88JAz3D/iP22wzgRD5Q2/m6SAiE2NU1JexmfhqTvsvsnJK0TXFSoBEVtkLCXb34cHptNHDOfrJWfZ/ScWUpkrF18t1JybwFgB4U7345aLD14iPTuPeE1MmORET56A5BeaR0CuJqQT2z1HBcRqOHI9iR2X3PwiwXpUQMSRXEBatmyJ1NRUtqSlqf4YLV68GFWrVsXRo0cRGxuL/v37w9XVFVlZWYJt+vj4oFKlStiyZQvu3LmD8ePHw9HREU+ePGHruLu7Y/jw4cR2MzIy9Oq7XASEH4FELLwiRTPcP9BC2YSV0BO/eaACop25J2+z+yYjt4AI3So2x19Ktl0kBYROH9GfjotUAiIWUvlxeg5bt+38EI11nqSTAjJEz0AbK0PuaxSQsPtpeMkTkLKUDJcbWU7h6Y+8QuELTlMSzheQu1RArAVuotXMd8L7ngqIOJILSJs2bTS+V1JSAhcXFyxevJh9LS8vD05OTti4caNgm+3atcPIkSOJ15o1a4YpU6aw/3d3d8f48eON6rtcBIQfgcSSdz7lTOJL1R9xoWzCSuiJ3zxQAdHOrOOx7L55lZOPf3FCt4rd4ZaSrTwBOU8FRG86LDzD7j+x0OoJadlsXaHkaFxJUXjqH+lPSEBC770g1s8pPMtWMtzveQLyrsA8AnIlnhSQs3efq9Whx5Bl4Eb5e52TL1iPCog4kgtIlSpV4OrqigYNGqB///5ISEgAACQkJIBhGERFkSernj17YvDgwRrby8/Ph62tLY4dO0a8Pm7cOHTq1In9v7u7Oz766CPUrFkTLVq0wKRJk7Q+VdGEXASEvwBQLLwiRTMPX6j+iAtlE1ZCT/zm4QQVEK1MOxbD7psXme/QmRO6VewCU0qUCRK5F6l8yssYGUr7BSoBEYts+PBFFlv30zmak6Nxb7AoPMVDWvPHZ8VpzQJy7u4LvMgis6yXpWS43NDW5hSQy/Evie2euUMFxFrgrnF7kfVOsB4VEHEkFZCAgAAcOXIEMTExCAkJgbu7O5ydnZGeno7Lly+DYRikpKQQnxk+fDi6du2qsb2UlBQwDIPLl8k5+gsWLECTJk3Y/2/evBkhISGIjY3FgQMH0KBBA3zzzTda+5qXl4fMzEy2JCUlgWEYpKeno6CgwGzl7du3OH78ON6+fatT/RcZ5B+W/26/Ztb+lpVyO0mVebbbivMmHSNaDCvHrpMZtf+zOVynz5WX8fnzUDS7b568zCIiJw3aqtu+kqJsCCXXC5yOSym3Y2RoaTc/hN1/v+2O1Fo3Lkm1YLmVV5DGOg9S35Ayv0X774M/PssC7xCfV5ag2BQkpWcRr43ee93i+89U5bvVYcR3y8x5Z5btht1LJbYbeCtZdIxoMU/ZdP4hcd4Vqmep8UlPT6cCoomcnBw4OzvD29ubFZBnz54RdYYNG4Zu3bpp/LxSQK5cIaMUzZ8/H02bNhXc7vXr18EwDG7cEL6TpGnBPMMw2L9/P44fP261Ze/h48SJ6rvFfhbvkxzLun2q/dh+9kmL94eW45i19QTx2+66kP62uaXvcj9232zzOY4vZp1USbQF99W49eS4LdhxwuL7Sm7lkxmqsfx+ifax/Itz7moyVfO5a/MB8u+Evr+PEWv8iM8ry7ztJ7DzINl276Vl5zj9+9yTxHc7eNQ8212y64Tafrb0vqCltIxdd4I471q6P/yyf/9+KiBCfPPNNxg5cqSkU7D4lJSUoFKlSvDx8RGsI9cnIKlv+I/Wr1r8DoEcS/Rj1ZzbzsvOmXSMaDGs0Ccg2svYfTfYffMg9Q2+XqxauDxg8xWL9WvdOXK6TlAsfQKib/l87ml2/w3bGaG1blSi6tzVdEaAxjr3Ut7odSzxx2epwBOQUzeT8eQl+QRkpMgTGzmV7ivJJyBvsnPNst3Qu6lq+1lsjGgxT1kdosq/dP/ZG8F69AmIOGYVkLy8PNStWxdz5sxhF6EvWbKEfT8/P1+nReijRo0iXmvevDmxCJ1PbGwsGIZBWFiYzn2VyxoQfgQSS879ljPRT1V/oDst1ZzMS4m+Y0QxDG68dYWnP37ZQteAcBnDEZCHL7Lwd0JAtCfTlJL1ofHkFKzbdP66vnzGERCxdX3cc5fbtACNdbhr3HQ5lvjjs5yT9JKYGhT7jAhhrvAsW8lwu3OSeyo8/ZGdV2iW7V54kMbbz6lqdegxZBm4ARnuPxdeW2yp8aFrQN4zadIknD9/Ho8ePcLVq1fRo0cPVK1aFY8fPwZQGobXyckJx44dQ2xsLAYMGKAWhrdLly5Yu3Yt+39lGN5t27b9P3tnHh5Fkf7xAZbDZV1dfusqsDqIooAK3oq6oIjiusqh4onCKt4KeO2EQ6Jy3wKCIPd9QwiTiwDhSEIIIfcBJCGB3CGBEHJf398fQ/d0VXdPTyYz3dMz9X2eeh7oqfRU9ztV3Z+qet8XqampGD9+PDp27MifMyMjAz///DNOnTqFrKwsBAQEoGfPnnjooYfQ0GC/A5leAISOQKLkXMgkrZhsqw/I07Okk3lxYgO/OmIAYlufbYzh701q/lUidOvbK7QDkKVh6YTdQpLZy1Nz9eDPIQIAsR3RTDh2dZ8QIFlH6KhuNJnx7krbvw/aPnODpQEkIDEfOZfJEL+elAx3MLUCUm4j7KozdfQsDSD5ojqsD2kjYV9IzpNP78AARFkuBRAur0fbtm3RpUsXvPbaa0hJSeE/5xIR3nbbbWjfvj369++PpKQk4hxGoxG+vr7EsaVLl8JoNKJdu3Z4+OGHiZWNixcvon///ujUqRPatWuHu+66C2PHjkVpaWmz2q4XACm6SkYgsTdbNBOp6CyrI2c/mWRenNjAr44YgNjWmPWn+HuTlFuGJwWhW99cHql8Ahfpt8MkgAQzAGm2+vxkBRClkMrCsctoMkvWOVdIAojSCpm9ALI/IU+U5PDTDZ4LILbyPjhTRygACUhkAOIumhmYxtslIeeKbD0GIMpS3QdEL9ILgBRSAGJvqFImUsK463LJvDixgV8d0QCiNGvLyVvsM3rNSf7exF28QoRuHfG7+wAI2z7SfN3vG8zfP6VttXTSusbGJlGdlgLInOA04u+5si9eDCCelAz3xQUkgJRVqfN7DTtTRHyvOYEBiLtoqiABbEz2Zdl6DECUxQBERnoBkIIyBiDOUHi6Ne66XDIvTmzgV0cMQGxr5KoowYOwFI8JQre+vixC+QQu0uKDZBjeQDZ722zdN8UKIEqr2hHpZM6IuoZGUZ2zFIAobdGj7TM7SBpA/OJyRVnWPSkZ7gsLjhDXVlapDYDsT8gT1WF9SBv57kvm7RKVWSJbjwGIshiAyEgvAJJfRjoA2vuSxkRKuOTdVyaZFyc28KsjBiC29c4fJ4gH4SNTrQDymoYAsogCELZ9pPnq/WOQ3ZNKtMOyVLK8MwUkgLy1wvYKGW2fWTIAsic2R5Tk0JOS4Q6aTwLIlUr5zNfO1GEKQPzjGYC4i4QJYCPSL8nWYwCiLAYgMtILgNARSLSMfqNnHU6zDvj3+wbbrMsGfnW0NzbXod+2t9hnxPJI/t6Ep18iQrcOWxquWbt+DSUBhG0fab56TrYCiJLvEz1bXlkrjtSUVnCVqKPkI2QvgOyKycF5EYDY9lnRk56nAORyhUoAkkbadB8DELeRaVcCb5cjZ4tl6zEAURYDEBnpBUDoCCRaRr/Rsw6kFPL3sNePQTbrsoFfHTEAsa3XlkUQD0Jh5KQhv2kHIMIwlWz7iGO6Z1Kg3b/7Q2mFxP2WitSUmk8CyIhmAojQ8VZYdpy6iMxiMsTvhwpO83rSwHlhxLWVqgQgtE394nJFdVgf0kbfbo/n7XIwVRxinBMDEGUxAJGRXgCEdgBUWlpnklZQkjXx0z2TpGPpc2IDvzpiAGJbQ5Yc5+/NobRC9BUAyKtLjmvWrvkHSABhs7fNV4+JgXaP6cLJE6NJ2k8hJY8CEIUgBbR9ZgRKJyLcHn0RGRSAjPagXFTPUQBScq1Gle89mEradG8sAxB30ditsbxdpCL8cWIAoiwGIDLSK4BoGX5TzzIn5PP38C6ZWPqc2MCvjhiA2NbLi6xJ0kKSC/CAIHLSfxYf06xd86mkdWz2tvm6a0KA3asVwskTuZfk5Lwyos4bv9v2EbIXQLaevCBKcuhJyXCfm0sCyCWVACSUgso9sTmiOqwPaaMvBAlgpbaXcmIAoiwGIDLSC4DQEUiUHlZM0toXn8ffw24+0rH0ObGBXx3tic1xaHuht9hHmKMgMDEf9wsiJ728SDsAobNmMwBpvroLAURhtUI4eWI0mVFUXi2qk5RLAohSlDQRgARIA8jmqAuiEL+elAz3WQpAisvVARB6VWv3aQYg7qJPNpyyObZxYgCiLAYgMtILgGSXkA6ASjNb7qwTmSU2M4u6UvRsu1QsfU5s4FdHzgKQvCtVWHX8vGpZjNWS0EF2X3weETnppV+1AxA6ZwSbvW2+uvnYDwvCyROjyYyCMmUAUYqSRttnugyAbDyRLQrx60nJcAfMOawId65QSDK5qrUrhvUhd9GHa6N5u+yUsAsnBiDKYgAiI70ACB2BRMv4/y1RWWUd7poQgEcVkgC6SjtjyJddqVj6nNjAr46cBSBc2MQNJ7Jd2VzVJXw52hObg14CABm88Khm7aJzRrDZ2+apqamJuH/DFSKa0ZMnuVeqRHUSc8qadU7aPtPMKcTfc2VDZJYoxK8n5aLqTwPIVXUAJJgCkB2nLorqsD6kjT5YbU0Auy36gmw9BiDKYgAiI70ACB2BRMv4/y2REKRsrT64StujLxL3USqWPic28Kuj3adJALE3wAJtn883xcBoMmPRwXOubK7qenrWIeIF5d7JVsflFxYc0axddMhWNnvbPDU2kgAyVCGi2S5q8uRiaaWojqsAZF1ElijEr1LYYD3pX7NJAClUCUBov57tDEDcRu+utOZf2mhjUosBiLIYgMhILwBCRyBRerC4q4RRWqTi2Ltam6MuEPexoka+DWzgV0fOApDRaywzVrOC0lzZXNX15IyD/L3ZevICeghCtw6arx2A0CFbpbYpsD4krwYKQJRCKm8/RU6eZF2qENVJyLlC1FHKE0PbZ+p+aQBZE35eFGHLk5LhPjP7EHFtUtvbXKGgJNKvZ3s0AxB3kTD/0trw87L1GIAoiwGIjPQCIHQEEi0TkLVEpy9c5q9BrVjrQm04kU3cx6s2/AXYwK+OnAUgb6+wzFj95J/syuaqrkenWTOfbzyRjbsnWh2XB84L06xdtMMym71tnuoaGon7pxRSeetJcvIko/iaqE78RRJAlFZVaPv8IgMgq46fF0XY8qRkuMJVRqPJjPwy8fY2VygwkQQQqa0+rA9po+FLw3m7rDyWKVuPAYiyGIDISD8AQu6/1TIBWUsUkXGJv4Y8iT3Mrtba8PPEfbSV8ZYN/OrIWQAy7PoDw2d3oiubq7qEiQfXhp8nIic9NzdMs3bRDsts9rZ5qqlvIO6fUkjlTVHk5Mm5wnJRnTgKQJSeE/YCyMpjmSIHd09KhvvUTBJA1Ho2BVAAsuUkAxB3kTD/0u9HMmTrMQBRFgMQGekFQOgQiEM0TEDWEh1OK+KvIVNiBs/VWnWcBBBb8d7ZwK+O6L3t9ua4oe3z0q+WfBnfbItzZXNV1/2CvB8rj2XiTkHkpAFzDmvWLtpfgM3eNk/VdSSA/FshotmGyCyiflqB+JkVK1hhtuc5QdvnZ39pAFlxNEMEIJ6Ui4oGECkHf1eIBpDNUawPuYv+/as1/9KSQ/J+hQxAlMUAREZ6ARA6AomWGZBbIuGAm5KnfsdZcTSDuI+2nA3ZwK+OnAUgXDKxzzfFuLK5qksY9Wr5EfL3219DAKFny9nsbfNUVUsCiFJIZXr1ViqU+WkKQJSeE7R9fvJPlgSQ349kiPxLPCkXVT+Bn5XRZEbOZbGDvytE53bZFCV2dmZ9SBu9sMAa/nxh6FnZegxAlMUAREZ6ARA6Askri/UJIMLtNjHZl1X//mVh5AucraV2NvCrI2cBCPcS8d+10a5sruoSOp3/djiduFfPzD6kWbvo2XI2e9s8VdTUE/dPKaQyvXqbmCMGkJjsy816TtD28d0nDSBLw9JF/iVKiRP1JK0AZH8CmdtFKtoS60Pa6Ll51uSUc4PPyNZjAKIsBiAy0guApOaTAKK0X9hdJYxCFZF+SfXvp1/gpEJZcmIDvzqic7PYO7NK24fzlfCkvekAmS17wYGzxL16aqZ2AELPlrPZ2+apvLqOuH9KIZX/OJpJ1I+9IJ7AickubdZzwl4A+e1wusi/RM/JcGk9SQGIreeCM+VPJZeUymHE+pA2EoZmnhGYKluPAYiyGIDISC8AQodAfHmRPgFktWAW71Baoerf/2voOeI+SoWy5MQGfnXkLADpOdmyVUmvEeKkRCero5P/9ZtxULO20S+rbPa2eSqrIgHkeYWQyvTqbUx2qajOqazSZj0n7AWQxQfPifxL9JqLSkpPTNcGQOjs9usjs0R1WB/SRsJVsan7U2TrMQBRFgMQGekFQOgQiEr7hd1VS8OsKxABifmqf/98agZZKpQlJzbwqyNnAEhTUxO6+ei7b0iJDtVKO34/MV07AJnil0TO3rKXp2bpSmUtcf+eUwipTK/enjwvBpBoCkCUHNtp+9A25cqvoedE27v0motKSo9PDyWu7UKJOgDiF0dmt18XkSWqw/qQNnpMEP7cd598aHcGIMpiACIjvQAIHYFEab+wu2p+yBn+GnafFicuc7XmBJMzyGclQllyYgO/OtpBJVizd2+50D7CkKZahqZ1tuhISfQM9ePTQzVr24/UyyqbvW2eLldQAKLwu110kFy9jcwoEdVpKYDQNuXKggNnRdu7PGmlUfiyaTSZkV0ivzLuTNEAIpXwjvUhbfTQLwd4u0zcIx/anQGIshiAyEgvAJKY4xkAIswdILVn3NWiszen5svbnQ386sgZACLczqLltiRn6xrlqDxhTyLx/0enaQcgk/eSL6ts9rZ5KrlWQ9w/pZDKtP9PuIQP3cnzJCQorQbaCyDzQ86ItncpJTnUkx6lAMTW1lxnam8sCSBrGIC4jYThz/+3M0G2HgMQZTEAkZFeAIQOgfjiAn0CiPABt+q4eLB1tegtLEm54kgynNjAr46cASCFV6v5v3/w5xAXt1g90dt0vt8RT/z/kakHNGvbpL0kDGk1e9vQ2ISxW2M1GU9aouJyEkD+Nds2gMwTrB4bTWYcPVssqhOVWdKsiSraPjRUcmVu8BnR6opek+FK6ZGpJICcVwlA9sSS209XS/yG2XNIG3E+hUaTGd9uj5etxwBEWQYA+Nvf/tas0qlTJ2Rnqz9Lrab0AiB0CESliCnuqh92Wl+gfjucrvr306FD4y9eka3LBn515AwAyS6p4P++5+QgF7dYPV2iZsnHbY0l/v/QL9oBCL0ao9XLU9gZa3JTPalIAM1GkxlPz7Id0YwOQHD4TJGozokWAggNlVyZHZQmWl3Ray4qKT0y9QBxbWolyRWGpTeaLIlGabHnkDbqMdEa/nzs1ljZegxAlGUAgFatWmHRokVYt26dYlm7di1uuOEGZGaKO4QnSS8AQodAHKQQMcVd9dUW6wvU/BD52NquEu1kaSsXiacO/PMPnMV3O+LR1NSkdVMAANspALE3vKfQPsJEnd18zG5zbS1VIfWS+sWm08T/tVzt8dlNvqxKrUCo0YcOp1kBpLFRP3anbasUUnlGYCpR/2CqOIpgZAYJIEor5fYCyMzANBHc6DUXlZQe/oUEEFvBSZwpOgcSAxD3ERfUhBt35cQARFk8gBQViWdN5PSXv/yFAYiL1NwfLR0CcaBCxBR31Zj1p/hrmB4gH1vbVaIfsNFZ4kgynDxx4G9stIZ1tbX9TE05A0DoFcKa+gYXt1od5V6pIq5L2H+MJjP6/KQlgCS4xcuT0DfharV++mp+GWlbJd8levtoSHKBqE5ExiWijtJKOW2fiXukAWRGQKoIbvSai0pKD1EAkl6kDoDQEQD/OMoAxB3U0EiGP/9kwynZugxAlMV8QGSkFwChQyAqhWx0V41cFcVfw49+Sap/Pz1reyJTHEmGkycO/KWCyDu24EtNOQNA6L3vZVWeYTPh1jKjyYxRa04S/7/fN1iztv1vZ4JbvDwJV4fVyt/gDNFwqRRSmd4+GpQkDmMekU4CiNJKOW0felsdV6aZU0Rwo9dcVFLikphaAUQ+OqIzRW8/XXE0Q1THE59D7i5hVEWjyYwP10bL1mUAoiwGIDLSD4CQ+2/1Gmp0xO+R/DV8v0PesctVEvqgGE3SkWQ4eeLAn15k3aqkRSJIKW2PJh/Cr9uZ4ExonyNni4lzFF2tbnG7ws4UwWd3AqpqtVtNySi+RlzXuytPEP+/b4p2AEL3JVe/PKUXXcMbv0fgCOV8fVqwOuwuq3r26GJpJXH/HlOIaEaHYDYniAEknAIQpeSGtH3oCRquTN2fIoIbpRC/elJfCkDO2QjP7kzRALL8CAMQd1AFFX3w/dUnZesyAFGWCEBat26NZ599FqWl5CxoYWEhWrdurVrDtJZeAIQOgfisTgHk1SXH+Wv4aou8Y5er9O128qVJKpIMJ08c+IWOpDtj1M/DIiVnAEhQUgFxDmfE8efOteTQuRafy1GdLSwnrksI8EaTGb1/1M7hno7I5eqXp2FLw4kXAm4FQDg5Y2tCwd1EA4hSSGU6QpVfXK6ozvFzJCQobdW1F0B+9k8RnVuvoeCl1OcnEkBs5YdypujV32VhDEDcQWWVdYRd3l15QrYuAxBliQCkVatW6NevH+68804kJVm3whQWFqJVq1aqNk5L6QVA6BCISjHj3VWD5h/hr2HMevl9la4SHUXocJq8T5QnDvxBSfn8tUvt2ddCzgAQOqHXmYKWv0Bw5/pme1yLz+WoUvKuEtc19Ldw4v9aRvz6jgKQ310MIHSoVKPJEvVKODYGJIpXBdxV9PY6pZDK9PaoPbHiCYRj58iVQKWtumIASRDdY6PJkgCTPrcnAcgDgpwPzho/7BE99i0NE0eG9ITn0JGzxapta3OG6OiDI5ZbIzNGZZYQASAYgChLcgUkPz8fY8eOxY033gg/Pz8AbAVELTX3R0uHQFSKGe+uemb2If4aRq6KUv37hVG4jCYzQlPktyF5wsBPa1NUNn/ts4PStG4OAGBb9AXCJq85ACD0OWyFV7ZHQidELQGETkD68qJjxP/vmRSoWdu+2R6n6ssTna2aAxCh/8/mqAst/h61dP4SCSBKIZVpnxupFcyj1FZEpa26tH1Mu6QBZIpfkujces1FJaX7KQBJK1DnfYAet6RC0+v9OcT9zvW0a4OOUDd8qSXnjTB3T1G5ZZsvAxBlSa6AcBGxVqxYgfbt22Pq1KkoKChgAKKCmvujpUMgPjPbdshGd5Uw46y9+R6cqc83xRD3MShJHEmGk94HfiktOXSOv3af3fLZXdWUMwBkXUQWcY4oG8EF7JEwR8PXGmwV5HSain73woIjxP97TNQQQLaRAOLql6cnph8UvRg3NjYR0ZmktrC4q2j/nr4KIZXpFaft0RdFdVwFIJP3Jon8rPSai0pK908hASQ1X533ga0nPR9AgpOt22Or6/QRnTDnMrk9csj1nDfC5+fJ8xb3BQYgyrIJIAAQFhaG//u//8OgQYMYgKig5v5o6RCISkmr3FXCmSYt4sh/soEMY2pry4beB34p/eSfzF+7rdCCasoZALL8SAZxDtpRubkSrjy884f8/l9Xi956+ezcMOL/d00I0Kxt41UGEKkVkOLyGsI5emage6zq2SNhQAijyYwHFCKa0cC35aR4tYeGBKVZZ9o+9CoLVybuScRhQcJHo0nZwV1Puo8CkJQ8dd4HtlAAIuVvpvfn0Mpjmfz1qZVfpaXKolYn//3rMTQ2NqHfDOskyK7rK5AMQJQlApBu3bqhpIScJUxPT0fPnj0ZgKig5v5o6RCISkmr3FV3Twzgr0GLZIofrSMBxD8+T7au3gd+KY0V+MBosQIlJWcAyK+h54hz2FrZskehKYX8ubTMuUNPPDw18xDx/+4aAshYyp9q8UHXvTw1NjbhrgkBxPcZTWYk5pQRvgk+uxNb9D1q6hwVYEAppDJ9vzeeyBbVCaMgQclXkLYPHdlMeF+FCR+17hfOVu8fg4hrS85TJ5ra5ihy7Fvkwj6klYTR28LO2J+HTkulF5Grky8sOCLy2fo11GIrBiDKsjsMb3V1NbKzxQObp0o3AJKufwChk/tosY1sNJVHYW+sOJIMJ70P/FIS5mFxlxlMehsCt99WSUL7zAxMI84hFSGoORL6ytyvYahbOvIQvQrQzcesWdu+pvypXPnyRDuFciU4uYCY9f98U0yLvkdNnSkgAUQppPKXm08T9ddHZonq0KsU/ZsJIHRkM66YdiXgUFohcUyvuaik1IsCEHvCOedeqcLryyJaNNYIxxnhS61Qen8Ofbg2mr++DRLQ7I5KKyCDfzw3N4wI4GI0mfHd9TQCDECU5dI8IL7BSyHuAAAgAElEQVS+vjAYDES59dZb+c+bmprg6+uLzp07o0OHDhgwYACSk5MVz7t06VJ069YN7du3x8MPP4xjx8i44zU1Nfjqq6/wf//3f/jzn/+MV199FTk5zQstqhcAoeO7K2XNdUfRsbWVwk66Qu+vJgFkl41QtHof+KUkdGJ+WMHpVS05AiDVdQ0ovFLB24fOkbAtumXOyPMPnCXOV1FT36LzOSr6hZJOmGY0mdHU1KRJ2+iADq58eUrOKxNdt9FkxrqILOIe2QqX6W5KzSdfcnophFSm/dfWhJ8X1aFXKZSCldgLID/sjMfBVApAdORUrKSek5sPIMLff2OjY31w4wkSQBaGnhXV0ftzSBj5ckZAqtbNQfzFKzDtSkBxeY1snaTcMlE/4p4JPSYGwmgy483rkbEYgCiLB5Cbb74Zf/vb3xRLc+Tr64v77rsPBQUFfCkutu7BnjVrFm688Ubs3r0bSUlJeOutt9C5c2eUl8uHZdu2bRvatm2LlStXIjU1FePGjUPHjh1x4YL1xeKzzz5D165dERoaitjYWDz33HPo27cvGhrsd3TSC4DQIRCVsua6o0qoWUxnZnG+WFqJa3a8JNKJ3KQcOTnpfeCX0pOCPax3+jj+4HSmmgsgDY1NeG1ZBO6dHIjfNlvsQ4cPXReR1aI20c645y+1PK+IIxJuBTOazCJn2Za8/LRU9Iy8K1+eaBDjyszANGJm/j+L9ZMcj4aqeyfbDihA+69JhdGmVymUVplp+9CO7sLZXvq3qKeoRkq6d3IgcW2JOcoA0n/OYb5+dFapYn0pbaAAZMEBzwKQpqYmAu60XqGsrW/kt3KO2yofXCTu4hXCLv1mHMSY9Zb+98X1cY/bhcIARFk8gKxbt44va9euRYcOHTBnzhzi+Lp165p1cl9fX/Tt21fys6amJtx2222YNWsWf6ympgY33XQTli9fLnvOxx9/HJ999hlxrGfPnvDx8QEAlJWVoW3btti2bRv/eV5eHlq3bo3gYPtfbLUEkFnr9mHXqQvwi8tVLLOCyC0mD/gG2/V39hb/+Dx+RiAxp8yp5+YKHanorgkBdv9tSHIBqusa0NDYhKNni/nje2Jz4LM7Ed18zHh8eii2n7po8zzC2RijybK1QK7u7pgL+HHVPuyOsc9GXInMKEFlbT0iM0rQ0NiE6roGhCQX2PW3++LzbBZ/hRKUVICKmnrEX7yCk+dLcTC1EH5xuci7UiWa1TGaLCsFrrB1cwr9sj9gzmGb9YXbre6btB/h5wpFDtFvrziB6roGhKdfQkTGJdQ3NOLk+VK72/TK4uPE+eYEp7XoGo+fu4RTWeLv3xtrKXtic7AnNge7T1vKrhhLoVd2pMreWOnfYF1DI6KzSrEvPg9hZ4pQ39CIwqvVCEzMd4rd6Jwkn26IkexDU1btQ17pNSTllmF/Qh7MCfkISLSUrEsVKLxaTfzNyfOlqKipJ9o5cY90grweEwOJZG6PTA3V/Pdsb/ntcLrN8TA5rwwl12qwPyEPp7JKRf5rb684gbqGRhSX1yAoyTK+zAhIJeo89MsB/jdGF7+4XOw6dQGTV1qfQyOWR0re5zd+j8A0cwpx7JGpB5x2L8wJ+SirsrzAnb5wWZX7n3elChnF1+AXl0v4JhpNFmdwW39LO4+/88cJxe9LybuKsso6BCcXICAxH/7xeaJVrf8sPobqugbiGefoc8gdCj25xI3t6UUWZ/SsSxVE/ZPnS3GN6vvCZ19IcgEqa+txIrNE9jszi68h70oVAhPzYU7Ix/4Ey9/ui88TBVnYfTpH8hwLQ89K9gOjybK912iyTOBx9tm4kwGILcluwfrLX/6CzMyWJSTz9fXFn//8Z3Tu3BndunXDW2+9xZ8zMzMTBoMBsbEkbQ4ZMgQffPCB5Plqa2vRpk0b7Nmzhzg+duxY9O/fHwBw6NAhGAwGXL58majTp08fTJkyRbatNTU1uHr1Kl9ycnJgMBhQUlKCuro61UplZSWenbZf8eWCLvRMjTNL359CsD4iE90lnD2dWXpMcuwanpsbhvkhaU5pwz0OtsHe0nuKZdbnhx1x+NfsQy79Lrq8uuSY6Ni/Zh/i9zk/4Bvs8ut3pLTkt/34dItvhPC3+8pi630YvjTc4XO7Q6HvzSNTDyj+De0vMmZdNO700cZuT888KDmu9P4xCM9Rkb2MJjP+s0j8GzaaLC/CLy44go/WnmxWG925yN2/uyYE4EVB2GXuNy50xv9w7UlJ5/yeLnxOuOoZ9PXm00jNveySc0uVf80+JMr/0dz7dteEALufl3dNCMDghUcV68n99vVc6N/o/b7BmB+SJnnvlK5f6fM+PwXzfcXZ7TaazCgqqxD1gfkb/FBZWanqO2RJSQkDEAAIDAzErl27kJiYiNDQUAwYMAC33norSkpKEBERAYPBgLw8MtrQxx9/jBdffFHyfHl5eTAYDIiIIKPhTJ8+Hffccw8AYPPmzWjXrp3ob1944QV88sknsm2V8lcxGAzYsmUL/Pz8VC3vL/THCzPsL4Nn+OOXNfvw/kJ/DJru3PKILwlDfX/c7/Tv4IppxT58tmRfs/7mvslk+x6YbG3fG/P8MWXVPry7wL77+MY8f8xatw8vzXT+tfWeJA2V90923f3kyuM/ib/7Lh/xsT+2+uF/K5p3/11dXpppscmIefbZ8J35/pjwxz7Rtb27wN/mA6XnRPvt8OY8f8xb74dhc/zx7xb+Vh6esh8PTN6P56eLr+XF62WwRHlppj9enuWPmev24e35lnN9sNAfK7f64fPfpG34mK/yxIaz7DZsjj9mr9+H/8ySr3OnydqePpP3Y+A0S6Hb1H/qftw7kTz+mK/VXi/P8sfSzZaxc/tuPzwwWXwOrX/HzS0vzPDHpJX7MGYx+ZvoLtFvufLBQunfOHfOF2f4Y9qafRhp53hIl6Gz/TF/gx/eXeCPeRv8MHSOv+jc7y5w3j14+hfLtT7x035MXmnp070nuW68HDBVfG+fn+6Pjxb5Y/LKfXhhhn3neWmm5T4t2mgZI2zVvZOy51M/70cvwbNCauxW45mh1m/8x1X7MOpXy7/vmUBe679+sVwn3fcf/4m8fnpc6yUxlgv7zZ0myzjz/HTLuDtouj9ene2PqWv24deNforP/xdmWN4rXpnlj6d+tnzXV0v3wc/PDz9Qz09uXFKzbNmyhQGIlCoqKnDrrbdi/vz5PIDk55P5FsaMGYPBgwdL/j0HIJGRZJjQadOm4d577wUgDyCDBg3Cp59+Kts2d1oB8fNTn5rlyrXKagycZ52JDEnK07xNwjI3iNxa8MOOOLe0kdzM7Ioj6S5v77aT5Ba3/yw6hrP5V0Rtqayu0dyezrLPc9SL7LrwTCw8cEb25e3tFZGat9vVRTiLPGDOYUzYTe7rn7o/WVUbvTTT+sK8Izqb/4ze9pKSexmvLyNXqtZHZMqe+9gZ0ifh9WXhmt97ZxVhvgG67IzOxqxAcjuUr1+iw/bR+jnEjVG9fgzCvGDLOP+9C8f3cwXqj4mPUiuWMecvYcw6a3SozzacEtl03JbTbmMjZ5bPBL5Mz809zB9/jVql3hKVRfzd9pOkv8zoNVGicw9ZYt06O3BemCrXo5V92AqIDQ0aNAifffaZ223BoqUXJ3Q1FJVZgjt9LM6FDW7gnCyUMAOp0WTGpL2uj/fviI2+2HRa9HAzmloeFtYe7YzJIb7z1SXHcZ5KqGQ0mVHf0Ojytqihuro6EYBsPJGNFUczJG1gNJkxclWU1s1WRVy45aCkfJEfyewg9ZL11dXV8StVPSYForza2pfobYAZxdfwxu8RxLFNUfJhO09kkjlSuKg0niCpbWnCsWTxQXI8nOWgTd3hOVRd18BfxwfXoxQuDRMntXSWpMbEOhePiU9SQJmUW0b4f3yx+TTmh5ATJ99u1zbMq6u0+vh5/hp/9Evij4/4nfQ/2klFqNyfkEd8LuXQLozi9tlGdRzetbKPLn1AvvnmG6K0a9cOH374oeh4S1RTU4OuXbvi559/5p3QZ8+ezX9eW1trlxP6559/Thzr1auXyAl9+/bt/Of5+fm6ckJ3x0ElreAqiq5Wa90MkehM1z/5K4dxbqkcsRGdLIwrEemXXNhSi3ZRADJkyXFRRlejyex2cOmo6urqRFt5NkVli4IdCMt/10Zr3WxVVFZZh5hsS2Sen/3JmdV5IWdUa0ddXR127PbD5xtPYdVxMmwsnXsh61KF6CVkc5R8OGU6S7yWGeudLVu+Av7xeaLxUCoCmT1yl+fQo9NI/5aAxHzlP3JQUmOiqydlnqH8AM8UlBNhfL/cfBoLqNDf32ucZ8JVSsixrkAJE8a+tYLs+3tiSQA5QEVhG78tTnRuYb+Yr9I4xwBEWTyAPPvss4rlueeea9bJv/vuOxw5cgTnz59HVFQUXnnlFdx44418QsNZs2bhpptuwp49e5CUlIR33nlHFIZ34MCBWLJkCf9/Lgzv6tWrkZqaivHjx6Njx45EksTPPvsM//znP3Hw4EHExsZi4MCBHhuG19slnDUxmsyYrkI8cUdsJBfG8lyhfMhpZ2n3aQpAfgv3SgChI68Iy8frT2ndbNU1nYqM5OjLqiOy1Yfuo0IKXyipbBaAxGSTAPLeSs9Z3Rrym3zQhIDEfKwNJ8dDR1cM3OU5NIzafuPKTORaAAi9opVRfI2I3PfVllgsola1/rczAYD72MhZqmtoxFMzD+GhXw7gqmBF9J0/yBD59K4BYcJRo8kSwZKWMAz1vvg80eeuEAMQZbk0ESGX16Nt27bo0qULXnvtNaSkpPCfc4kIb7vtNrRv3x79+/dHUlIScQ6j0QhfX1/i2NKlS2E0GtGuXTs8/PDDOHr0KPF5dXU1vvrqK3Tq1Ak33HADXnnlFVy8KJ/XQUoMQPShDZHkrPacYNdvI3HERj67pcOFXq6odWFLLdoTKwaQ7BLxw9Ydcn84Q3IAQt8HYdE6Dr0WorPELzkkThjoKtnqQw9QEYhyLleKwsBuOSkPIKcvkBGTPGl7nVw4XMuscb4oDCy9umSv3OU5RCe1tCenk6OSGhNdPSlDh3/PLqkgJqu+3hIr2mbss9szAQQALl2rQSG10+K9lVHE9dMAQW+5FG7f4nSxtJL/PDVfnXc6BiDKcimA6FkMQPQhelZbjVlcR2w0xS9J8qVBjZd++sV7qBcCyOaoCwhIzJd9eft6i3zyKU/V3GByb7kr99fTstWH6Kzu+WVVzQKQeCpZ2AerT7ryUlQV58MjVUKSC0SrnRtPyPvK2JK7PIeEea4emRrq0u+6UFIpuqeuHhNf+pUMHZt7pYrIfzR2a6woL8zEPRY/R3exkatF/+b3J5AAEktNOEwzp4jO0djYhOfmhqHfjIOoqbd/J0xLxABEWQbA4v9RUWF/Rl8fHx+UljqW4VMvYgCiD9H+Db8ddv1LlCM2+mV/iuRLgxraG5tLfOewpeGSD9umJs8GkIOphZI2MJrM+Ga7eN+wp4veW77iaIZq322rDz38CxkZqPBqNd6kAGSrDQBJzCETa45e4zkA8pEgQhJdQlMKRQ65O041b+Wfk7s8hzZFWSMcfbHptEu/SwsAeXUJmdi06Go1kVxz3NZYLAsj/Xom77XM8LuLjVwtLgABVwIpP6DkPLK/zw2W9vGormtAVa068AEwALFHBgBo3bo1iouL7f6jG2+80SURstxJDED0IS77qJovUY7YiN7uoiaA0Pdo2NJwYklazbaoITkAOX7ukuzL2w8747Vutuqi95Y7ul3HEdnqQ49SiRKLy2uaBSD0C8mHHhRgQC6antFkxuG0IpFDrqP73d3lOXS2sBx3TQjAiOWRfEZ0V0lqTHT1pAzt41JyrYZYLR+/LU4UWGCKn3cByH/XktAtdFAHgPSia8Tniw6qt5XUlhiAKMsAAK1atcLNN9+Mv/3tb3aV1q1bMwBxkbxlUHGWAqltNWvCXf8S5YiN6FCKWgLIcC8EkC0nL+AUFR1JWCbscX34ZncTvbVjrQp9h5OtPvTEdDI0aWlFrSgSzrZoeQBJzb9K1P1onecEGPhG4KBMlyNni3GUcsgNTi5QPqmE3Ok5VF5dp8rqrBYAQgdXKKuqI6LTfbMtDn8czSTq+O6zRHp0Jxu5UvSqXwj1m6bttvyIeiu5tsQARFkGAFi3bl2zS3O2bOlRDED0oVBqxm+Dg3uemyNHbETH59cSQF5bFuHxAPL8dDGA0FtzhEXKcdHTRc+sqtF3ONnqQ0/NJEOTllXW4e0VZCSc7dHyW4vOFpYTdT/Z4DkA4rM7QfY3fOxcMaIoh9zDZ4oc+h5vfA5pMSbSEZ4qa+uJ6HTfbIvDymMkgPzsb/Fx8BYbjVl/irj+0JRC4vOi8mrNJlJsiQGIspgTuowYgOhDYWeK7J4ZdZYcsRG9j9doMuOpmYdc2Eqr9sWT+8Jf91IAoV9MpR7q3iT6xcaWY7ezZasPPT2LBJCr1c0DkPQi0s5qJR5TQ3TySGGJSL8kcsiNyHAsz5A3PodyLqs/JtIO1jX1DYTj/Tfb40Sh5qfu9y4A+WQDCSCH0kgAKaus02wcsyUGIMpiACIjBiD6UEQ6ua9/F5Ul1RVyxEb0y969kwORmOO6mPZC+UsACP2w7ebj+QAiFfmLKzNUyB/jblpD5Yyw9VLvbNnqQ/3nHCbaVVFTL5op3m7DuTqjmNwT7mrnZTU1g8rdIiyRGSVIySO3n8VkX3boe7zxOaQFgND+DY2NTUR0um+3x4tyu3C5rrzFRsLM8EaTGWHUql51XYPq7wD2iAGIshiAyIgBiD5EZz1WI8mQIzZaT+UryS5RbwsjDSBv/B6B3CtVxLE7PQ5A/Inr23ryAgrKyKV6YZkd5Pr8Me4mOoeOmg9uW32ITs5WXdfQLAChE8p9udlzAGSejC+Z0WTGyfOlIvhKynVsksMbn0P0mKjGpMzHgu1F3PcJo9N9tyNe9OyYEehdAPLFZjLwwtGzZMCkxsYm4nM6TK9WYgCiLAYgMmIAog/RWw6CkvKV/6iFcsRGdIKwvCtVLmwhKTo054jfI70SQC5X1Mq+vM0/oF4WcHeRMMSp0STOMOxK2epDA+eRAFJT34B3V5IAYiu8LB1O1ZNyvNBJ6cjVjlLR1sr0onKHvscbn0N5GoyJwtn9HhMDAZD+gt/viMfGE2Q/nXV9ssRbbEQnozx+Tryt8O6JAfznBygfEa3EAERZBgBISEhAY2Oj1m1xKzEA0YeScknHYtpBzRVyxEY7qXwlReXVyn/kJJkTyEhhI5ZHih623ScEqNYeV0sOQCpr62Vf3ha7SehGNbUtmoRifxVWDznZ6kMvLCCzQ9c3NDYLQOitNOO2eg6A0BGRhOX0hcsih9wLJZUOfY83Poe0AJCvBS/XvX4MAgAsDbNGp/thZzw2R5H9lMtz4S02GruVBJCIdDGA3DclWHaFRCsxAFEWnwekqMiyr+7OO+9ESUmJpo1yBzEA0Ydox+IjKgw+jtiIjkR1pbLWhS0k5Y0AMogCkG3RF1Df0Cj78qZmFnB3EQ3FdIIvV8pWHxq88CjRrqamJry3knTW3Wljuxj92/5mm+ckmaS34whL/MUrKKsiHXILrzo20eGNz6H8MvXHxG+2W8Mq3+8bDABYcdQasOR/OxOwlVo9nx/iXQBCh54+kSl+PxUmL5X6XAsxAFGWAQA6deqEqKgoAJacIM1JSuipYgCiD2VSe54djfrSHDliowAqX0lFTb0LW2j7u99cHil62N7lBQACAHdNCCCOc+WPo56d10hKe2JJAKHj67tStvrQy4uO8W3i9sU3B0AKr5KrAN/t8Jwkk/SqlbAk5pSJHHIdnejwxueQFgDyw854/vse+uUAAGCVIOqVaVcCtkdfJNq14Pp2UW+x0bfb44nrP3m+VFSn3wxr7qDYC44FXnC2GIAoywAAH3/8Mdq3b49u3bqhdevWuOOOO3DnnXdKFm8RAxB9iN7zHJ0lHpycLUdsRGcorq1Xb8sjnazxrRWRIofsuyd6B4AIl+qFRY0Elu4mOjzzwVT19k7b6kOvLD4uegmkw5XacpintyF5Upb7vbG5kr9fo8mM5LwykUNuVW2DQ9/jjc8hekxUY1Jmwp5E/vsemxYKAFgXYV3l8tmdgB2nSAD5NdSyXdRbbPT9DhJATkk84wcIIuel5LnHizcDEGXxTuhBQUFYsmQJWrVqhalTp+LXX3+VLN4iBiD6ED3bGXfxisu/0xEb0flK1MjsyykoiQEIF2JWuFQvLBsis7RttAaiV8bo8JaulK0+NOS3cL5NnGMuDSC7T8sDSMm1GqKuaVeCy65DbdE2E5a0AsuzSnisodGxccYbn0P0s0SNMfFHvyT++/rNOAgAhNO5z+5E7KK2SnL+at5io//tJJNvSoWWfnGBddtmRvE1DVopFgMQZYmiYI0ePRrl5Y5FzvAkMQDRh0qpyEaOhp1sjhyxUbggX4na251oAHl7xQnRw5Z70fME2QIQ4VK9sLhL8io1FZRUQNwDqegyrpKtPjR8qRVA7p3cfACho5357E502XWorYOphZK/X6PJjLOFlue28Jij8sbnkBYA8rN/Cv99/5p9GAAIn48JexJFWyV/O2zxV/MWG/nsJgFEapLx1SXWVdOLpY4FXnC2GIAoi4XhlREDEH3oanWd5EPYlXLERifPW/OV9Jwc5MLWiUW/aL7zh/cCyLPXc0z0nBxEfm4jqpKnKpTaFqiG/xQnW33o9WURfJu4yEDvrz5JtHVPrDyA0JmRJ+7xHAA5fo5MvCos6UWWmV8GII6pSIMxUZhY8rl5YQBAbLmauCdRFMCEC5jhLTaaKNimZjSZkZAjBhDhmKFmhElbYgCiLAYgMmIAog/RTpfnL7k+wZ8jNhLmK3ngerQTtRScTALIuytPiB+2kzwcQK4DBhdh6SFqK5atF1pP1WFqW6CUc6erZKsPjVgeybfp/imWvtIcACmnJiUm701y2XWoLTrxqrBkFjMAaYm0AJDZQWn8972w4AgAMjjEpL2JIl+t349kAPAeG03em0Rcv9QuB2GY7rIq97gfDECUxQBERgxA9KEGyulSjeVXR2wkzFfyyNQDLmydWJIAQjnq3uNhAPLCDGkAGXJ9qb7fjINE8io1c2C4i46eLSbukdTealfJVh96e4X1ZaLPTyEAgA8oANkbK580saKGzPcyxc9zACQh54osgGSXWCZfGIA4JnpMVGNSZr4g6/m/fz0GgAwOMXlvkiiM+oqj3gUgU/xIAEnOEwPIf9dG859X1zkWeMHZYgCiLAYgMmIAoh9187EOTo7GvW+OHLGRMF/JE9MPurB1YoVQAPLeyiivBZARv1tm15+dG0Zsw1IzB4a7KCKd3M4Tr0IAB062+pAw5C4XmrQ5AEKvivruS3bZdaitMwVk3iOpyRcGII6puLxG9TFRmPV8yJLjAMi8TZP3JomiGK48ZgkZ7i028t2XTFw/F2xBqM82WjPKNzoYeMHZYgCiLAYgMmIAoh8JZ7JLrtW4/PscsZEwX8kzsw+5sHVi0SGAR66KEj1sOWdfT5AUgHCZszln5sELj+J+QUjeAynqhaB1F53ILFHc2uAq2epDQodzbrVw1BoSQPzi5AGkpp4EkF/2p7jsOtTW+UsV/HXdKZh4MZrMyL1SBYABiKPSAkCEWc+HLw0HQPrs/eiXJPLhW33cEjLcW2z0y/4U4vql/Dy5bOnu5MvIAERZDEBkxABEP+oxMZAfnK5Wu/6+OWIjYb4SztlQLdHOxiNXReESFapUbcd4V8oWgHy0LpqfbXzw5xD+88MqhqB1F52i/AlS89Ub62z1ISFscLkRmgMgdMb7aWbPARBhlnc6p01BmWX1lwGIY6LHRDUmZf44msl/34jlkQDI8XqKX5JoBXttuHcByDQzCSDpRWIA4RI6cj5j7iAGIMpiACIjBiD6kRBA1Nj/6YiNhFGnBi886sLWicUAxAogX2w6bXnY/x6JR6aG8p8fO1escavVlzAwgtFkxjkVIshxstWHPhTs537yem6E0c0AEDoZ34yAVJddh9oS5jgR/n6NJjOKrjIAaYm0AJA14das5++uPAGADA7huy9ZNH6vv56zyFtsJIwUZjRJ5/ngHNXV9q+0JQYgymIAIiMGIPqREEDqG1yfYdwRGwnzlbyy+LgLWycWnTvg/dUnRcnauHCnniApANl5PXP2N9vjeAh7UpATJDKjRONWqy/aoVnNBF62+tBH607xbXpqpmW7YnMApKmJBJCZgWkuuw61dU3gYP/M7EPEdV66vv2UAYhjosdENSZlNkRas56/v/okAODYOWtwCN99yTiURo7fG05kA/AeG80MTCOuP0si0uXU69u0uGSO7iAGIMpiACIjBiD6kRBA1Mgw7oiNhPlKhl3f66uW6AfYB14AIC/KAIjPbktM+Y/WnSJe4E5lqReC1l2UnFdG3CMuipIastWHPtlgBRDOX0oY5cZoMmOfQtQyoX/E7CDPAZA6wfYyYfZno8mMyxW1ABiAOCo6qa0aY+IWQdLBD9dGAwAiMqzBIX7yTxaFy94U5V0AMieYBJALJeJIl1w442fnhqnfQBkxAFEWAxAZMQDRj4QAooYcsZEwMg+311ctSQEI/bDt7SUAwkVU+WLzaT4podFkRuwF9ULQuovoiEo5l9XLIGyrD32+yRrRZsAcS3boDykAUQqbfNcEa2CKucFnXHINWqipqYmHqyG/hRP3pKzSci8ZgDgmLQBEmHTwkw2nAJBJa3/2T8ERKlz2lpMXAHiPjeaFnCGuXyrU/q+hlmhiam9vtiUGIMpiACIjBiD6kR4ARJiv5L2VUS5snViH08gZtFFrTuIy9bC9z42c91oqKQDZdR1AZgRa9hN/sz0Og+Yf4T9XMwKUuyi9iASQ/LIq1b7bVh/6cvNpvk1cwIbmAkiPSdYxYX6I5wAIANw72XJtwnwpRvVx17YAACAASURBVJMZ5dUMQFoiekxUY1JGmHTwi02nAQAx2VbfrF/2pxBbsowmM7ZFexeACHOlGE3WaG9C/X4kwwLlS9Td3mxLDECUxQBERgxA9CM9AAhg3RYyes1JF7VMWvQS/mgvAJDBMgCyMNTyMJuwJxEv/XqM/1wqtrynSxjS1Wgyo6jc9Tl0ONnqQ19vieXb9Px8S3ZoLnoZV/Yn2AYQ7iXdaDJjYehZl1yDVurzkyV6G70traKmHgADEEelBYD4C5IOjt0aCwCIv2j1zZq6PwXhVL4eLqeRt9iIG7O5wkV7E2r1cYsz/xu/R2jQQmkxAFEWAxAZMQDRj/QCINys7Jj1p1zUMmmFSQDIlUryYetO4QtbKlsAkl5UjlFrTuL0hct4ZfFx/nOp0I6eLmFoaKPJjNLrPgRqyFYfGr8tjm/TiwssWyqaCyC9f7QmmVx08JxLrkErPTYtlJ8xF94TLgIgAxDHRI+JakzKBCVZkwx+uz0eAJCUa/XNmmZOQWQGma+H207qLTZaJEjWaDRZo70JtSkqG0aT+rsLbIkBiLIYgMiIAYh+pBcA4eL2c0vtaokGkP+ujfY6ANl9OkdUb9hS6x56qcgqnq5cQU4Jo8nqQ6CGbPWhb7fH82166ddjAMjIWEaTGeYE25nrhUkmlxzyLACZF3IGry+LwG+H04l7UltviQDIJW6bsCfR4e/wxudQWWWd6mOiMEns/3YmAADSCq7yx6YHpCKKShi6J9a7AIT+nReXi5MNH73uJ2PalaBBC6XFAERZDEBkxABEPxLu91ZDjtqIS3w37vpSu1qinRg/XBstftj6eh+AjPg9kv9cyrHR0yXMTWM0mXHt+hYeodauXQuDwSBZioqsyRs3bdqEPn364IYbbsBtt92G0aNHo6REPrSxsA+VlJSga9euMBgMuHLlCr7fYQWQlxc5BiAP+FoB5N8ffI2+ffuK6mRlZcFgMCAuLs7eW+ZW4radcIULQV7f0IiY7Muoa0FIcm98DmkBIMLtsROvA6PQN2tGQCqiqYShXAhqb7GRMFu80WRGyTUxgDQ1NSHu4hVU1orHMK3EAERZDEBkxABEP9ILgHBbJ77fEe+ilknrKAUgH62LRlkV+bB9wAsBROjEK7Wv2NNFJ16TSuJZVVWFgoICogwePBgDBgzg6xw/fhytW7fGokWLcP78eRw/fhz33Xcfhg0bJvvdwj40dOhQ/Pvf/+YBxLQrgW/Tq9edSsesJwEkINE2gAiz3L88yjMBZF1EFnFPnBmC3BufQ/SYqMakzPFzVv8O333JAIDM4mtWAAlMRUw2CSBcCGpvsRHnYM6VK5XqbRVtiRiAKIsBiIwYgOhHegGQp2YeavHWCEfEAEQaQEauiuI/vyQxq6ZHlZSU4K233sLNN98sWrFYu3YtUZd2uuW28NhScXEx2rZtiw0bNvDH5s6di+7duxP1Fi9ejH/+85+y5+H60JIlSzBgwAAcOnSIB5AJexL5Ng39zZIzZ8z6U+j62WoYDAb8fYgJ9z30ODp06IBHH30UZ8+eRXR0NB555BF07NgRgwcPxgOmHfw5/mMngIwaNUpypScsLEzxvmihDSeyCfs5U974HNICQIT+Hb/sTwEAXCix+mbNDEzD6QuXiXZx/k/eYqMVR0kAKavSx/UyAFEWAxAZMQDRj/QCIAPmHIbRZMYUvyQXtUxadBjHj9adIhIjGk1m9PkpRNU2uVJSAMLtmxZKmF1bL7NqSho5ciRuv/12hISEIDU1FWPGjIHBYMCSJUuQmZkJAHjppZfQsWNHdOzYEa3aduALd6xjx46y5583bx5uuukmVFVZQ2FGRESgXbt2CAgIQFNTEwoLC9G/f398+umnsuepq6vDkiVLcNttt+HChQsICwvjAWTSXiuAvLbMEtXmYwGA/KnTPzH19y1ITU3Fk08+iYcffhjPPvsswsPDERsbi7vvvhu3PP4Kf45XRo+1C0DKysqIlZ5x48bhH//4BwoKChyyhavFOd4aTWZ0nxDg1HN743OIHhPVmJQ5JdheNSMwFQDpmzUzMA1xgqhYwtU/b7HRymOZxPVz4abdXQxAlMUAREYMQPQjvQAIl3di6vWZLrUkXOY3mixRuDwdQF6aqQwgwm09Uv4PetPVq1fRqlUrbNu2jT9WX1+Prl27YsGCBfyx3NxcpKenIzElDV0++QNdPvkDXT/9A+np6XyRU+/evfH555+Lju/cuRN/+ctf8Kc//QkGgwFDhgyx2T+uXbuGbt268asyQgCZ4pfE24ULq/nJBiuAdHppLIKSLC9hW7duhcFgwKFDh/hzz5w5Ex3+frt1G9d/x6J169YEYHXs2BF//vOfZbdg7d69G+3bt8fx4+6TV4DWVkEW7R4TA516bm98DpVrMCYK4WJOcBoA0jdrVlAaEnJIAOF++95iI9rXqUInYzUDEGUxAJERAxD9SC8A8u/reSdmBaW5qGXSouPIf7z+lOhh2/dn7wMQYcZtKf8HvSk2NhYGgwEXL14kjg8fPhyjR48W1a+ua+Cv/y47ZtAjIyNhMBgQExNDHE9JSUHnzp0xZ84cJCQkIDg4GA888AA+/PBD2XONGzcOzzzzDN+HhADyk38y3643l0cCIAHktg8W8C9hhw8fhsFgQHFxMX/uNWvWoM0NN/LnGPLfsejVqxcBWOnp6Thy5IgkgMTGxqJjx45YtWqV4j3RUtujrVm075nEAKSl0gJAhCF3Fxyw5KsR+mbNDkoj6hhNZgQnW1bkvMVGa8NJAKmq1cdYzQBEWaoByIwZM2AwGDBu3Dj+WEZGBoYNG4a///3vuPHGGzFixAgUFhbaPE95eTnGjRuHO+64Ax06dEC/fv0QHR1N1JHay/vEE080q70MQPQjvQDIkN8sYV/nH1A3MZoUgFyrqSeOPejhALI3NldU7ytBwrv6FkQMchclJSXBYDAgKyuLOD5kyBB89NFH/P8d3YL14Ycf4sEHHxQdHzlyJN544w3i2PHjx2EwGJCfL+0s3qdPH7Ru3Rpt2rRBmzZt0Lp1axgMBrRp0wbPvv05b5d3/jgBAPh0QwwPIJ1HL0ZQkuUlTAgunNauXYs2HTry5xj64Ti7ndALCgrwz3/+E2PHjpVstztpZ4w1i3YvJyfN88bnED0mqjEpIwy5y4WLFoZInxGYiuQ8EkAOpFjekbzFRusjyWALNfUMQGyJAQil6OhodOvWDX369OEBpKKiAt27d8fw4cORmJiIxMREDB06FI899hgaG+VfBt5880307t0bR48eRXp6Onx9ffHXv/4VubnWF4xRo0bhpZdeIvbzlpaWNqvNDED0I70AyOvLImA0mbFY5cRoERSAfLKBAQgAfCNIeOfMCEJaqaqqCh06dMCmTZv4Y3V1dejSpQvmzZvHH+O2YJ07d47fgnX3l6ttbsG6du0a/vKXv2DJkiWiz1577TW8+eabxDFutSQvTzphYFpaGhYtWoTY2FgkJSVhzZo1MBgMiIyMxITN1gSRXGKxlgDIMDsBpLq6Go8//jgGDRqEhgb3f8nZE2sFEGeHjPXG55AWACIMubssLAMAuRIzPSAVqflXiXYdTPUuAKGDLbQkvLSaYgCiLJcDyLVr19CjRw+EhoZiwIABPICEhISgdevWxE26fPkyDAYDQkNDJc9VVVWFNm3awGwmXzT79u2LSZMm8f8fNWoUhg4d2qJ2MwDRj/QCIFzY19+PZLioZdKKyCAB5NMNMaigHrYP/XJA1Ta5UvYCyA87Lfkm7p7oXAdeLfX999+jS5cuCAoKQkpKCkaNGoVOnToRL+hC3eljX8SfVatWoUOHDrh8+bLos7Vr1+JPf/oTli1bhszMTISHh+PRRx/F448/ztfZs2cP7r33Xv7/dB8SgsTMwDTebu+vPgkA+GwjCSDcNhR7AGT4R/YByAcffIDOnTsjNTWVmLyqrXXPAAV+cbn8NTrbYdobn0P0mKjGpEzWpQr++1YeswSJqKq1bo38ZX8KzhaWE+06fMaSf8dbbLQ56gJx/Q2N+pgsYgCiLJcDyAcffIDx48cDAAEg/v7+aNOmDWpqrOEvq6qq0Lp1a/j6+kqeq7y8HAaDAQcPHiSOP/nkk0Rc+lGjRuGmm27CLbfcgh49emDMmDFE0iwp1dTU4OrVq3zJycmBwWBASUkJ6urqVCuVlZXw8/NDZWWlqt+r5yIEEHe20ciVFgBZcSRd1ftz/GwhMYB/vD4aV65ViR62WtvRmfahAWTXqQuiev+7DiD3Tg7UvM3OKhUVFRg7dixuueUWtG/fHk899RROnDghW//uiQF22f/JJ5/E22+/Lfv5woUL0atXL9xwww3o3Lkz3nnnHWRlZfGfr1q1CgaDgbCRsA+FhobyvhyzAlJ4u32wOgp1dXX4ZH00ASAB8bmivxN+F7kCMhZ9+vQRtfncuXMwGAyIjo5GXV0djEajZBje0NBQze0qVfaevuiy/uuNz6GyCvXHxKxi6+rGqmMZqKurQ0WV1Qfkx72JSM0lw/AeSsn3KhttiiR9QGprazVvkz1FK/uUlJQwAAEsEUruv/9+VFdbknwJAaS4uBh//etfMW7cOFRWVqKiogJffvklDAYDPvnkE9lz9uvXDwMGDEBeXh4aGhqwceNGtGrVCvfccw9fZ9u2bTCbzUhKSoK/vz/69u2L++67j4AdWr6+vpIPny1btsDPz48VNy53+eznByet22Kr/GeW5aX4u+X7VP3euev3EQP4kNn+2L7bjzh236T9mt8fZ5Z/UwAyeaX4no9cYKlz70TPuvbmlB4TLH3n/snucw8+Xmy13cuz/OHn54ehs0l7Tl1juw89/pN1TDCtULe/qVV8V+/z2P6rRaHHxN4q3NN1263f+f3158KevdZjIxf4Y8VWsl2z1nnm71mu+Pxh/Z13M7HfuVLZsmULA5CLFy/iH//4B+LjrVmfhQACWLZhde/eHa1atUKbNm0wcuRIPPzww5JhHjllZGSgf//+vMPiY489hvfeew+9evWS/Zv8/Hy0bdsWu3fvlq3DVkD0W/SyAjIvOBV3+pgRca5I1ftDr4B8uuEUrlZUE8ce/uWA5nZ0pn1oAJFaAfH1s+Sb6PuT56z+NLf0nhIEo8mMx6epO8tvqw/NC07l7fbR2pOoq6vDpxvITOiBCbk2zz9ofhhfd/OJLKe33x3K/jirD8ijUw+oZh9PLfSY+NAvrh8XCi5bs55vijzPH+eO+eyKx7kCMgzvkbQCr7LR1iirE3r3CQGat8fewlZAlOUyANm7dy8PCVwxGAw8bAid/C5dusTv4b311lsxZ84cxfNXVFTwEVbefPNNvPzyyzbr33333Zg1a5bd7Wc+IPrRNLNly8Z/10YrV3aCHLVRU1OTJllcozJLiAfYF5tOE/uMjSYzHpnqWT4gNID4xYl9QKYHpF6/dmmfM29Qn59CYDSZ8dTMQ8qVnShbfWjRwXMCWLaE/P1i02nCnlwkIDkNXniUr7szRhyC2RMUklzAX+MT0w8q/0Ez5I3PIXpMfFgFv7iyyjrJ3ykPILsTkF1SQbQrIuMSAO+x0e7TVtDWk7+eVvZhPiCw+GskJSUR5dFHH8XIkSORlCSdCfrQoUNo1aoVzpw5Y/f3XL58GTfddBNWrFghW6ekpATt27fH+vXr7T4vAxD9qLa+EUfOFqOyVp0ERXqzkRSACHNAeNpLuL0AMjvI4uz85AznvrzpSQ/9cgBGkxn/mn1Y1e+11Yd+O5xO/FaB5gMIl3PHaDJj92nPBJDQFOvKZj8n/4b1NsY5Q+Ix0fUAIoy8JQyUwR37YWc8LpZWEu06kVkCwHtstDfWGmyhh5Pz3bhSDECUpWoiQnoL1po1a3DixAlkZGRg48aN6NSpE7799lvibwYOHEiEfgwODkZQUBDOnz+PAwcOoG/fvnj88cd5I1+7dg3fffcdIiMjkZWVhbCwMPTr1w9du3ZFeXm53W1lAMIkJ73Z6OT5UhJANosB5NFp3gcg80POwGgy4+lZ6s7+u5MenRYKo8mMZ+eGqfq9tvrQ0jArgHy5+TqAbCYBJFQBQF5ZfFzyxc6TdDitiL9GZ/+G9TbGOUNaTMoIv3N/gjVkNXfs2+3xyLlMAsjJ85aUAt5iI2G0t56TnZvvxpViAKIsTQHEZDLh1ltvRdu2bdGjRw/Mnz9fFI/faDQSUbG2b9+O7t27o127drjtttvw5ZdfoqysjP+8qqoKL774Im655Ra0bdsWd9xxB0aNGiXKDqwkBiBMctKbjaKzSAD50gsBZF+8OB8Ft9VH7Zdvd9KTMw7CaDLj+flHVP1eW31o+ZEM3m5jt8YCAL6kAITLhSCnIUusACIFn56gsDNWAHH2CpbexjhnSAsAaWhs4r+Py20DWAFk/LY45F0ho3OdyvIuAPGPz+OvvbeTE266UgxAlKUqgOhJDECY5KQ3G52SAJCaevJh+5gXAgg30z5I5Zdvd9JTMw/BaDJj8MKjqn6vrT608lgmb7dvtllydDQXQIb+Fs7X9ZewvSfo2Lli/hqdDdF6G+OcIXpMVGNSpqnJCiDCVT3u2NdbYlFQRjrHx2RbcvF4i40CEvP5a3d2wk1XigGIshiAyIgBCJOc9GYjGkC+2hLr8QDy8ixlAFlxNEOTl293Uv85h2E0mfHyomOqfq+tPrTquDXu/7fbLVEUv9oSS9jzUJptAHltWQRf15yQ75Jr0FoR6dYEowPnhTn13Hob45yh2vpGTcZELhdP2BlrrjLhdtmichJAYi94F4AEJVkBxNkJN10pBiDKYgAiIwYgTHLSm41iskkA+XpLrOhh+/h0zwYQqVnw1ddfdF9ZfFyDVrqHnptnCVf76hJ174GtPrQ23AogP+x0DEDe+N0KIIGJngkgkRnW4BLOXsXT2xjnDGkFID0nW0Jhh6df4o9xbfhsYwwuXash2pWQY4kY6i02ChZEe1MjO72zxABEWQxAZMQAhElOerNRTDaZSXfs1ljUNZAPW2eH8dRS9gLIhkhLfPlhS8M1aKV7aND8I5rcA1t9iLOL0WQJQwoAX1MAcjitSPR3Qr25PJKvG5xcYLOuXiUMLuHsVTy9jXHOED0mqjUpc/+UYBhN1uhWgBVAPl5/CqUVtUS7knItPq/eYqMDgmhvaoRGdpYYgCiLAYiMGIAwyUlvNvJGAPmPHQCyOeoCjCYz3vg9QoNWuoe4fBlq3wNbfWhTVDZvt4l7EgE0H0DeXnGCr6sUslevEm6tfOlX526h09sY5wxpBSAP/hxy3bejlD/GteGjddG4UkkCSHKedwHIwVQrgOgpXDwDEGUxAJERAxAmOenNRqcvkAAybmss6qmHrSflwpACEGGIS07bT12E0WTG2ytOaNBK99B/FlvyZby5PFLV77XVh7acvMDbbfJeS86osVspADljG0DeWxnF11VyWNerhP36P4sZgLRU9Jio1qQMFwo7/uIV/hjXhtFrTqKsqo5oV2q+5Z3EW2x0WBDtTU++igxAlMUAREYMQJjkpDcbxVIAMn5bHAMQAIfSLDNrX1zPNeGN4sLVvrtSXQiz1Ye2R1/k7ea7LxlA8wFk5CorgCitluhV8Rev8Nc4xMk+PHob45whYUhcNcfE4UvD0X1CAIquVvPHuDa8v/okyqtJADlTYMln5i02OnK2WJfPKQYgymIAIiMGIExy0puN4gQvKhyA0A9bZ2dS1lL2Akh9QyP84/NQUFYtcRbv0PCl4fyLjpqy1Yd2xuTwdvvZPwUAMI4CkDAFABm15qTddfWqxJwy/hqH/uZcHx69jXHOkFYAUlZVh6xLFcQxrg3vrYxChSBbutFkxrlC7wIQYbjpp2bqJ2ksAxBlMQCREQMQJjnpzUY0gHyzLQ6N1MNWTwO7kqQAxFNDsbZUI36P5Ld6qClbfWj3aSuATN3vGID8d200X/fo2WKXXIPWSs6zAshry5zrw6O3Mc4ZosdELSdluDa8veIEqmrJkOnpRdcAeI+NwgXhpp+epZ/nFAMQZTEAkREDECY56c1G8TSAbGcAwmTRWyssAPLRulOqfq+tPuQXl8vbbUZAKgBg/LY4wp5HFKDio3VWADl+7pLNunpVav5V/hqdHURAb2OcM+SOADJieaQoQ3tmsXcBiDDc9L9mH9a6OXaLAYiyGIDIiAEIk5z0ZqOEHBJAvt0eT2Tg9UQAeYUBiF3inLU/3RCj6vfa6kP+8Xm83WYFpQEAvqEARGlV4+P1p/i6ERmeCSBnC8v5a3R2EAG9jXHOkDuNiVwbXl8WIcpPwm3X8hYbRWVaAeTZuWFaN8duMQBRFgMQGTEAYZKT3mzEAMSMAA9NRmdLK1aswPPPP48+ffrgxRdfRGlpqajOB6stvhJfbLLtiJ+bm4v33nsPnTp1wg033IC+ffsiJkYeWvLz8/HOO+/gnnvuQatWrTBu3Djic7oPbd26FQaDAUOHDkVAojXz8dzgMwCaDyCfbojh657ILIHRaMTChQtF9Xx9fdG3b1+b5+L05ZdfYuDAgejRowe++uoru/7GlUovusZf4zt/ODeIgN7GOGfJXcZErg3Dl4aLfFMullYC8B4bRQvCTT83L0zr5tgtBiDKYgAiIwYgTHLSm42EzqpGkxnf7bBklxYe09PeWiUxALGopqaG//fzzz+PwMBAUR3OV+LrLbGy57l8+TKMRiNGjx6NkydPIisrCwcPHkRGRobs32RlZWHs2LFYv349HnzwQZsAkp2dja5du+Jf//oXhg4diqAkK4DMD7kOINtJADl2zjaAfLHpNF/35PlSpwAIdz9ramrw17/+FeXl5Xb9nauUWWwFkPdWRjn13Hob45wldwOQIb+FiyaLci57F4DEZFsB5Pn5R7Rujt1iAKIsBiAyYgDCJCe92SgplwSQ7yUA5JnZDED0ppKSErz11lu4+eabYTAYiLJ27Vq+3urVq/H222+jqalJdI4x17cqfbMtTvZ7TCYTnnnmGYfbOWDAAFkAqa6uxtNPP41Vq1Zh1KhRGDp0KEKSC3i7LQw9C8AKIDc9/Q7a/uNOmGb8ittvvx0dO3bEZ599hoaGBsyePRu33norbrnlFjwx4gv+HKey7AcQ+j4aDAYYjUb+8/r6eowZMwZLlixx+H44S9klFfw1OjuKmd7GOGfJXSZluDa8svi4qF15V6oAeI+NhGHkX1jAAERJDEA8QAxAmOSkNxvRAPLDTgYgnqCRI0fi9ttvR0hICFJTUzFmzBgYDAYsWbIEmZmZqK2txdixY+Hj44OGhgb+744dO4aOHTuiY8eO+FP7G9CqbQe0bX8Df6xjx46YPn06X79Xr14YP3483njjDdxyyy148MEH8ccff9jdTlsAMmnSJAwbNgwAeAARZj5efPAcAODb7fE8gLRqdwOefelVpKSkwN/fH+3atcPgwYPx9ddf48yZM1izZg0MBgNuGzkPRpMZMdmX7QaQgoICvmRkZODuu+/G+++/D8CyreyVV17Bjh077L52V+piaSV/n0Y5OYqZ3sY4Z8ndAOTf1zPc3+ljbRcXNtxbbCQMojJ44VGtm2O3GIAoiwGIjBiAMMlJbzaSA5BugoeanqKLKEkKQAI9DECuXr2KVq1aYdu2bfyx+vp6dO3aFQsWLAAAjB07FjfddBOeeOIJPPHEE9i5cycAoKqqCunp6UhPT8d78/3Q5ZM/8MmS/fyx9PR0wl+kffv2aN++PSZMmIDY2FgsX74cHTp0wPr16+1qqxyAzJw5E127dsWlSxYncQ5ADqdZMx//djgdAAUgbdsjJDaLP9fgwYPRrVs3NDY28sf+1qUbbh4wCkaT2TKDajSiXbt2BGR17NgRbdu2ldyC1dTUhOHDh+ORRx5BVZVlxrlPnz64/fbb+fuZmZlp1/W7SrlXqvj79OHaaKeeW29jnLMkHBO1nJTh2vDiAssL910TAvhjXMJCb7GRcAsxB2R6EAMQZTEAkREDECY56c1GwnwBRpMZ/9uZAIABiJ4VGxsLg8GAixcvEseHDx+O0aNH230eLsP4xD2JsnXatm2Lfv36Ece+/vprPPnkk3Z9hxSAlJaW4h//+Af8/f35YxyACDMfLwuz+Jl8t8MKIG3/7w6Ep1sjW33wwQd4+eWXifN37fUwbnx0KIwms2UG1WjEpEmTCMhKT0/H119/LQkgPj4+uO2225CTk2PXNWqhgrJq/j6NWe/cMMp6G+OcpTvdZEykfR56TAzkjxWXW3yRvMVGwgm0/yxmAKIkBiAeIAYgTHLSm41S8q4SL+OmXRYAET5s+8/xLAB5dbZnA0hSUhIMBgOysrKI40OGDMFHH31k82+FW7DacluwOshvwbrjjjtE51y2bBm6dOliV1ulACQ6OhoGgwFt2rThS6tWrdCqVSu0adMGXT5ZCaPJjBVHJQDkH3cSAMKBi1D/7P0IbnxkCIwms2UGtRlO6Bs3bkT79u1x4oRzI0s5W0VXrQDyyQYGIM6QuwDI99d/7/7xeQCAeyZZAaTkmncBiPD59eqS41o3x24xAFEWAxAZMQBhkpPebCQHIN0Fy/oDPBxAgpI8C0CqqqrQoUMHbNq0iT9WV1eHLl26YN68eYp/y60AfLTYH10++QNfLw+U3YL1zjvviJzQx48fL1oVkZMUgJSXl2PRokWIjY1FUlISkpKSMHToUAwcOBAbA4/hju/3wmgyY+Uxyzan7ykAiVAAkNt7P8oDSHKe/QASGRmJ9u3bY926dXZdm5a6dK2G/31/vsm5eVz0NsY5S8IxUctJmaamJhRe32oFAD0nB/HtulxRC8B7bHSmwJrvZshv4Vo3x24xAFEWAxAZMQBhkpPebCTMmGw0meGzmwGIJ+j7779Hly5dEBQUhJSUFIwaNQqdOnXClStX7D6Hz+4EGE1mTDOnyNaJjo7Gn/70J0yfPh3p6enYvHkz/vznPxPw4+Pjwztrc4qLi0NcXBweeeQRvPvuu4iLi0NKkdb97gAAIABJREFUiuV7pPoQBxInBInHVh8/DwD4YScFIBkKAHKfFUBS86/aBSAFBQW49dZbMWrUKMIZvbjYdshfrVRaUcvfpy82287j0lzpbYxzltwFQGj1/tEKIGWVFpt4i43OCRJuDl/KAERJDEA8QAxAmOSkNxulFdAAYtnvL3Rs1FOGWSV5C4DU1tZi/PjxuOWWW9C+fXs8/fTTOHWqeVtxJu5JhNFkxozAVJv19u/fj/vvvx/t27dHz549RVGwRo0ahQEDBhDHbIW0tQUgwsRj6yKyADQfQO4QAMiZgnK7ACQsLEwxDK87qayyjr9PtvK4OCK9jXHO0l1uOilzv28w366r1d4FIMKEm68vi9C6OXaLAYiyGIDIiAEIk5z0ZiPhErbRZMaE6w7Hd0+0Pmyf83gAKdC6WW4p333JMJqsGcfVkq0+FJNtjfu/4UQ2AOB/OxMIe0ZmlNg8/49+SXzdc4XaJgx0lcqrrQAy3kYeF0ektzHOWRKOie40KdPnpxC+XRU19QC8x0bChJsjfo/Uujl2iwGIshiAyIgBCJOc9GYjBiAMQOQUk12K15dFICm3TNXvtdWHhInHNkU5BiAcWBlNZqQXXXPJNWitipp6/hq/2c4AxBlyVwB58GcrgFTVWnL6eIuNhAk331zOAERJDEA8QAxAmOSkNxudLSQBhAu5Kgzt+Ny8MG0b6UTV1dVhCAMQt5atPpSQY008tvXkBQCAaRcJICcybQPIz/4pfN3MYs8EkOq6Bv4av98R79Rz622Mc5aIMdGNAOThXw7w7aqu8y4AESbcfOcP945MJxQDEGUxAJERAxAmOenNRucoAJm01/sAJDiZAYg7yVYfEsb9337KkuekuQAydb8VQLIuVbjkGrRWTb0VQLjcPs6S3sY4Z8ldAeSRqaF8u2rrLQk3vcVGOZetAPLeyiitm2O3GIAoiwGIjBiAMMlJbzaSBRBBbPmBDECYVJStPiSM2rYrxpIIkIvWxZUoBQCZHpDK171YWumSa9Ba9Q2NosASzpLexjhnSTgmutOkzGPTrABS3+BdAJJ3pYq/9pGrGIAoiQGIB4gBCJOc9Gaj9CISQCbvTQJAJrfiMu56ghiAuL9s9SGhz9KeWMcAZGZgGl8357JnAkhTU5NoUsFZ0tsY5yzd46aTMk9MP8i3q7GxCYD32KhQkHDzg9UntW6O3WIAoiwGIDJiAMIkJ73ZSBjG0Ggy40c/zweQoRSAhDAAcSvZ6kNCYPaLywUA+OxOJOx58nyp6O+Emh1kBZC8K1UuuQZ3EN2nnSW9jXHOkrsCSL8ZVgBpavIuACkqtwLIf9dGa90cu8UARFkMQGTEAIRJTnqzUUYxCSBTrr+s3DvZ+rAdxACESUXZ6kPCsJv7E/IANB9A5oWc4esWlFXbrKtncYnzfPclO/W8ehvjnCXhmOhOkzJPzTwEo8mMbj5m/pi32OjStRreJh+tYwCiJAYgHiAGIExy0puNGIAwAHE32epDWZesYTcDEi0JJCfsIQEkOss2gMw/cJavW3TVcwGECxv7s798JntHpLcxzllyVwB5ZrYFQLpPCOCPeYuNSitqeZuMWd+8RKtaigGIshiAyIgBCJOc9GajTApAuNnSnpOD+GMvLHCfh21LVVdXh6FzSAA5kFKodbOYBLLVh4RhN7nwyRMpADmlACC/hp7j6xaX17jkGtxB3JahaWYGIM6QcEx0p0mZAXMOw2gyo8fEQP6Yt9joSqUVQD7ZwABESQxAPEAMQJjkpDcbnRfMKAsBpNeP1oftiwuOatxK54kBiPvLVh/KFUS94ezWXABZdNAKICXXPBdAuD48IzDVqefV2xjnLAnHRHealHlubhiMJjPumeR9AHK1uo63yeebYrRujt1iAKIsBiAyYgDCJCe92YgBCAMQd5OtPlRQZnU6PZRmsdukvSSAxGTbDyBXKmtdcg3uoPumBMNoMmNWUJpTz6u3Mc5ZclcAGTjPAiA9Jwfxx7zFRtdq6nmbfLH5tNbNsVsMQJTFAERGDECY5KQ3G2VRAPKTvwVAegsetoMXehaADKMAJJQBiFvJVh8qEoTdPHymCEDzAWSxAEDKqvTRTx3RA74WAJkbfMap59XbGOcs9XbTSZlB84/AaDKj94/eByCVtVYA+WpLrNbNsVsMQJSlGoDMmDEDBoMB48aN449lZGRg2LBh+Pvf/44bb7wRI0aMQGGh7ReF8vJyjBs3DnfccQc6dOiAfv36ITqajIzQ1NQEX19fdO7cGR06dMCAAQOQnNy8KCEMQJjkpDcbZZeQAMI5rDIAYdJKtvqQMOrN0bPFAIDJe5MoALls8/xCACmv1kc/dUR9fw6B0WTG/BAGIM6QuwLIiwuOwmgy4/4pwfwxb7FRdV0Db5OxWxmAKIkBCKXo6Gh069YNffr04QGkoqIC3bt3x/Dhw5GYmIjExEQMHToUjz32GBobG2XP9eabb6J37944evQo0tPT4evri7/+9a/Izc3l68yaNQs33ngjdu/ejaSkJLz11lvo3LkzysvL7W4zAxAmOenNRhdKKomXt1/2WwCE277BAIRJbdnqQ5cFUW/C0y8BaD6ALDn0/+zde1xUdf4/8A8gF0FEUQS8gZj3C2VlWo9lNjQ1M8suoqtJtWqaJpa7abVFlhXa6ta6/tJuuGmIeaM0L2GplZLakkleShEVwUJSbiIg8Pr94ZeTR/hwBpXhjb6ej8f7D86cOXOGFwfmxcyZ+aOAFBSdr5X7IEGvV75A0PR1+Ffiz1d1u/Xtd9zVIvV34sB/XSggPaKvvwJSfL7MyOTp+B/qenfsxgJirdYLSH5+Pjp06IDExETYbDajgGzatAnOzs6mb9Lp06ehlEJiYmKV2yosLISLiwvWrVtnWh4aGooXXngBwIVnPwICAhATE2NcXlRUBB8fHyxcuNDu/WYBIZ36lpGugHS/6I/toLe+ruO9vHqqKiCb97OASFLdMZRz9o+TTrcfvlBAXkwwF5D/HbO/gBQWl9bKfZDgllmJCJq+Dv/e/MtV3W59+x13tXQXWkDufutrBE1fh9CZm4xl10tG50v/KCDPLN9T17tjNxYQa7VeQMaMGYOpU6cCgKmAfPbZZ3BxcUFR0R/vUFJYWAhnZ2dER0dXua28vDwopbB582bT8j59+sBmswEAUlNToZRCcrL5qbqhQ4dizJgxdu83Cwjp1LeMLn5b06Dp6/AqCwjVseqOobyL3vXmu9RsADUvIP/56pCx7rmSa7eA9H7tQgH5z1eHrup269vvuKtFagG5598XCshNr3xhLLteMiorKzcy+dsnLCBWWED+z7Jly9C9e3ecO3fhg6AuLiBZWVlo3LgxoqKicPbsWRQUFGDSpElQSmH8+PHabfbt2xc2mw0ZGRkoLS3FkiVL4OTkhI4dOwIAtm/fDqUUMjIyTNcbN24cBgwYoN1uUVERcnNzjTl+/DiUUkhLS0N2drbD5uTJk4iLi8PJkycderucazejHw+no83UT4x5Pj4J2dnZ6DJjlbGs/xvr63w/r2Y+97wSb7rPq5IO1vl+ccwZ6Y6h45m/GrltTj6M7Oxs/H3pdlOeX+1JrXb7sxO+N9bN/DWrzu9vbc0tL32KNlM/wZxP/+ewfK7lufh3Yj9BvxMHzt6ANlM/Qejza667jE6dOmVk8tTib+p8f+ydusonLS0NSink5ORc6UP4WldrBeT48eNo0aIF9uz5o7FeXECACy/DCgkJgZOTE1xcXDB69Gj06tULEydO1G738OHDCAsLg1IKLi4uuPXWWzFq1Ch06dIFwB8FJDMz03S9sWPHYuDAgdrtRkdHQynF4XA4HA6Hw+HU20lPT7/ch+8OU2sFZM2aNVDqQkmoGKWUUTZKS/94WvzUqVM4c+YMAMDf3x9z5syx3H5BQYFRMoYPH47BgwcDuPyXYF36DMiZM2eQmpqKnJwc0/LanvT0dOOHx5G3y2FG18owH/nDjGQP85E/zEj21FU+OTk5SE9Pr/bNnKSotQKSl5eHlJQU09xyyy0YPXo0UlJSqrzOl19+CScnJxw8aP9bCp4+fRo+Pj5YtGgRgD9OQp89e7axTnFxcY1PQq8rubn15/V71ytmJBvzkY8ZycZ85GNGsjEfaw79IMJLX4L14YcfIikpCYcPH8aSJUvg6+uLZ555xnSd8PBwzJ8/3/h648aN2LBhA44cOYIvvvgCoaGh6N27t+lEn5iYGPj4+GD16tVISUnByJEja/w2vHWFP7TyMSPZmI98zEg25iMfM5KN+Vir0wIyffp0+Pv7w9XVFR06dMDcuXNRXl5uuk5QUJDpXbGWL1+OkJAQuLm5ISAgAJMmTap0sk3FBxEGBATA3d0dYWFh2mddpOEPrXzMSDbmIx8zko35yMeMZGM+1hxaQMhaUVERoqOjTW9PTLIwI9mYj3zMSDbmIx8zko35WGMBISIiIiIih2EBISIiIiIih2EBISIiIiIih6nVAlLVh/v5+/sbl1ecLB4YGAgPDw/YbDb89NNP1W5z27ZtGDJkCAIDA6GUwpo1ayqtcznbJSIiIiKi2lfrBaRbt244efKkMVlZWcblMTEx8Pb2xqpVq5CSkoKIiAjLt8tdv349XnjhBaxatUpbQC5nu0REREREVPtqvYCEhoZWeVnFBwbGxMQYy4qKimr0gYFVFZCrsV0iIiIiIqodtV5APD09ERgYiODgYERERCA1NRUAkJqaCqUUkpOTTdcZOnQoxowZY9f2qyogV2O7RERERERUO2q1gKxfvx4rV67E3r17kZiYCJvNBn9/f2RnZ2P79u1QSiEjI8N0nXHjxmHAgAF2bb+qAnK52y0qKkJubq4xZ86cQWpqKnJyckzLORwOh8PhcDgcaZOTk4P09HSUlZXZ+Ui97jj0XbAKCgrg7++PuXPnGkUhMzPTtM7YsWMxcOBAu7ZXXQGp6XarOmGew+FwOBwOh8OpT5Oenm7nI/O64/C34e3fvz8mTJgg7iVYlz4Dcvz4cSilkJaWhuzsbIfNyZMnERcXh5MnTzr0djnM6FoZ5iN/mJHsYT7yhxnJnrrKJy0tDUop5OTk2PmovO44tIAUFRWhVatWmDlzpnGy+OzZs43Li4uLr9pJ6FeyXQDIzc2FUgq5ubl2X+dqKCkpQUJCAkpKShx6u2Q/ZiQb85GPGcnGfORjRrLVVT519dj1ctRqAZk2bRq2bt2KI0eO4LvvvsOQIUPg7e2No0ePArjwdrk+Pj5YvXo1UlJSMHLkyEpvlxseHo758+cbX+fn5+OHH37ADz/8AKUU5s2bhx9++AHHjh0z1rFnu1ZYQEiHGcnGfORjRrIxH/mYkWwsINZqtYBUfP6Gq6srWrZsiQceeAD79u0zLq/4wMCAgAC4u7sjLCwMKSkppm0EBQUhOjra+HrLli1Vvt4tMjKyRtu1wgJCOsxINuYjHzOSjfnIx4xkYwGx5vBzQOoLFhDSYUayMR/5mJFszEc+ZiQbC4g1FhANFhDSYUayMR/5mJFszEc+ZiQbC4g1FhANFhDSYUayMR/5mJFszEc+ZiQbC4g1FhANFhDSYUayMR/5mJFszEc+ZiQbC4g1FhANFhDSYUayMR/5mJFszEc+ZiQbC4g1FhANFhDSYUayMR/5mJFszEc+ZiQbC4g1FhANFhDSYUayMR/5mJFszEc+ZiQbC4g1FhANFhDSYUayMR/5mJFszEc+ZiQbC4g1FhANFhDSYUayMR/5mJFszEc+ZiQbC4g1FhANFhDSYUayMR/5mJFszEc+ZiQbC4g1FhANFhDSYUayMR/5mJFszEc+ZiQbC4g1FhANFhDSYUZXbsuWLVBKYcuWLVd921c7H6UUoqOjL+u6CxYsQGxs7FXZj0ulpaVBKYU333yzVrZfm65WRtHR0VDq2v8zFhQUhMjIyBpd5/fff0dERAT8/PyglMJ9990HoPLPc1XHoj35VHzvT506VaP9oquDf4dkYwGxdu3/5r5MLCCkw4yuXH0qIElJSUhPT7+s63br1g02m+2q7MelWECA9PR0JCUlXaW9kutyCsjUqVPh5uaGpUuXIikpCT///DOAygUkNzcXSUlJpr91LCDy8e+QbCwg1lhANFhASIcZXbn6VECuRG0UkPLychQWFjqsgBQWFqK8vPyqblNSRvXB5RSQ/v37o0uXLpWW2/OMnpQCcvbs2Vrbdn3HY0g2FhBrLCAaLCCkw4zsc+DAAYwYMQItWrSAm5sb2rRpg0ceeQRFRUXaAvLpp5+iT58+aNiwIRo1aoT+/ftjx44dpnWysrIwbtw4tG7dGm5ubmjevDluv/12JCYmAvgjnw0bNiA8PBze3t5o2LAhbr/9dmzevLnG9+PSB2yxsbFQSuGrr77ChAkT0KxZM/j6+mLYsGHIyMgw1gsKCoJSyjRBQUHG5bm5uZg2bRqCg4Ph6uqKli1bIioqCgUFBZVuf9KkSXjnnXfQuXNnuLq64p133jEVkLlz5yI4OBheXl7o06dPpWcFdu/ejYiICAQFBcHDwwNBQUEYMWIEjh49alqv4r5t2rQJjz32GJo3bw6lFM6dO2c84Pzxxx/x0EMPoXHjxmjatCmefvppnD9/HgcPHsTAgQPRqFEjBAUFYfbs2ZW+l8eOHcOoUaPg5+eHBg0aoFOnTvjnP/+JsrIyY52a3C/dS7A+/vhj9OnTB15eXvDy8kJoaCjef/994/Lk5GTcc8898PPzg5ubGwIDAzF48OAaPdNV0++p1c8LcOFn9+9//zv8/f3RsGFD3HHHHdi5c2eNCkjF9+/SqTjW7H0J1pw5czB48GD4+vrC3d0dISEhiIqKMtapqoAcOHAA7dq1Q+/evfHbb78ZyxMTEy2PxYrt/e9//8ODDz6IJk2aICAgwK77fD3i3yHZWECssYBosICQDjOytmfPHjRq1AjBwcFYuHAhvvzySyxduhTDhw9HXl5elQ96Pv74YyilMGDAACQkJGD58uW4+eab4ebmhm+++cZYb+DAgfDz88O7776LrVu3IiEhAS+99BLi4+MBXMhn6tSpcHJywv3334/Vq1dj7dq1GDJkCFxcXGpcQnQFJCQkBE899RQ2bdqE999/H02bNsWdd95prJecnIyQkBDcdNNNSEpKQlJSEpKTkwFc+M/ujTfeiObNm2PevHnYvHkz3n77bfj4+CA8PNz0jINSCq1atULPnj0RFxeHr776Cj/99JPxQDM4OBiDBg1CQkICEhIS0KNHDzRt2hQ5OTnGNlasWIGXXnoJa9aswbZt2xAfHw+bzQY/Pz/TA8iK+9aqVSuMHz8eGzZswMqVK1FaWmo8QOzUqRNeffVVJCYm4tlnn4VSCpMnT0bnzp3x73//G4mJiXjssceglMKqVauMbWdlZaFVq1bw8/PDggULEB0djSeffBJKKUycONFYryb3q6oC8uKLL0IphQceeAArVqzAF198gXnz5uHFF18EABQUFKBZs2a45ZZb8Mknn2Dbtm1Yvnw5JkyYgP3799v9c1HT76nVzwsAREZGwsnJCX//+9+N/W7VqhUaN25sdwEpKipCUlISbrrpJoSEhBg/exV/y+wpIOvWrUODBg3Qo0cPLF68GF999RU+/PBDjBgxwljn0gKydetWNG3aFPfdd5/pmYslS5bYdSxWbC8oKAjTp09HYmIiEhIS7LrP1yP+HZKNBcQaC4gGCwjpMCNr4eHhaNKkCbKysqq8/NIHPWVlZWjZsiV69Ohh+m94fn4+WrRogdtvv91Y1qhRI0ydOlV72zk5OfD29sY999xjWl5WVobQ0FD07t27RvdFV0CefPJJ03pz5syBUgonT540lulegvXGG2/A2dkZu3fvNi1fuXIllFJYv3696fZ9fHxw+vRp07oVD9R79OiB0tJSY/muXbuglMKyZcu096m0tBQFBQXw8vLC22+/Xem+jRkzptJ1Kh4gzp0717T8xhtvhFIKq1evNpadP38efn5+eOCBB4xlM2bMgFIKO3fuNB1DEydOhJOTk3GOQk3u16UF5MiRI3BxccGoUaO09/3777+HUuqqP7i1+p5a/bwcOHAASik8/fTTpvUqinlNX4Jls9nQrVu3SsvtKSDt27dHQEAA8vLytNu/uIAsWbIEbm5umDJliun4PXv2LHx9fXHvvfearlvVsVixvZdeeqlG9/N6xb9DsrGAWGMB0WABIR1mVL2zZ8/CxcUF48eP165z6YOe/fv3QymFOXPmVFp34sSJcHZ2Nv6rWlFuXn31VSQlJVXKYcOGDVBKIT4+HufPnzfN9OnT4eTkVOllTtXRFZCNGzea1tu4cSOUUvjuu++MZboCcscdd6Bnz56V9i8/Px9OTk549tlnTbc/bNiwStuoeKA+Y8YM0/KioiIopRATE2Msy8/Px7PPPov27dvDxcXF9NKcCRMmVLpvn376aaXbq3iAWFEUKowcORJOTk44d+6caXnfvn1x8803G1/37t0bXbt2BWA+hnbu3AmlFN55550a369LC8iiRYuglKr0sr2L5eTkoGnTpujUqRPeeecd7Nu3T7tudWr6PbX6efl//+//QSmF77//3rTe+fPn0aBBA4cVkJ9//hlKKYwePdquc0CmTp0KFxcXzJs3r9I6iYmJUEph5cqVlsfixS/xI2v8OyQbC4g1FhANFhDSYUbVO3HiBJRSeOWVV7TrXPqg55tvvoFSCkuWLKm07quvvgqlFE6cOAEAOHXqFKKiooxzLBo1aoRHHnnE+E/y4sWLq3wN/MVz/Phxu++ProBc+uxFVf9J1hWQG264odr9e/zxx023f+l/z4Hq3wXr0n2+99574enpiTfeeAObN2/Grl27sHv3bvj5+Zke2Fbct127dlXapu6k48jISHh5eVVa/9IHwO3bt0e/fv0AmI+h9PR0KKUwa9asGt+vSwvIrFmz7Mp37969iIiIQNOmTaGUQmBgIF566aUaHdM1/Z5a/bxc+nN+MX9/f4cVkG+//RZKKURFRdlVQJo3b462bdsiMzOz0jpLly61+1is2J7uWVMy498h2VhArLGAaLCAkA4zql5hYWGtPgNysWPHjmH+/Pnw8vLCwIEDAVx4/bpSCm+99RZ2795d5RQXF9t9f2qjgPTp0wc9evTQ7l9aWprp9idNmlRpG/Y+UM/JyYGTkxNefvll0zpFRUVwcXGx68EycOUFxOoZkIULF9bofl28TxXseQbkYuXl5dizZw+mTp0KpRTeeOMNu653Nb6nl/681NdnQL7//nu0b98e7du3r3QCfsWzPPPnz7c8Fvm2vjXDv0OysYBYYwHRYAEhHWZkLTw8HE2bNtU+mKjqHJBWrVrhxhtvNJ2AXVBQgBYtWuCOO+6o9vbuv/9++Pn5AQBOnz4NLy8vPPHEE1flvlxJAenVq1eV55zMmjULnp6eOHLkiF23fyUFpOJ32aUPrv/zn/9UOregNgvIc889B6UuvMvRxcfQpEmTqjwH5HIKSFpaGlxcXPDII49Uuq6VJk2a4OGHH7Zr3avxPdWVcCnngAQGBiI/P1+7/Yt/HjIzM9G1a1e0adMGv/zyi7FOfn4+mjRpYnqTAXu2R9b4d0g2FhBrLCAaLCCkw4ysVbwLVkhICN5991189dVXWLZsGUaOHGn5LliDBw/Gp59+ik8++QS33nqr6V2wcnJycNNNN+HNN9/E2rVrsXXrVrz55pvw8PDAX/7yFwB/vAuWs7MzIiIisGLFCmzbtg0rV67Eiy++aHp9vj2upIBERkbC3d0d8fHx2LVrF/bu3QvgQrG66aab0Lp1a8ydOxeJiYnYtGkT3nvvPTz88MOm80iutIAAQFhYGHx9ffHee+8hMTER//jHPxAYGIgmTZo4rIBUvAtWQEAA3nnnHURHR2Py5MlwcnIyvcTsSgoI8Me7YD300ENYtWoVNm/ejH//+9/Gyc1r167F3XffjUWLFiExMRFffPEFJkyYAKUU3n333Uq3qXOl39Oqfl5Gjx5tnANU8S5YLVu2rNG7YFW4kgJS8S5YoaGh+O9//4stW7bgv//9r3GMAZV/Hk6dOoVevXohICAAKSkpxnpLliyx61hkAakZ/h2SjQXEGguIBgsI6TAj++zfvx8PP/wwmjVrBjc3N7Rt2xaPPvpotZ8DkpCQgNtuuw0eHh7w8vJCv379sH37duPyoqIiTJgwAT179kTjxo3RsGFDdOrUCdHR0cZLtCry+fLLL3HPPffA19cXrq6uaNWqFe655x6sWLGiRvfjSgrI0aNHMWDAAHh7e0Mp8+eAFBQU4B//+Ac6deoENzc3+Pj4oEePHnj66afx66+/mm7/SgvIiRMn8OCDD6Jp06bw9vbGoEGD8NNPP1X6fInaLCDAhZfM/eUvf0GzZs3QoEEDdOzYEW+++ab2c0Cs7ldVBQQAPvroI9x6663w8PBAo0aNcNNNNyE2NhYAcPDgQYwcORLt27dHw4YN4ePjg969e2Px4sWVtlOdK/2eVvXzUlxcjGnTpqFFixbw8PAwPvvkcj6I8EoKSElJCWbPno1BgwbBx8cH7u7uaN++venZmap+HnJycnDHHXfA19fXdH+3bdtmeSyygNQM/w7JxgJijQVEgwWEdJiRbMxHPmYkG/ORjxnJxgJijQVEgwWEdJiRbMxHPmYkG/ORjxnJxgJijQVEgwWEdJiRbPbmc+nnElw6F78siK4uycdQWVmZ5c9GXXLEz63kfOgCZiQbC4g1FhANFhDSYUay2ZNPxXkG1c3Fr5Onq0vyMRQZGWn5s1GXrPatpueKVEVyPnQBM5KNBcQaC4gGCwjpMCPZ7MmnuLhY+7kEFZORkeHAvb6+SD6G0tLSLH826pLVvl38GTKXS3I+dAEzko0FxBoLiAYLCOkwI9mYj3zMSDbmIx8zko0FxBoLiAYLCOkwI9mYj3zMSDbmIx8zko0FxBoLiAYLCOkwI9mYj3zMSDbmIx8zko0FxBqsAgtHAAAgAElEQVQLiAYLCOkwI9mYj3zMSDbmIx8zko0FxBoLiAYLCOkwI9mYj3zMSDbmIx8zko0FxBoLiAYLCOkwI9mYj3zMSDbmIx8zko0FxBoLiAYLCOkwI9mYj3zMSDbmIx8zko0FxFqtFpDo6OhKH5Lk7+9vXF5eXo7o6GgEBgbCw8MDNpsNP/30k+V2FyxYgODgYLi7u6NXr174+uuvTZfbbLZKtxsREVGjfWcBIR1mJBvzkY8ZycZ85GNGsrGAWKv1AtKtWzecPHnSmKysLOPymJgYeHt7Y9WqVUhJSUFERAQCAwORl5en3WZ8fDxcXV3x3nvvYf/+/YiKioKXlxeOHTtmrGOz2TBu3DjT7ebk5NRo31lASIcZycZ85GNGsjEf+ZiRbCwg1mq9gISGhlZ5WXl5OQICAhATE2MsKyoqgo+PDxYuXKjdZu/evTFhwgTTss6dO2PGjBnG1zabDVFRUVe07ywgpMOMZGM+8jEj2ZiPfMxINhYQa7VeQDw9PREYGIjg4GBEREQgNTUVAJCamgqlFJKTk03XGTp0KMaMGVPl9oqLi+Hi4oLVq1eblk+ZMgVhYWHG1zabDc2bN0ezZs3QtWtXTJs2rdpnVYAL5Sc3N9eY9PR0KKWQnZ2NkpISh83Zs2eRkJCAs2fPOvR2OczoWhnmI3+YkexhPvKHGcmeusonOzubBQQA1q9fj5UrV2Lv3r1ITEyEzWaDv78/srOzsX37diilkJGRYbrOuHHjMGDAgCq3l5GRAaUUtm/fblr+2muvoWPHjsbX7777LhITE5GSkoJly5YhODgY/fv3r3ZfqzpfRSmFuLg4JCQkcDgcDofD4XA4YicuLo4FpCoFBQXw9/fH3LlzjQKSmZlpWmfs2LEYOHBgldevKCA7duwwLZ81axY6deqkvd3vv/8eSin873//067DZ0A4zOjaGOYjf5iR7GE+8ocZyR4+A2LN4W/D279/f0yYMKFWX4J1qfLycri6uiI+Pt7u/eQ5IKTDjGRjPvIxI9mYj3zMSLa6yofngGgUFRWhVatWmDlzpnES+uzZs43Li4uL7ToJfeLEiaZlXbp0MZ2EfqmUlBQopbBt2za795UFhHSYkWzMRz5mJBvzkY8ZycYCYq1WC8i0adOwdetWHDlyBN999x2GDBkCb29vHD16FMCFt+H18fHB6tWrkZKSgpEjR1Z6G97w8HDMnz/f+LribXg/+OAD7N+/H1OnToWXl5exzcOHD2PmzJnYvXs30tLS8Pnnn6Nz58646aabUFpaave+s4CQDjOSjfnIx4xkYz7yMSPZWECs1WoBqfhcD1dXV7Rs2RIPPPAA9u3bZ1xe8UGEAQEBcHd3R1hYGFJSUkzbCAoKQnR0tGnZggULEBQUBDc3N/Tq1cv0zMbx48cRFhYGX19fuLm5oX379pgyZQp+//33Gu07CwjpMCPZmI98zEg25iMfM5KNBcSaw88BqS9YQEiHGcnGfORjRrIxH/mYkWwsINZYQDRYQEiHGcnGfORjRrIxH/mYkWwsINZYQDRYQEiHGcnGfORjRrIxH/mYkWwsINZYQDRYQEiHGcnGfORjRrIxH/mYkWwsINZYQDRYQEiHGcnGfORjRrIxH/mYkWwsINZYQDRYQEiHGcnGfORjRrIxH/mYkWwsINZYQDRYQEiHGcnGfORjRrIxH/mYkWwsINZYQDRYQEiHGcnGfORjRrIxH/mYkWwsINZYQDRYQEiHGcnGfORjRrIxH/mYkWwsINZYQDRYQEiHGcnGfORjRrIxH/mYkWwsINZYQDRYQEiHGcnGfORjRrIxH/mYkWwsINZYQDRYQEiHGcnGfORjRrIxH/mYkWwsINZYQDRYQEiHGcnGfORjRrIxH/mYkWwsINZYQDRYQEiHGcnGfORjRrIxH/mYkWwsINZYQDRYQEiHGcnGfORjRrIxH/mYkWwsINZYQDRYQEiHGcnGfORjRrIxH/mYkWwsINZYQDRYQEiHGcnGfORjRrIxH/mYkWwsINZYQDRYQEiHGcnGfORjRrIxH/mYkWwsINZYQDRYQEiHGcnGfORjRrIxH/mYkWwsINZYQDRYQEiHGcnGfORjRrIxH/mYkWwsINZYQDRYQEiHGcnGfORjRrIxH/mYkWwsINZYQDRYQEiHGcnGfORjRrIxH/mYkWwsINYUADRt2rRG4+vri6NHj9b1vtcqFhDSYUayMR/5mJFszEc+ZiQbC4g1BQBOTk54++23sXjxYsuJjY1Fw4YNkZqaWtf7XqtYQEiHGcnGfORjRrIxH/mYkWwsINaMAvLbb7/ZfaVGjRqxgNQS/lKRjxnJxnzkY0ayMR/5mJFsLCDWeA6IBgsI6TAj2WqSz/nSMgfsEV2Kx5BsNcnnzNlilJeXO2Cv6GI8hmRjAbHGAqLBAkI6zEg2e/M5eDIPXV/cgH8l/uygPaMKPIZkszefH9PPoN2MdYj+9CcH7RlV4DEkGwuItUoFxNnZGX/+85/x+++/m5b/+uuvcHZ2dtiO1TUWENJhRrLZm89HO9IQNH0d7vvPtw7aM6rAY0g2e/P57/8dQ/fO/8ZBe0YVeAzJxgJirVIBcXJyQt++fdGuXTukpKQYy3/99Vc4OTk5dOfqEgsI6TAj2ezNZ+6mgwiavg63v/Glg/aMKvAYks3efP75f8dQn9c3O2jPqAKPIdlYQKxV+QxIZmYmpkyZAm9vbyQkJADgMyCOwl8q8jEj2ezNZ8aqHxE0fR06vLCer2F3MB5Dstmbz/SVF46hG57/HGVlPIYciceQbCwg1qp8BqTiHbEWLVoEd3d3vPrqqzh58iQLiAPwl4p8zEg2e/P56+JdCJq+DkHT1yGnkFk6Eo8h2ezN5/HYP46h0wXFDto7AngMSccCYq3aAgIAW7ZsQbNmzdC/f38WEAfgLxX5mJFs9uZz7/xvjAdPh37Ld9DeEcBjSLrLOYZ+/jXPQXtHAI8h6VhArFUqIMHBwcjOzjYtO3ToEDp37swC4gD8pSIfM5LN3nz6vL7ZePC043B2tevS1cVjSLbLOYa+PXTKQXtHAI8h6VhArNn9Nrznzp3D0aNHa3NfRGEBIR1mJJs9+ZSVleOG5z83Hjx9uifDgXtIPIZku5xjaE3yCQfuIfEYko0FxFqtfg5IdHQ0lFKm8ff3Ny4vLy9HdHQ0AgMD4eHhAZvNhp9+sn4/8QULFiA4OBju7u7o1asXvv76a9PlRUVFmDx5Mpo1awZPT0/ce++9SE9Pr9G+s4CQjr0Zrf0xA699vh/F5/lhd45kTz6nC4qNB05B09fh/W+OOHAPyd5jaMX36Xhu9V6cKyl10J4RcHnH0LvbUh24h2TvMRS/6xj+9skeHkMOxgJizSggTZo0QdOmTS2nJqKjo9GtWzecPHnSmKysLOPymJgYeHt7Y9WqVUhJSUFERAQCAwORl6d/LWl8fDxcXV3x3nvvYf/+/YiKioKXlxeOHTtmrDNhwgS0atUKiYmJSE5Oxp133onQ0FCUltp/ALKAkI49GeUXnUfnf2xA0PR1WPW/mpVfujL25PPzr3mmB09vrD/gwD0kezLKO1eCTv9Yj6Dp67B893EH7h1dzjH02uf7HbiHVNNjKG7nMe16dPWxgFgzCsjixYuNiY2NhYeHB+bMmWNavnjx4hptPDo6GqGhoVVeVl5ejoCAAMTExBjLioqK4OPjg4ULF2q32bt3b0yYMMG0rHPnzpgxYwYAICcnB66uroiPjzcuz8jIgLOzMzZu3Gj3vtdlAVm1JgGF54pwvrRMOwVF5/HD8TP4Le8cysvL+TaiDmTPL5b4XceMP8wjFiU5cO+ufRU/77opLi7GmjUJKC4u1q7zzS+nTA+enl7+A48jB7LnGFq2849j6OF3djhw7659tXEMRS1LNl1Otaumf4ce/H/bHbh3xAJiTfsSrEaNGiE19cqeUo2OjoanpycCAwMRHByMiIgIY5upqalQSiE5Odl0naFDh2LMmDFVbq+4uBguLi5YvXq1afmUKVMQFhYGAPjyyy+hlMLp06dN6/Ts2RMvvfSS3ftelwXkz7PWmn6xX8kEz7gw7f5vQp77HCHPfY72nCuadjPWVnt58AxzDhXf98uddhdleLkTfBXmav1c1qe5+P7zOOIxxGPoyo+lS48jHkuOOYbqen+vt5n7EQtIdWq1gKxfvx4rV67E3r17kZiYCJvNBn9/f2RnZ2P79u1QSiEjw3zy57hx4zBgwIAqt5eRkQGlFLZvNzf51157DR07dgQAfPzxx3Bzc6t03bvuugvjx4/X7mtRURFyc3ONSU9Ph1IK2dnZKCkpcdicPXvW7gJy48xN1/0fNMlz48xNGP1eUp3vB0c/01fuQdcXN9T5fnCqntCXN+GR93kMSR4eQ7KHx1DdzdyPEnD27FmHPobMzs5mAalKQUEB/P39MXfuXKOAZGZmmtYZO3YsBg4cWOX1KwrIjh3mp+NnzZqFTp06AdAXkP79++OJJ57Q7ltVJ8wrpRAXF4eEhASHTvzKBMRZzLKVCVizJgHLVyVg6Yo/Zsn/zUefVJ7/chw6n6y6kFFtfO+rylfaLFlx9WfpVZy4lReOtxWrK1/G40jGVBxDdXX79e24uZrHhz2z7DKOoaq+z4uXc2prLj6G6npfrrdZudqxjx0TEhIQFxfHAqLTv39/TJgwQdxLsCQ9A5KQ4PjWzGFG18owH/nDjGQP85E/zEj21FU+9fIZkKeffto0bm5uePzxxystvxJFRUVo1aoVZs6caZyEPnv2bOPy4uJiu05CnzhxomlZly5dKp2Evnz5cuPyzMzMenUSOt8FSzZmJBvzkY8ZycZ85GNGstVVPvXyHJA///nPlnPnnXfWaOPTpk3D1q1bceTIEXz33XcYMmQIvL29jQ80jImJgY+PD1avXo2UlBSMHDmy0tvwhoeHY/78+cbXFW/D+8EHH2D//v2YOnUqvLy8TB+SOGHCBLRu3RqbN29GcnIywsPD+Ta8dNUwI9mYj3zMSDbmIx8zko0FxFqtfhBhxed6uLq6omXLlnjggQewb98+4/KKDyIMCAiAu7s7wsLCkJKSYtpGUFAQoqOjTcsWLFiAoKAguLm5oVevXti2bZvp8nPnzmHy5Mnw9fVFw4YNMWTIEBw/XrP3kWcBIR1mJBvzkY8ZycZ85GNGsrGAWKvVAlKfsYCQDjOSjfnIx4xkYz7yMSPZWECsKeDC+R8FBQV2X2nGjBn4/fffa22nJGABIR1mJBvzkY8ZycZ85GNGsrGAWFMA4OzsjKysLLuv5O3tXSvvkCUJCwjpMCPZmI98zEg25iMfM5KNBcSaAgAnJyc0adIETZs2tWucnZ1ZQGoJf6nIx4xkYz7yMSPZmI98zEg2FhBrCgAWL15c46nJS7bqIxYQ0mFGsjEf+ZiRbMxHPmYkGwuINZ6ErsECQjrMSDbmIx8zko35yMeMZGMBscYCosECQjrMSDbmIx8zko35yMeMZGMBscYCosECQjrMSDbmIx8zko35yMeMZGMBscYCosECQjrMSDbmIx8zko35yMeMZGMBsaYA4Mcff0RZWVld74soLCCkw4xkYz7yMSPZmI98zEg2FhBrxueA/PbbbwCAdu3aITs7u053SgIWENJhRrIxH/mYkWzMRz5mJBsLiDUFAL6+vvjuu+8AXPhMkJp8KOG1igWEdJiRbMxHPmYkG/ORjxnJxgJiTQHAuHHj4O7ujuDgYDg7O6Nt27Zo165dlXO9YAEhHWYkG/ORjxnJxnzkY0aysYBYM05C37BhA+bPnw8nJye8+uqreOutt6qc6wULCOkwI9mYj3zMSDbmIx8zko0FxFqld8F69NFHkZeXVxf7IgoLCOkwI9mYj3zMSDbmIx8zko0FxBrfhleDBYR0mJFszEc+ZiQb85GPGcnGAmKNBUSDBYR0mJFszEc+ZiQb85GPGcnGAmKNBUSDBYR0mJFszEc+ZiQb85GPGcnGAmKNBUSDBYR0mJFszEc+ZiQb85GPGcnGAmKNBUSDBYR0mJFszEc+ZiQb85GPGcnGAmKNBUSDBYR0mJFszEc+ZiQb85GPGcnGAmKNBUSDBYR0mJFszEc+ZiQb85GPGcnGAmKNBUSDBYR0mJFszEc+ZiQb85GPGcnGAmKNBUSDBYR0mJFszEc+ZiQb85GPGcnGAmKNBUSDBYR0mJFszEc+ZiQb85GPGcnGAmKNBUSDBYR0mJFszEc+ZiQb85GPGcnGAmKNBUSDBYR0mJFszEc+ZiQb85GPGcnGAmKNBUSDBYR0mJFszEc+ZiQb85GPGcnGAmKNBUSDBYR0mJFszEc+ZiQb85GPGcnGAmKNBUSDBYR0mJFszOfKHDt2DEOGDIGnpyeaNWuGp556CsXFxdr1t2zZAqVUlbNr1y4AQFpaWpWXr1271tjOqlWr0L9/fzRv3hze3t7o06cPNm7cWCv30WazISoqqtLy2NhY+Pj41Mpt1ic8huRjRrKxgFhjAdFgASEdZiQb87l8paWl6N69O+68804kJycjMTERLVu2xOTJk7XXKS4uxsmTJ00zduxYBAcHo7y8HMAfBWTz5s04efIkjh8/jtjYWBQUFBjbiYqKwuzZs7Fr1y788ssveO655+Dq6ork5OSrfj9ZQKrHY0g+ZiQbC4g1FhANFhDSYUayXU/5ZGdnIyIiAk2aNKn07EJsbGyNt7d+/Xo4OzsjIyPDWLZs2TK4u7vb/buwpKQELVq0wCuvvGIsqyggP/zwg7GOPRl17doVM2fO1F5eURjWrl2Ljh07omHDhnjwwQdRUFCAxYsXIygoCE2aNMHkyZNRWlpqXM/eAhIUFFTlMzfXuuvpGKqvmJFsLCDWrv3fpJeJBYR0mJFs11M+o0ePRps2bbBp0ybs378fY8eOhVIK8+fPR2pqKgBg0KBB8PLyqnYqvPjii+jZs6fpNk6fPg2lFL766iu79mnlypVwdnbG8ePHjWUVBaRNmzbw8/ND37598eyzz1abUVlZGdq0aYP58+dr14mNjYWrqyvuuusuJCcnY9u2bWjWrBkGDBiA4cOHY9++fVi7di3c3NwQHx9vXM/eApKVlWU8q3PixAn06dMHf/rTn+z6PtRn19MxVF8xI9lYQKyxgGiwgJAOM5LtesknNzcXTk5OpgfW58+fR6tWrTBv3jxj2YkTJ3Do0KFqp8K4ceNw1113VbotNzc3xMXF2bVfd999N+6++27TslOnTmHevHnYuXMndu/ejeeffx7Ozs7VPkszZ84c+Pr64rffftOuExsbC6UUDh8+bCx74okn4Onpifz8fGPZwIED8cQTTxhf22w2uLq6Vipi7u7u2pdgTZkyBUFBQcjKyrL6FtR718sxVJ8xI9lYQKyxgGiwgJAOM5LtesknOTkZSinTMw0AMGzYMDz66KOXtc1x48ZhwIABlZa7urpi2bJlltdPT0+Hs7MzVq5cWe16JSUlGDx4MLp3717l5XFxcfD09ERiYmK124mNjYWnp6dp2UsvvYSuXbualo0ZMwbDhg0zvrbZbHj00UcrFbHZs2dXWUAWLVoELy8v7Nmzp9r9uVZcL8dQfcaMZGMBseawAvL6669DKWV62vvw4cO4//77jXc9efjhh/Hrr79Wu528vDxERUWhbdu28PDwQN++fY13WqkQGRlZ6TW7t912W432lwWEdJiRbNdLPikpKVBKIS0tzbR86NCh+Otf/2p87ciXYL3yyivw8/Oz/N6XlJTg6aefhoeHR6XL4uPj0bBhQ6xbt87y9qo6aTw6OhqhoaGmZZGRkbjvvvuMr2tyEvqWLVvg5uaGVatWWe7PteJ6OYbqM2YkGwuINYcUkF27diE4OBg9e/Y0fukXFBQgJCQEw4YNw969e7F3717cd999uPXWW1FWVqbd1vDhw9G1a1ds27YNhw4dQnR0NBo3bowTJ04Y60RGRmLQoEGmd2X5/fffa7TPLCCkw4xku17yKSwshIeHB5YuXWosKykpQcuWLfHPf/7TWFaTl2BVnISemZlpLIuPj7frJPTy8nK0a9cO06ZNs9z3kpIS3HfffWjXrp1peVxcHDw8PLBmzRrLbQC1X0AOHToEX19fvPzyy3btz7XiejmG6jNmJBsLiLVaLyD5+fno0KEDEhMTTb/0N23aBGdnZ9M3qeI/bbqn3QsLC+Hi4lLpP2OhoaF44YUXjK8v/WNzOVhASIcZyXY95fO3v/0NLVu2xIYNG7Bv3z5ERkbC19cXZ86cuaztVbwNb79+/ZCcnIzNmzejdevWprfh3blzJzp16mT6pw8AbN68GUop7N+/v9J2Fy9ejI8//hj79+/HwYMHERMTgwYNGuDNN9801omLi0ODBg2wYMEC0z+PcnJytPtbmwWksLAQnTt3Rnh4ODIzM037dK27no6h+ooZycYCYq3WC8iYMWMwdepUAOZf+p999hlcXFxQVFRkrFtYWAhnZ2dER0dXua28vDzjveQv1qdPH9hsNuPryMhI+Pj4wM/PDx06dMDYsWOrPZERAIqKipCbm2tMeno6lFLIzs5GSUmJw+bs2bNISEjA2bNnHXq7HGZ0rcz1lE9BQQGmTJkCPz8/uLu74/bbb0dSUtIVbfPw4cMYPHgwGjZsCF9fXzz55JPIz883Lk9MTIRSCr/88ovpehEREejbt2+V23z//ffRuXNneHp6wtvbGzfddBOmTp1qyigsLKzKt7x95JFHtPv6/vvvw8fHx7TsH//4B3r27Gla9sgjj+Dee+813dZTTz1V7fZ++eUX7Qcs1nXutT3X0zFUX4cZyZ66yic7O5sFBLjw/vHdu3fHuXPnAJgLSFZWFho3boyoqCicPXsWBQUFmDRpEpRSGD9+vHabffv2hc1mQ0ZGBkpLS7FkyRI4OTmhY8eOxjrx8fFYt24dUlJS8NlnnyE0NBTdunUzlZ1LRUdHV/mHJi4uDgkJCRwOh8PhcDgcjtiJi4tjATl+/DhatGhheteQS5/23rRpE0JCQuDk5AQXFxeMHj0avXr1wsSJE7XbPXz4sPGfMhcXF9x6660YNWoUunTpor1OZmYmXF1dqz2JkM+AcJjRtTHMR/4wI9nDfOQPM5I9fAbEWq0VkDVr1hgloWKUUkbZuPhTaU+dOmW8Ztnf3x9z5syx3H5BQYFxouTw4cMxePDgate/4YYbEBMTY/f+8xwQ0mFGsjEf+ZiRbMxHPmYkW13lw3NAcOF8jZSUFNPccsstGD16NFJSUqq8zpdffgknJyccPHjQ7ts5ffo0fHx8sGjRIu062dnZcHd3x3//+1+7t8sCQjrMSDbmIx8zko35yMeMZGMBsebQDyK89CVYH374IZKSknD48GEsWbIEvr6+eOaZZ0zXCQ8Px/z5842vN27ciA0bNuDIkSP44osvEBoait69exsh5+fnY9q0adixYwfS0tKwZcsW9O3bF61atUJeXp7d+8oCQjrMSDbmIx8zko35yMeMZGMBsVanBWT69Onw9/eHq6srOnTogLlz56K8vNx0naCgINO7Yi1fvhwhISFwc3NDQEAAJk2aZHqbxsLCQgwYMAB+fn5wdXVF27ZtERkZWenTgq2wgJAOM5KN+cjHjGRjPvIxI9lYQKw5tIDUJywgpMOMZGM+8jEj2ZiPfMxINhYQaywgGiwgpMOMZGM+8jEj2ZiPfMxINhYQaywgGiwgpMOMZGM+8jEj2ZiPfMxINhYQaywgGiwgpMOMZGM+8jEj2ZiPfMxINhYQaywgGiwgpMOMZGM+8jEj2ZiPfMxINhYQaywgGiwgpMOMZGM+8jEj2ZiPfMxINhYQaywgGiwgpMOMZGM+8jEj2ZiPfMxINhYQaywgGiwgpMOMZGM+8jEj2ZiPfMxINhYQaywgGiwgpMOMZGM+8jEj2ZiPfMxINhYQaywgGiwgpMOMZGM+8jEj2ZiPfMxINhYQaywgGiwgpMOMZGM+8jEj2ZiPfMxINhYQaywgGiwgpMOMZKvv+SxatAj9+vVDz549MWDAAPz++++Xva0FCxYgODgY7u7u6NWrF77++mvL66xcuRJdunSBm5sbunTpgtWrV5suLy8vR3R0NAIDA+Hh4QGbzYaffvrJtM7p06cxevRoNG7cGI0bN8bo0aNx5swZ4/JffvkFSqlKs2HDBtN2ioqK8Pzzz6Nt27Zwc3NDSEgIPvjgA9M6Z86cwZNPPomAgAC4u7ujc+fO+Pzzz2v6rbJks9kQFRVVaXlsbCx8fHzs2sYrr7yCfv36oXPnzhgxYgSKioqu9m5eFfX9GLoeMCPZWECssYBosICQDjOSrb7nc/GD0n79+mH9+vWXtZ34+Hi4urrivffew/79+xEVFQUvLy8cO3ZMe50dO3bAxcUFr7/+Og4cOIDXX38dDRo0wHfffWesExMTA29vb6xatQopKSmIiIhAYGAg8vLyjHUGDRqE7t27Y8eOHdixYwe6d++OIUOGGJdXFJCNGzfi5MmTxhQXF5v2Z+jQobjtttuQmJiItLQ07Ny5E9u3bzcuLy4uxi233ILBgwfj22+/xdGjR/HNN99gz549l/U9q87VKCAV2ZaXl+OGG27Avn37ruo+Xi31/Ri6HjAj2VhArLGAaLCAkA4zkk16PtnZ2YiIiECTJk0qPQMQGxtrrPfBBx9gxIgRKC8vv6zb6d27NyZMmGBa1rlzZ8yYMUN7neHDh2PQoEGmZQMHDsSIESMAXHjgHBAQgJiYGOPyoqIi+Pj4YOHChQCA/fv3QyllKi1JSUlQSuHgwYMA/iggu3bt0u7Lhg0b4OPjU+0zQO+88w5CQkJqlHVFYVi7di06duyIhg0b4sEHH0RBQQEWL16MoKAgNGnSBJMnT0ZpaalxPXsLSFBQUJXP7lzs5Zdfxt/+9je799nRpB9DxIykYwGxxgKiwQJCOsxINun5jB49Gm3atMGmTZuwf/9+jB07FkopzJ8/H6mpqSguLsaUKVMwY64xLH8AACAASURBVMYM0wPgr7/+Gl5eXtXOa6+9BuDCMwMuLi6VXj41ZcoUhIWFafetTZs2mDdvnmnZvHnz0LZtWwBAamoqlFJITk42rTN06FCMGTMGwIXiVNUzAj4+Pvjwww8B/FFA2rRpAz8/P9x+++1YsWKFaf2JEyeiX79+mD59Olq2bIkOHTpg2rRpKCwsNNa5++67MWrUKIwbNw4tWrRAt27d8Nprr5m+b5eKjY2Fq6sr7rrrLiQnJ2Pbtm1o1qwZBgwYgOHDh2Pfvn1Yu3Yt3NzcEB8fb1zP3gKSlZVlPKNz4sQJ9OnTB3/6058AXPi78pe//AVvv/22dv8kkH4METOSjgXEGguIBgsI6TAj2STnk5ubCycnJ9MD2/Pnz6NVq1bGA/8pU6bAx8cHt912G2677TbjgXlhYSEOHTpU7VQ8W5CRkQGllOnlSgDw2muvoWPHjtr9c3V1xccff2xa9vHHH8PNzQ0AsH37diilkJGRYVpn3LhxGDBggHEbHTp0qLTtDh064PXXXwcAZGZm4vHHH8f27duxe/duvPjii3B2dsaSJUuM9QcOHAh3d3fcc8892LlzJz7//HMEBQXhscceM9bp1KkT3N3d8fjjj+P777/HsmXL4Ovri5kzZ2rvY2xsLJRSOHz4sLHsiSeegKenJ/Lz8023/8QTTxhf22w2uLq6Vip97u7u2pdgTZkyBUFBQcjKygJwoai1aNHCyPbbb7/V7mddknwM0QXMSDYWEGssIBosIKTDjGSTnE9ycjKUUjh+/Lhp+bBhw/Doo49etdupKCA7duwwLZ81axY6deqkvZ6rqyvi4uJMy5YuXQp3d3cAfxSQzMxM0zpjx47FwIEDAehLzg033IA33ngDQNUZTZ48GT169DC+vuuuu+Dh4YGcnBxj2apVq+Dk5GQ8C9KhQwe0adPG9IzH3LlzERAQoL2PsbGx8PT0NC176aWX0LVrV9OyMWPGYNiwYcbXNpsNjz76aKXSN3v27CoLyKJFi+Dl5VUr56PUNsnHEF3AjGRjAbHGAqLBAkI6zEg2yfmkpKRAKYW0tDTT8qFDh+Kvf/1rtde9ll6CVVVGS5cuhYeHh/H1mDFj0L59e9M2Ks4v+eWXXwAAYWFh6Nevn2md9evXQylV6YT2ClWdNB4dHY3Q0FDTssjISNx3333G1zU5CX3Lli1wc3PDqlWrqtwH6SQfQ3QBM5KNBcQaC4gGCwjpMCPZJOdTWFgIDw8PLF261FhWUlKCli1b4p///Kflde19CRZw4ST0iRMnmrbRpUsXy5PQ7777btOyQYMGVToJffbs2cblxcXFVZ6EvnPnTmOd7777znQSelUZTZs2De3atTO+XrRoERo2bGh6WVRCQgKcnZ2NZ0Cee+45BAUFoayszFjnrbfeQmBgoPY+1nYBOXToEHx9ffHyyy9r90E6yccQXcCMZGMBscYCosECQjrMSDbp+fztb39Dy5YtsWHDBuzbtw+RkZHw9fU1fU7G1VDxNrwffPAB9u/fj6lTp8LLywtHjx411nnkkUdMhWT79u1wcXFBTEwMDhw4gJiYmCrfhtfHxwerV69GSkoKRo4cWeXb8Pbs2RNJSUlISkpCjx49TG/D+/777+Ppp5/Gjz/+iIMHD+LNN9+Eq6ur6dmX/Px8tG7dGg899BD27duHbdu2oUOHDhg7dqyxzvHjx9GoUSNMnjwZP//8M9atW4cWLVpg1qxZ2u9LbRaQwsJCdO7cGeHh4cjMzDS9xXB9Iv0YImYkHQuINRYQDRYQ0mFGsknPp7i4GFOnToWfnx/c3d1xxx13YPfu3bVyWwsWLEBQUBDc3NzQq1cvbNu2zXS5zWZDZGSkadmKFSvQqVMnuLq6onPnzpVeRlTxQYQVH/wXFhaGlJQU0zq///47Ro0aBW9vb3h7e2PUqFGmgvX++++jdevW8PT0hLe3N26++WbTCegVDhw4gP79+6Nhw4Zo3bo1nnnmGdO7YAEXPrvktttug7u7O0JCQux6F6zaKiBpaWlVvgXvpW/DK530Y4iYkXQsINbq129FB2IBIR1mJBvzkY8ZycZ85GNGsrGAWGMB0WABIR1mJBvzkY8ZycZ85GNGsrGAWGMB0WABIR1mJBvzkY8ZycZ85GNGsrGAWGMB0WABIR1mJBvzkY8ZycZ85GNGsrGAWGMB0WABIR1mJBvzkY8ZycZ85GNGsrGAWGMB0WABIR1mJBvzkY8ZycZ85GNGsrGAWGMB0WABIR1mJBvzkY8ZycZ85GNGsrGAWGMB0WABIR1mJBvzkY8ZycZ85GNGsrGAWGMB0WABIR1mJBvzkY8ZycZ85GNGsrGAWGMB0WABIR1mJBvzkY8ZycZ85GNGsrGAWGMB0WABIR1mJBvzkY8ZycZ85GNGsrGAWGMB0WABIR1mJBvzkY8ZycZ85GNGsrGAWGMB0WABIR1mJBvzkY8ZycZ85GNGsrGAWHNYAXn99dehlEJUVJSx7PDhw7j//vvRvHlzeHt74+GHH8avv/5a7Xby8vIQFRWFtm3bwsPDA3379sWuXbtM65SXlyM6OhqBgYHw8PCAzWbDTz/9VKP9ZQEhHWYkG/ORjxnJxnzkY0aysYBYc0gB2bVrF4KDg9GzZ0+jgBQUFCAkJATDhg3D3r17sXfvXtx333249dZbUVZWpt3W8OHD0bVrV2zbtg2HDh1CdHQ0GjdujBMnThjrxMTEwNvbG6tWrUJKSgoiIiIQGBiIvLw8u/eZBYR0mJFszEc+ZiQb85GPGcnGAmKt1gtIfn4+OnTogMTERNhsNqOAbNq0Cc7OzqZv0unTp6GUQmJiYpXbKiwshIuLC9atW2daHhoaihdeeAHAhWc/AgICEBMTY1xeVFQEHx8fLFy40O79ZgEhHWYkG/ORjxnJxnzkY0aysYBYq/UCMmbMGEydOhUATAXks88+g4uLC4qKiox1CwsL4ezsjOjo6Cq3lZeXB6UUNm/ebFrep08f2Gw2AEBqaiqUUkhOTjatM3ToUIwZM8bu/WYBIR1mJBvzkY8ZycZ85GNGsrGAWKvVArJs2TJ0794d586dA2AuIFlZWWjcuDGioqJw9uxZFBQUYNKkSVBKYfz48dpt9u3bFzabDRkZGSgtLcWSJUvg5OSEjh07AgC2b98OpRQyMjJM1xs3bhwGDBig3W5RURFyc3ONOX78OJRSSEtLQ3Z2tsPm5MmTiIuLw8mTJx16uxxmdK0M85E/zEj2MB/5w4xkT13lk5aWBqUUcnJyrvQhfK2rtQJy/PhxtGjRAnv27DGWXVxAgAsvwwoJCYGTkxNcXFwwevRo9OrVCxMnTtRu9/DhwwgLC4NSCi4uLrj11lsxatQodOnSBcAfBSQzM9N0vbFjx2LgwIHa7UZHR0MpxeFwOBwOh8Ph1NtJT0+/3IfvDlNrBWTNmjVQ6kJJqBillFE2SktLjXVPnTqFM2fOAAD8/f0xZ84cy+0XFBQYJWP48OEYPHgwgMt/Cdalz4CcOXMGqampyMnJMS2v7UlPTzd+eBx5uxxmdK0M85E/zEj2MB/5w4xkT13lk5OTg/T09GrfzEmKWisgeXl5SElJMc0tt9yC0aNHIyUlpcrrfPnll3BycsLBgwftvp3Tp0/Dx8cHixYtAvDHSeizZ8821ikuLq7xSeh1JTe3/rx+73rFjGRjPvIxI9mYj3zMSDbmY82hH0R46UuwPvzwQyQlJeHw4cNYsmQJfH198cwzz5iuEx4ejvnz5xtfb9y4ERs2bMCRI0fwxRdfIDQ0FL179zad6BMTEwMfHx+sXr0aKSkpGDlyZI3fhreu8IdWPmYkG/ORjxnJxnzkY0ayMR9rdVpApk+fDn9/f7i6uqJDhw6YO3cuysvLTdcJCgoyvSvW8uXLERISAjc3NwQEBGDSpEmVTrap+CDCgIAAuLu7IywsTPusizT8oZWPGcnGfORjRrIxH/mYkWzMx5pDCwhZKyoqQnR0tOntiUkWZiQb85GPGcnGfORjRrIxH2ssIERERERE5DAsIERERERE5DAsIERERERE5DAsIERERERE5DAsIERERERE5DAsIERERERE5DAsIERERERE5DAsIBplZWVIT09HTk4OcnNzORwOh8PhcDgcsZOTk4P09HSUlZXV9cNoSywgGunp6VBKcTgcDofD4XA49WbS09Pr+mG0JRYQjZycHCNER7bX7OxsxMXFITs7u86bNIcZ1cdhPvKHGcke5iN/mJHsqat8Kv55npOTU9cPoy2xgGjk5uZCKYXc3FyH3m5JSQkSEhJQUlLi0Nsl+zEj2ZiPfMxINuYjHzOSra7yqavHrpeDBUSDBYR0mJFszEc+ZiQb85GPGcnGAmKNBUSDBYR0mJFszEc+ZiQb85GPGcnGAmKNBUSDBYR0mJFszEc+ZiQb85GPGcnGAmKNBUSDBYR0mJFszEc+ZiQb85GPGcnGAmKNBUSDBYR0mJFszEc+ZiQb85GPGcnGAmKNBUSDBYR0mJFszEc+ZiQb85GPGcnGAmKNBUSDBYR0mJFszEc+ZiQb85GPGcnGAmKNBUSDBYR0mJFszEc+ZiQb85GPGcnGAmKNBUSDBYR0mJFszEc+ZiQb85GPGcnGAmKNBUSDBYR0mJFszEc+ZiQb85GPGcnGAmKNBUSDBYR0mJFszEc+ZiQb85GPGcnGAmKNBUSDBYR0mJFszEc+ZiQb85GPGcnGAmKNBUSDBYR0mJFszEc+ZiQb85GPGcnGAmKNBUSDBYR0mJFs12M+mzdvxs033wxPT08opbBmzRoAQHx8PLp27QoPDw8opfDDDz/Ytb3k5GSEhYWhcePGUErhX//611Xd3+sxo/qE+cjHjGRjAbHGAqLBAkI6zEi26y2f8vJy+Pr6ok+fPti8eTOSkpJw+vRpZGVlwdXVFffeey+2bt2KpKQknD171q5t3njjjejQoQPWr1+PpKQknDx58qru8/WWUX3DfORjRrKxgFhjAdFgASEdZiTb9ZbPiRMnoJTC7NmzTcu//fZbKKWwfPnyGm+zQYMGmDhxouV6hYWFKC8vr/H2r7eM6hvmIx8zko0FxBoLiAYLCOkwI9mutXy++eYbhIeHo1GjRmjYsCH69u2LdevWAQCio6OhlDJNUFAQIiMjKy232WyWtxUbG1vpekop02WbNm3CY489hubNm0MphXPnzgEAfvnlF4wcORJ+fn5wc3ND586d8Z///KfSbRw4cAADBgyAm5sbmjVrhieeeAKfffYZlFLYsmWLsV7F/biUzWardF9yc3Mxbdo0BAcHw9XVFS1btkRUVBQKCgpM6ymlMGnSJHz00Ufo3LkzGjZsiJ49e2Lt2rVV7ueIESPQokULuLm5oU2bNnjkkUdQVFSEtLQ0uLi44PXXX690vW3btkEphU8++cTq2y3WtXYMXYuYkWwsINZYQDRYQEiHGcl2LeWzdetWuLq64uabb8by5cuRkJCAAQMGwMnJCfHx8UhPT8fq1auhlMJTTz2FpKQkJCcn4/Dhw1iwYAGUUnj99deRlJSEffv2Wd5eVlYWkpKSoJTCQw89hKSkJCQlJQH4o4C0atUK48ePx4YNG7By5UqUlpZi37598PHxQY8ePfDRRx/hiy++wLRp0+Ds7IyXX37Z2P6vv/6KFi1aoFWrVnjqqafw2WefYdSoUWjbtu1lF5CzZ8/ixhtvRPPmzTFv3jxs3rwZb7/9Nnx8fBAeHm56hkYpheDgYPTu3RuffPIJ1q9fjz//+c9o0KABUlNTjfX27NmDRo0aITg4GAsXLsSXX36JpUuXYvjw4cjLywMADBs2DG3btkVpaalp/x5++GG0bNkS58+ft/x+S3UtHUPXKmYkGwuINRYQDRYQ0mFGsl1L+fTp0wctWrRAfn6+say0tBTdu3dH69atUV5ejrS0NCil8Oabb5quu2XLFiilsGLFihrfbsUzBRerKCBjxoyptP7AgQPRunXrSr8vJ0+eDA8PD5w+fRoAMH36dDg5OWH37t2mjO66667LLiBvvPEGnJ2dsXv3btN6K1euhFIK69evN90vf39/o0QAF0qRs7Mz3njjDWNZeHg4mjRpgqysLM136I/vb8UJ/wCQkZGBBg0aYObMmdrr1QfX0jF0rWJGsrGAWGMB0WABIR1mJNu1kk9BQQGcnJzw5JNPVrps9uzZUErhwIEDDi8gn376qWn5uXPn0KBBAzz11FM4f/68adavX28qAb1790b37t0rZVSx7cspIHfccQd69uxZ6bbz8/Ph5OSEZ5991nS/RowYUWmbAQEBmDBhAoALz6i4uLhg/Pjxlt+n0NBQ9O/f3/j6xRdfhKur61U/ad/RrpVj6FrGjGRjAbHGAqLBAkI6zEi2ayWf9PR0KKXw6quvVrpsyZIlUErh22+/dXgB2bVrl2l5xUnw1c1HH30EAGjfvj369+9fKaMNGzZcdgG54YYbqr3txx9/vNr7deltVdyfV155xfL79MEHH8DJyQkHDx5ESUkJAgICMHLkSMvrSXetHEPXMmYkGwuINRYQDRYQ0mFGsl0r+RQUFMDZ2bnaZ0AOHjzo8AJy6UudKp4xePTRR7F79+4qJzs7G0DNngHp1KlTlc9WdOvWzVRA+vTpgx49emhvOy0trdr7BZgLSGFhod3PgJw7dw7NmzfHU089hY8//tgohfXdtXIMXcuYkWwsINZYQDRYQEiHGcl2LeXTt29fBAQEoLCw0FhWVlaGHj161Nk5IJcWEADo378/QkNDUVxcXO12a3IOyMCBA9G1a1fT9X/++Wc0aNDAVEBmzZoFT09PHDly5LLuF1D52Zbw8HA0bdoUp06dstzm888/j8aNG+Pmm2/GjTfeaLl+fXAtHUP/n70zD4+qPNj3AdlRq7SYIrYDCoUKgoji0ipgUbSlaqkWrQv8RCvWlY/qsEnYlX11QVQQMYBsASYhIYGEPewQCEsgZCOEhAlZJ8skM8/vjyRnZpKcnDPJLO/MPPd1vdf3NTk55x2e3K/zZM7irzAjsWEBUYcFRAEWEKIEMxIbf8qn+i5YDz/8MNavX48tW7Zg8ODB8l2wAAhRQBISEnD77bejX79+WLFiBWJiYrB161bMnz8fAwcOlLfLzMxE+/bta90F63e/+12tArJ69WpIkoR3330X0dHR+P7779GtWzd06NDBoYAUFRWhT58+uOuuuzBv3jxERUUhMjISy5cvx0svvYS4uLh6XxdQu4BU3wXr7rvvxrfffotdu3ZhzZo1eOWVVxwuYAcqT9lq1qwZJEnCd999p/WfWGj8ySF/hRmJDQuIOiwgCrCAECWYkdj4Wz7VzwFp27YtWrdujUceecThuRUiFJDqebz55pvo2LEjmjdvjvbt2+Oxxx7D9OnTHbY7e/YsBg0ahBYtWqBdu3YYOXIktmzZUquAWK1WzJ49G3fffTdatWqFBx98ELt27arzOSBFRUWYOHEiunXrhhYtWsi3BB49ejSuXbtW7+sC6r7e5OzZs3jppZfw61//Gi1atMDvf/97jBgxAqWlpbV+fsCAAWjXrp3DJ1W+jL855I8wI7FhAVGHBUQBFhCiBDMSG+YjPjUzqi5L9gXEV8jKykKrVq3wySefeHsqLoMOiQ8zEhsWEHVYQBRgASFKMCOxYT7i4w8FJD09Hbt378aQIUPQpk0bXLlyxdtTchl0SHyYkdiwgKjDAqIACwhRghmJDfOpG6vVWutZGTWH/VPD3Yk/FJDg4GA0adIEnTt3dngYoT9Ah8SHGYkNC4g6LCAKsIAQJZiR2DCfuql+k1/fWLFihUfmwozEhvmIDzMSGxYQdVhAFGABIUowI7FhPnVTUFCg+KyMms/rcDfMSGyYj/gwI7FhAVHHJwtIcHBwrb/cBQUFAagM/dNPP0XPnj3Rpk0bdOjQAa+//joyMjKcOgYLCFGCGYkN8xEfZiQ2zEd8mJHYsICo47MFpEePHsjMzJRHdnY2ACAvLw+DBg3CunXrcP78eRw8eBAPP/ww+vbt69QxWECIEsxIbJiP+DAjsWE+4sOMxIYFRB2fLSC9e/fWvP3hw4chSRJSU1M1/wwLCFGCGYkN8xEfZiQ2zEd8mJHYsICo47MFpPr0qk6dOmHYsGFISkpS3D4qKgpNmjSpN5DS0lLk5+fLIz09HZIkwWg0wmw2e2yYTCaEhobCZDJ59LgczMhfBvMRfzAjsQfzEX8wI7GHt/IxGo0sIO4kPDwcGzZsQHx8PKKiotC/f38EBQXVeQFlSUkJ+vbti1dffbXefdZ1XYkkSQgJCUFoaCgHh+axaXMoRi7aiudnb4V+2Rb87Yut+GGd9+fFweEroy6Hvl/r/XlxcPjK2LQ5FCMXb8Xzs7Zi7Ld0KFBGSEgIC4gnKSoqQlBQEObNm+fwdbPZjOeffx59+vRRDYOfgHC4IqPiklJ88PMx6PQG6PQG3D0uDDq9AY99Ho2krDyvzz0QBh0Sf6g59GFIbYcenRmNS9fokLfz4RBj1JdRSWkZPlJw6CId8no+7hz8BMQLDBo0CKNGjZL/t9lsxgsvvIBevXo16NaSvAaEKKGUkbnCgvfsykfN8ejMaCRfL/LSrAMHOiQ+9Tn0fshxRYcemRmNy3TI7dAh8VHKqFzFoYdn0CFP4C2HeA2IhyktLUXHjh0xZcoUALby0aNHD/nuWM7CAkKUqCujsnIL3ll1FDq9AV3Gh6HnpAiHRf/+KZHQ6Q3oNyMKl7ILvTh7/4cOiY+SQ6N+UnfooelRuJhFh9wJHRKfujIyVzjjUIEXZ+//sICo45MFZMyYMYiNjcXly5cRFxeHIUOG4JZbbkFKSgrKy8vx3HPP4a677sLJkycdbtVbVlam+RgsIESJmhmVlldg5MrD0OkN6Do+HDvPXcNzS/c5LPyHk3Pw9Pzd0OkN6DstConXuPi7CzokPnU7dER2KPrsNTxfw6FDl3MweEG1QztwPpMOuQs6JD51OfTWjzaHohKu4YUv6ZC3YAFRxycLyLBhw9ChQwc0b94cd955J4YOHYqEhAQAQHJycp0Xk0uShJiYGM3HYAEhSthnVGKuwBvfH4JOb8AfJoQj9kLlJ27/+uaAw8J/Na8YOUVleGbhHuj0BjwwdQfOXhV/gfBF6JD41HRo+A+1HRq2zNGhK7mVDj1b5VCfqTuQkEGH3AEdEp+aDo2ocqjrhHDEnM8CALy87KCDQ+k3TLhRVIa/LtojfyJyJiPPy6/EP2EBUccnC4gnYAEhSlRnlF9UgleXx0GnN6DbxHDsu3hd3qa6lFSPG0WVn77lmsowZPFe6PQG9J4SidNXuPi7GjokPvYOvfZd3Q5Vl5LqkWPn0N+XVDrUa3Ik4tPpkKuhQ+Kj5NDeRJtDI2o4ZCwsBQDkmcx4jg65FRYQdVhAFGABIUqYzWas2xiKf32zHzq9AX/8bDsOJjne6KD6epDqUWKukL+XV2yWTy+5LzgCJ9NyPf0S/Bo6JD5aHKo+l716mMrK5e/ll5jl00t6BkfgeOoNT78Ev4YOiU+1Q8PsHDpwydGhd1c7OlRU6ujQP+iQ22ABUYcFRAEWEKLEjcJiDJy+DTq9AT0mReBIck6tbT5a43gXEqvV6vD9ghIzhn5V+R+OnpMicDSFi7+roEPio8Whj9eecHDIYqnt0Itf75f3cTSl9j5Iw6BD4nOjsBhPVjl072fbcbgOh0bXcKiihkOFpeUODtXlIWkYLCDqsIAowAJC6iK/xIznl+5V/avR2I2n5EW/28TwOrcpKi3HS1XXiij9B4Q4Dx0Sm/wSM16wc+iYokPxskNdJyg7VH2tyL2fbUdckvO3XCe1oUNiY+9Qj0nKDo3bZOfQ+LodMpWVy9eK/JEOuQwWEHVYQBRgASE1yTOZ5XPP/zh+G44nKy/UwVvOyAt/7ymRituZysrx7+WVi3/3ibU/QifOQ4fExf7c8z+O34ZjydcVt5281ebQfcERitsVl1XI12J1n7gd+y8q75Nogw6JS57JLN9lsbuKQ1O2JsgO9VRxSOlaLNIwWEDUYQFRgAWE2GN/9537p0Tiy5/rz+jz8HMOD36qjxJzBV6vumi928Rw7Els2LNrSCV0SExq3n1nqYpDX2y3OdRvRlS9+655J63dF+hQY6BDYnKjqAx/W6zdoVl2Dj00Xd2hEXXcjY40DBYQdVhAFGABIdVcLyx1uHf6mfQc1YwWRiXKC/+AOTGqxygxV+D/rTgsn26yq+o2isR56JB4NMShRdE2h56YvUv1GHU9j4c0DDokHkY7hx6YugOn09QdWmzn0OOztDrk+Dwe0jBYQNRhAVGABYQAQFZ+Cf4yLxY6vQEPVj09VktG38Rekhf+wQt2azpWWbkFb9s9SGpHAhf/hkCHxCKroASDGuDQst0Nc+g/qyod6jI+DJFnMl31MgIKOiQW9g5VP8hWS0bf7k6SHXp6vnaHqu/i2GV8GCLoUINgAVGHBUQBFhCSmVeCgXNi5NOokrILAWjL6McDyfLC/8KX+zQf01xhwX9XH4NOb8A948IQHn+10a8j0KBD4tAYh1bZOfTcUicd+tnmUBgdcho6JA7X8kswcG6MfCriJWccOphic2jJXs3HNFdY8J6dQ4ZTdMhZWEDUYQFRgAUksLmSW4wnZu+CTm/AY5/vRIqxSP6elozWHU6TF/6Xlx106tjlFRZ8WHUb37vHhWHryYwGv45AhA6JQUZjHTpic+hf3xxw6tjlFRb5Vth3jwvDFjrkFHRIDDJyi9G/yqFHZ0Yj+bpzDv1i59BLDXCo+lbYd48LQ+iJKw1+HYEIC4g6LCAKsIAELmk5Jvzpi53Q6Q3486ydSMsxOXxfS0ahJ67IC/+IHw45PYcKixWj11Uu/p3HGrDpeLrT+whU6JD3Scsx4c+zKh360xcNc2jLyQzZoeENdGjMLydlhzYeo0NaoUPexxUObbVz6I3vG+bQ/+wc2nCUDmmFBUQdFhAFWEACkxRj6UDlhwAAIABJREFUER6dGQ2d3oD+s3chI7e41jZaMoo8kykv/O+uPtqguVgsVug3VD5PpNNYA345ktag/QQadMi7pBiL8NjnO+WLxxvq0I6Ea7JD76xquEPVz+TpNNaAdYfpkBbokHdJNZocHLrSQIei7Bz6z6ojDZpLpUPxskNrD6c2aD+BBguIOiwgCrCABB6XsgvRb0YUdHoDBs6NwbX8kjq305LR7gvZ8sI/eu2JBs/JYrFiwmbbw6R+juPirwYd8h5J2YV4eEa07FBmXsMd2pNoc+jjRjo0cfNpeV+r41IavK9AgQ55j8vXi2wOzWmcQ3sTr8u/9x+tOd7gOVmtVnwWanPop4N0SA0WEHVYQBRgAQksEq8V4MHpleXjqfmxyC4oVdxWS0aHk3PkxXrcpvhGzc1qtTo82PDHA8mN2p+/Q4e8w8Usm0OD5sUiq6DuN06AtoyO2Dk0duOpRs3NarU6PNhwxb7Ljdqfv0OHvMPFrAI85EKHjqbYHNJvaLxD9g82/IEO1QsLiDosIAqwgAQO5zLz8cDUHfLtPo2FyuUD0JZRfHqevFBP2ZrQ6DlarVZMN9gW/+V7khq9T3+FDnkedzh0+orNoclbzzR6jlarFTPDztIhDdAhz3M+swB9p9kcuu5ih4K3uMihcJtD3+6mQ0qwgKjDAqIAC0hgcPpKHu6fEgmd3oC/LtqDG0Vlqj+jJaPEawXyIj1r+zmXzNVqtTo82fbr2Esu2a+/QYc8y5kM9zh0Mcvm0BcudGhOxHl5v1/GXHTJfv0NOuRZ7B16duEe5LjMoUL5d/3zcNc5NDfS5tDSXXSoLlhA1GEBUYAFxP85lZ6L+4Ij5Huk55m0/ZtrySgtxyQv0IujE101ZVitVszfccEt+/YX6JDniE/PQ6/JkW5xKP2GzaFFLv49XxiV6LZ9+wN0yHPYO/T3JXuRa1IvH4C2jK7kFsu/5wujXPt7vsjuKeuu3rc/wAKiDguIAiwg/s2x1BvoOamyfPzjy33IL9H+760lo+yCUrd+TL1kp23xn7fjAqxWq8uP4avQIc9wPPUGega7z6HrhTaHlu12/ad9S3ddlPc/N/I8HbKDDnkGe4decINDRjuHvnHDJ+ZfxtAhJVhA1GEBUYAFxH85nJyDHlXl46WvD6CwtNypn9eSUWFpubwwr3LTHUO+ib3kcJoXF/9K6JD7OWLn0Itf73eLQ0V2Drnrxgvf7k5yOEWFDlVCh9xPTYcKnCgfgLaMTGU2h1buT27kjOtm+R6bQzPDz9KhKlhA1GEBUYAFxD85cMmIP362HTp95RPKTWXOvXECtGVUXmGRF2V3Pr/j+72X5eNMNyRw8QcdcjcHkzzjUIXFKv9ur3OjQz/sszk0dRsdAuiQu4mzc2jYsgMocrLAA9oystg75MZn4Kywc2jKVjoEsIBogQVEARYQ/2Nv4nV0mxgOnd6A176LQ3FZRYP2ozWje8aFQac3YOvJjAYdRyurDiQ73Okk0Bd/OuQ+9l30rENdxlc6tMXdDh1MkR36LPQ0LBY6RIfcg71Dry53v0Ndx1ceK/TElQYdRys/2Tk0cTMdYgFRhwVEARYQ/yLmfBa6TqhciEf8cAgl5oYt+oD2jKqvMYlKuNbgY2kl5FAqOo2tXPzHb4oP6MWfDrmHmPNZ+EOVQ8M95VDV+fE7PODQ2sM2h8ZupEN0yPXEXsiWHXrje884VH2jlcgzmQ0+llbWHU6zc+gUHWIBqRcWEAVYQPyHqIRr8l+B3vrxCErLG77oA9oz6jut8oFSexOvN+p4WvnliG3x/2T9SVQE6OJPh1xP9FmbQyNXHvaYQ9UPNtyTmN2o42llw9F0dK5y6H+/0CE65Dq85VD1gw13X/CMQxuP2RwaQ4dYQOqBBUQBFhD/YPvpTPlUqFE/HUVZuaXR+9Sa0cA5MdDpDTiZltvoY2pl8/Er8uI/eu2JgFz86ZBr2X46Uz4V6p1VHnZobqVDJzzoUOiJK7i7as34eO0JlFc0/vX6GnTItUScsTn0n1VHPOrQk1UOHU+90ehjasXeoY/WHKdDHoQFxA9gAfF9tp3KkBfB90NctwhqzSgq4RpmbT/n8Y+h3fW6fQU65DoMp67KBf69n4/B7GGHos9ewxdecMj+db8fctxlr9tXoEOuIyze9rv0Xy84tPOcdxyyf92uXDt8BRYQdVhAFGAB8W1qfhLgyjfhvpCR/V+t3119NKAWf1/IxxcIPWFzyNWfBPhCRvZ/tXbVp6e+gi/k4wu485MAX8go8ozrPz31FVhA1GEBUYAFxHdZfzTdrddC+EpGrr72xVfwlXxEZr2br4XwlYwcz9unQ0Q79tcTueNaCF/JaOc511774iuwgKjDAqIAC4hvYn83qHFuuhuUL2Vkf/ev/7ficKPuuuIr+FI+IrLmkPvvBuVLGdnfuaixd//yFXwpHxFxvKOae+4G5UsZufLuX74CC4g6LCAKsID4Hp56HoavZVTz+Sf+vvj7Wj4iUfN5GHSoElc9/8RX8LV8RMJTz8PwtYz2X7yO7hO3N/r5J74CC4g6bi0gt99+u1OjXbt2SElJceeUNMMC4lvYPxF8mpufZuyLGdk/Af6Vbxv29GpfwRfzEYEfPPg0Y1/MyBVPgPcVfDEfEbB/Ivjkre59KKwvZuSKJ8D7Ciwg6ri1gDRp0gSLFi3CypUrVceKFSvQunVrJCUluXNKmmEB8R2W7b4kL/qfh59z+5PAfTWjw8k5uLdq8X/p6wMo9NPF31fz8Sbf7k6SHZoZfpYOKXAkOQc9qh4wSoeIPcv32DkURoeUOJpic+jFr/fTIRfDAlJFkyZNkJWVpXn7m2++mQXERxcVb7F010V50Z8Xed7tiz7g2xkdS70hP6F96Ff7UVDie69BDV/OxxvYOzSXDqlyPPWG/IT2f3y5D/l0KOD5Msbm0JwIOqTGibRc2aEX6JBLYQHxA1hAxMZqtWL+jgvyor8oOtFjx/b1jE6l5+K+qsX/uaX7kFfsm69DCV/Px1NYrVYsiKJDDSE+PQ+9JkdWOrRkL/JMvvk6lPD1fDzJwqhE2aGFUXRIK/YO/Z0OuQwWED+ABURcrFYrZkeckxf9r2IuefT4/pDR6St5uH9K5eL/t8V7kGsq8/aUXIY/5ONurFYr5kSclx36MuaiR4/vDxmdybA59NdFe3CjiA4FElarFXMjbQ4t3UWHnCUhIx99pu6ATm/Aswv3IIcONRoWkDpo2rQpBgwYgJycHIevX7t2DU2bNvXUNDTDAiImVqsVM8LOyov+8j2eP2XPXzI6l5mPB6oW/2cW7oGxsNTbU3IJ/pKPu7BarZhJh1zC+cwC9J1W6dDgBbtxnQ4FBFarFTPDbQ59u5sONRQ65FpYQOqgSZMmePTRR9G5c2ecPn1a/vq1a9fQpEkTT01DMywg4mG1WhG85Yy86P94INkr8/CnjBKvFaDvtCjo9AY8NT8W2QW+v/j7Uz6uxmq1YvJWm0Mr9l32yjz8KaOLWQV4cHqlQ4PmxSKroMTbU2o0/pSPq7FarZiyNUF26Ac61GguZhXioSqH/jIvFln5dKihsIDUQdOmTXH16lV8+OGHuOWWWxAaGgqAn4DUxJ8WFVdisVgxYXO8vOj/HJfqtbn4W0aXsgvRb0bl4v/k3Bhc8/HF39/ycRUWixUTN5+WHfrpoPduee5vGSVlF+LhGdHQ6Q0YSIf8FovFis9CbQ6tokMu4/L1Ijwys8qhOTHIzKNDDYEFpA7s74i1bNkytGzZEtOmTUNmZiYLiB3+tqi4AovFCv2GU9DpDeg01oB1h9O8Oh9/zCj5ehEerVr8+8/ehYzcYm9PqcH4Yz6NxWKxYuxGOuROUoxFeOzznXTIT6l0KF52aO1h7/0RDPDPjFKNJtmhJ2bvwhU65DQsIHVQ85a8MTEx+PWvf41BgwaxgNjhj4tKY6iwWPF/605Cpzeg81gDNh1P9/aU/DajtBwT/vRF5eL/51k7kZZj8vaUGoS/5tNQKixWjPnF5tDGY3TIXaTlmPDnWXTI36jp0IajdMhdpN+wOfSnL+iQs7CA1EGnTp1gNBodvnbx4kV0796dBcQOf11UGkJ5hQUfrjkOnd6Au8eFYcvJDG9PCYB/Z3QltxhPzN4Fnd6Axz7fiVSj7y3+/pyPs9R0KPTEFW9PCYB/Z5RRw6EUY5G3p+Q0/pyPs5RXWPARHfIoGbnF6F/l0KMzo+mQE7CAOEFJSQlSUrx3HqUSLCDexVxhwX9XH4NOb8A948IQHn/V21OS8feMMvNKMHBODHR6Ax6ZGY3L131r8ff3fLRirrDgvz/bHAqjQx4jM68EA+dWOvTwjGgkZRd6e0pO4e/5aMVcYcF7dg4ZTtEhT3Et3+ZQvxlRuESHNMEC4maCg4MhSZLDCAoKkr9vtVoRHByMDh06oFWrVujfvz/OnDnj1DFYQLxHWbkFb/94BDq9AV3Gh2FHwjVvT8mBQMgoq6AEf5kXC53egIemR+Filu8s/oGQjxpl5Rb8Z5XNocgzmd6ekgOBkFFWQQkGVTn04PQoXMwq8PaUNBMI+ahRVm7BO6uOyg5F0CGPk11Qiqfm2xxKvEaH1GABseO2227D7bffrjqcITg4GD169EBmZqY8srOz5e9/8cUXuOWWW7Bx40acPn0aw4YNQ4cOHVBQoP2XlwXEO5SYK/D/VhyGTm9A1wnh2HUuS/2HPEygZHS9sBSDF+yGTm9A32k7cD7TNxb/QMlHidLyCrxZ7dD4cOw8J1aBBwInI6OdQw9M3YFzmeK/KQACJx8lSssrMHKlzaHos3TIW9Ah52ABsWPlypXyWLFiBVq1aoXZs2c7fH3lypVO7TM4OBi9e/eu83tWqxW//e1v8cUXX8hfKy0txa9+9St88803mo/BAuJ5SswVeP37Q9DpDfjDhHDsScxW/yEvEEgZ5RSV4dmFe6DTG9Bn6g4kZIi/qAVSPjUpMVfgDTuHYi/QIW9zo6gMf11U6dD9UyJxJiPP21NSJZDyqUmJuQLDf6BDInGjqAx/W2xz6PQVOqQEC0g93HzzzUhKatxTQ4ODg9GmTRt06NABnTp1wrBhw+R9JiUlQZIkHD9+3OFnnnvuObzxxhuK+ywtLUV+fr480tPTIUkSjEYjzGazx4bJZEJoaChMJpNHj+vtkV9UgleWHYBOb0D3ieHYc/6a1+fEjCpHdp4JQ6oW/16TI3A82bNOMB9tI7+oBK98a3No9/lMr8+JGVWO6/km/J0OCT/yi0rw728PQqc3oNvEcMSeo0OiDHuH7guOwNHL170+JxHzMRqNLCBKuKKAhIeHY8OGDYiPj0dUVBT69++PoKAgGI1G7N+/H5IkISPD8Y5Jb7/9Np5++mnFfdZ1XYkkSQgJCUFoaCiHG8e6jaH4y4xtlX9xGrcN81Z5f04cjmPNhlD0n1aZUffx27DwJ+/PicM2Kh3aWnnKyLhtmEuHhBt0SOxRy6EfvT8nDsdh71A3OlTnCAkJYQFRwhUFpCZFRUUICgrCvHnz5AJy9arj3SreeustDB48WHEf/ATEOyOnoBhDv9wHnd6AHpMiEHcp2+tzYkbKWf3zq8qs7p20XdisAi0fe4dEziWQM6oeNwodHTp4Mcvrc2I+vpNLIGeklNUBQbPiJyDq+EUBAYBBgwZh1KhRDT4Fqya8BsT95BWb8fzSffJHqifScr09JU0EUkY1KSotx7CqU+Xu/Ww74pKM6j/kYQIpn7xiM16oKh896ZBPYCorx8vLKk/z+eNn23GQDnmV/BJHh46n3vD2lDQRSBnVpKZDBy7RoWp4DYgdo0ePdhgtWrTAm2++WevrjaG0tBQdO3bElClT5IvQZ82aJX+/rKyMF6ELRq6pDEMW74VOb0BvH7morJpAyUiJ4rIKvLo8rupag+3Yf/G6t6fkQKDkk2sqw9+X7K26roAO+RLFZRV47bs4+VqDfXTIK+SZzA4OxafTIV+hpkN7E+kQwALiwIABA1THwIEDndrnmDFjEBsbi8uXLyMuLg5DhgzBLbfcIj/Q8IsvvsCvfvUrbNq0CadPn8Yrr7zC2/AKRE5RGZ6xu7PS2avii2JPIGSkRs27Le0W6E4xgZCPL96dzJ5AyEiNEnMFRgh6t6VAyMfeIV+5O5k9gZCRGvYOdZ0Qjpjz4ty2nwVEHZ98EGH1cz2aN2+OO++8E0OHDkVCQoL8/eoHEf72t79Fy5Yt8cQTT+D06dNOHYMFxD1cLyzF0/Orny0RhQs+9GChavw9I63UvFe+KM+b8Pd8fPX5LPb4e0ZaqXToiHDPm/D3fOiQ/1BaXoG3frQ5FCXIg4tZQNTxyQLiCVhAXE9Wvu8+Xdsef87IWUR84rY/50OH/A8Rn7jtz/n48hPq7fHnjJylrNyCUT9VOnTPuDBsP31V/YfcDAuIOm4tIKNHj0ZRUZHm7ceOHYucnBw3zkg7LCCu5WpeMQbMiYFOb8AjM6Nx+br23wvR8NeMGoq5woL//nxMXvzD4r27+PtrPpl5JRhIh/wSc4UF79k5ZDhFh9yBvUMPz4hGUrZvFnjAfzNqKOUVFrwfchw6vQF3jwvDtlMZ6j/kRlhA1HFrAWnatCmys7Wf13rLLbe45Q5ZDYEFxHWk3zDh8Vm7oNMb8NjnO5GWY/L2lBqFP2bUWMorLPhojW3x33LSe4u/P+ZzJbcYT8y2OZRqpEP+RnmFBR+vPQGd3oDOYw0IPXHFa3Pxx3xqOpRi9N0CD/hnRo2lvMKC0XYObT4eeA6xgFTRpEkT3Hbbbbj99ts1jaZNm7KA+NmikpZjwmOf74ROb8Djs3Yh/YZvv3EC/C8jV1FhsWLMLyflxX/jsXSvzMPf8knLMeFPX1Q69OdZO+mQH1NhseJ/dg6tP0qHXEFNh3z9j2CA/2XkKiosVnyyvtKhTgHoEAtIFStXrnR6OHPKljthAWk8ydeL8MjMaOj0BgyYE4OrecXenpJL8KeMXI3FYsXYjafkxX/d4TSPz8Gf8km+XoRHqxzqP3sXHQoAKh2Klx1acyjV43Pwp3xSjI4OZeTSIX/HYrFi3CabQyEB5BALiB/AAtI4LmUX4qHpUdDpDXhybgyy8ku8PSWX4S8ZuQuLxYqJm09DpzdApzdgdVyKR4/vL/lcyi5EvxmVDg2cG4NrdChgsFqtmBRqc2jVQTrUEJJqOJSZR4cCBavViuAtZ2wOHUj26PFZQNRhAVGABaThJF4rQN9plYv+0/N3I7ug1NtTcin+kJG7sVqtmLzVtviv2HfZY8f2h3wSrxXgwaoC/9T8WDoUgFitVkzdliA79AMdcoqLWTaHBs2LRVaB/5QPwD8ycjdWqxXT7Bz6bq//O8QC4gewgDSMs1fz8cDUHdDpDXhm4R7kFJV5e0oux9cz8hRWqxUzw87Ki//yPZ65vsvX8zmXaXNo8ILdMBb6V/kAfD8jT2G1WvF5+DnZoW930yEt0CFSTU2Hvom95JHjsoCowwKiAAuI85y+kofeUyKh0xswZPFe5Jr8r3wAvp2Rp7FarZgTcV5e/L+Muej2Y/pyPqev5OH+Kof+tngPbvhhgQd8OyNPY7VaMTfS5tDSXXSoPs5k2Bz66yI6RCodmmfn0JKdiW4/JguIOm4tIKdOnYLFYnHnIdwGC4hznEzLxX3BEdDpDXh+6T7kFfvW/J3BVzPyJgujEuXFf2GUexd/X83H3qHn6BCpwaJom0MLoi7AarW67Vi+ms+p9Fz0mlxZPp5bshd5Jt+avzP4akbexN6h+Tv80yEWkCqaNm2KrKwsAEDnzp1hNBrdeTiXwgKinaMpN9BzUuUbp6Ff7UdBie/MvSH4YkYisHTXRXnxnxt53m2Lvy/mU9OhfDpE6uDLGJtDcyLokD3HUm0O/ePLfXSI1MlXMZdkh2ZHnPM7h1hAqmjXrh3i4uIAVD4TxJmHEnobFhBtHLqcg3s/2w6d3oCXvjmAotJyb0/J7fhaRiLx7e4kefH/PNw9i7+v5XM42c6hrw+gkA6Reli+x+bQzLCzdAiVDvWoKh90iKhh79AMP3OIBaSKt99+Gy1btkSnTp3QtGlT/P73v0fnzp3rHKLBAqLO/kvX0X1i5Runfy8/CFOZ/y/6gG9lJCI/7LssL/5TtyW4fPH3pXwOXDLKDr28jA4Rbazcnyw7NHnrmYB26GCSEX/8jA4R57B3KHiL/zjEAmLH9u3bsWTJEjRp0gTTpk3DwoUL6xyiwQJSP3sSs9FtYjh0egNe//4QSswV3p6Sx/CVjERm1cEUefH/LPQ0LBbXLf6+ks/exOuyQ699F4fiMjpEtLM6zubQxM2B6dC+i3RI9IxExt6hCZvj/cIhFpA6GDFiBAoKCjx1uEbDAqLMrvNZ6DqhctF/c8XhgCofgG9k5AusPZyKTmMrF/+xG123+PtCPjF2Do34IbAKPOAbGfkC6w6n2Tl0KuAc+gMdEjojX8DeoU/X+75DLCB+AAtI3exIuIau4ysX/bd/PIKyct+8y1ljED0jX2LD0XR0rlr8x/xyEhUuWPxFzyfKzqG3fjyC0vLAeuMEiJ+RL7HxWOA5FH3W5tDIlXSINI5Nx20OjV53wqcdYgHxA1hAahMefxX3jAuDTm/Af1cfg7ki8MoHIHZGvkjoiSu4u+r36qM1x1HeyN8rkfPZftrm0Lurj9IhATPyRewd+tDvHcpEl/GVr3XUT0cD8o9ggNgZ+SJbTmb4hUMsIH4AC4gjW10spy8jaka+jOGU7Y35ez83rtyKmo+9Qx+E0CERM/Jlwuz/QOSnDm07ZXPofTokZEa+jCv/yMoCog4LiAIsIDbc8fGkLyNiRv5AxBnX/GVTxHwcHFpLh0TMyB+ItHPoP6safoqsiPlsPn5FdujjtScCunwAYmbkD9g71JjTzFlA1GEBUYAFpJJ1R2wXaOk3uO4CLV9GtIz8CVec2y1aPr/YOfTJeteco+/riJaRP7HrnO0GByNXHvYLh9YfTZcd+p+LrnPxdUTLyJ+wd+j/NfBGOywg6rCAKMACAvwcl+q2W9T5MiJl5I/EXsiW724zvAF3txEpn5BDtjt9jdtEh6oRKSN/ZLedQ2804DbpIuWz5pB77pbn64iUkT9i71BDHjXAAqIOC4gCgV5Afjzg3gdd+TKiZOTPNOb+/qLks+qAex905cuIkpE/s/+i7UGxry73UYfsnhc0KfQ0HbJDlIz8GXuHXvnWuYdcsoCowwKiQCAXkOV7kuRFf0bYWS76NRAho0DA/gnHw5YdQFGptsVfhHy+22t72vs0Nzzt3dcRIaNAIM6HHfrezqGpdKgWImQUCBy6nIN7qxx66RvxHWIB8QMCtYB8HXtJXvRnbT/HRb8OvJ1RIHEkOQc9JkVApzfgxa/3o1DD4u/tfL6xc+gLOlQn3s4okDiaYnPon1/tR0GJ+r+5t/NZttvm0OfhdKguvJ1RIHE0JQc9fcQhFhA/IBALyOLoRHnRn7/jAhd9Bbjwe5bjqTfQM7hy8X/hy33IV1n8vZnPkp02h+bRIUXokGc5kZbr4FBesbgOLd110eZQ5Hk6pAAd8iwn0nJxX5VDzy8V1yEWED8gkAqI1WrFvMjz8qK/ZGeix47ti3Dh9zzx6XnoNTkSOr0Bzy3ZizyT8r+91xzacUF2aHE0HaoPOuR5Tl/JQ+8plQ79fcle5JrKFLf1lkPz7RxaRIfqhQ55HnuHhiwWzyGABcQvCJQCYrVa8cX2c/Ki/03sJY8c15fhwu8dzmTk4f6qxf+vi/bgRlHdi783HJpl59BXMXRIDTrkHRIy8tFn6g7o9AY8u3APcgRyaHaEzaEvYy565Li+DB3yDvYOPSOQQ9WwgPgBgVBArFYrphsS5EX/+72X3X5Mf4ALv/c4n1mAvtMqF//BC3bjemFprW087dCMsLOyQ8v3JLn9mP4AHfIeIjo0kw45DR3yHheuFaDvtCjo9AY8PX83sgu865A9LCB+gL8XEKvViuAtZ+RFf9WBZLcez5/gwu9dLmYV4MHplYv/oHmxyCoocfi+txz6kQ5phg55l4tZhXioyqG/zItFVr73HJq81ebQyv3Jbj2eP0GHvIu9Q0/OjfGaQzVhAfED/LmAWCxWjN8UD53egE5jDQg5lOq2Y/kjXPi9T1J2IR6eEQ2d3oCBc2KQmWdb/D3l0ITN8fIbp5/j6JAz0CHvc/l6ER6ZKY5Dq+NS3HYsf4QOeR97hwbMicHVvGL5eywg6rCAKOCvBaTCYsUn60/K5eOXI2luOY4/w4VfDFKMRXjs853Q6Q14YvYuXMmtXPzdnY/FYsWn60/JDq2jQ05Dh8Qg1WjymkP6DXYOHaZDzkKHxCAtx+bQ47N2If2GCQALiBZYQBTwxwJSYbFi9NoT0OkN6DzWgM3Hr7j8GIEAF35xSMsx4c+zKhf/P32xE2k5Jvc7tM7m0Kbj6S4/RiBAh8Qh/YbnHfq/dSfpUCOhQ+KQfsOEx2ftgk5vwGOfu9+h+mAB8QP8rYCUV1jwfshx6PQG3D0uDNtOZbh0/4EEF36xyMgtRv/ZlYv/ozOjcfFantsc+sDOoa0n6VBDoUNicTWvGAPmxNgcynSfQx+usTm0hQ41GDokFvYOPeJGh9RgAfED/KmAmCssGPXTUej0BnQZH4btpzNdtu9AhAu/eGTmlWDg3MrFv9+MKHy7xvUOvbu60qF7xoUhPP6qy/YdiNAh8biWX4Inqx2aHoVlbnDov6uPyQ6F0aFGQYfEw96hh9zgkBZYQPwAfykgpeUVeOvHI9DpDeg6PhxRCddcst9Ahgu/mGQVlGDQvFjo9AbcN3Ebzl654ZL9lpVb8HaVQ13Gh2EHHWo0dEhMsgtK8dR8m0MJLnToP6tsDkWe4R/BGgsdEpNqh+4ZF4bpP2xhAakHFhAF/KGAlJgr8P9WHK4sHxPCEXM+ywUzJFz4xcVYWIrBVW+g+kyNxLnMxvlb06Fd5+iQK6BD4uJqh0qiYXUyAAAgAElEQVTLK/AmHXI5dEhcjIWliDqTwVOwVGABUcDXC0iJuQKvfRcHnd6AbhPDsTfxuotmSLjwi01WXhH+NHUbdHoD7p8SiTMZeQ3aT4m5Aq9/fwg6vQF/mBCOPYnZLp5p4EKHxKamQ6evNNyhN+wc2n2BDrkKOiQ2vAhdHRYQBXy5gJjKyvHKtweh0xvwx8+248AlowtnSLjwi43ZbEbIhlD8ffEe6PQG9JociVPpuU7tw96h7hO3Y/8lFnhXQofERnZoSaVD9wVH4GSacw4Vl1Xg38vtHLpIh1wJHRIbFhB1WEAU8NUCUlhajpe+PgCd3oB7P9uOw8k5Lp4h4cIvNtX55BSY8I8v90GnN6DnpAgcS9V2PnthaTle+sbm0KHLdMjV0CGxsXdo6Ff7ZYeOpmhzqKi0HP+iQ26FDokNC4g6LCAK+GIBKSgxO/zHQusbLuIcXPjFxj4f+0LeY1IEjqgU8poOaX3DRZyDDomNkkNa/qhVUGLGP6sc6jEpAkdTWD7cAR0SGxYQdVhAFPC1ApJXbMZzS/fJH5c7e8oJ0Q4XfrGpmY+prBwvL7Odkngwqe5TEvOKzXjezqETTp5yQrRDh8RGzSGl03rzis14ofpTRzrkVuiQ2LCAqOPzBWTmzJmQJAkfffSR/LXMzEy89tprCAoKQps2bdCnTx+sX7/eqf36UgHJNZXhb1XnuzfmgkGiDS78YlNXPsVljjdl2FfjfPRcUxmGLN4Lnd6A3nTI7dAhsdHiUM0bm+SayvD3JXTIU9AhsWEBUcenC8jhw4fRqVMn9OrVy6GADBo0CA899BAOHTqEpKQkTJs2DU2bNsXx48c179tXCoixsBTPLKwsHw9M3dHoWyYSdbjwi41SPiXmCoz4wXZHnurbUucUlckO9Zm6A2ev0iF3Q4fERotDXWs49KydQwkZdMjd0CGxYQFRx2cLSGFhIbp27YqoqCj079/foYC0bdsWq1atcti+Xbt2+O677zTv3xcKSK6pTH5o1IPTo5B4rcADMyRc+MWmvnxKyyswcqXtwZy7zmXh6fm7odMb0HdaFC7QIY9Ah8RGzSH7h9vuOpeFwQvokKehQ2LDAqKOzxaQN954Ax9//DEA1CoggwcPxt/+9jfk5OTAYrFgzZo1aNu2LS5duqS4v9LSUuTn58sjPT0dkiTBaDTCbDZ7bJhMJnz41Rbo1x/HuI0nFceETafQZXwYdHoD+k2PwvmMXI/OM5CHyWRCaGgoTCaT1+fC4Xw+RcWleHPFIflUkupTF8/RIWEy4hA7H1NJKUbSIaEz4gjMfIxGIwuIO1mzZg169uyJkpISALULSF5eHgYPHgxJktCsWTPceuut2LFjR737DA4OhiRJtUZISAhCQ0M9OgZMr3wAlJZx99htWLLas/Pj4PD1MWH5FgePnp651etz4uDwpVHToafoEAeH10dISAgLiLtIS0vDHXfcgZMnT8pfq1lA3n//ffTr1w/R0dE4efIkJk+ejF/96leIj49X3K9In4Dol23BrLAzmBtxVnFM3Xoa//xqH345nOL1ph9og395EntoyWfriXSHN08jVxzy+rwDadAhsYeWfLbVcOhNOiRcRhyBlw8/AXEjmzdvhiRJuOmmm+QhSRKaNGmCm266CZcuXYIkSThz5ozDz/3lL3/BO++8o/k4vnANCPEOzEhstOSz63yWw5unD0K036CCNB46JDZa8omp4dD7dMij0CGx8VY+vAbEjRQUFOD06dMO48EHH8Rrr72G06dPIz4+HpIk4ezZsw4/9/TTT+Ptt9/WfBwWEKIEMxIbLfkcTDI6vHn6dP0pD86Q0CGx0ZJPXA2HPll/UnFb4nrokNiwgKjjcwWkLuxPwTKbzejSpQsef/xxHDp0CJcuXcLcuXPRpEkThIWFad4nCwhRghmJjZZ8TqblOrx5Ct5yRnFb4nrokNhoyedUuqNDk0JPe3CGhA6JDQuIOn5XQAAgMTERQ4cOxR133IE2bdqgV69etW7LqwYLCFGCGYmNlnzOZxY4vHmaGX5WcVvieuiQ2GjJ58K1Gg6F0SFPQofEhgVEHb8oIO6ABYQowYzERks+qUaTw5unBVEXPDhDQofERks+aTmODs3fQYc8CR0SGxYQdVhAFGABIUowI7HRkk9WQYnDm6dvYpWfEURcDx0SGy35ZBeUOjj0NR3yKHRIbFhA1GEBUYAFhCjBjMRGSz4FJWaHN08/Hkj23AQJHRIcLfkUlpY7OLRyf7LnJkjokOCwgKjDAqIACwhRghmJjZZ8zBUWhzdP6w6neXCGhA6JjZZ8yms4tPZwqgdnSOiQ2LCAqMMCogALCFGCGYmN1ny6jA+T3zxtOZnhodkRgA6JjtZ8uo4Plx0KPXHFQ7MjAB0SHRYQdVhAFGABIUowI7HRmk/PSRHym6cdCdc8NDsC0CHR0exQsM2hyDOZHpodAeiQ6LCAqMMCogALCFGCGYmN1nwenB4lv3nam3jdQ7MjAB0SHa35PGTn0J7EbA/NjgB0SHRYQNRhAVGABYQowYzERms+j8/aJb95OpqS46HZEYAOiY7WfJ6YbXPoSDId8iR0SGxYQNRhAVGABYQowYzERms+T8/fLb95On0lz0OzIwAdEh2t+QxeQIe8BR0SGxYQdVhAFGABIUowI7HRms9zS/fJb54uZRd6aHYEoEOiozWf5+0cuphFhzwJHRIbFhB1WEAUYAEhSjAjsdGaz7BlB+Q3Txm5xR6aHQHokOhozeflZQdlh67QIY9Ch8SGBUQdFhAFWECIEsxIbLTmM/yHQ/KbpxtFZR6aHQHokOhozWeEnUM5dMij0CGxYQFRhwVEARYQogQzEhut+Yz66aj85qnEXOGh2RGADomO1nzeXW1zqLiMDnkSOiQ2LCDqsIAowAJClGBGYqM1n9FrT8hvnqxWq4dmRwA6JDqaHVpnc8hioUOehA6JDQuIOiwgCrCAECWYkdhozWfcpnjo9AZ0mxjuoZmRauiQ2GjNZ3yVQ3+YQIc8DR0SGxYQdVhAFGABIUowI7HRms/UbQnQ6Q24f0qkh2ZGqqFDYqM1n2lVDvWmQx6HDokNC4g6LCAKsIAQJZiR2GjNZ07Eeej0Bjw6M9pDMyPV0CGx0ZrP3MhKhx6hQx6HDokNC4g6LCAKsIAQJZiR2GjNZ8nOROj0BgycE+OZiREZOiQ2WvNZuusidHoDBtAhj0OHxIYFRB0WEAVYQIgSzEhstOazfE8SdHoDnl24x0MzI9XQIbHRms93ey9DpzfgGTrkceiQ2LCAqMMCogALCFGCGYmN1nxWx6VApzdg6Ff7PTQzUg0dEhut+fwclwqd3oB/fLnPQzMj1dAhsWEBUYcFRAEWEKIEMxIbrflsPZkBnd6A4T8c8tDMSDV0SGy05rPtVKVDb3xPhzwNHRIbFhB1WEAUYAEhSjAjsdGaT1FpOWaEncXx1Bsemhmphg6JDR0SHzokNiwg6rCAKMACQpRgRmLDfMSHGYkN8xEfZiQ2LCDqsIAowAJClGBGYsN8xIcZiQ3zER9mJDYsIOqwgCjAAkKUYEZiw3zEhxmJDfMRH2YkNiwg6rCAKMACQpRgRmLDfMSHGYkN8xEfZiQ2LCDqsIAowAJClGBGYsN8xIcZiQ3zER9mJDYsIOqwgCjAAkKUYEZiw3zEhxmJDfMRH2YkNiwg6rCAKMACQpRgRmLDfMSHGYkN8xEfZiQ2LCDqsIAowAJClGBGYsN8xIcZiQ3zER9mJDYsIOqwgCjAAkKUYEZiw3zEhxmJDfMRH2YkNiwg6rCAKMACQpRgRmLDfMSHGYkN8xEfZiQ2LCDqsIAokJeXB0mSkJ6ejvz8fI8No9GIkJAQGI1Gjx6Xgxn5y2A+4g9mJPZgPuIPZiT28FY+6enpkCQJeXl53n4brQoLiALVIXJwcHBwcHBwcHD4ykhPT/f222hVWEAUsFgsSE9PR15enlfaq6c/eeFgRv4ymI/4gxmJPZiP+IMZiT28lU9eXh7S09NhsVi8/TZaFRYQwcjP953z9wIVZiQ2zEd8mJHYMB/xYUZiw3zUYQERDP7Sig8zEhvmIz7MSGyYj/gwI7FhPuqwgAgGf2nFhxmJDfMRH2YkNsxHfJiR2DAfdVhABKO0tBTBwcEoLS319lSIAsxIbJiP+DAjsWE+4sOMxIb5qMMCQgghhBBCCPEYLCCEEEIIIYQQj8ECQgghhBBCCPEYLCCEEEIIIYQQj+GTBSQ4OLjWUx+DgoLq3PY///kPJEnCggULPDxLQgghhBBCSE18toD06NEDmZmZ8sjOzq613ebNm9G7d2/ceeedLCCEEEIIIYQIgM8WkN69e9e7zZUrV9CxY0ecOXMGOp2OBYQQQgghhBAB8NkC0qZNG3To0AGdOnXCsGHDkJSUJH/fYrFg4MCBWLhwIQBoKiClpaXIz8+XR25uLpKSkpCXl+fwdQ4ODg4ODg4ODg7RRl5eHtLT02GxWNz6PtwV+GQBCQ8Px4YNGxAfH4+oqCj0798fQUFBMBqNAICZM2fiqaeegtVqBaCtgNR1XQkHBwcHBwcHBweHL4309HS3vxdvLD5ZQGpSVFSEoKAgzJs3D0ePHkVQUBAyMjLk7zfkE5C0tDRIkoTk5GQYjUaPjczMTISEhCAzM9Ojx+VgRv4ymI/4gxmJPZiP+IMZiT28lU9ycjIkSUJeXp6733o3Gr8oIAAwaNAgjBo1CgsWLECTJk1w0003yUOSJDRt2hQ6nU7z/vLz8yFJEvLz89036Towm80IDQ2F2Wz26HGJdpiR2DAf8WFGYsN8xIcZiY238vHWe9eG4BcFpLS0FB07dsSUKVNgNBpx+vRph3HnnXdCr9fj/PnzmvfJAkKUYEZiw3zEhxmJDfMRH2YkNiwg6vhkARkzZgxiY2Nx+fJlxMXFYciQIbjllluQkpJS5/YNuQsWCwhRghmJDfMRH2YkNsxHfJiR2LCAqOOTBWTYsGHo0KEDmjdvjjvvvBNDhw5FQkKC4vYsIMSVMCOxYT7iw4zEhvmIDzMSGxYQdXyygHgCFhCiBDMSG+YjPsxIbJiP+DAjsWEBUYcFRAEWEKIEMxIb5iM+zEhsmI/4MCOxYQFRhwVEARYQogQzEhvmIz7MSGyYj/gwI7FhAVGHBUQBFhCiBDMSG+YjPsxIbJiP+DAjsWEBUYcFRAEWEKIEMxIb5iM+zEhsmI/4MCOxYQFRhwVEARYQogQzEhvmIz7MSGyYj/gwI7FhAVGHBUQBFhCiBDMSG+YjPsxIbJiP+DAjsWEBUYcFRAEWEKIEMxIb5iM+zEhsmI/4MCOxYQFRhwVEARYQogQzEhvmIz7MSGyYj/gwI7FhAVGHBUQBFhCiBDMSG+YjPsxIbJiP+DAjsWEBUYcFRAEWEKIEMxIb5uN9JEnCe++9p/h9X8/IZDIhODgYMTEx3p6KW/D1fAIBZiQ2LCDqsIAowAJClGBGYsN8vI+/F5Dr169DkiQEBwd7eypuwdfzCQSYkdiwgKjDAqIACwhRghmJDfPxPiwgvo2v5xMIMCOxYQFRhwVEARYQogQzEhtP5JOdnY23334bd911F1q0aIHf/OY3eOyxxxAVFYWlS5eiSZMmyMrKkrefO3cuJEnCf//7X/lrFosFt912G/7v//5P/lpZWRmmTZuGbt26yfsdMWIEsrOza81h7dq1eOSRR9CmTRu0bdsWTz/9NI4fP+6wzfDhw9G2bVucOXMGTz75JNq0aYPf/OY3eO+992AymZx6zc7sq7qArFq1Ct27d0fr1q3Rq1cvbNu2DYAto7Nnz2LEiBHo0qULWrdujTvvvBNDhgxBfHy8w/4sFgumTZuGP/zhD2jVqhV+9atf4b777sPChQsdtktMTMQrr7yC9u3bo0WLFujevTuWLl3q1OsEgJ07d6J///5o164dWrVqhd/97ncYOnQoTCYTkpOTIUlSrTF8+HCn5hETEwNJkvDTTz9h9OjRCAoKQqtWrfDEE0/UyjEpKQnDhg1Dhw4d0KJFC9xxxx148sknceLECadfmxa4xokPMxIbFhB1WEAUYAEhSjAjsfFEPoMHD0b79u3x7bffIjY2FqGhoZg0aRLWrl2L8+fPQ5IkhISEyNs/88wzaN26Nbp27Sp/7dChQ5AkCeHh4QAq32Q/88wzaNu2LaZMmYKoqCh899136NixI+69914UFxfLPztjxgw0adIEb775JgwGAzZt2oRHH30Ubdu2RUJCgrzd8OHD0aJFC/z+97/HjBkzsGPHDkyePBnNmjXDkCFDnHrNzuxLkiR06tQJ/fr1wy+//ILw8HAMGDAAzZo1Q1JSkpzRzp07MWbMGGzYsAG7d+/G5s2b8cILL6B169Y4f/68vL/PP/8cN910E4KDg7Fz505ERERg4cKFmDx5srxNQkKCXExWrVqFHTt2YMyYMWjatKnDdmokJyejVatWeOqppxAaGorY2Fj8/PPPeP3115Gbm4vS0lJERERAkiSMHDkSBw8exMGDB3Hp0iWn5lFdQH73u9/h+eefx7Zt27B69Wp06dIFt956K5KSkuRtu3Xrhi5duuCnn37C7t27sXHjRowZM8Zt16BwjRMfZiQ2LCDqsIAowAJClGBGYuOJfG6++WZ8/PHHit+/66678OabbwKo/FSjbdu20Ov1kCQJqampACpLRPPmzVFUVAQAWLNmDSRJwsaNGx32deTIEUiShK+++goAkJaWhmbNmuGDDz5w2K6wsBC//e1v8a9//Uv+2vDhwyFJEhYtWuSw7YwZMyBJEvbt26f5NTuzL0mSEBQUhIKCAvlr165dQ9OmTfH5558rZlRRUQGz2YyuXbti9OjR8teHDBmC+++/v975DR48GHfddVetNfv9999Hq1atcOPGDU2vc8OGDZAkCSdPnlTcpr5TsLTOo7qAPPDAA7BarfJ2KSkpaN68Od566y0AgNFohCRJtT7tcSdc48SHGYkNC4g6LCAKsIAQJZiR2HginyeffBK33XYbpk2bhoMHD9Y61vDhw/H73/8eQOUbzepTsn7zm9/gu+++AwAMHDgQTzzxhPwzr776Km677TaYzWaUl5c7DPtisXz5ckiShCNHjtTabtiwYbjjjjsc5iFJEoxGo8P8qk8jmjZtmubX7My+JEnCyy+/XGsfv/3tbzFq1Cg5o+LiYsyYMQN//OMf0bx5c4dTmp555hn556ZOnYomTZrg3XffRURERK11uaSkRC5lNf9NwsPDHT5pUuPSpUto0aIF+vXrh5UrVzp8ElGNUgFxZh7VBWTu3Lm19t+/f3/cc889AACr1Yp77rkHHTt2xLx583D8+HFYLBZNr6WhcI0TH2YkNiwg6rCAKMACQpRgRmLjiXyuX7+Ojz76CDqdDpIk4eabb8brr7+OzMxMAMBPP/0ESZKQmJiICRMm4IEHHgAA/Otf/8LLL7+M4uJitGzZElOnTpX3OWjQoDqvLageTz75JABg+vTp9W7XtGlTeZ/Dhw9Hs2bNas2/pKQEkiTV+ylOTZzZl9JF6DqdDsOHD5czeu+999C0aVOMGzcOEREROHToEI4cOYLevXujf//+8s+Vl5dj3rx56NOnD5o0aYJmzZrhySefxJEjRwAAV65cqfffRJIkrFq1SvNr3bNnD4YMGYK2bdtCkiTcfffdDp9AKBUQZ+ZRXUBWr15d6/jDhg3DbbfdJv/vlJQUvPnmmwgKCoIkSWjXrh0++OADh0+YXAnXOPFhRmLDAqIOC4gCLCBECWYkNp7OJzU1FUuWLEHbtm0xePBgAMDVq1fl06b69esHvV4PAFi2bBnat28vX0Nw4MABeT8vv/wyfv3rX+PIkSN1juprIr755htIkoQNGzYobluNNz8B0VJAbr/9dowYMaLWdh07dnQoIPbk5uZi/fr16Nq1K9q1aweTyQSTyYSbbroJI0aMUPw3qTlvLVRUVCAuLg6vvvoqJEnCmjVrACgXEGfmofUTkJpcuHAB06ZNw0033YR33nnH6dekBa5x4sOMxIYFRB0WEAVYQIgSzEhsvJXPCy+8gPbt28v/+95778Vf/vIX3HTTTYiOjgYAXL58GZIk4emnn8att96K8vJyefvVq1dDkiTExcXVe5zk5GQ0a9YMs2bNUp2T2nUbe/fu1fz6nNmX1gLSrl27Wm+iDQYDJElSLCDVLFy4EJIkyRfdDxo0CL1790ZZWZnm16SVvLw8SJKETz75BABQUFAASZLw6aef1tpW6zyqC0jfvn3rvAZk5MiR9f78/fffj4ceeqgBr0YdrnHiw4zEhgVEHRYQBVhAiBLMSGzcnU9eXh769OmDOXPmYNu2bYiNjcWcOXPQqlUr/Pvf/5a3++CDDyBJElq3bo2SkhL56507d4YkSXjuuecc9ltRUYFnn30W7dq1w5QpU7B9+3ZER0dj5cqVGD58ODZt2iRvO3PmTDRr1gzvvPMONm/ejNjYWKxbtw5jxozBpEmT5O3qu3PVs88+69TrdmZfWgvIa6+9hpYtW2LBggXYuXMnZs+ejfbt2+Ouu+5yKCBDhgzB2LFj5btlrVq1Cp06dYJOp5NzTkhIwO23345+/fphxYoViImJwdatWzF//nwMHDhQ8+v8+uuv8dJLL2HlypXYtWsXwsPD8eKLL0KSJERGRjq8lm7duiEyMhJHjhxBcnKyU/OoeRcsg8GAn3/+GV26dMEtt9wi31Xr1KlTePzxx7F48WJs374dO3fuxIQJE9C0aVOMHz9e8+tyBq5x4sOMxIYFRB0WEAVYQIgSzEhs3J1PaWkpRo0ahV69euHWW29F69at0a1bNwQHBzs8D2PLli2QJAlPPfWUw8+//fbbkCQJixcvrrXv8vJyzJ07F71790arVq1w8803o3v37njnnXdw8eJFh21DQ0MxcOBA3HrrrWjZsiV0Oh1efPFF+dMWwPbsjvj4eAwYMACtW7dGu3bt8O6778p339KKM/vSWkCys7MxcuRI3HHHHWjTpg3+/Oc/Y+/evejfv79DAZk3bx4ee+wx/OY3v5FL0MiRI5GSkuKw/+TkZLz55pvo2LEjmjdvjvbt2+Oxxx7D9OnTNb/OgwcP4h//+Ad0Oh1atmyJX//61+jfvz+2bt3qsF10dDT69OmDli1b1noOiJZ52D8H5MMPP0T79u3RsmVLPP744zh69Ki8XVZWFkaMGIHu3bujbdu2uPnmm9GrVy8sWLAAFRUVml+XM3CNEx9mJDYsIOqwgCjAAkKUYEZiw3xsVJcG0fbFjGwFZP369d6eSi2Yj/gwI7FhAVGHBUQBFhCiBDMSG+ZjgwVEXFhASGNgRmLDAqIOC4gCLCBECWYkNszHhpbSYLFYaj2zoubQui+teCujioqKel+nu05pqgsWENIYmJHYsICowwKiAAsIUYIZiQ3zcY7qu1vVN1yNtzKqfm6L0lC781agQIfEhxmJDQuIOiwgCrCAECWYkdgwH+dITk5WfGZFzeeKuApvZRQfH1/v66x+1kqgQ4fEhxmJDQuIOj5ZQIKDg2v95SooKAhAZeiffvopevbsiTZt2qBDhw54/fXXkZGR4dQxWECIEsxIbJiP+DAjsWE+4sOMxIYFRB2fLSA9evRAZmamPLKzswFU3qN/0KBBWLduHc6fP4+DBw/i4YcfRt++fZ06BgsIUYIZiQ3zER9mJDbMR3yYkdiwgKjjswWkd+/emrc/fPgwJElCamqq5p9hASFKMCOxYT7iw4zEhvmIDzMSGxYQdXy2gFSfXtWpUycMGzYMSUlJittHRUWhSZMmTgXCAkKUYEZiw3zEhxmJDfMRH2YkNiwg6vhkAQkPD8eGDRsQHx+PqKgo9O/fH0FBQTAajbW2LSkpQd++ffHqq6/Wu8/S0lLk5+fLIz09HZIkwWg0wmw2e2yYTCaEhobCZDJ59Lgcrs3oyOXr2H7qChIzc7HpaCqKS0q9Pu9AGXRI/KElo6OXryOcDgmbD4f4GVU7dDEzD5uOpsJEh4TKxx3DaDSygHiSoqIiBAUFYd68eQ5fN5vNeP7559GnTx/VMOq6sF2SJISEhCA0NJSDQ9PYsCkUby7aik76bdDpDbj/s8r/O2D6Nny/1vvz4+AQfSg51H8aHeLg0DLqc+g7OuTXIyQkhAXE0wwaNAijRo2S/7fZbMYLL7yAXr161fnJSE34CQhHYzO6cDUXf1u0Bzq9oc7RY1IENhxJ9fr8/X3QIfFHQx26d9J2rKdDXsuHQ5yhlFFiZi6GLFZx6HCK1+fv74OfgKjjFwWktLQUHTt2xJQpUwDYykePHj3ku2M5C68BIUrUzMhqtWLt4VR0n7gdOr0BvadE4v4pkQ6L/oA5MfL///HaEygoYb7ugg6JT10OrTuchj9+ps2hj9YcRz4dcht0SHzqdOiIzaFekyPRZ+oORYc+pENuxVsO8RoQNzNmzBjExsbi8uXLiIuLw5AhQ3DLLbcgJSUF5eXleO6553DXXXfh5MmTDrfqLSsr03wMFhCihH1GeSYz3l19VF7UX/n2IDLzSvDPr/Y7LPwpxiIsiLqAzmMr//efZ+3EsdQb3n4pfgkdEp/6HHp5WaVDL37t6NDl60VYFJ2Iu8eFQac34E9f7MTRFDrkDuiQ+NR06L+rjzk4dDWvGC99fcDBoaTsQiyu5VCOt1+KX8ICoo5PFpBhw4ahQ4cOaN68Oe68804MHToUCQkJACqf6lvXtRySJCEmJkbzMVhAiBLVGe29cA2PzIyGTm/APePC8HXsJVgsVgDAG98fclj4bxRVlt8jyTl47POd0OkNuHtcGBZHJ6Ki6meIa6BD4lOd0b7Ea3jUzqGvYi7JPgz/wdEhY2EpAOBoyg386QubQ4vokMuhQ+KjxaERNRy6bufQn2fZHFoYlYjyCos3X47fwQKijk8WEE/AAkKUMJWU4q3FW9FprO1j7VPpuQ7b2P9FV6c3oLS8Qv5efokZH4Qcl7/30j3MN+gAACAASURBVNcHcCW32NMvw2+hQ+JjKinF23YO9Z+9CyfTHB2y/4uuTm9AidnRoY/W2Bx68ev9SL9h8vTL8FvokPhUO9S5Hofe+9nRoeIym0MFJWZ8vPaE/L1/fkWHXAkLiDosIAqwgJC6SDEW4e9LbBf4fbL+JIpKy2tt979fTsrbdBkfVuv7VqsVG4+lo8ekCOj0BtwXHIFtpzI88RL8HjokNinGIjy3ZK+qQ5+stzl097gwWK21P+XYdNzmUM/gCGw5SYdcAR0Sm1SjycGh//1St0Ofrj8lb9N5rKFOhzYfv0KH3AALiDosIAqwgBB7rFYr1h9Nx71VF/h1H78NW46nKW4fvOWMvPD3mhypuF2q0YTnl+5T/Q8J0Q4dEhOr1YoNTjg0eavNofuCIxS3SzWa8MKXNof+b91JFNKhRkGHxKTmH666j9+G0GPKDk3ZmiB70bMeh9JyTPiHnUOj152gQ42EBUQdFhAFWEBINXnFZrwf4ni6x4p19Wc0O+KcvP1jn++sd//mCgvmRp6v93QUoh06JB41Tzt88ev9+EHFoTkR5+XtH5kZXe/+yyssmBd5Xj4d5YnZu3CCDjUYOiQeNR3651f7VB2aG2lz6OEZGhzacYEOuQgWEHVYQBRgASEAcLjGReNLd11ESWmZakZfxlyUF/6n5sdqOlZcktHhYsIvYy7y4toGQIfEouaNF5bsTNTk0Fcxl2SH/jJPm0OHLtuOdU+Vr3TIeeiQWBxNyXG48cLiaG0OfR1rc+jJuTGajmX/3zw61HBYQNRhAVGABSSwKa+wYL7dX4Men7ULx6tum6slo5X7k+WF//ml+zQfN89kxn/tLhwctuwArubxAnVnoENiUJdDx5xw6McDNoeeW7JX83Hzih0d+tc3B5DBmzw4BR0Sg/IKi+Lt27VktOpgiuzB35106D061ChYQNRhAVGABSRwScsxYajdczxGr3N8cKCWjNYfTZd//tXlcU4dv64HSm0/fbXBryfQoEPep5ZDa513aIOdQ698e9Cp41utVvxSw6HweDqkFTrkfdJyTA7Pk2qIQxuP2Rx6eZnzDtlf93hfcATC6JBmWEDUYQFRgAUkMAk9cQU9q+8IMqnuO4JoySg8/qq88L/945EGzeXy9SL83e5OJ2M3noKpjBcGqkGHvEtNh0JPXKm1jZaMtp+2OfRWAx1Kvu54x61P19MhLdAh7+IqhyLOZMq/+yNXus4h3ihFHRYQdVhAFGABCSzquid6Wk7d90TXktHuC9kOf7lqKGXlFnyx/Zx8gfrAuTE4fSWvwfsLBOiQdygoMWO0nUNDG+nQnkSbQx+tOd7geZkrLJhl79CcGMSn06H6oEPeobC0HKPXuc6hvYnX5X192EiHZkecc3j2FR2qHxYQdVhAFGABCRyOpdqeCtt5rAELoi7U+1RYLRkdTcmRF/4Jm+MbPcf9l67j4RnR8nNFlu22PXWdOEKHPM/x1Bt4fNYuFzt0Q3Zo/KbGO3TgktHBoW9i6ZASdMjz1HRo/o7GO3Q81ebQOBc59MhMm0Nf0yFFWEDUYQFRgAXE/6mwWLEoOhF3jwuTb5d7JDlH9ee0ZHQuM19e+GeGn3XJfG8UleE/q444XFtyLb/EJfv2J+iQ56iwWLHYTQ6dzyywORTmGodyTWV4Z9VReb//Xn4QmXl0qCZ0yHNUWKxYstPRocMucijxms2hGS50aNRPNode+ZYO1QULiDosIAqwgPg3V3KL8dLXBxw+ns4v0fZvriWjtByTvO9F0YmumjasVitCDqWi+8TKCwPvnxKJHQnXXLZ/f4AOeYaaDn0Qchx5xe5xaGGUax1aU8OhyDOZLtu/P0CHPENGbjFe+sbm0PsuduhKbrG87wVRF1w1bVitVqw9bHOo95RIRNAhB1hA1GEBUYAFxH/ZdioDPYMrL/DrMSkCm46nO/XzWjLKKSqTF/7v9l5u7JRrcTGrEH9dtMfhNK/isgqXH8cXoUPuZ9upDNxX5dC9n23HxmPpsFq1n4qhJaMbdg4t35Pkimk7cCm7EH9bbHNo/CY6VA0dcj+GU1cdHNpw1PUO5ZnMHnVoHB2SYQFRhwVEARYQ/6OotBz/++Wkw/M5Uo11X+BXH1oyKi2vkI+z9nBqY6Zd7zGmGxIcHtaWkCH+ouNu6JD7qMuhFGOR0/vRklFZuUU+Tsgh9zhUVm7BzLCzDg6dyeDFtXTIfRSVluOT9TaHnnOjQ+YKm0M/x7nRoXCbQ0/yRikAWEC0wAKiAAuIf3EyLRf9Z1de4NdprAFzI8/DXM8FfvWhJSOr1Yp7qs7p3VrHrXxdyZ7EbDw0PQo6vQFdx4fju72XA/rCQDrkHmo6NCfCvQ4BQJfxlQ7VdTtsV7I38bqDQ8v3JNEhOuRyTqXnYsCcGI861HVCOHR6Q5238nUl9g51GR9Gh1hAVGEBUYAFxD+osFjxZcxFuQw8OjMacUnGRu1Ta0a9JkdCpzdg17msRh1PC8bCUoxc+f/bu/e4qOq8D+AHTTEJTStN7dVYq2mbl2rNcre8pOW2We3T9uRT62pbmVqWtu023hIvadamZqWpaXgFbwjqiBdUFEURFRUQkZsICoKA3JnhMp/nD+QMAxxmUOac3wyf9+v1+6MBZk58/A7zmZnfmXD5WajRq08iM9/o8NsVEWeocWk5Q31nV87QwYuO3+eUXWjCB2ssJ3kYtSoMGflNc3MtZ6hxVVSYsSw4QZ6h5+YfwAmVZuipOfuh0xtwIEadGfpwbY0ZaqInSmEBsY0FRAELiPNLyy3GyBWWDX4fbzyD3KI7/73am9Efv6k8te+dPlizl9lsxroTyXjs1jNeT8/Zr0r5EQ1nqPGk5Rbj/1acsMzQBm1m6E4frNnLbDZj/Ylk9JhhmSE1yo9oOEONJz23BO+stMzQhA2ncbPIdMfXa29GVaeYP56g3gxtCLPM0FNz9qtSfkTDAmIbC4gCFhDnticqTX4F4vGv9mDzqZQGbfCrj70ZLQ2Ox8gVx1FSqu6mvEvX8zF88RH5D57XjmjVj0FLnKHGIcIMLQtOwNvLj6u+sTXuej7+/INlc+3MgCjOEDXYnqh0+VW8njP2YHO4+jP0y2FtZig+w3qGvuIMqYIFxAWwgDinIlMZ9NvOy3d6r/10FEk3Gr7Brz7OkFFJaTlm7YyWfw/DFx9BbHq+1oelCmfIR2RFpjJM8eMMGcvKMWeX5SQPLy/iDJF9KmcoUv63M+LHo0jMLGjU23CGjGrO0EuLDiMmTfwHxo2BBcQ2FhAFLCDOJ+pqLoZU2+C3YM9FmMpub4NffZwpo0OxGfjD3Mr3AHefHog1oZcb7Rk4UTlTPqKJupqLId9bZuibQM5QcGwG/jA3SJ4h72NJnCFSFHU1Fy9Wm6H5gTFNfoYOX8q0mqHfOEMOwwLiAlhAnEdFhRkrjiTIZ8x5dt4BhCbccNjtOVtGmflGjPntpPws1Pve4cgqcN0N6s6WjwgqKsxYeSRRnqH+84IQGs8ZqnKjwIj3qs3Qe7+dxA3OEFVT1wwd4wzJbhQY8U/vcM6Qg7GAuAAWEOdwPa8Ef/81TL5TG7fuNHIK73yDX32cMSOz2QzvY0nyKRn7fR2EI5cytT4sh3DGfLSUkVeCUassM/TRulOcoTqYzWasCb0sz9Af5gYhONY1T/LgjPloqeYMjV3LGaqL2WzG2uPVZ2g/Z6iRsYC4ABYQ8e2/cB1PVtvg53Pyiiov6zpzRjFpeRi28LD8h3LOrgswlrnWxkBnzkdtQReuy6fp7DEjEBvDOEO2XEzPw8uLLCd5mL2TM9SUcYYaLjY932qGZu10vROlsIDYxgKigAVEXMWmckz3t2zw+8uSEMRnNO4Gv/o4e0YlpeX4KiBK/v39+YcQxGe4zuZaZ89HDTVn6JUfOEMNUVJajpk1ZijuOmeoKal5P/qKyvejzp5RSWk5vHZYnyjlEmfojrGAuAAWEDFduJaHodWewZ+3O0b1Zx9dJaMDMdbP3G0IS3aJjYGuko+j1HwV7GuD+s/gu0pG1WfosemBWHeCM9QUxKTl4aVFlhmaq8Erya6S0cGL1/E0Z6jRsIC4ABYQsVRUmLHqaBK6T6t87+gzXwchJE6bPQyulFHN9y5/uPYUsh383mVHc6V8GpPZbMbqajPUjzPUKDLyS/CP1ZYN6h+s4Qy5KrPZjN+q7aX7w1zt9tK5UkYZ+SUYzRlqFCwgLoAFRByZ+cYad07ansXJ1TKqqDDj1xD1zt7iaK6WT2PgDDlWXU+QHI3jDLkS0c4m6GoZ1ZwhLZ8gaQwsILaxgChgARGDiC/PumpGtc5fv9sx5693NFfN53Ydumj5LJjHpgdi3XHtPwvGVTOKvpZr9RZRzpBrqP55So9ND8RazpDD1HybtRZvEW0MLCC2OWUB8fLygiRJVqtjx47y181mM7y8vNCpUye0atUKgwYNQnR0dINugwVEWyJvUHPljIpN5Zi63bGf4OtorpxPQ3CGtFFsKse0ajP06o8hSOAMOaWS0nLM2mmZoZcXHUFsOmfI0bQ+0UxjYAGxzWkLyBNPPIH09HR5ZWZaXqpbsGABPD094efnh6ioKIwcORKdOnVCfr79dxwsINoR/RR9TSGjvdHp6FvtFMebwtU5tWRjaAr52BKbno/hizlDWtobnW51mnBflU4T3hiaQj62XLpuPUNeOzhDattXbYZ6zAhU7VT7jYEFxDaHFpB27do1aLVv3x7Jyck2r9fLywt9+/at82tmsxkPPvggFixYIF9mNBrRtm1bLF++3O5jZwFRX+0P+hLzQ4qaSkbpuSV4Z+UJ+Q/w+PWncbNI/I2BTSWfulR90Ndj1WboEGdIM9fzSvDur5YZGreOMyQ6s9mMdTVn6CJnSCs1P2xYjQ9KbQwsILY5tIC4ublhyZIlWLNmjc3l7e2Nu+++G4mJiTav18vLC61bt0anTp3QtWtXjBw5Uv65xMRESJKEiIgIq595/fXXMXr0aMXrNBqNyMvLk1dqaiokSUJWVhZKS0tVW0VFRQgICEBRUZGqt6v1Ss8pwHu/We5kRq8KQ1pOgebH1dQzMhpN+PngJfxuauUG9WfnBeHopeuaHxfzqb3SbxZyhgRcRqMJSw9dsjrJA2dIzJV+sxD/rLbR/B+rTnCGBFhGownLDsVZzdCR2HTNj0vEfLKyslhAgMoCkpFh/zMH99xzj10FJDAwENu2bUNkZCSCgoIwaNAgdOzYEVlZWQgNDYUkSbh27ZrVz4wdOxYvv/yy4nXWta9EkiT4+PggICCAy4HrmzU70GvGLuj0Bvxuyi7865cd8PfX/ri4LOvHDQHo51WZUVf9Lnz44074bdf+uLgq14I1O9D71gw9OmUXPucMCbd+2hCAZ6rN0AdLOEMirZozNPmXHdjOGRJq1Zyh95fsxDbOkNXy8fFhAVFTYWEhOnbsiIULF8oFJC0tzep7PvzwQwwfPlzxOvgKiPqroNiIWTssnyQ7bGEwolKyNT8uZlT3ullQjH9vOSvn9dpPIYhPz9X8uJpyPgXFRsyuNkNDvw9GJGdI2JVbWIz/VJ+hHzlDWq+CYiPm7LSeofNXOEOirpozNOLHEMSl39T8uETJh6+AaGDYsGEYP378bb8FqybuAXGs+Ix8/PmHEPlOZGZAlFAb/OrTVDJSsjsyDb299kKnN+D3X+3B1tOpQm0MbCr5xGfk45VqM/QVZ8hpBEamoc+sys21j3+1B1tOpXCGNBCfUWA1Q9P9I1Fs4gw5g5oztDmcMwRwD0idmjVrhsGDByM7O9vq8uvXr6NZs2Z3dN1GoxFdunTB7Nmz5U3o3377rfx1k8nETeiCMJvNWH8iGT1mVG7we2rOfhyIua71YTWIq2dkj2s3i/G/y4/Lf7g/2XgGucVi/D5cPR+z2YwNYdYzFHSBM+Rsrt0sxsgVlhn6mDOkGrPZjI1hV+QZenL2PuznDDmdtNwaM7ThDHKLxPh9sIDYploBcXNzw4ABA/DII48gKipKvvz69etwc3Nr0HV98cUXOHz4MJKSkhAWFoYRI0bA09NTPoPWggUL0LZtW2zfvh1RUVF45513eBpeAWQXmvDh2lPyncWoVWHIyCvR+rAazJUzaojyCjN+PhSPR29tUP/jNwcRfjnb9g86mCvnwxlyLVUz9LtqM3QyiTPkSDmFJny0zjJDf/81DNc5Q06rvMKMpcGWGRow/wDCErO0PiwWEDuo+gpIWloaPvvsM3h6eiIgIADA7b0CUvW5Hi1atEDnzp3x5ptv4sKFC/LXqz6I8MEHH4S7uzsGDhxoVXrswQLSuI7F38AzXwdBpzeg27Td+DUkERUV4rxc2hCumtHtiriSgxe+PQSd3oBHphiwcP8llJVr9+nPrprPsfgb6D+PM+SKzqbcxMDvqs3QvljOkAOExt/As/MOyDO08ghnyFWcS7mJQdVm6Pt9sShtgjPEAlKH6mfEWrFiBdzd3TF37lykp6ff8VuwHIEFpHGYyiowf3cMuk6pfLbpxe+DEXU1V+vDuiOullFjKDCW4V+bz8nPKv7P0mNIyS7S5FhcLR9TWQXmB3KGXF3NGfrr0mO4ksUZagymsgp8E3hRnqEhnCGXVGAswxdbLDP0xs/HkJxVqMmxsIDYpkkBAYDg4GDcd999GDZsGAtINa50p5KQWYARPx6V7wymbneeDX71caWMGtuOc9fQa2blBvUnZu6Ff8RV1Y/BlfJJ5Aw1OTvPXUMvL8sMbY9IVf0YXCmfmjM0xe88ikxlWh/WHXOljBpb9Rn6/Vd74HdG/ROlsIDYploB6dq1K7KyrN+XFx8fj549e7KAVOMKdypmsxm+J6+g54w90OkN6Dt7H/ZGp2t9WI3GFTJypJTsIvxtWaj8B3/yprPIL1Hvd+UK+ZjNZmwKt56hPVGcoaYiNacIb/1imaFJvhHI4ww1iNlsxubwFDz+VeUM9Zm1D3ui0mz/oJNwhYwcqeYMferTNGaIBaQBSkpK5M3jImEBuT03i0wYv/60PPTvrDyB9Fzn2+BXH2fPSA1l5RVYHHQJj9x6y8Pz3x7E6eQcVW7b2fPJLSrFhA2WGfq/FZyhpqisvAJLDsTJJ3n404KDOJ2szgZ1Z88nt6gUH284YzVDabnFWh9Wo3L2jNRQXmHGj01shlhAXAALSMMdT8jCc/MrN/j9bupu/HI4wWk3+NXHmTNS2+nkbPxpwcHKTxeeuhtLDsSh3MH/Jpw5nxOJ1jO0LDjB4b8vLThzRmo7nZxjNUM/BMU5fIO6M+cTlpiFAZwhquZ0cg6e//agvEF9cZDjT5TCAmKbwwvIvffei3bt2tlcomEBsV9peQW+3WPZ4Df4v8GITHXuDX71ccaMtJRXUorPfCPkZyPf+iUUqTmO21zrjPmUllfgu73WM3Q+9abWh+UwzpiRlvJKSjGp2gz9bRlnqKbS8gr8d2+sPEODvjuEcymcIaqUX1KKyZvOWs2QI0+UwgJim8MLyJo1a+Tl7e2NVq1a4bvvvrO6fM2aNY4+jAZjAbHP5RuFeP0nywa/L7eeR6HR+Tf41cfZMhLF9ohUPHFrg3ovr73Yee6aQ27H2fK5fKMQr/98TJ6h/2w9xxmiOtWcoR2cIQBAclYh3qg2Q//ewhmiuvlHXLXM0My9CDjrmBOlsIDYpvpbsO655x4kJiaqfbMNxgJSP7PZjK2nU/H7Wxv8envtxe5I19ngVx9nyUhEV7KK8NellgcKX2w5h4JGfqDgLPnUNUOG85whql/NGfrX5qY9Q35nLDPUy2svdp13TCkTjbNkJKKU7CL8T7UZ+nzzWZeZIRaQerCA1M8Z7lRyi0vxyUbLBr//XX4c12661ga/+jhDRiIrLa/Awn2x8gb1gd8dwtlGfKuEM+STW1yKiT4RVjN0lTNEdirjDCGvpBSfVp+hXzhDZL+y8gos3G85UcoL3x5CxJXGO1EKC4htLCAKWEDqFn45G3/8xrIh8udD8S65wa8+omfkLE4mZVttFm2sf0ui58MZEj8jZ3EyyfJvqSnN0KkaM/SjCie3EI3oGTmLmvfHPx1snH9LLCC2sYAoYAGxVvMZt8Z+tsCZiJqRM8otKsXH1V5Ne7sRXk0TNR9HP+PmTETNyBnVfEXa1Wdo0X7r03uf4QxpfShOzxGvSLOA2ObwAvL5559brZYtW+L999+vdbloWEAsar5f0hHvOXYmImbkzMxmMzafsv7AsMA72E8kYj51vedYzQ9nFI2IGTmzqv1E1WfoTvbkiZhPSnYR3qz2Aaefq/wBp6IRMSNnZjabsa0R9+SxgNjm8AIyePBgm2vIkCGOPowGYwGpVPOMEY4664ozES0jV5F0oxCvVTujmn7beRSZGl50Rcsn4OxV9FLhrCvORLSMXEVjnZVQtHw4Q7WJlpGrqDlDt3tWQhYQ2/hBhAqaegFR+5zZzkSUjFyRqawCC6p9psyQ2/hMGVHy4QwpEyUjV9QYn8skSj75JaX4vNoMvckZkomSkStqjM9lYgGxjQVEQVMuINU/NVStT951JiJk5OpCE27g2XmVG9S7TduN5YcTUGHnxkAR8tHik3ediQgZubrjCVlWM/SLk81QxJUcvPDtIXmGFu3nDFUnQkau7nhCFp6rdqKUZcHizxALyC2ff/45CgsL7f7+KVOmIDs724FHZL+mWEDKK8xYciAOj07dDZ3egD8tOIjTyWLkIRLe8asjp9CEcetOy89+vvvrCVzPK7H5cyLN0B+/OYhTlzlDNXGG1HGzyITx661nKD1X/Bn66aD1DIVzhmrhDKmj5gy9s1LsGWIBuaVZs2bIzMy0+/s9PT2FOUNWUysgqTlFeOsXywa/z3wjkNeEN/jVh3f86jGbzfA5eQU9Z1RuDHxy9j7si06v92e0yufqzWL87y/H5Rn61IczpIQzpB6z2YxN4ZYZ6jt7H/aKPEPLLTM00ScCucX8N1IXzpB66pqhPVFizhALyC1ubm6499570a5dO7tWs2bNWEA0+Ee789w19PKq3OD3xMy92B6RqtptOyPe8asvIbMAf1kSIj8wmbY9EsWm8jq/V4t8dp23niG/M6kwm5vW5xI0BGdIfQmZBXj1R8sMTRVshgzn09D71gz9/qs92HaaM1QfzpD6as7QFL9IxROlsIDY5tACsmbNmgavhrxly5GaQgEpMJbhX5vPycP016XHcCWLG/xs4R2/Noxl5Zi3O0b+9zp04WFEX6u9uVbtGfpii2WG3viZM2QPzpA2TGUVmF9thl78PljzGSo0luHf1Wbo9Z+PITlLjMcBIuMMacNUVoH5gZYZGvJ9MKKuajtD1bGAuABXLyBnU25i4HeWDX4L98WilBv87MI7fm2FxGXima+DoNMb0H1aIH4NSbTaGKjFDHWdYsD3nCG7cYa0dTTuhhAzdD71Jgb/N1ieof/u5QzZizOkreoz1G3abqw8os0M1cQC4gJctYCUV5jx86F4/O7WBr8B8w/gZBI3+DUE7/i1l1VgxAdrwuVnof6x+iQy8is3BqoxQ0uDrWcoLDHLIbflqjhD2ssuNOGDNafkGRq1Kky1GaqoMGNZcII8Q8/NP4ATnKEG4QxpL7vQhA/X1pihPHVmSAkLiAtwxQJy7WYx3q62we/jjWeQW8Q7r4biHb8YzGYz1p1IxmPTA6HTG/D0nP04ePG6Q/NJyy3GyBXVZmgDZ+h2cIbEYDabsf5EMnrMsMzQgRjHzlB6bgneWXlCnqEJG07jZpGp0W/H1XGGxGA2m7EhzDJDT6kwQ/VhAXEBrlZAAiPT0GfWPuj0Bjz+1R5sPpXCDX63iXf8Yom7no/hi4/ID2hmbD+PLX6cIZFxhsQSdz0ff/7Bsrl2uoNmaE9UOvrOrpyhnjP2YHM4Z+h2cYbEEp9hmaHu0wNxLbuABcQGhxaQ8+fPo6LCOd/P6SoFpMhUhi+3npf/sLz201Ek3eAGvzvBO37xlJSWY/bOC/K/8+dm7UJ0auO8tbDIVAb9Ns5QY+IMicdYVo45uywz9OysXYhKabwZmuIXKV/3iB+PIjGzoFGuu6niDInHWFaOP8yt3BdyOukGC4gNDv8ckIyMDADAI488gqws53mPpysUkMjUXAyptsFvwZ6LMJU5ZyEUCe/4xRUcm4Gn5+yXn4VaE3r5jp5hjbrKGXIEzpC4gmMz8Ie5lhnyPpZ05zP0vWWG5gfGcIYaAWdITFUnJjmZkMkCYoNDC0j79u0RFhYGoPIzQRryoYRac+YCUlFhxvLDCeg2rXKD37PzDiA04UYjHmXTxjt+saXlFOCVb3bKz7b+0zscNwqMDbqOigozVhzhDDkKZ0hs6TVm6L3fTt7WDK08kijPUP95QTgWzxlqLJwhMVWV7WNx11lAbHBoARk7dizc3d3RtWtXNGvWDA8//DAeeeSROpdonLWApOeW4N1fLRv8xq07jZxCbvBrTLzjF1tpaSn8/QOwKiQB3W9tUP/D3CAcvmTfEyDX80rw91/D5Bn6aN0pzlAj4wyJrWqGVlvN0H4Ex2bY9fMZeSUYtcoyQ2PXcoYaG2dITC8tOgyd3oAjseksIDY4fBP6nj178NNPP8HNzQ1z587FDz/8UOe6XfPnz4ckSZg0aZJ8WXp6OkaNGoWOHTuidevWeOqpp7B169YGXa8zFpB90el4stoGP9+TV7jBzwF4xy+26vlcTM+T/yDo9AbM3nkBxrK6P/0ZqD1DPpwhh+AMia3mDL286IjVDJWUKs9Q0IXreOrW2yB7zAjExjDOkCNwhsRUtRH9YEwaC4gNqp0F67333kN+fn6jXmd4eDi6du2KPn36WBWQYcOG4ZlnnsHJkyeRmJiIuXPnolmzZoiIiLD7urUuIClZ9v+uik3lmLbdssHvL0tCkMANfg7DO36x1cynpLQcMwOi5Pn48w8hiLtuPV91zVB8BmfIUThDYrM1Q8MXH6k1QyWl5Zjhb/meV34IQXxG4/7NmhfRfwAAHoJJREFUJwvOkJhe++kodHoD9kdfYwGxwWlPw1tQUIDu3bsjKCgIgwYNsiogHh4eWLdundX3t2/fHqtWrbL7+rUKsaCoBG9/vxOPTQ+060w70ddyMXSh5Rneebtj6n2Gl+4c7/jFppTPgRjLM7OPTQ/E+hPJMJvNuHAtz2qGvjbU/yoJ3TnOkNiU8jl48bp8kofHpgdi3a0ZiknLw7BqMzR3F2fI0ThDYvrr0mPQ6Q0IPH+VBcQGpy0go0ePxuTJkwGgVgEZPnw4Xn31VWRnZ6OiogK+vr7w8PBAQkKC3devVYgmkwnD51du/hu54jiOJ2TVucISs7D5VAq6T6t8f+4zXwchJM55Nvk7M97xi62+fGq+N332zgvyBxlyhtTDGRJbvTOUX4J/rD5pNUNVH8LW7+sgHLFzrxXdGc6QmN76JRQ6vQE7z6aygNjglAXE19cXvXr1QklJ5Ufe1ywgubm5GD58OCRJwl133YU2bdpg//799V6n0WhEXl6evFJTUyFJErKyslBaWqraKioqwqpNAfKDInvW6NVhSL9ZqOpxNuVVVFSEgIAAFBUVaX4sXA3Px2g0YWZApNUMDf7uEGdIoIy4xM7HaDTBq8YMDeIMCZURlzZr5PLKArItPEmTfLKyslhAHCUlJQUdOnTAuXPn5MtqFpCJEyeif//+OHDgAM6dO4dZs2ahbdu2iIyMVLxeLy8vSJJUa/n4+CAgIED1NW3lDjw3axf6K6ynZ+6CTm/A/3y3E37+6h8fF5czr1mrd1g9eHp1wU7Nj4mLy5lWzRn6C2eIiwsv33oHy/Rfd2hy+z4+PiwgjuLv7w9JktC8eXN5SZIENzc3NG/eHAkJCZAkCdHR0VY/N3ToUIwbN07xekV6BSQgwL7WXFBUApPJpHnjb2qLzzyJvezJ5+CFNKsHT59uPKP5cTelxRkSe9k1QzHWM/TJhtOaH3dTWpwhMdfoW2/x3RCaoEk+fAXEgfLz8xEVFWW1+vXrh1GjRiEqKgqRkZGQJAkxMTFWP/fyyy9j7Nixdt+O1mfBKi3l+zpFxYzEZk8+p5OzrR48Tduu/OooNT7OkNjsm6Ecqxma4scZUhNnSEwfrDlVWUCOJ2mSD/eAqKz6W7BKS0vRrVs3vPDCCzh58iQSEhLw/fffw83NDbt377b7OllASAkzEps9+VxMz7N68DR/d4zi91Lj4wyJzZ58YtPzrWboa8MFFY+QOENiGrfuNHR6A7yPJbKA2OByBQQA4uLi8Oabb6JDhw5o3bo1+vTpU+u0vLawgJASZiQ2e/JJyS6yevC05ECcikdInCGx2ZNPao71DC0OuqTiERJnSEwfbzwDnd6AVSEJLCA2uEQBcQQWEFLCjMRmTz45hSarB0+rjyapeITEGRKbPfncLLKeoV9DElU8QuIMiWmSbwR0egNWHI5nAbGBBUQBCwgpYUZisycfU1mF1YOnzeEpKh4hcYbEZk8+peXWM+R78oqKR0icITH9a/M56PQGLD10iQXEBhYQBSwgpIQZic3efLpX+6wdw/k0lY6OAM6Q6OzNp/rnVe08d02loyOAMySqL7eer3xbb1AsC4gNLCAKWEBICTMSm735PDVnv/zgKTg2Q6WjI4AzJDp783m62gwdusgZUhNnSExTt1d+QOfCfRdZQGxgAVHAAkJKmJHY7M3n+W8Pyg+eTl3OVunoCOAMic7efF749pA8QyeTOENq4gyJaWZAFHR6A77bE8MCYgMLiAIWEFLCjMRmbz7DFx+RHzzFpIl/Z+1KOENiszefP/8QIs9Q9LVclY6OAM6QqGbvvFB5anfDBRYQG1hAFLCAkBJmJDZ78/nbslD5wVNKdpFKR0cAZ0h09ubz1i+WGUrOKlTp6AjgDIlq3u4Y6PQGzNkZxQJiAwuIAhYQUsKMxGZvPqNXn5QfPGUXmlQ6OgI4Q6KzN58xv1lm6EaBUaWjI4AzJKpv91yETm+AV0AkC4gNLCAKWEBICTMSm735VH1glE5vgLGsXKWjI4AzJDp78/mk2gyVlHKG1MQZEtPCfbHQ6Q2Yvv08C4gNLCAKWEBICTMSm735VJ0usfu0QJWOjKpwhsRmbz76bZUz9Lupu2E2m1U6OgI4Q6L6ISgOOr0B+m3nWEBsYAFRwAJCSpiR2OzNp2qz4JOz96l0ZFSFMyQ2e/OZs6tyhvrM4gypjTMkpp8PxUOnN+DfW86ygNjAAqKABYSUMCOx2ZtP1Uvlf1pwUKUjoyqcIbHZPUP7L0GnN+CP33CG1MYZEtPywwnQ6Q2YvCmCBcQGFhAFLCCkhBmJzd58qv5QDF98RKUjoyqcIbHZm8+KI5Uz9NKiwyodGVXhDInp15BE6PQGTNx4mgXEBhYQBSwgpIQZic3efNafSIZOb8Cby0JVOjKqwhkSm735bAirnKG/Lj2m0pFRFc6QmLyPJUGnN2DC+lMsIDawgChgASElzEhs9uYTHJsBnd6AT30iVDoyqsIZEpu9+Ry+lFn5bC9nSHWcITFVPbE1dm04C4gNLCAKWEBICTMSm735VFSYcfhSJj8DRAOcIbFxhsTHGRKT78kr0OkN+OdvJ1lAbGABUcACQkqYkdiYj/iYkdiYj/iYkZi2nEqBTm/A6FVhLCA2sIAoYAEhJcxIbMxHfMxIbMxHfMxITP4RV6HTG/DuyhMsIDawgChgASElzEhszEd8zEhszEd8zEhMO89dg05vwNvLQ1lAbGABUcACQkqYkdiYj/iYkdiYj/iYkZgCI9Og0xvwt2XHWEBsYAFRwAJCSpiR2JiP+JiR2JiP+JiRmPZfuA6d3oA3fj7KAmIDC4gCFhBSwozExnzEx4zExnzEx4zEdOhi5endR/wYwgJiAwuIAhYQUsKMxMZ8xMeMxMZ8xMeMxHTk1mfjDF98hAXEBhYQBSwgpIQZiY35iI8ZiY35iI8ZiSk0/gZ0egOGLQxmAbGBBUQBCwgpYUZiYz7iY0ZiYz7iY0ZiOpmUDZ3egCH/PcQCYgMLiAIWEFLCjMTGfMTHjMTGfMTHjMR0OjkHOr0Bzy84yAJiAwuIAhYQUsKMxMZ8xMeMxMZ8xMeMxHQu5SZ0egMGzD/AAmIDC4gCFhBSwozExnzEx4zExnzEx4zEFH0tFzq9Af2/DmIBscHpC8j8+fMhSRImTZpkdfnx48cxZMgQtG7dGm3btsWgQYNQXFxs9/WygJASZiQ25iM+ZiQ25iM+ZiSm2PR86PQGPDVnHwuIDU5dQMLDw9G1a1f06dPHqoAcP34cbdq0wTfffIPo6GjExcVh69atMBqNdl83CwgpYUZiYz7iY0ZiYz7iY0Ziis8ogE5vQJ9Ze1lAbHDaAlJQUIDu3bsjKCgIgwYNsiogzz77LGbMmHFH188CQkqYkdiYj/iYkdiYj/iYkZiSswqh0xvw+5l7WEBscNoCMnr0aEyePBkArApIRkYGJEnCjz/+iAEDBqBDhw4YOHAgjh49Wu/1GY1G5OXlySs1NRWSJCErKwulpaWqraKiIgQEBKCoqEjV2+ViRq6ymI/4ixmJvZiP+IsZibkuZ+ZBpzegx/RATfLJyspiAXEkX19f9OrVCyUlJQCsC8iJEycgSRLat2+P3377DREREZg8eTJatmyJuLg4xev08vKCJEm1lo+PDwICAri4uLi4uLi4uLgU15rNAdDpDXhkyi5Nbt/Hx4cFxFFSUlLQoUMHnDt3Tr6segEJDQ2FJEmYOnWq1c/17t0bU6ZMUbxevgLCxYxcYzEf8RczEnsxH/EXMxJzpeVU7gHR6Q3w9+crIPVxugLi7+8PSZLQvHlzeUmSBDc3NzRv3hwJCQmQJAnr16+3+rm3334b7777rt23wz0gpIQZiY35iI8ZiY35iI8ZielmkUkuINv9uQekPk5XQPLz8xEVFWW1+vXrh1GjRiEqKgpmsxmdO3eutQn9ySefrPWqSH1YQEgJMxIb8xEfMxIb8xEfMxJTfkmpXEC2bmcBqY/TFZC61DwL1uLFi9GmTRts3boV8fHxmDFjBlq1aoWEhAS7r5MFhJQwI7ExH/ExI7ExH/ExIzEVm8rlArLZjwWkPi5ZQADgm2++wUMPPYTWrVtjwIABNs+CVRMLCClhRmJjPuJjRmJjPuJjRmIqLa+QC4jPNhaQ+rhEAXEEFhBSwozExnzEx4zExnzEx4zEVFFhlgvIhq0sIPVhAVHAAkJKmJHYmI/4mJHYmI/4mJG4HplSWUDWbmEBqQ8LiAIWEFLCjMTGfMTHjMTGfMTHjMTVfXogdHoDvDezgNSHBUQBCwgpYUZiYz7iY0ZiYz7iY0bievyrPdDpDVi9iQWkPiwgClhASAkzEhvzER8zEhvzER8zElcvr73Q6Q1Y6csCUh8WEAUsIKSEGYmN+YiPGYmN+YiPGYnrqTn7odMbsNyHBaQ+LCAKWEBICTMSG/MRHzMSG/MRHzMSV7+vg6DTG7B0IwtIfVhAFLCAkBJmJDbmIz5mJDbmIz5mJK7n5h+ATm/ATxtYQOrDAqKABYSUMCOxMR/xMSOxMR/xMSNx/WnBQej0BvywngWkPiwgClhASAkzEhvzER8zEhvzER8zEtfg/wZDpzdg0ToWkPqwgChgASElzEhszEd8zEhszEd8zEhcQxcehk5vwPdrWUDqwwKigAWElDAjsTEf8TEjsTEf8TEjcRnLylFcYoS/PwtIfVhAFLCAkBJmJDbmIz5mJDbmIz5mJDat8mEBcQEsIKSEGYmN+YiPGYmN+YiPGYmNBcQ2FhAFLCCkhBmJjfmIjxmJjfmIjxmJjQXENhYQBSwgpIQZiY35iI8ZiY35iI8ZiY0FxDYWEAUsIKSEGYmN+YiPGYmN+YiPGYmNBcQ2FhAFLCCkhBmJjfmIjxmJjfmIjxmJjQXENhYQBSwgpIQZiY35iI8ZiY35iI8ZiY0FxDYWEAUsIKSEGYmN+YiPGYmN+YiPGYmNBcQ2FhAFLCCkhBmJjfmIjxmJjfmIjxmJjQXENhYQBSwgpIQZiY35iI8ZiY35iI8ZiY0FxDYWEAW5ubmQJAmpqanIy8tTbWVlZcHHxwdZWVmq3i4XM3KVxXzEX8xI7MV8xF/MSOylVT6pqamQJAm5ublaP4y2iQVEQVWIXFxcXFxcXFxcXM6yUlNTtX4YbRMLiIKKigqkpqYiNzdXk/aq9isvXMzIVRbzEX8xI7EX8xF/MSOxl1b55ObmIjU1FRUVFVo/jLaJBUQweXnO8/69pooZiY35iI8ZiY35iI8ZiY352MYCIhj+oxUfMxIb8xEfMxIb8xEfMxIb87GNBUQw/EcrPmYkNuYjPmYkNuYjPmYkNuZjGwuIYIxGI7y8vGA0GrU+FFLAjMTGfMTHjMTGfMTHjMTGfGxjASEiIiIiItWwgBARERERkWpYQIiIiIiISDUsIEREREREpBoWEMEsXboUXbt2hbu7O55++mmEhIRofUhN0pEjRzBixAh06tQJkiTB39/f6utmsxleXl7o1KkTWrVqhUGDBiE6Olqjo2165s+fj379+uGee+7BAw88gDfeeAOxsbFW32M0GjFx4kTcd999aN26NV577TWn+HRYV7Fs2TL07t0bnp6e8PT0xHPPPYfAwED568xHLPPnz4ckSZg0aZJ8GTPSlpeXV61PuO7YsaP8df4d0t7Vq1fx97//He3bt8fdd9+Nvn374vTp0/LXmZEyFhCBbNq0CS1atMCvv/6KmJgYTJo0CR4eHrhy5YrWh9bkBAYGYvr06fDz86uzgCxYsACenp7w8/NDVFQURo4ciU6dOiE/P1+jI25ahg8fDm9vb0RHR+PcuXN49dVX8fDDD6OwsFD+nvHjx6NLly4ICgpCREQEhgwZgr59+6K8vFzDI286du7cid27d+PSpUu4dOkSpk2bhhYtWsh/fJmPOMLDw9G1a1f06dPHqoAwI215eXnhiSeeQHp6urwyMzPlr/PvkLZycnKg0+nw3nvv4eTJk7h8+TIOHDiAhIQE+XuYkTIWEIH0798f48ePt7qsZ8+emDJlikZHRABqFRCz2YwHH3wQCxYskC8zGo1o27Ytli9frsUhNnmZmZmQJAlHjhwBAOTm5qJFixbYtGmT/D3Xrl1Ds2bNsHfvXq0Os8lr164dVq1axXwEUlBQgO7duyMoKAiDBg2SCwgz0p6Xlxf69u1b59f4d0h7er0ezz//vOLXmVH9WEAEYTKZ0Lx5c2zfvt3q8s8++wwDBw7U6KgIqF1AEhMTIUkSIiIirL7v9ddfx+jRo9U+PAIQHx8PSZIQFRUFADh48CAkSUJOTo7V9/Xp0wczZ87U4hCbtPLycvj6+qJly5a4cOEC8xHI6NGjMXnyZACwKiDMSHteXl5o3bo1OnXqhK5du2LkyJFITEwEwL9DInj88ccxefJkvPXWW3jggQfw5JNPYuXKlfLXmVH9WEAEce3aNUiShNDQUKvL582bh8cee0yjoyKgdgEJDQ2FJEm4du2a1feNHTsWL7/8stqH1+SZzWa89tprVs9Ebdy4ES1btqz1vS+99BI++ugjNQ+vSYuMjISHhweaN2+Otm3bYvfu3QCYjyh8fX3Rq1cvlJSUALAuIMxIe4GBgdi2bRsiIyPlV6g6duyIrKws/h0SgLu7O9zd3TF16lRERERg+fLlaNWqFdauXQuAjxVsYQERRFUBOX78uNXlX3/9NXr06KHRURGgXEDS0tKsvu/DDz/E8OHD1T68Ju/jjz+GTqez2hyr9OBp2LBhGDdunJqH16SZTCbEx8fj1KlTmDJlCu6//35cuHCB+QggJSUFHTp0wLlz5+TL7CkgzEg7hYWF6NixIxYuXMi/QwJo0aIFBgwYYHXZp59+iueeew4AHyvYwgIiCL4FS1x8C5a4Jk6ciIceeghJSUlWl/PtI2IaOnQoPvroI+YjAH9/f0iShObNm8tLkiS4ubmhefPmOHDgADMS0LBhwzB+/Hj+HRLAww8/jA8++MDqsmXLlqFz584A+FjBFhYQgfTv3x8TJkywuuzxxx/nJnSNKW1C//bbb+XLTCYTN5apyGw245NPPkHnzp0RFxdX6+tVG2g3b94sX5aWlsYNtBp78cUXMWbMGOYjgPz8fERFRVmtfv36YdSoUYiKimJGAjIajejSpQtmz57Nv0MCeOedd2ptQp88ebL8qggzqh8LiECqTsO7evVqxMTEYPLkyfDw8EBycrLWh9bkFBQU4OzZszh79iwkScKiRYtw9uxZ+ZTICxYsQNu2bbF9+3ZERUXhnXfe4an1VDRhwgS0bdsWhw8ftjpFZXFxsfw948ePx0MPPYQDBw4gIiICL774Ik8hqqKpU6ciJCQEly9fRmRkJKZNm4ZmzZph//79AJiPiKq/BQtgRlr74osvcPjwYSQlJSEsLAwjRoyAp6en/JiAf4e0FR4ejrvuugvz5s1DfHw8Nm7ciNatW2PDhg3y9zAjZSwgglm6dCl0Oh1atmyJp59+Wj6tKKkrODi41gdASZKEMWPGALB8uNCDDz4Id3d3DBw4UD4DEzleXdlIkgRvb2/5e0pKSjBx4kT5A6JGjBiBlJQU7Q66iXn//ffl+7IHHngAQ4cOlcsHwHxEVLOAMCNtVX1mRIsWLdC5c2e8+eabuHDhgvx1/h3S3q5du9CrVy+4u7ujZ8+eVmfBAphRfVhAiIiIiIhINSwgRERERESkGhYQIiIiIiJSDQsIERERERGphgWEiIiIiIhUwwJCRERERESqYQEhIiIiIiLVsIAQEREREZFqWECIiIiIiEg1LCBERBoZM2YM3njjDYffjpeXF/r27SvM9TjbbdvD29sbkiRBkiSrTxOvz5gxY+Sf8ff3d/AREhGJgwWEiEgjubm5uHnzpsNv53YevNf1oLigoABZWVmNeWjC3XZNwcHBkCTJZk7e3t5o06YN0tPTkZ+fb9d15+bmIj09nQWEiJocFhAiIhfXWAVELSI9IG9IAWnbtu1t3YZI/79ERGpgASEicqCtW7eiV69eaNWqFdq3b4+hQ4eisLAQQO23YA0aNAgTJ07EpEmTcO+996JDhw5YsWIFCgsL8d577+Gee+7Bo48+isDAQPln6nrg6+/vD0my3L3XLCDh4eEYNmwY7rvvPrRp0wYDBw7EmTNn5K/rdDr5rUGSJEGn09V5PRUVFZg9eza6dOmCli1bom/fvtizZ4/89cuXL0OSJPj5+WHw4MG4++670adPHxw/flzx92XvbVf97ubNm4cOHTqgbdu2mDVrFsrKyvDvf/8b7dq1Q5cuXbB69Wqr67969Srefvtt3HvvvWjfvj1ef/11XL58uc5jqTr+6mvMmDF1fq9SAVm6dCm6desGd3d3dOjQAX/7299qfQ8LCBE1NSwgREQOkpaWhrvuuguLFi3C5cuXERkZiaVLl6KgoABA3QXE09MTc+fORVxcHObOnYtmzZrhlVdewcqVKxEXF4cJEybgvvvuQ1FREYDbKyAHDx7E+vXrERMTg5iYGHzwwQfo2LGj/NahzMxMSJIEb29vpKenIzMzs87rWbRoEdq0aQNfX1/Exsbiyy+/RIsWLRAXFwfA8gC+Z8+eMBgMuHTpEt566y3odDqUlZXV+Tuz97bHjBkDT09PfPLJJ4iNjcXq1ashSRKGDx+OefPmyb+/Fi1aICUlBQBQVFSE7t274/3330dkZCRiYmLw7rvvokePHjCZTLWOpby8HH5+fpAkCZcuXUJ6ejpyc3PrPO66cjh16hSaN28OHx8fJCcnIyIiAkuWLKn1sywgRNTUsIAQETnImTNnIEkSkpOT6/x6XQXk+eefl/+7vLwcHh4e+Mc//iFfVrVn4MSJEwBur4DUVF5eDk9PT+zatUu+rK4HxTWvp3Pnzpg3b57V9zzzzDP4+OOPAVgKyKpVq+SvX7hwAZIk4eLFi4rHY89tjxkzBjqdDhUVFfJlPXr0wAsvvGD1/+Xh4QFfX18AwOrVq9GjRw+YzWb5e0wmE+6++27s27evzmO5k7dg+fn5oU2bNjb3hLCAEFFTwwJCROQg5eXlGDp0KDw9PfHWW29h5cqVyMnJkb9eVwGpevBe5eGHH8Z3330n/7fZbIYkSdixYweA2ysgGRkZGDduHLp37442bdrAw8MDbm5uWLp0qfw9tkpAXl4eJEnC4cOHrb5n8uTJGDJkCABLAQkPD5e/npOTA0mScOTIEcXfm70F5C9/+YvV9wwcOLDO31/Vqw4ff/wxmjdvDg8PD6vl5uaGZcuW1Xksd1JA8vPz0bt3b9x///0YNWoUNmzYIL9yZev/l4jIlbGAEBE5kNlsxrFjxzBz5kz07t0bDzzwAJKSkgDUXUBqnsJVp9Nh8eLFVpdVf8C6du1atGnTxurrW7ZsqbeAvPLKK+jXrx92796N6OhoxMfH4/7777e6HXsLSM0iMWnSJLz44osALAXk7Nmz8tdv3rwJSZIQHBys+Duzt4DUPIWxrd/f+PHj0b9/f8THx9daSm+tutNN6GVlZQgKCsJ//vMfPProo+jWrVut62IBIaKmhgWEiEgl5eXl6NKlCxYuXAigcQpIYGAg3Nzc5I3tADBt2rR6C8g999yDdevWyf+dkpICSZKsbqdFixbYtm2b1e3a+xasTz75BMDtFxB7bvt2CsjKlSvRrl075OXlKd52TaGhoZAkyeYpgO05C1ZhYSHuuusu+Pn5WV3OAkJETQ0LCBGRg4SFhWHevHk4deoUrly5gi1btqBly5byWawao4BkZ2fDw8MDn332GeLj47Fx40Z07ty53gLy5JNP4qWXXkJMTAzCwsLwwgsv4O6777a6ne7du2PChAlIT0+X3zZW83oWL16MNm3aYNOmTYiNjYVer69zE3pDC4g9t307BaRqE/rgwYMREhKCpKQkHD58GJ999hlSU1PrPJarV6/Czc0Na9asQWZmpnwCgZrqKiC7du3CkiVLcPbsWSQnJ2PZsmVo1qwZoqOjrb6PBYSImhoWECIiB4mJicHw4cPxwAMPwN3dHY899hh++ukn+euNUUCAyj0f3bp1Q6tWrTBixAisXLmy3gISERGBfv36wd3dHd27d8fWrVtr3c7OnTvRrVs33HXXXXadhrdFixaKp+FtaAGx57Zvp4AAlZv4R48ejfvvvx/u7u549NFHMXbs2HpfFZkzZw4efPBBuLm5Neg0vEePHsWgQYPQrl07+RTEmzdvrvWzLCBE1NSwgBAREd0hfhAhEZH9WECIiIjukLe3NyRJgoeHB7788ku7fmbcuHHw8PBgASGiJocFhIiI6A7l5+fLZ9S6ceOGXT+TkZEh/0z1kwgQEbk6FhAiIiIiIlINCwgREREREamGBYSIiIiIiFTDAkJERERERKphASEiIiIiItWwgBARERERkWpYQIiIiIiISDUsIEREREREpBoWECIiIiIiUg0LCBERERERqYYFhIiIiIiIVPP/195ahvIpnuUAAAAASUVORK5CYII=\" 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\" width=\"800\">" ], "text/plain": [ "<IPython.core.display.HTML object>" diff --git a/gm_platform/fw/Makefile b/gm_platform/fw/Makefile new file mode 100644 index 0000000..ea874eb --- /dev/null +++ b/gm_platform/fw/Makefile @@ -0,0 +1,111 @@ +# Megumin LED display firmware +# Copyright (C) 2018 Sebastian Götte <code@jaseg.net> +# +# This program is free software: you can redistribute it and/or modify +# it under the terms of the GNU General Public License as published by +# the Free Software Foundation, either version 3 of the License, or +# (at your option) any later version. +# +# This program is distributed in the hope that it will be useful, +# but WITHOUT ANY WARRANTY; without even the implied warranty of +# MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the +# GNU General Public License for more details. +# +# You should have received a copy of the GNU General Public License +# along with this program. If not, see <http://www.gnu.org/licenses/>. + +CUBE_PATH ?= $(wildcard ~)/resource/STM32CubeF0 +CMSIS_PATH ?= $(CUBE_PATH)/Drivers/CMSIS +CMSIS_DEV_PATH ?= $(CMSIS_PATH)/Device/ST/STM32F0xx +HAL_PATH ?= $(CUBE_PATH)/Drivers/STM32F0xx_HAL_Driver + +MAC_ADDR ?= 0xdeadbeef + +CC := arm-none-eabi-gcc +LD := arm-none-eabi-ld +OBJCOPY := arm-none-eabi-objcopy +OBJDUMP := arm-none-eabi-objdump +SIZE := arm-none-eabi-size + +CFLAGS = -g -Wall -Wextra -std=gnu11 -O0 -fdump-rtl-expand +CFLAGS += -mlittle-endian -mcpu=cortex-m0 -march=armv6-m -mthumb +#CFLAGS += -ffunction-sections -fdata-sections +LDFLAGS = -nostartfiles +#LDFLAGS += -specs=rdimon.specs -DSEMIHOSTING +LDFLAGS += -Wl,-Map=main.map -nostdlib +#LDFLAGS += -Wl,--gc-sections +LIBS = -lgcc +#LIBS += -lrdimon + +# Technically we're using an STM32F030F4, but apart from the TSSOP20 package that one is largely identical to the +# STM32F030*6 and there is no separate device header provided for it, so we're faking a *6 device here. This is +# even documented in stm32f0xx.h. Thanks ST! +CFLAGS += -DSTM32F030x6 -DHSE_VALUE=8000000 + +LDFLAGS += -Tstm32_flash.ld +CFLAGS += -I$(CMSIS_DEV_PATH)/Include -I$(CMSIS_PATH)/Include -I$(HAL_PATH)/Inc -Iconfig -Wno-unused -I../common +LDFLAGS += -L$(CMSIS_PATH)/Lib/GCC -larm_cortexM0l_math + +################################################### + +.PHONY: program clean + +all: main.elf + +.clang: + echo flags = $(CFLAGS) > .clang + +cmsis_exports.c: $(CMSIS_DEV_PATH)/Include/stm32f030x6.h $(CMSIS_PATH)/Include/core_cm0.h + python3 tools/gen_cmsis_exports.py $^ > $@ + +%.o: %.c + $(CC) -c $(CFLAGS) -o $@ $^ +# $(CC) -E $(CFLAGS) -o $(@:.o=.pp) $^ + +%.o: %.s + $(CC) -c $(CFLAGS) -o $@ $^ +# $(CC) -E $(CFLAGS) -o $(@:.o=.pp) $^ + +%.dot: %.elf + r2 -a arm -qc 'aa;agC' $< 2>/dev/null >$@ + +sources.tar.xz: main.c Makefile + tar -caf $@ $^ + +# don't ask... +sources.tar.xz.zip: sources.tar.xz + zip $@ $^ + +sources.c: sources.tar.xz.zip + xxd -i $< | head -n -1 | sed 's/=/__attribute__((section(".source_tarball"))) =/' > $@ + +main.elf: main.c adc.c serial.c cobs.c startup_stm32f030x6.s system_stm32f0xx.c $(HAL_PATH)/Src/stm32f0xx_ll_utils.c base.c cmsis_exports.c + $(CC) $(CFLAGS) $(LDFLAGS) -o $@ $^ $(LIBS) + $(OBJCOPY) -O ihex $@ $(@:.elf=.hex) + $(OBJCOPY) -O binary $@ $(@:.elf=.bin) + $(OBJDUMP) -St $@ >$(@:.elf=.lst) + $(SIZE) $@ + +program: main.elf openocd.cfg + openocd -f openocd.cfg -c "program $< verify reset exit" + +8b10b_test_encode: 8b10b_test_encode.c 8b10b.c + gcc -o $@ $^ + +8b10b_test_decode: 8b10b_test_decode.c 8b10b.c + gcc -o $@ $^ + +protocol_test: protocol.c protocol_test.c + gcc -o $@ -O0 -Wall -Wextra -g -I../common $^ + +clean: + rm -f **.o + rm -f main.elf main.hex main.bin main.map main.lst + rm -f **.expand + rm -f cmsis_exports.c + rm -f sources.tar.xz + rm -f sources.tar.xz.zip + rm -f sources.c + rm -f *.dot + rm -f protocol_test + diff --git a/gm_platform/fw/Scope.ipynb b/gm_platform/fw/Scope.ipynb new file mode 100644 index 0000000..1022e56 --- /dev/null +++ b/gm_platform/fw/Scope.ipynb @@ -0,0 +1,906 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [], + "source": [ + "from matplotlib import pyplot as plt\n", + "%matplotlib notebook\n", + "import numpy as np\n", + "import struct\n", + "import math" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "metadata": {}, + "outputs": [], + "source": [ + "def plot_data(offx=0, end=-1, signed=False, channels=1):\n", + " with open('/tmp/scope_dump.bin', 'rb') as f:\n", + " raw_data = f.read()\n", + " data = struct.unpack(f'<{len(raw_data)//2}{\"h\" if signed else \"H\"}', raw_data)\n", + " \n", + " fig, axs = plt.subplots(channels*2, 1, squeeze=False, sharex=True, figsize=(10, 5))\n", + " axs = axs.flatten()\n", + " for i, (ax_t, ax_f) in enumerate(zip(axs[0::2], axs[1::2])):\n", + " le_slice = data[offx:][:end][i::channels]\n", + " ax_t.plot(np.linspace(0, len(le_slice)/1000, len(le_slice)),\n", + " [math.nan if x==-255 else x for x in le_slice])\n", + " ax_t.grid() \n", + " \n", + " ax_f.specgram(le_slice, Fs=1000)\n", + " ax_f.grid()\n", + " \n", + " return data" + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "data": { + "application/javascript": [ + "/* Put everything inside the global mpl namespace */\n", + "window.mpl = {};\n", + "\n", + "\n", + "mpl.get_websocket_type = function() {\n", + " if (typeof(WebSocket) !== 'undefined') {\n", + " return WebSocket;\n", + " } else if (typeof(MozWebSocket) !== 'undefined') {\n", + " return MozWebSocket;\n", + " } else {\n", + " alert('Your browser does not have WebSocket support.' +\n", + " 'Please try Chrome, Safari or Firefox ≥ 6. ' +\n", + " 'Firefox 4 and 5 are also supported but you ' +\n", + " 'have to enable WebSockets in about:config.');\n", + " };\n", + "}\n", + "\n", + "mpl.figure = function(figure_id, websocket, ondownload, parent_element) {\n", + " this.id = figure_id;\n", + "\n", + " this.ws = websocket;\n", + "\n", + " this.supports_binary = (this.ws.binaryType != undefined);\n", + "\n", + " if (!this.supports_binary) {\n", + " var warnings = document.getElementById(\"mpl-warnings\");\n", + " if (warnings) {\n", + " warnings.style.display = 'block';\n", + " warnings.textContent = (\n", + " \"This browser does not support binary websocket messages. \" +\n", + " \"Performance may be slow.\");\n", + " }\n", + " }\n", + "\n", + " this.imageObj = new Image();\n", + "\n", + " this.context = undefined;\n", + " this.message = undefined;\n", + " this.canvas = undefined;\n", + " this.rubberband_canvas = undefined;\n", + " this.rubberband_context = undefined;\n", + " this.format_dropdown = undefined;\n", + "\n", + " this.image_mode = 'full';\n", + "\n", + " this.root = $('<div/>');\n", + " this._root_extra_style(this.root)\n", + " this.root.attr('style', 'display: inline-block');\n", + "\n", + " $(parent_element).append(this.root);\n", + "\n", + " this._init_header(this);\n", + " this._init_canvas(this);\n", + " this._init_toolbar(this);\n", + "\n", + " var fig = this;\n", + "\n", + " this.waiting = false;\n", + "\n", + " this.ws.onopen = function () {\n", + " fig.send_message(\"supports_binary\", {value: fig.supports_binary});\n", + " fig.send_message(\"send_image_mode\", {});\n", + " if (mpl.ratio != 1) {\n", + " fig.send_message(\"set_dpi_ratio\", {'dpi_ratio': mpl.ratio});\n", + " }\n", + " fig.send_message(\"refresh\", {});\n", + " }\n", + "\n", + " this.imageObj.onload = function() {\n", + " if (fig.image_mode == 'full') {\n", + " // Full images could contain transparency (where diff images\n", + " // almost always do), so we need to clear the canvas so that\n", + " // there is no ghosting.\n", + " fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n", + " }\n", + " fig.context.drawImage(fig.imageObj, 0, 0);\n", + " };\n", + "\n", + " this.imageObj.onunload = function() {\n", + " fig.ws.close();\n", + " }\n", + "\n", + " this.ws.onmessage = this._make_on_message_function(this);\n", + "\n", + " this.ondownload = ondownload;\n", + "}\n", + "\n", + "mpl.figure.prototype._init_header = function() {\n", + " var titlebar = $(\n", + " '<div class=\"ui-dialog-titlebar ui-widget-header ui-corner-all ' +\n", + " 'ui-helper-clearfix\"/>');\n", + " var titletext = $(\n", + " '<div class=\"ui-dialog-title\" style=\"width: 100%; ' +\n", + " 'text-align: center; padding: 3px;\"/>');\n", + " titlebar.append(titletext)\n", + " this.root.append(titlebar);\n", + " this.header = titletext[0];\n", + "}\n", + "\n", + "\n", + "\n", + "mpl.figure.prototype._canvas_extra_style = function(canvas_div) {\n", + "\n", + "}\n", + "\n", + "\n", + "mpl.figure.prototype._root_extra_style = function(canvas_div) {\n", + "\n", + "}\n", + "\n", + "mpl.figure.prototype._init_canvas = function() {\n", + " var fig = this;\n", + "\n", + " var canvas_div = $('<div/>');\n", + "\n", + " canvas_div.attr('style', 'position: relative; clear: both; outline: 0');\n", + "\n", + " function canvas_keyboard_event(event) {\n", + " return fig.key_event(event, event['data']);\n", + " }\n", + "\n", + " canvas_div.keydown('key_press', canvas_keyboard_event);\n", + " canvas_div.keyup('key_release', canvas_keyboard_event);\n", + " this.canvas_div = canvas_div\n", + " this._canvas_extra_style(canvas_div)\n", + " this.root.append(canvas_div);\n", + "\n", + " var canvas = $('<canvas/>');\n", + " canvas.addClass('mpl-canvas');\n", + " canvas.attr('style', \"left: 0; top: 0; z-index: 0; outline: 0\")\n", + "\n", + " this.canvas = canvas[0];\n", + " this.context = canvas[0].getContext(\"2d\");\n", + "\n", + " var backingStore = this.context.backingStorePixelRatio ||\n", + "\tthis.context.webkitBackingStorePixelRatio ||\n", + "\tthis.context.mozBackingStorePixelRatio ||\n", + "\tthis.context.msBackingStorePixelRatio ||\n", + "\tthis.context.oBackingStorePixelRatio ||\n", + "\tthis.context.backingStorePixelRatio || 1;\n", + "\n", + " mpl.ratio = (window.devicePixelRatio || 1) / backingStore;\n", + "\n", + " var rubberband = $('<canvas/>');\n", + " rubberband.attr('style', \"position: absolute; left: 0; top: 0; z-index: 1;\")\n", + "\n", + " var pass_mouse_events = true;\n", + "\n", + " canvas_div.resizable({\n", + " start: function(event, ui) {\n", + " pass_mouse_events = false;\n", + " },\n", + " resize: function(event, ui) {\n", + " fig.request_resize(ui.size.width, ui.size.height);\n", + " },\n", + " stop: function(event, ui) {\n", + " pass_mouse_events = true;\n", + " fig.request_resize(ui.size.width, ui.size.height);\n", + " },\n", + " });\n", + "\n", + " function mouse_event_fn(event) {\n", + " if (pass_mouse_events)\n", + " return fig.mouse_event(event, event['data']);\n", + " }\n", + "\n", + " rubberband.mousedown('button_press', mouse_event_fn);\n", + " rubberband.mouseup('button_release', mouse_event_fn);\n", + " // Throttle sequential mouse events to 1 every 20ms.\n", + " rubberband.mousemove('motion_notify', mouse_event_fn);\n", + "\n", + " rubberband.mouseenter('figure_enter', mouse_event_fn);\n", + " rubberband.mouseleave('figure_leave', mouse_event_fn);\n", + "\n", + " canvas_div.on(\"wheel\", function (event) {\n", + " event = event.originalEvent;\n", + " event['data'] = 'scroll'\n", + " if (event.deltaY < 0) {\n", + " event.step = 1;\n", + " } else {\n", + " event.step = -1;\n", + " }\n", + " mouse_event_fn(event);\n", + " });\n", + "\n", + " canvas_div.append(canvas);\n", + " canvas_div.append(rubberband);\n", + "\n", + " this.rubberband = rubberband;\n", + " this.rubberband_canvas = rubberband[0];\n", + " this.rubberband_context = rubberband[0].getContext(\"2d\");\n", + " this.rubberband_context.strokeStyle = \"#000000\";\n", + "\n", + " this._resize_canvas = function(width, height) {\n", + " // Keep the size of the canvas, canvas container, and rubber band\n", + " // canvas in synch.\n", + " canvas_div.css('width', width)\n", + " canvas_div.css('height', height)\n", + "\n", + " canvas.attr('width', width * mpl.ratio);\n", + " canvas.attr('height', height * mpl.ratio);\n", + " canvas.attr('style', 'width: ' + width + 'px; height: ' + height + 'px;');\n", + "\n", + " rubberband.attr('width', width);\n", + " rubberband.attr('height', height);\n", + " }\n", + "\n", + " // Set the figure to an initial 600x600px, this will subsequently be updated\n", + " // upon first draw.\n", + " this._resize_canvas(600, 600);\n", + "\n", + " // Disable right mouse context menu.\n", + " $(this.rubberband_canvas).bind(\"contextmenu\",function(e){\n", + " return false;\n", + " });\n", + "\n", + " function set_focus () {\n", + " canvas.focus();\n", + " canvas_div.focus();\n", + " }\n", + "\n", + " window.setTimeout(set_focus, 100);\n", + "}\n", + "\n", + "mpl.figure.prototype._init_toolbar = function() {\n", + " var fig = this;\n", + "\n", + " var nav_element = $('<div/>')\n", + " nav_element.attr('style', 'width: 100%');\n", + " this.root.append(nav_element);\n", + "\n", + " // Define a callback function for later on.\n", + " function toolbar_event(event) {\n", + " return fig.toolbar_button_onclick(event['data']);\n", + " }\n", + " function toolbar_mouse_event(event) {\n", + " return fig.toolbar_button_onmouseover(event['data']);\n", + " }\n", + "\n", + " for(var toolbar_ind in mpl.toolbar_items) {\n", + " var name = mpl.toolbar_items[toolbar_ind][0];\n", + " var tooltip = mpl.toolbar_items[toolbar_ind][1];\n", + " var image = mpl.toolbar_items[toolbar_ind][2];\n", + " var method_name = mpl.toolbar_items[toolbar_ind][3];\n", + "\n", + " if (!name) {\n", + " // put a spacer in here.\n", + " continue;\n", + " }\n", + " var button = $('<button/>');\n", + " button.addClass('ui-button ui-widget ui-state-default ui-corner-all ' +\n", + " 'ui-button-icon-only');\n", + " button.attr('role', 'button');\n", + " button.attr('aria-disabled', 'false');\n", + " button.click(method_name, toolbar_event);\n", + " button.mouseover(tooltip, toolbar_mouse_event);\n", + "\n", + " var icon_img = $('<span/>');\n", + " icon_img.addClass('ui-button-icon-primary ui-icon');\n", + " icon_img.addClass(image);\n", + " icon_img.addClass('ui-corner-all');\n", + "\n", + " var tooltip_span = $('<span/>');\n", + " tooltip_span.addClass('ui-button-text');\n", + " tooltip_span.html(tooltip);\n", + "\n", + " button.append(icon_img);\n", + " button.append(tooltip_span);\n", + "\n", + " nav_element.append(button);\n", + " }\n", + "\n", + " var fmt_picker_span = $('<span/>');\n", + "\n", + " var fmt_picker = $('<select/>');\n", + " fmt_picker.addClass('mpl-toolbar-option ui-widget ui-widget-content');\n", + " fmt_picker_span.append(fmt_picker);\n", + " nav_element.append(fmt_picker_span);\n", + " this.format_dropdown = fmt_picker[0];\n", + "\n", + " for (var ind in mpl.extensions) {\n", + " var fmt = mpl.extensions[ind];\n", + " var option = $(\n", + " '<option/>', {selected: fmt === mpl.default_extension}).html(fmt);\n", + " fmt_picker.append(option)\n", + " }\n", + "\n", + " // Add hover states to the ui-buttons\n", + " $( \".ui-button\" ).hover(\n", + " function() { $(this).addClass(\"ui-state-hover\");},\n", + " function() { $(this).removeClass(\"ui-state-hover\");}\n", + " );\n", + "\n", + " var status_bar = $('<span class=\"mpl-message\"/>');\n", + " nav_element.append(status_bar);\n", + " this.message = status_bar[0];\n", + "}\n", + "\n", + "mpl.figure.prototype.request_resize = function(x_pixels, y_pixels) {\n", + " // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n", + " // which will in turn request a refresh of the image.\n", + " this.send_message('resize', {'width': x_pixels, 'height': y_pixels});\n", + "}\n", + "\n", + "mpl.figure.prototype.send_message = function(type, properties) {\n", + " properties['type'] = type;\n", + " properties['figure_id'] = this.id;\n", + " this.ws.send(JSON.stringify(properties));\n", + "}\n", + "\n", + "mpl.figure.prototype.send_draw_message = function() {\n", + " if (!this.waiting) {\n", + " this.waiting = true;\n", + " this.ws.send(JSON.stringify({type: \"draw\", figure_id: this.id}));\n", + " }\n", + "}\n", + "\n", + "\n", + "mpl.figure.prototype.handle_save = function(fig, msg) {\n", + " var format_dropdown = fig.format_dropdown;\n", + " var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n", + " fig.ondownload(fig, format);\n", + "}\n", + "\n", + "\n", + "mpl.figure.prototype.handle_resize = function(fig, msg) {\n", + " var size = msg['size'];\n", + " if (size[0] != fig.canvas.width || size[1] != fig.canvas.height) {\n", + " fig._resize_canvas(size[0], size[1]);\n", + " fig.send_message(\"refresh\", {});\n", + " };\n", + "}\n", + "\n", + "mpl.figure.prototype.handle_rubberband = function(fig, msg) {\n", + " var x0 = msg['x0'] / mpl.ratio;\n", + " var y0 = (fig.canvas.height - msg['y0']) / mpl.ratio;\n", + " var x1 = msg['x1'] / mpl.ratio;\n", + " var y1 = (fig.canvas.height - msg['y1']) / mpl.ratio;\n", + " x0 = Math.floor(x0) + 0.5;\n", + " y0 = Math.floor(y0) + 0.5;\n", + " x1 = Math.floor(x1) + 0.5;\n", + " y1 = Math.floor(y1) + 0.5;\n", + " var min_x = Math.min(x0, x1);\n", + " var min_y = Math.min(y0, y1);\n", + " var width = Math.abs(x1 - x0);\n", + " var height = Math.abs(y1 - y0);\n", + "\n", + " fig.rubberband_context.clearRect(\n", + " 0, 0, fig.canvas.width, fig.canvas.height);\n", + "\n", + " fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n", + "}\n", + "\n", + "mpl.figure.prototype.handle_figure_label = function(fig, msg) {\n", + " // Updates the figure title.\n", + " fig.header.textContent = msg['label'];\n", + "}\n", + "\n", + "mpl.figure.prototype.handle_cursor = function(fig, msg) {\n", + " var cursor = msg['cursor'];\n", + " switch(cursor)\n", + " {\n", + " case 0:\n", + " cursor = 'pointer';\n", + " break;\n", + " case 1:\n", + " cursor = 'default';\n", + " break;\n", + " case 2:\n", + " cursor = 'crosshair';\n", + " break;\n", + " case 3:\n", + " cursor = 'move';\n", + " break;\n", + " }\n", + " fig.rubberband_canvas.style.cursor = cursor;\n", + "}\n", + "\n", + "mpl.figure.prototype.handle_message = function(fig, msg) {\n", + " fig.message.textContent = msg['message'];\n", + "}\n", + "\n", + "mpl.figure.prototype.handle_draw = function(fig, msg) {\n", + " // Request the server to send over a new figure.\n", + " fig.send_draw_message();\n", + "}\n", + "\n", + "mpl.figure.prototype.handle_image_mode = function(fig, msg) {\n", + " fig.image_mode = msg['mode'];\n", + "}\n", + "\n", + "mpl.figure.prototype.updated_canvas_event = function() {\n", + " // Called whenever the canvas gets updated.\n", + " this.send_message(\"ack\", {});\n", + "}\n", + "\n", + "// A function to construct a web socket function for onmessage handling.\n", + "// Called in the figure constructor.\n", + "mpl.figure.prototype._make_on_message_function = function(fig) {\n", + " return function socket_on_message(evt) {\n", + " if (evt.data instanceof Blob) {\n", + " /* FIXME: We get \"Resource interpreted as Image but\n", + " * transferred with MIME type text/plain:\" errors on\n", + " * Chrome. But how to set the MIME type? It doesn't seem\n", + " * to be part of the websocket stream */\n", + " evt.data.type = \"image/png\";\n", + "\n", + " /* Free the memory for the previous frames */\n", + " if (fig.imageObj.src) {\n", + " (window.URL || window.webkitURL).revokeObjectURL(\n", + " fig.imageObj.src);\n", + " }\n", + "\n", + " fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n", + " evt.data);\n", + " fig.updated_canvas_event();\n", + " fig.waiting = false;\n", + " return;\n", + " }\n", + " else if (typeof evt.data === 'string' && evt.data.slice(0, 21) == \"data:image/png;base64\") {\n", + " fig.imageObj.src = evt.data;\n", + " fig.updated_canvas_event();\n", + " fig.waiting = false;\n", + " return;\n", + " }\n", + "\n", + " var msg = JSON.parse(evt.data);\n", + " var msg_type = msg['type'];\n", + "\n", + " // Call the \"handle_{type}\" callback, which takes\n", + " // the figure and JSON message as its only arguments.\n", + " try {\n", + " var callback = fig[\"handle_\" + msg_type];\n", + " } catch (e) {\n", + " console.log(\"No handler for the '\" + msg_type + \"' message type: \", msg);\n", + " return;\n", + " }\n", + "\n", + " if (callback) {\n", + " try {\n", + " // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n", + " callback(fig, msg);\n", + " } catch (e) {\n", + " console.log(\"Exception inside the 'handler_\" + msg_type + \"' callback:\", e, e.stack, msg);\n", + " }\n", + " }\n", + " };\n", + "}\n", + "\n", + "// from http://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n", + "mpl.findpos = function(e) {\n", + " //this section is from http://www.quirksmode.org/js/events_properties.html\n", + " var targ;\n", + " if (!e)\n", + " e = window.event;\n", + " if (e.target)\n", + " targ = e.target;\n", + " else if (e.srcElement)\n", + " targ = e.srcElement;\n", + " if (targ.nodeType == 3) // defeat Safari bug\n", + " targ = targ.parentNode;\n", + "\n", + " // jQuery normalizes the pageX and pageY\n", + " // pageX,Y are the mouse positions relative to the document\n", + " // offset() returns the position of the element relative to the document\n", + " var x = e.pageX - $(targ).offset().left;\n", + " var y = e.pageY - $(targ).offset().top;\n", + "\n", + " return {\"x\": x, \"y\": y};\n", + "};\n", + "\n", + "/*\n", + " * return a copy of an object with only non-object keys\n", + " * we need this to avoid circular references\n", + " * http://stackoverflow.com/a/24161582/3208463\n", + " */\n", + "function simpleKeys (original) {\n", + " return Object.keys(original).reduce(function (obj, key) {\n", + " if (typeof original[key] !== 'object')\n", + " obj[key] = original[key]\n", + " return obj;\n", + " }, {});\n", + "}\n", + "\n", + "mpl.figure.prototype.mouse_event = function(event, name) {\n", + " var canvas_pos = mpl.findpos(event)\n", + "\n", + " if (name === 'button_press')\n", + " {\n", + " this.canvas.focus();\n", + " this.canvas_div.focus();\n", + " }\n", + "\n", + " var x = canvas_pos.x * mpl.ratio;\n", + " var y = canvas_pos.y * mpl.ratio;\n", + "\n", + " this.send_message(name, {x: x, y: y, button: event.button,\n", + " step: event.step,\n", + " guiEvent: simpleKeys(event)});\n", + "\n", + " /* This prevents the web browser from automatically changing to\n", + " * the text insertion cursor when the button is pressed. We want\n", + " * to control all of the cursor setting manually through the\n", + " * 'cursor' event from matplotlib */\n", + " event.preventDefault();\n", + " return false;\n", + "}\n", + "\n", + "mpl.figure.prototype._key_event_extra = function(event, name) {\n", + " // Handle any extra behaviour associated with a key event\n", + "}\n", + "\n", + "mpl.figure.prototype.key_event = function(event, name) {\n", + "\n", + " // Prevent repeat events\n", + " if (name == 'key_press')\n", + " {\n", + " if (event.which === this._key)\n", + " return;\n", + " else\n", + " this._key = event.which;\n", + " }\n", + " if (name == 'key_release')\n", + " this._key = null;\n", + "\n", + " var value = '';\n", + " if (event.ctrlKey && event.which != 17)\n", + " value += \"ctrl+\";\n", + " if (event.altKey && event.which != 18)\n", + " value += \"alt+\";\n", + " if (event.shiftKey && event.which != 16)\n", + " value += \"shift+\";\n", + "\n", + " value += 'k';\n", + " value += event.which.toString();\n", + "\n", + " this._key_event_extra(event, name);\n", + "\n", + " this.send_message(name, {key: value,\n", + " guiEvent: simpleKeys(event)});\n", + " return false;\n", + "}\n", + "\n", + "mpl.figure.prototype.toolbar_button_onclick = function(name) {\n", + " if (name == 'download') {\n", + " this.handle_save(this, null);\n", + " } else {\n", + " this.send_message(\"toolbar_button\", {name: name});\n", + " }\n", + "};\n", + "\n", + "mpl.figure.prototype.toolbar_button_onmouseover = function(tooltip) {\n", + " this.message.textContent = tooltip;\n", + "};\n", + "mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home icon-home\", \"home\"], [\"Back\", \"Back to previous view\", \"fa fa-arrow-left icon-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right icon-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Pan axes with left mouse, zoom with right\", \"fa fa-arrows icon-move\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\", \"fa fa-square-o icon-check-empty\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o icon-save\", \"download\"]];\n", + "\n", + "mpl.extensions = [\"eps\", \"jpeg\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\"];\n", + "\n", + "mpl.default_extension = \"png\";var comm_websocket_adapter = function(comm) {\n", + " // Create a \"websocket\"-like object which calls the given IPython comm\n", + " // object with the appropriate methods. Currently this is a non binary\n", + " // socket, so there is still some room for performance tuning.\n", + " var ws = {};\n", + "\n", + " ws.close = function() {\n", + " comm.close()\n", + " };\n", + " ws.send = function(m) {\n", + " //console.log('sending', m);\n", + " comm.send(m);\n", + " };\n", + " // Register the callback with on_msg.\n", + " comm.on_msg(function(msg) {\n", + " //console.log('receiving', msg['content']['data'], msg);\n", + " // Pass the mpl event to the overridden (by mpl) onmessage function.\n", + " ws.onmessage(msg['content']['data'])\n", + " });\n", + " return ws;\n", + "}\n", + "\n", + "mpl.mpl_figure_comm = function(comm, msg) {\n", + " // This is the function which gets called when the mpl process\n", + " // starts-up an IPython Comm through the \"matplotlib\" channel.\n", + "\n", + " var id = msg.content.data.id;\n", + " // Get hold of the div created by the display call when the Comm\n", + " // socket was opened in Python.\n", + " var element = $(\"#\" + id);\n", + " var ws_proxy = comm_websocket_adapter(comm)\n", + "\n", + " function ondownload(figure, format) {\n", + " window.open(figure.imageObj.src);\n", + " }\n", + "\n", + " var fig = new mpl.figure(id, ws_proxy,\n", + " ondownload,\n", + " element.get(0));\n", + "\n", + " // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n", + " // web socket which is closed, not our websocket->open comm proxy.\n", + " ws_proxy.onopen();\n", + "\n", + " fig.parent_element = element.get(0);\n", + " fig.cell_info = mpl.find_output_cell(\"<div id='\" + id + \"'></div>\");\n", + " if (!fig.cell_info) {\n", + " console.error(\"Failed to find cell for figure\", id, fig);\n", + " return;\n", + " }\n", + "\n", + " var output_index = fig.cell_info[2]\n", + " var cell = fig.cell_info[0];\n", + "\n", + "};\n", + "\n", + "mpl.figure.prototype.handle_close = function(fig, msg) {\n", + " var width = fig.canvas.width/mpl.ratio\n", + " fig.root.unbind('remove')\n", + "\n", + " // Update the output cell to use the data from the current canvas.\n", + " fig.push_to_output();\n", + " var dataURL = fig.canvas.toDataURL();\n", + " // Re-enable the keyboard manager in IPython - without this line, in FF,\n", + " // the notebook keyboard shortcuts fail.\n", + " IPython.keyboard_manager.enable()\n", + " $(fig.parent_element).html('<img src=\"' + dataURL + '\" width=\"' + width + '\">');\n", + " fig.close_ws(fig, msg);\n", + "}\n", + "\n", + "mpl.figure.prototype.close_ws = function(fig, msg){\n", + " fig.send_message('closing', msg);\n", + " // fig.ws.close()\n", + "}\n", + "\n", + "mpl.figure.prototype.push_to_output = function(remove_interactive) {\n", + " // Turn the data on the canvas into data in the output cell.\n", + " var width = this.canvas.width/mpl.ratio\n", + " var dataURL = this.canvas.toDataURL();\n", + " this.cell_info[1]['text/html'] = '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\n", + "}\n", + "\n", + "mpl.figure.prototype.updated_canvas_event = function() {\n", + " // Tell IPython that the notebook contents must change.\n", + " IPython.notebook.set_dirty(true);\n", + " this.send_message(\"ack\", {});\n", + " var fig = this;\n", + " // Wait a second, then push the new image to the DOM so\n", + " // that it is saved nicely (might be nice to debounce this).\n", + " setTimeout(function () { fig.push_to_output() }, 1000);\n", + "}\n", + "\n", + "mpl.figure.prototype._init_toolbar = function() {\n", + " var fig = this;\n", + "\n", + " var nav_element = $('<div/>')\n", + " nav_element.attr('style', 'width: 100%');\n", + " this.root.append(nav_element);\n", + "\n", + " // Define a callback function for later on.\n", + " function toolbar_event(event) {\n", + " return fig.toolbar_button_onclick(event['data']);\n", + " }\n", + " function toolbar_mouse_event(event) {\n", + " return fig.toolbar_button_onmouseover(event['data']);\n", + " }\n", + "\n", + " for(var toolbar_ind in mpl.toolbar_items){\n", + " var name = mpl.toolbar_items[toolbar_ind][0];\n", + " var tooltip = mpl.toolbar_items[toolbar_ind][1];\n", + " var image = mpl.toolbar_items[toolbar_ind][2];\n", + " var method_name = mpl.toolbar_items[toolbar_ind][3];\n", + "\n", + " if (!name) { continue; };\n", + "\n", + " var button = $('<button class=\"btn btn-default\" href=\"#\" title=\"' + name + '\"><i class=\"fa ' + image + ' fa-lg\"></i></button>');\n", + " button.click(method_name, toolbar_event);\n", + " button.mouseover(tooltip, toolbar_mouse_event);\n", + " nav_element.append(button);\n", + " }\n", + "\n", + " // Add the status bar.\n", + " var status_bar = $('<span class=\"mpl-message\" style=\"text-align:right; float: right;\"/>');\n", + " nav_element.append(status_bar);\n", + " this.message = status_bar[0];\n", + "\n", + " // Add the close button to the window.\n", + " var buttongrp = $('<div class=\"btn-group inline pull-right\"></div>');\n", + " var button = $('<button class=\"btn btn-mini btn-primary\" href=\"#\" title=\"Stop Interaction\"><i class=\"fa fa-power-off icon-remove icon-large\"></i></button>');\n", + " button.click(function (evt) { fig.handle_close(fig, {}); } );\n", + " button.mouseover('Stop Interaction', toolbar_mouse_event);\n", + " buttongrp.append(button);\n", + " var titlebar = this.root.find($('.ui-dialog-titlebar'));\n", + " titlebar.prepend(buttongrp);\n", + "}\n", + "\n", + "mpl.figure.prototype._root_extra_style = function(el){\n", + " var fig = this\n", + " el.on(\"remove\", function(){\n", + "\tfig.close_ws(fig, {});\n", + " });\n", + "}\n", + "\n", + "mpl.figure.prototype._canvas_extra_style = function(el){\n", + " // this is important to make the div 'focusable\n", + " el.attr('tabindex', 0)\n", + " // reach out to IPython and tell the keyboard manager to turn it's self\n", + " // off when our div gets focus\n", + "\n", + " // location in version 3\n", + " if (IPython.notebook.keyboard_manager) {\n", + " IPython.notebook.keyboard_manager.register_events(el);\n", + " }\n", + " else {\n", + " // location in version 2\n", + " IPython.keyboard_manager.register_events(el);\n", + " }\n", + "\n", + "}\n", + "\n", + "mpl.figure.prototype._key_event_extra = function(event, name) {\n", + " var manager = IPython.notebook.keyboard_manager;\n", + " if (!manager)\n", + " manager = IPython.keyboard_manager;\n", + "\n", + " // Check for shift+enter\n", + " if (event.shiftKey && event.which == 13) {\n", + " this.canvas_div.blur();\n", + " event.shiftKey = false;\n", + " // Send a \"J\" for go to next cell\n", + " event.which = 74;\n", + " event.keyCode = 74;\n", + " manager.command_mode();\n", + " manager.handle_keydown(event);\n", + " }\n", + "}\n", + "\n", + "mpl.figure.prototype.handle_save = function(fig, msg) {\n", + " fig.ondownload(fig, null);\n", + "}\n", + "\n", + "\n", + "mpl.find_output_cell = function(html_output) {\n", + " // Return the cell and output element which can be found *uniquely* in the notebook.\n", + " // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n", + " // IPython event is triggered only after the cells have been serialised, which for\n", + " // our purposes (turning an active figure into a static one), is too late.\n", + " var cells = IPython.notebook.get_cells();\n", + " var ncells = cells.length;\n", + " for (var i=0; i<ncells; i++) {\n", + " var cell = cells[i];\n", + " if (cell.cell_type === 'code'){\n", + " for (var j=0; j<cell.output_area.outputs.length; j++) {\n", + " var data = cell.output_area.outputs[j];\n", + " if (data.data) {\n", + " // IPython >= 3 moved mimebundle to data attribute of output\n", + " data = data.data;\n", + " }\n", + " if (data['text/html'] == html_output) {\n", + " return [cell, data, j];\n", + " }\n", + " }\n", + " }\n", + " }\n", + "}\n", + "\n", + "// Register the function which deals with the matplotlib target/channel.\n", + "// The kernel may be null if the page has been refreshed.\n", + "if (IPython.notebook.kernel != null) {\n", + " IPython.notebook.kernel.comm_manager.register_target('matplotlib', mpl.mpl_figure_comm);\n", + "}\n" + ], + "text/plain": [ + "<IPython.core.display.Javascript object>" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "text/html": [ + "<img 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width=\"1000\">" + ], + "text/plain": [ + "<IPython.core.display.HTML object>" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "data = plot_data(offx=4, signed=True, channels=1)\n", + "#print(''.join(str(x) for x in data[4:][3::4]))" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "metadata": { + "scrolled": false + }, + "outputs": [ + { + "ename": "FileNotFoundError", + "evalue": "[Errno 2] No such file or directory: '/tmp/foo'", + "output_type": "error", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mFileNotFoundError\u001b[0m Traceback (most recent call last)", + "\u001b[0;32m<ipython-input-32-d8e3fa510bf1>\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[1;32m 13\u001b[0m \u001b[0mplotdata\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0;34m[\u001b[0m\u001b[0msum\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mvals\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0mi\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0mi\u001b[0m\u001b[0;34m+\u001b[0m\u001b[0mdelta\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m/\u001b[0m\u001b[0mdelta\u001b[0m \u001b[0;32mfor\u001b[0m \u001b[0mi\u001b[0m \u001b[0;32min\u001b[0m \u001b[0mrange\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;36m0\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mlen\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mvals\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mdelta\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 14\u001b[0m \u001b[0mplt\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mplot\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mplotdata\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 15\u001b[0;31m \u001b[0mplot_avg\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m", + "\u001b[0;32m<ipython-input-32-d8e3fa510bf1>\u001b[0m in \u001b[0;36mplot_avg\u001b[0;34m()\u001b[0m\n\u001b[1;32m 2\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 3\u001b[0m \u001b[0;32mdef\u001b[0m \u001b[0mplot_avg\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m----> 4\u001b[0;31m \u001b[0;32mwith\u001b[0m \u001b[0mopen\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m'/tmp/foo'\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m'rb'\u001b[0m\u001b[0;34m)\u001b[0m \u001b[0;32mas\u001b[0m \u001b[0mf\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 5\u001b[0m \u001b[0mvals\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mnp\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mfrombuffer\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mf\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mread\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mdtype\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m'uint16'\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 6\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n", + "\u001b[0;31mFileNotFoundError\u001b[0m: [Errno 2] No such file or directory: '/tmp/foo'" + ] + } + ], + "source": [ + "import random, struct, numpy as np\n", + "\n", + "def plot_avg():\n", + " with open('/tmp/foo', 'rb') as f:\n", + " vals = np.frombuffer(f.read(), dtype='uint16')\n", + " \n", + " vals = vals.copy()\n", + " idx = 1\n", + " vals &= 1<<idx\n", + " vals >>= idx\n", + " \n", + " delta = 10000\n", + " plotdata = [sum(vals[i:i+delta])/delta for i in range(0, len(vals), delta)]\n", + " plt.plot(plotdata)\n", + "plot_avg()" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.7.5" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/gm_platform/fw/adc.c b/gm_platform/fw/adc.c new file mode 100644 index 0000000..547089b --- /dev/null +++ b/gm_platform/fw/adc.c @@ -0,0 +1,125 @@ +/* Megumin LED display firmware + * Copyright (C) 2018 Sebastian Götte <code@jaseg.net> + * + * This program is free software: you can redistribute it and/or modify + * it under the terms of the GNU General Public License as published by + * the Free Software Foundation, either version 3 of the License, or + * (at your option) any later version. + * + * This program is distributed in the hope that it will be useful, + * but WITHOUT ANY WARRANTY; without even the implied warranty of + * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the + * GNU General Public License for more details. + * + * You should have received a copy of the GNU General Public License + * along with this program. If not, see <http://www.gnu.org/licenses/>. + */ + +#include "adc.h" + +#include <stdbool.h> +#include <stdlib.h> + +volatile uint16_t adc_buf[ADC_BUFSIZE]; + +static void adc_dma_init(int burstlen); +static void adc_timer_init(int psc, int ivl); + + +/* Mode that can be used for debugging */ +void adc_configure_scope_mode(int sampling_interval_ns) { + adc_dma_init(sizeof(adc_buf)/sizeof(adc_buf[0])); + + /* Clock from PCLK/4 instead of the internal exclusive high-speed RC oscillator. */ + ADC1->CFGR2 = (2<<ADC_CFGR2_CKMODE_Pos); /* Use PCLK/4=12MHz */ + /* Sampling time 239.5 ADC clock cycles -> total conversion time 38.5us*/ + ADC1->SMPR = (7<<ADC_SMPR_SMP_Pos); + + /* Setup DMA and triggering */ + /* Trigger from TIM1 TRGO */ + ADC1->CFGR1 = ADC_CFGR1_DMAEN | ADC_CFGR1_DMACFG | (2<<ADC_CFGR1_EXTEN_Pos) | (1<<ADC_CFGR1_EXTSEL_Pos); + ADC1->CHSELR = ADC_CHSELR_CHSEL2; + /* Perform self-calibration */ + ADC1->CR |= ADC_CR_ADCAL; + while (ADC1->CR & ADC_CR_ADCAL) + ; + /* Enable conversion */ + ADC1->CR |= ADC_CR_ADEN; + ADC1->CR |= ADC_CR_ADSTART; + + /* An ADC conversion takes 1.1667us, so to be sure we don't get data overruns we limit sampling to every 1.5us. + Since we don't have a spare PLL to generate the ADC sample clock and re-configuring the system clock just for this + would be overkill we round to 250ns increments. The minimum sampling rate is about 60Hz due to timer resolution. */ + int cycles = sampling_interval_ns > 1500 ? sampling_interval_ns/250 : 6; + if (cycles > 0xffff) + cycles = 0xffff; + adc_timer_init(12/*250ns/tick*/, cycles); +} + +/* FIXME figure out the proper place to configure this. */ +#define ADC_TIMER_INTERVAL_US 20 + +static void adc_dma_init(int burstlen) { + /* Configure DMA 1 Channel 1 to get rid of all the data */ + DMA1_Channel1->CPAR = (unsigned int)&ADC1->DR; + DMA1_Channel1->CMAR = (unsigned int)&adc_buf; + DMA1_Channel1->CNDTR = burstlen; + DMA1_Channel1->CCR = (0<<DMA_CCR_PL_Pos); + DMA1_Channel1->CCR |= + DMA_CCR_CIRC /* circular mode so we can leave it running indefinitely */ + | (1<<DMA_CCR_MSIZE_Pos) /* 16 bit */ + | (1<<DMA_CCR_PSIZE_Pos) /* 16 bit */ + | DMA_CCR_MINC + | DMA_CCR_TCIE; /* Enable transfer complete interrupt. */ + + /* triggered on transfer completion. We use this to process the ADC data */ + NVIC_EnableIRQ(DMA1_Channel1_IRQn); + NVIC_SetPriority(DMA1_Channel1_IRQn, 2<<5); + + DMA1_Channel1->CCR |= DMA_CCR_EN; /* Enable channel */ +} + +static void adc_timer_init(int psc, int ivl) { + TIM1->BDTR = TIM_BDTR_MOE; /* MOE is needed even though we only "output" a chip-internal signal TODO: Verify this. */ + TIM1->CCMR2 = (6<<TIM_CCMR2_OC4M_Pos); /* PWM Mode 1 to get a clean trigger signal */ + TIM1->CCER = TIM_CCER_CC4E; /* Enable capture/compare unit 4 connected to ADC */ + TIM1->CCR4 = 1; /* Trigger at start of timer cycle */ + /* Set prescaler and interval */ + TIM1->PSC = psc-1; + TIM1->ARR = ivl-1; + /* Preload all values */ + TIM1->EGR |= TIM_EGR_UG; + TIM1->CR1 = TIM_CR1_ARPE; + /* And... go! */ + TIM1->CR1 |= TIM_CR1_CEN; +} + +/* This acts as a no-op that provides a convenient point to set a breakpoint for the debug scope logic */ +static void gdb_dump(void) { +} + +void DMA1_Channel1_IRQHandler(void) { + /* Clear the interrupt flag */ + DMA1->IFCR |= DMA_IFCR_CGIF1; + gdb_dump(); + + /* + static int debug_buf_pos = 0; + if (st->sync) { + if (debug_buf_pos < NCH) { + debug_buf_pos = NCH; + } else { + adc_buf[debug_buf_pos++] = symbol; + + if (debug_buf_pos >= sizeof(adc_buf)/sizeof(adc_buf[0])) { + debug_buf_pos = 0; + st->sync = 0; + gdb_dump(); + for (int i=0; i<sizeof(adc_buf)/sizeof(adc_buf[0]); i++) + adc_buf[i] = -255; + } + } + } + */ +} + diff --git a/gm_platform/fw/adc.h b/gm_platform/fw/adc.h new file mode 100644 index 0000000..c526858 --- /dev/null +++ b/gm_platform/fw/adc.h @@ -0,0 +1,28 @@ +/* Megumin LED display firmware + * Copyright (C) 2018 Sebastian Götte <code@jaseg.net> + * + * This program is free software: you can redistribute it and/or modify + * it under the terms of the GNU General Public License as published by + * the Free Software Foundation, either version 3 of the License, or + * (at your option) any later version. + * + * This program is distributed in the hope that it will be useful, + * but WITHOUT ANY WARRANTY; without even the implied warranty of + * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the + * GNU General Public License for more details. + * + * You should have received a copy of the GNU General Public License + * along with this program. If not, see <http://www.gnu.org/licenses/>. + */ + +#ifndef __ADC_H__ +#define __ADC_H__ + +#include "global.h" + +extern volatile uint16_t adc_buf[ADC_BUFSIZE]; + +void adc_init(void); +void adc_configure_scope_mode(int sampling_interval_ns); + +#endif/*__ADC_H__*/ diff --git a/gm_platform/fw/base.c b/gm_platform/fw/base.c new file mode 100644 index 0000000..8e7c03b --- /dev/null +++ b/gm_platform/fw/base.c @@ -0,0 +1,25 @@ + +#include <unistd.h> +#include <stdbool.h> + +int __errno = 0; +void *_impure_ptr = NULL; + +void __sinit(void) { +} + +void *memset(void *s, int c, size_t n) { + char *end = (char *)s + n; + for (char *p = (char *)s; p < end; p++) + *p = (char)c; + return s; +} + +size_t strlen(const char *s) { + const char *start = s; + while (*s++); + return s - start - 1; +} + +void __assert_func(bool value) { +} diff --git a/gm_platform/fw/cmsis_exports.c b/gm_platform/fw/cmsis_exports.c new file mode 100644 index 0000000..39874b5 --- /dev/null +++ b/gm_platform/fw/cmsis_exports.c @@ -0,0 +1,48 @@ +#ifndef __GENERATED_CMSIS_HEADER_EXPORTS__ +#define __GENERATED_CMSIS_HEADER_EXPORTS__ + +#include <stm32f030x6.h> + +/* stm32f030x6.h */ +TIM_TypeDef *tim3 = TIM3; +TIM_TypeDef *tim14 = TIM14; +RTC_TypeDef *rtc = RTC; +WWDG_TypeDef *wwdg = WWDG; +IWDG_TypeDef *iwdg = IWDG; +I2C_TypeDef *i2c1 = I2C1; +PWR_TypeDef *pwr = PWR; +SYSCFG_TypeDef *syscfg = SYSCFG; +EXTI_TypeDef *exti = EXTI; +ADC_TypeDef *adc1 = ADC1; +ADC_Common_TypeDef *adc1_common = ADC1_COMMON; +ADC_Common_TypeDef *adc = ADC; +TIM_TypeDef *tim1 = TIM1; +SPI_TypeDef *spi1 = SPI1; +USART_TypeDef *usart1 = USART1; +TIM_TypeDef *tim16 = TIM16; +TIM_TypeDef *tim17 = TIM17; +DBGMCU_TypeDef *dbgmcu = DBGMCU; +DMA_TypeDef *dma1 = DMA1; +DMA_Channel_TypeDef *dma1_channel1 = DMA1_Channel1; +DMA_Channel_TypeDef *dma1_channel2 = DMA1_Channel2; +DMA_Channel_TypeDef *dma1_channel3 = DMA1_Channel3; +DMA_Channel_TypeDef *dma1_channel4 = DMA1_Channel4; +DMA_Channel_TypeDef *dma1_channel5 = DMA1_Channel5; +FLASH_TypeDef *flash = FLASH; +OB_TypeDef *ob = OB; +RCC_TypeDef *rcc = RCC; +CRC_TypeDef *crc = CRC; +GPIO_TypeDef *gpioa = GPIOA; +GPIO_TypeDef *gpiob = GPIOB; +GPIO_TypeDef *gpioc = GPIOC; +GPIO_TypeDef *gpiod = GPIOD; +GPIO_TypeDef *gpiof = GPIOF; + +#include <core_cm0.h> + +/* core_cm0.h */ +SCB_Type *scb = SCB; +SysTick_Type *systick = SysTick; +NVIC_Type *nvic = NVIC; + +#endif//__GENERATED_CMSIS_HEADER_EXPORTS__ diff --git a/gm_platform/fw/cobs.c b/gm_platform/fw/cobs.c new file mode 100644 index 0000000..22dcac0 --- /dev/null +++ b/gm_platform/fw/cobs.c @@ -0,0 +1,293 @@ + +#include "serial.h" +#include "cobs.h" + +/*@ requires \valid(dst + (0..dstlen-1)); + @ requires \valid_read(src + (0..srclen-1)); + @ requires \separated(dst + (0..dstlen-1), src + (0..srclen-1)); + @ + @ behavior valid: + @ assumes 0 <= srclen <= 254; + @ assumes 0 <= dstlen <= 65535; + @ assumes dstlen >= srclen+2; + @ assigns dst[0..srclen+1]; + @ ensures \forall integer i; (0 <= i < srclen && \old(src[i]) != 0) ==> dst[i+1] == src[i]; + @ ensures \result == srclen+2; + @ ensures \forall integer i; 0 <= i <= srclen ==> dst[i] != 0; + @ ensures dst[srclen+1] == 0; + @ + @ behavior invalid: + @ assumes srclen < 0 || srclen > 254 + @ || dstlen < 0 || dstlen > 65535 + @ || dstlen < srclen+2; + @ assigns \nothing; + @ ensures \result == -1; + @ + @ complete behaviors; + @ disjoint behaviors; + @*/ +ssize_t cobs_encode(char *dst, size_t dstlen, char *src, size_t srclen) { + if (dstlen > 65535 || srclen > 254) + return -1; + //@ assert 0 <= dstlen <= 65535 && 0 <= srclen <= 254; + + if (dstlen < srclen+2) + return -1; + //@ assert 0 <= srclen < srclen+2 <= dstlen; + + size_t p = 0; + /*@ loop invariant 0 <= p <= srclen+1; + @ loop invariant \forall integer i; 0 <= i < p ==> dst[i] != 0; + @ loop invariant \forall integer i; 0 < i < p ==> (src[i-1] != 0 ==> dst[i] == src[i-1]); + @ loop assigns p, dst[0..srclen+1]; + @ loop variant srclen-p+1; + @*/ + while (p <= srclen) { + + char val; + if (p != 0 && src[p-1] != 0) { + val = src[p-1]; + + } else { + size_t q = p; + /*@ loop invariant 0 <= p <= q <= srclen; + @ loop invariant \forall integer i; p <= i < q ==> src[i] != 0; + @ loop assigns q; + @ loop variant srclen-q; + @*/ + while (q < srclen && src[q] != 0) + q++; + //@ assert q == srclen || src[q] == 0; + //@ assert q <= srclen <= 254; + val = (char)q-p+1; + //@ assert val != 0; + } + + dst[p] = val; + p++; + } + + dst[p] = 0; + //@ assert p == srclen+1; + + return srclen+2; +} + +int cobs_encode_usart(char *src, size_t srclen) { + if (srclen > 254) + return -1; + //@ assert 0 <= srclen <= 254; + + size_t p = 0; + /*@ loop invariant 0 <= p <= srclen+1; + @ loop assigns p; + @ loop variant srclen-p+1; + @*/ + while (p <= srclen) { + + char val; + if (p != 0 && src[p-1] != 0) { + val = src[p-1]; + + } else { + size_t q = p; + /*@ loop invariant 0 <= p <= q <= srclen; + @ loop invariant \forall integer i; p <= i < q ==> src[i] != 0; + @ loop assigns q; + @ loop variant srclen-q; + @*/ + while (q < srclen && src[q] != 0) + q++; + //@ assert q == srclen || src[q] == 0; + //@ assert q <= srclen <= 254; + val = (char)q-p+1; + //@ assert val != 0; + } + + usart_putc(val); + p++; + } + + usart_putc(0); + //@ assert p == srclen+1; + + return 0; +} + +/*@ requires \valid(dst + (0..dstlen-1)); + @ requires \valid_read(src + (0..srclen-1)); + @ requires \separated(dst + (0..dstlen-1), src + (0..srclen-1)); + @ + @ behavior maybe_valid_frame: + @ assumes 1 <= srclen <= dstlen <= 65535; + @ assumes \exists integer j; j > 0 && \forall integer i; 0 <= i < j ==> src[i] != 0; + @ assumes \exists integer i; 0 <= i < srclen && src[i] == 0; + @ assigns dst[0..dstlen-1]; + @ ensures \result >= 0 || \result == -3; + @ ensures \result >= 0 ==> src[\result+1] == 0; + @ ensures \result >= 0 ==> (\forall integer i; 0 <= i < \result ==> src[i] != 0); + @ + @ behavior invalid_frame: + @ assumes 1 <= srclen <= dstlen <= 65535; + @ assumes src[0] == 0 || \forall integer i; 0 <= i < srclen ==> src[i] != 0; + @ assigns dst[0..dstlen-1]; + @ ensures \result == -2; + @ + @ behavior invalid_buffers: + @ assumes dstlen < 0 || dstlen > 65535 + @ || srclen < 1 || srclen > 65535 + @ || dstlen < srclen; + @ assigns \nothing; + @ ensures \result == -1; + @ + @ complete behaviors; + @ disjoint behaviors; + @*/ +ssize_t cobs_decode(char *dst, size_t dstlen, char *src, size_t srclen) { + if (dstlen > 65535 || srclen > 65535) + return -1; + + if (srclen < 1) + return -1; + + if (dstlen < srclen) + return -1; + + size_t p = 1; + size_t c = (unsigned char)src[0]; + //@ assert 0 <= c < 256; + //@ assert 0 <= c; + //@ assert c < 256; + if (c == 0) + return -2; /* invalid framing. An empty frame would be [...] 00 01 00, not [...] 00 00 */ + //@ assert c >= 0; + //@ assert c != 0; + //@ assert c <= 257; + //@ assert c > 0; + //@ assert c >= 0 && c != 0 ==> c > 0; + + /*@ //loop invariant \forall integer i; 0 <= i <= p ==> (i == srclen || src[i] != 0); + @ loop invariant \forall integer i; 1 <= i < p ==> src[i] != 0; + @ loop invariant c > 0; + @ loop invariant 1 <= p <= srclen <= dstlen <= 65535; + @ loop invariant \separated(dst + (0..dstlen-1), src + (0..srclen-1)); + @ loop invariant \valid_read(src + (0..srclen-1)); + @ loop invariant \forall integer i; 1 <= i <= srclen ==> \valid(dst + i - 1); + @ loop assigns dst[0..dstlen-1], p, c; + @ loop variant srclen-p; + @*/ + while (p < srclen && src[p]) { + char val; + c--; + + //@ assert src[p] != 0; + if (c == 0) { + c = (unsigned char)src[p]; + val = 0; + } else { + val = src[p]; + } + + //@ assert 0 <= p-1 <= dstlen-1; + dst[p-1] = val; + p++; + } + + if (p == srclen) + return -2; /* Invalid framing. The terminating null byte should always be present in the input buffer. */ + + if (c != 1) + return -3; /* Invalid framing. The skip counter does not hit the end of the frame. */ + + //@ assert 0 < p <= srclen <= 65535; + //@ assert src[p] == 0; + //@ assert \forall integer i; 1 <= i < p ==> src[i] != 0; + return p-1; +} + +void cobs_decode_incremental_initialize(struct cobs_decode_state *state) { + state->p = 0; + state->c = 0; +} + +int cobs_decode_incremental(struct cobs_decode_state *state, char *dst, size_t dstlen, char src) { + if (state->p == 0) { + if (src == 0) + goto empty_errout; /* invalid framing. An empty frame would be [...] 00 01 00, not [...] 00 00 */ + state->c = (unsigned char)src; + state->p++; + return 0; + } + + if (!src) { + if (state->c != 1) + goto errout; /* Invalid framing. The skip counter does not hit the end of the frame. */ + int rv = state->p-1; + cobs_decode_incremental_initialize(state); + return rv; + } + + char val; + state->c--; + + if (state->c == 0) { + state->c = (unsigned char)src; + val = 0; + } else { + val = src; + } + + size_t pos = state->p-1; + if (pos >= dstlen) + return -2; /* output buffer too small */ + dst[pos] = val; + state->p++; + return 0; + +errout: + cobs_decode_incremental_initialize(state); + return -1; + +empty_errout: + cobs_decode_incremental_initialize(state); + return -3; +} + +#ifdef VALIDATION +/*@ + @ requires 0 <= d < 256; + @ assigns \nothing; + @*/ +size_t test(char foo, unsigned int d) { + unsigned int c = (unsigned char)foo; + if (c != 0) { + //@ assert c < 256; + //@ assert c >= 0; + //@ assert c != 0; + //@ assert c > 0; + } + if (d != 0) { + //@ assert d >= 0; + //@ assert d != 0; + //@ assert d > 0; + } + return c + d; +} + +#include <__fc_builtin.h> + +void main(void) { + char inbuf[254]; + char cobsbuf[256]; + char outbuf[256]; + + size_t range = Frama_C_interval(0, sizeof(inbuf)); + Frama_C_make_unknown((char *)inbuf, range); + + cobs_encode(cobsbuf, sizeof(cobsbuf), inbuf, sizeof(inbuf)); + cobs_decode(outbuf, sizeof(outbuf), cobsbuf, sizeof(cobsbuf)); + + //@ assert \forall integer i; 0 <= i < sizeof(inbuf) ==> outbuf[i] == inbuf[i]; +} +#endif//VALIDATION + diff --git a/gm_platform/fw/cobs.h b/gm_platform/fw/cobs.h new file mode 100644 index 0000000..40f7955 --- /dev/null +++ b/gm_platform/fw/cobs.h @@ -0,0 +1,23 @@ +#ifndef __COBS_H__ +#define __COBS_H__ + +#include <stdint.h> +#include <unistd.h> +#include <string.h> + + +struct cobs_decode_state { + size_t p; + size_t c; +}; + + +ssize_t cobs_encode(char *dst, size_t dstlen, char *src, size_t srclen); +ssize_t cobs_decode(char *dst, size_t dstlen, char *src, size_t srclen); + +int cobs_encode_usart(char *src, size_t srclen); + +void cobs_decode_incremental_initialize(struct cobs_decode_state *state); +int cobs_decode_incremental(struct cobs_decode_state *state, char *dst, size_t dstlen, char src); + +#endif//__COBS_H__ diff --git a/gm_platform/fw/global.h b/gm_platform/fw/global.h new file mode 100644 index 0000000..5fedde7 --- /dev/null +++ b/gm_platform/fw/global.h @@ -0,0 +1,52 @@ +/* Megumin LED display firmware + * Copyright (C) 2018 Sebastian Götte <code@jaseg.net> + * + * This program is free software: you can redistribute it and/or modify + * it under the terms of the GNU General Public License as published by + * the Free Software Foundation, either version 3 of the License, or + * (at your option) any later version. + * + * This program is distributed in the hope that it will be useful, + * but WITHOUT ANY WARRANTY; without even the implied warranty of + * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the + * GNU General Public License for more details. + * + * You should have received a copy of the GNU General Public License + * along with this program. If not, see <http://www.gnu.org/licenses/>. + */ + +#ifndef __GLOBAL_H__ +#define __GLOBAL_H__ + +/* Workaround for sub-par ST libraries */ +#pragma GCC diagnostic push +#pragma GCC diagnostic ignored "-Wstrict-aliasing" +#include <stm32f0xx.h> +#include <stm32f0xx_ll_utils.h> +#include <stm32f0xx_ll_spi.h> +#pragma GCC diagnostic pop + +#include <system_stm32f0xx.h> + +#include <stdint.h> +#include <stdbool.h> +#include <string.h> +#include <unistd.h> + +/* Microcontroller part number: STM32F030F4P6 */ + +/* Things used for module status reporting. */ +#define FIRMWARE_VERSION 1 +#define HARDWARE_VERSION 0 + +#define TS_CAL1 (*(uint16_t *)0x1FFFF7B8) +#define VREFINT_CAL (*(uint16_t *)0x1FFFF7BA) + +#define ADC_BUFSIZE 1024 + +extern volatile unsigned int sys_time; +extern volatile unsigned int sys_time_seconds; + +#define UNUSED(var) ((void)var) + +#endif/*__GLOBAL_H__*/ diff --git a/gm_platform/fw/main.bin b/gm_platform/fw/main.bin Binary files differnew file mode 100755 index 0000000..e2b0cdc --- /dev/null +++ b/gm_platform/fw/main.bin diff --git a/gm_platform/fw/main.c b/gm_platform/fw/main.c new file mode 100644 index 0000000..d2bc33c --- /dev/null +++ b/gm_platform/fw/main.c @@ -0,0 +1,175 @@ +/* Megumin LED display firmware + * Copyright (C) 2018 Sebastian Götte <code@jaseg.net> + * + * This program is free software: you can redistribute it and/or modify + * it under the terms of the GNU General Public License as published by + * the Free Software Foundation, either version 3 of the License, or + * (at your option) any later version. + * + * This program is distributed in the hope that it will be useful, + * but WITHOUT ANY WARRANTY; without even the implied warranty of + * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the + * GNU General Public License for more details. + * + * You should have received a copy of the GNU General Public License + * along with this program. If not, see <http://www.gnu.org/licenses/>. + */ + +#include "global.h" +#include "adc.h" +#include "serial.h" + + +volatile unsigned int sys_time_seconds = 0; + +void update_leds() { + +} + +volatile union { + struct { + unsigned int usb, ocxo, error, _nc1, _nc2, _nc3, pps, sd_card; + }; + unsigned int arr[0]; +} leds; + +int main(void) { + RCC->CR |= RCC_CR_HSEON; + while (!(RCC->CR&RCC_CR_HSERDY)); + RCC->CFGR &= ~RCC_CFGR_PLLMUL_Msk & ~RCC_CFGR_SW_Msk & ~RCC_CFGR_PPRE_Msk & ~RCC_CFGR_HPRE_Msk; + RCC->CFGR |= ((6-2)<<RCC_CFGR_PLLMUL_Pos) | RCC_CFGR_PLLSRC_HSE_PREDIV; /* PLL x6 -> 48.0MHz */ + RCC->CR |= RCC_CR_PLLON; + while (!(RCC->CR&RCC_CR_PLLRDY)); + RCC->CFGR |= (2<<RCC_CFGR_SW_Pos); + SystemCoreClockUpdate(); + SysTick_Config(SystemCoreClock/10); /* 100ms interval */ + NVIC_EnableIRQ(SysTick_IRQn); + NVIC_SetPriority(SysTick_IRQn, 3<<5); + + /* Turn on lots of neat things */ + RCC->AHBENR |= RCC_AHBENR_DMAEN | RCC_AHBENR_GPIOAEN | RCC_AHBENR_GPIOBEN | RCC_AHBENR_FLITFEN; + RCC->APB2ENR |= RCC_APB2ENR_SYSCFGEN | RCC_APB2ENR_ADCEN | RCC_APB2ENR_SPI1EN | RCC_APB2ENR_DBGMCUEN |\ + RCC_APB2ENR_TIM1EN | RCC_APB2ENR_TIM16EN | RCC_APB2ENR_USART1EN; + RCC->APB1ENR |= RCC_APB1ENR_TIM3EN; + + GPIOA->MODER |= + (3<<GPIO_MODER_MODER2_Pos) /* PA2 - LINE_MEAS */ + | (1<<GPIO_MODER_MODER3_Pos) /* PA3 - LED_STB */ + | (1<<GPIO_MODER_MODER4_Pos) /* PA4 - SD_CS */ + | (2<<GPIO_MODER_MODER5_Pos) /* PA5 - SCK */ + | (2<<GPIO_MODER_MODER6_Pos) /* PA6 - MISO */ + | (2<<GPIO_MODER_MODER7_Pos) /* PA7 - MOSI */ + | (2<<GPIO_MODER_MODER9_Pos) /* PA9 - HOST_RX */ + | (2<<GPIO_MODER_MODER10_Pos);/* PA10 - HOST_TX */ + + /* Set shift register IO GPIO output speed */ + GPIOA->OSPEEDR |= + (2<<GPIO_OSPEEDR_OSPEEDR3_Pos) /* LED_STB */ + | (2<<GPIO_OSPEEDR_OSPEEDR4_Pos) /* SD_CS */ + | (2<<GPIO_OSPEEDR_OSPEEDR5_Pos) /* SCK */ + | (2<<GPIO_OSPEEDR_OSPEEDR7_Pos) /* MOSI */ + | (2<<GPIO_OSPEEDR_OSPEEDR9_Pos); /* HOST_RX */ + + GPIOA->AFR[0] = (0<<GPIO_AFRL_AFRL5_Pos) | (0<<GPIO_AFRL_AFRL6_Pos) | (0<<GPIO_AFRL_AFRL7_Pos); + GPIOA->AFR[1] = (1<<8) | (1<<4); + + GPIOB->MODER |= + (0<<GPIO_MODER_MODER1_Pos); /* PB0 - LINE_POL */ + + SPI1->CR1 = + SPI_CR1_SSM + | SPI_CR1_SSI + | (4<<SPI_CR1_BR_Pos) /* /32 ~1.5MHz */ + | SPI_CR1_MSTR; + SPI1->CR2 = (7<<SPI_CR2_DS_Pos); + SPI1->CR1 |= SPI_CR1_SPE; + + NVIC_EnableIRQ(SPI1_IRQn); + NVIC_SetPriority(SPI1_IRQn, 2<<5); + + TIM16->CR2 = 0; + TIM16->DIER = TIM_DIER_UIE; + TIM16->PSC = 48-1; /* 1us */ + TIM16->ARR = 1000-1; /* 1ms */ + TIM16->CR1 = TIM_CR1_CEN; + + NVIC_EnableIRQ(TIM16_IRQn); + NVIC_SetPriority(TIM16_IRQn, 2<<5); + + adc_configure_scope_mode(1000000); + + usart_dma_init(); + + while (42) { + char *data = "FOOBAR\n"; + usart_send_packet((uint8_t*)data, 8); + for (int i=0; i<100000; i++); + //int pol = GPIOB->IDR & (1<<1); /* Sample current polarity */ + //leds.error = pol ? 100 : 0; + //for (int i=0; i<10000; i++) ; + //leds.error = 100; + } +} + +void SPI1_IRQHandler(void) { + if (SPI1->SR & SPI_SR_TXE) { + /* LED_STB */ + GPIOA->BSRR = 1<<3; + SPI1->CR2 &= ~SPI_CR2_TXEIE; + } +} + +void TIM16_IRQHandler(void) { + static int leds_update_counter = 0; + if (TIM16->SR & TIM_SR_UIF) { + TIM16->SR &= ~TIM_SR_UIF; + + uint8_t bits = 0, mask = 1; + for (size_t i=0; i<sizeof(leds)/sizeof(leds.arr[0]); i++) { + if (leds.arr[i]) { + leds.arr[i]--; + bits |= mask; + } + mask <<= 1; + } + + if (leds_update_counter++ == 10) { + leds_update_counter = 0; + + /* Workaround for SPI hardware bug: Even if configured to 8-bit mode, the SPI will do a 16-bit transfer if the + * data register is accessed through a 16-bit write. Unfortunately, the STMCube register defs define DR as an + * uint16_t, so we have to do some magic here to force an 8-bit write. */ + *((volatile uint8_t*)&(SPI1->DR)) = bits; + SPI1->CR2 |= SPI_CR2_TXEIE; + GPIOA->BRR = 1<<3; + } + } +} + +void NMI_Handler(void) { + asm volatile ("bkpt"); +} + +void HardFault_Handler(void) __attribute__((naked)); +void HardFault_Handler() { + asm volatile ("bkpt"); +} + +void SVC_Handler(void) { + asm volatile ("bkpt"); +} + + +void PendSV_Handler(void) { + asm volatile ("bkpt"); +} + +void SysTick_Handler(void) { + static int n = 0; + if (n++ == 10) { + n = 0; + sys_time_seconds++; + leds.pps = 100; /* ms */ + } +} + diff --git a/gm_platform/fw/main.c.bak b/gm_platform/fw/main.c.bak new file mode 100644 index 0000000..07d065d --- /dev/null +++ b/gm_platform/fw/main.c.bak @@ -0,0 +1,162 @@ +/* Megumin LED display firmware + * Copyright (C) 2018 Sebastian Götte <code@jaseg.net> + * + * This program is free software: you can redistribute it and/or modify + * it under the terms of the GNU General Public License as published by + * the Free Software Foundation, either version 3 of the License, or + * (at your option) any later version. + * + * This program is distributed in the hope that it will be useful, + * but WITHOUT ANY WARRANTY; without even the implied warranty of + * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the + * GNU General Public License for more details. + * + * You should have received a copy of the GNU General Public License + * along with this program. If not, see <http://www.gnu.org/licenses/>. + */ + +#include "global.h" + +#include "adc.h" + +volatile unsigned int sys_time = 0; +volatile unsigned int sys_time_seconds = 0; + +void TIM1_BRK_UP_TRG_COM_Handler() { + TIM1->SR &= ~TIM_SR_UIF_Msk; +} + +int main(void) { + RCC->CR |= RCC_CR_HSEON; + while (!(RCC->CR&RCC_CR_HSERDY)); + RCC->CFGR &= ~RCC_CFGR_PLLMUL_Msk & ~RCC_CFGR_SW_Msk & ~RCC_CFGR_PPRE_Msk & ~RCC_CFGR_HPRE_Msk; + RCC->CFGR |= ((6-2)<<RCC_CFGR_PLLMUL_Pos) | RCC_CFGR_PLLSRC_HSE_PREDIV; /* PLL x6 -> 48.0MHz */ + RCC->CR |= RCC_CR_PLLON; + while (!(RCC->CR&RCC_CR_PLLRDY)); + RCC->CFGR |= (2<<RCC_CFGR_SW_Pos); + SystemCoreClockUpdate(); + SysTick_Config(SystemCoreClock/1000); /* 1ms interval */ + + /* Turn on lots of neat things */ + RCC->AHBENR |= RCC_AHBENR_DMAEN | RCC_AHBENR_GPIOAEN | RCC_AHBENR_FLITFEN; + RCC->APB2ENR |= RCC_APB2ENR_SYSCFGEN | RCC_APB2ENR_ADCEN| RCC_APB2ENR_DBGMCUEN | RCC_APB2ENR_TIM1EN | RCC_APB2ENR_TIM1EN;; + RCC->APB1ENR |= RCC_APB1ENR_TIM3EN; + + GPIOA->MODER |= + (3<<GPIO_MODER_MODER0_Pos) /* PA0 - Vmeas_A to ADC */ + | (3<<GPIO_MODER_MODER1_Pos) /* PA1 - Vmeas_B to ADC */ + | (1<<GPIO_MODER_MODER2_Pos) /* PA2 - LOAD */ + | (1<<GPIO_MODER_MODER3_Pos) /* PA3 - CH0 */ + | (1<<GPIO_MODER_MODER4_Pos) /* PA4 - CH3 */ + | (0<<GPIO_MODER_MODER5_Pos) /* PA5 - TP1 */ + | (1<<GPIO_MODER_MODER6_Pos) /* PA6 - CH2 */ + | (1<<GPIO_MODER_MODER7_Pos) /* PA7 - CH1 */ + | (0<<GPIO_MODER_MODER9_Pos) /* PA9 - TP2 */ + | (0<<GPIO_MODER_MODER10_Pos);/* PA10 - TP3 */ + + /* Set shift register IO GPIO output speed */ + GPIOA->OSPEEDR |= + (2<<GPIO_OSPEEDR_OSPEEDR2_Pos) /* LOAD */ + | (2<<GPIO_OSPEEDR_OSPEEDR3_Pos) /* CH0 */ + | (2<<GPIO_OSPEEDR_OSPEEDR4_Pos) /* CH3 */ + | (2<<GPIO_OSPEEDR_OSPEEDR6_Pos) /* CH2 */ + | (2<<GPIO_OSPEEDR_OSPEEDR7_Pos); /* CH1 */ + + /* Setup CC1 and CC2. CC2 generates the LED drivers' STROBE, CC1 triggers the IRQ handler */ + TIM1->BDTR = TIM_BDTR_MOE; + TIM1->CCMR2 = (6<<TIM_CCMR2_OC4M_Pos); /* PWM Mode 1 */ + TIM1->CCER = TIM_CCER_CC4E; + TIM1->CCR4 = 1; + TIM1->DIER = TIM_DIER_UIE; + + TIM1->PSC = SystemCoreClock/500000 - 1; /* 0.5us/tick */ + TIM1->ARR = 25-1; + /* Preload all values */ + TIM1->EGR |= TIM_EGR_UG; + TIM1->CR1 = TIM_CR1_ARPE; + /* And... go! */ + TIM1->CR1 |= TIM_CR1_CEN; + + void set_outputs(uint8_t val) { + int a=!!(val&1), b=!!(val&2), c=!!(val&4), d=!!(val&8); + GPIOA->ODR &= ~(!a<<3 | !b<<7 | c<<6 | d<<4); + GPIOA->ODR |= a<<3 | b<<7 | !c<<6 | !d<<4; + } + set_outputs(0); + + adc_init(); + + uint8_t out_state = 0x01; +#define DEBOUNCE 100 + int debounce_ctr = 0; + int val_last = 0; + int ctr = 0; +#define RESET 1000 + int reset_ctr = 0; + while (42) { +#define FOO 500000 + if (reset_ctr) + reset_ctr--; + else + set_outputs(0); + + if (debounce_ctr) { + debounce_ctr--; + } else { + int val = !!(GPIOA->IDR & 1); + debounce_ctr = DEBOUNCE; + + if (val != val_last) { + if (val) + set_outputs(out_state & 0xf); + else + set_outputs(out_state >> 4); + reset_ctr = RESET; + val_last = val; + ctr++; + + if (ctr == 100) { + ctr = 0; + out_state = out_state<<1 | out_state>>7; + } + } + } + /* + for (int i=0; i<FOO; i++) ; + set_outputs(0x1); + for (int i=0; i<FOO; i++) ; + set_outputs(0x2); + for (int i=0; i<FOO; i++) ; + set_outputs(0x4); + for (int i=0; i<FOO; i++) ; + set_outputs(0x8); + */ + //for (int i=0; i<8*FOO; i++) ; + //GPIOA->ODR ^= 4; + } +} + +void NMI_Handler(void) { +} + +void HardFault_Handler(void) __attribute__((naked)); +void HardFault_Handler() { + asm volatile ("bkpt"); +} + +void SVC_Handler(void) { +} + + +void PendSV_Handler(void) { +} + +void SysTick_Handler(void) { + static int n = 0; + sys_time++; + if (n++ == 1000) { + n = 0; + sys_time_seconds++; + } +} + diff --git a/gm_platform/fw/main.elf b/gm_platform/fw/main.elf Binary files differnew file mode 100755 index 0000000..f23985f --- /dev/null +++ b/gm_platform/fw/main.elf diff --git a/gm_platform/fw/main.hex b/gm_platform/fw/main.hex new file mode 100644 index 0000000..c23d980 --- /dev/null +++ b/gm_platform/fw/main.hex @@ -0,0 +1,414 @@ +:020000040800F2
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diff --git a/gm_platform/fw/main.lst b/gm_platform/fw/main.lst new file mode 100644 index 0000000..5be6e7e --- /dev/null +++ b/gm_platform/fw/main.lst @@ -0,0 +1,4459 @@ + +main.elf: file format elf32-littlearm + +SYMBOL TABLE: +08000000 l d .isr_vector 00000000 .isr_vector +080000c0 l d .text 00000000 .text +20000000 l d .data 00000000 .data +20000094 l d .bss 00000000 .bss +00000000 l d .comment 00000000 .comment +00000000 l d .ARM.attributes 00000000 .ARM.attributes +00000000 l d .debug_aranges 00000000 .debug_aranges +00000000 l d .debug_info 00000000 .debug_info +00000000 l d .debug_abbrev 00000000 .debug_abbrev +00000000 l d .debug_line 00000000 .debug_line +00000000 l d .debug_frame 00000000 .debug_frame +00000000 l d .debug_str 00000000 .debug_str +00000000 l d .debug_ranges 00000000 .debug_ranges +00000000 l df *ABS* 00000000 /tmp/ccTaPb5k.o +080018a4 l .text 00000000 LoopCopyDataInit +0800189c l .text 00000000 CopyDataInit +080018b8 l .text 00000000 LoopFillZerobss +080018b2 l .text 00000000 FillZerobss +080018c6 l .text 00000000 LoopForever +080018e0 l .text 00000000 Infinite_Loop +00000000 l df *ABS* 00000000 main.c +080000c0 l F .text 0000002c NVIC_EnableIRQ +080000ec l F .text 000000dc NVIC_SetPriority +080001c8 l F .text 00000048 SysTick_Config +20000098 l .bss 00000004 leds_update_counter.5785 +2000009c l .bss 00000004 n.5808 +00000000 l df *ABS* 00000000 adc.c +08000514 l F .text 0000002c NVIC_EnableIRQ +08000540 l F .text 000000dc NVIC_SetPriority +080006c4 l F .text 00000060 adc_dma_init +08000724 l F .text 00000064 adc_timer_init +08000788 l F .text 0000000a gdb_dump +00000000 l df *ABS* 00000000 serial.c +080007b0 l F .text 0000002c NVIC_EnableIRQ +080007dc l F .text 00000030 NVIC_DisableIRQ +0800080c l F .text 000000dc NVIC_SetPriority +08000960 l F .text 00000074 usart_schedule_dma +00000000 l df *ABS* 00000000 cobs.c +00000000 l df *ABS* 00000000 system_stm32f0xx.c +00000000 l df *ABS* 00000000 stm32f0xx_ll_utils.c +08000f90 l F .text 0000001c LL_RCC_HSE_EnableBypass +08000fac l F .text 00000020 LL_RCC_HSE_DisableBypass +08000fcc l F .text 0000001c LL_RCC_HSE_Enable +08000fe8 l F .text 00000028 LL_RCC_HSE_IsReady +08001010 l F .text 0000001c LL_RCC_HSI_Enable +0800102c l F .text 00000020 LL_RCC_HSI_IsReady +0800104c l F .text 00000028 LL_RCC_SetSysClkSource +08001074 l F .text 00000018 LL_RCC_GetSysClkSource +0800108c l F .text 00000028 LL_RCC_SetAHBPrescaler +080010b4 l F .text 0000002c LL_RCC_SetAPB1Prescaler +080010e0 l F .text 0000001c LL_RCC_PLL_Enable +080010fc l F .text 00000028 LL_RCC_PLL_IsReady +08001124 l F .text 0000004c LL_RCC_PLL_ConfigDomain_SYS +08001170 l F .text 00000034 LL_InitTick +080011a4 l F .text 00000028 LL_FLASH_SetLatency +080011cc l F .text 00000018 LL_FLASH_GetLatency +08001426 l F .text 00000026 UTILS_PLL_IsBusy +080013ec l F .text 0000003a UTILS_GetPLLOutputFrequency +0800144c l F .text 000000d8 UTILS_EnablePLLAndSwitchSystem +08001390 l F .text 0000005c UTILS_SetFlashLatency +00000000 l df *ABS* 00000000 base.c +00000000 l df *ABS* 00000000 cmsis_exports.c +00000000 l df *ABS* 00000000 _udivsi3.o +080015a8 l .text 00000000 .udivsi3_skip_div0_test +00000000 l df *ABS* 00000000 _divsi3.o +080016bc l .text 00000000 .divsi3_skip_div0_test +00000000 l df *ABS* 00000000 _dvmd_tls.o +080018fc g O .text 00000008 APBPrescTable +20000044 g O .data 00000004 tim17 +2000007c g O .data 00000004 gpioc +20000088 g O .data 00000004 scb +08001202 g F .text 00000046 LL_mDelay +08000a9c g F .text 00000030 usart_send_packet +080018e0 w F .text 00000002 TIM1_CC_IRQHandler +08001524 g F .text 0000000a __sinit +080004bc g F .text 00000004 HardFault_Handler +2000006c g O .data 00000004 rcc +080004d8 g F .text 0000003c SysTick_Handler +08001904 g .text 00000000 _sidata +080004cc g F .text 0000000c PendSV_Handler +20000020 g O .data 00000004 syscfg +080004b0 g F .text 0000000c NMI_Handler +200009d4 g .bss 00000000 __exidx_end +08001264 g F .text 0000008c LL_PLL_ConfigSystemClock_HSI +080018e0 w F .text 00000002 I2C1_IRQHandler +08001248 g F .text 0000001c LL_SetSystemCoreClock +200000a0 g O .bss 00000004 __errno +20000008 g O .data 00000004 tim14 +20000048 g O .data 00000004 dbgmcu +2000003c g O .data 00000004 usart1 +08001904 g .text 00000000 _etext +20000094 g .bss 00000000 _sbss +08000c32 g F .text 000000d6 cobs_decode +200008c8 g O .bss 0000010c usart_tx_buf +20000094 g O .bss 00000004 sys_time_seconds +20000000 g O .data 00000004 SystemCoreClock +2000001c g O .data 00000004 pwr +080015a8 g F .text 0000010a .hidden __udivsi3 +08001592 g F .text 00000014 __assert_func +20000000 g .data 00000000 _sdata +080003c8 g F .text 0000002c SPI1_IRQHandler +20000060 g O .data 00000004 dma1_channel5 +20000058 g O .data 00000004 dma1_channel3 +200009d4 g .bss 00000000 __exidx_start +080011e4 g F .text 0000001e LL_Init1msTick +20000054 g O .data 00000004 dma1_channel2 +080018e0 w F .text 00000002 EXTI2_3_IRQHandler +080018e0 w F .text 00000002 ADC1_IRQHandler +08000d24 g F .text 000000e2 cobs_decode_incremental +2000004c g O .data 00000004 dma1 +080018e0 w F .text 00000002 TIM17_IRQHandler +080018e0 w F .text 00000002 RTC_IRQHandler +200009d4 g .bss 00000000 _ebss +2000002c g O .data 00000004 adc1_common +08001894 w F .text 00000034 Reset_Handler +20000070 g O .data 00000004 crc +20000024 g O .data 00000004 exti +08000210 g F .text 0000000a update_leds +20000028 g O .data 00000004 adc1 +080016bc g F .text 00000000 .hidden __aeabi_idiv +08000acc g F .text 000000c6 cobs_encode +200000a8 g O .bss 00000020 leds +20000074 g O .data 00000004 gpioa +080003f4 g F .text 000000bc TIM16_IRQHandler +080018e0 w F .text 00000002 TIM3_IRQHandler +080018e0 w F .text 00000002 EXTI4_15_IRQHandler +080018e0 w F .text 00000002 RCC_IRQHandler +20000094 g .bss 00000000 _bss +08000792 g F .text 0000001e DMA1_Channel1_IRQHandler +080018e0 g .text 00000002 Default_Handler +080018ec g O .text 00000010 AHBPrescTable +08000b92 g F .text 000000a0 cobs_encode_usart +20000010 g O .data 00000004 wwdg +080018e0 w F .text 00000002 TIM14_IRQHandler +080018e0 w F .text 00000002 DMA1_Channel4_5_IRQHandler +20000030 g O .data 00000004 adc +08000a2c g F .text 00000030 usart_putc +080018e0 w F .text 00000002 EXTI0_1_IRQHandler +08001890 w F .text 00000002 .hidden __aeabi_ldiv0 +20000004 g O .data 00000004 tim3 +2000000c g O .data 00000004 rtc +080008e8 g F .text 00000078 usart_dma_init +0800152e g F .text 0000003a memset +0800021a g F .text 000001ae main +20000064 g O .data 00000004 flash +080015a8 g F .text 00000000 .hidden __aeabi_uidiv +080004c0 g F .text 0000000c SVC_Handler +20000018 g O .data 00000004 i2c1 +20000050 g O .data 00000004 dma1_channel1 +080016bc g F .text 000001cc .hidden __divsi3 +20000090 g O .data 00000004 nvic +08000e1c g F .text 00000088 SystemInit +200000a4 g O .bss 00000004 _impure_ptr +080018e0 w F .text 00000002 WWDG_IRQHandler +20000000 g .data 00000000 _data +20000084 g O .data 00000004 gpiof +08000a5c g F .text 00000040 DMA1_Channel2_3_IRQHandler +200000c8 g O .bss 00000800 adc_buf +20000080 g O .data 00000004 gpiod +20001000 g *ABS* 00000000 _estack +080016b4 g F .text 00000008 .hidden __aeabi_uidivmod +20000068 g O .data 00000004 ob +20000094 g .data 00000000 _edata +20000038 g O .data 00000004 spi1 +080009d4 g F .text 00000058 usart_dma_fifo_push +2000005c g O .data 00000004 dma1_channel4 +08000000 g O .isr_vector 00000000 g_pfnVectors +08000ea4 g F .text 000000ec SystemCoreClockUpdate +080012f0 g F .text 000000a0 LL_PLL_ConfigSystemClock_HSE +08001890 w F .text 00000002 .hidden __aeabi_idiv0 +20000014 g O .data 00000004 iwdg +080018e0 w F .text 00000002 FLASH_IRQHandler +08000d08 g F .text 0000001c cobs_decode_incremental_initialize +080018e0 w F .text 00000002 USART1_IRQHandler +0800061c g F .text 000000a8 adc_configure_scope_mode +08001568 g F .text 0000002a strlen +080018e0 w F .text 00000002 TIM1_BRK_UP_TRG_COM_IRQHandler +20000078 g O .data 00000004 gpiob +20000034 g O .data 00000004 tim1 +2000008c g O .data 00000004 systick +08001888 g F .text 00000008 .hidden __aeabi_idivmod +20000040 g O .data 00000004 tim16 + + + +Disassembly of section .text: + +080000c0 <NVIC_EnableIRQ>: + \brief Enable External Interrupt + \details Enables a device-specific interrupt in the NVIC interrupt controller. + \param [in] IRQn External interrupt number. Value cannot be negative. + */ +__STATIC_INLINE void NVIC_EnableIRQ(IRQn_Type IRQn) +{ + 80000c0: b580 push {r7, lr} + 80000c2: b082 sub sp, #8 + 80000c4: af00 add r7, sp, #0 + 80000c6: 0002 movs r2, r0 + 80000c8: 1dfb adds r3, r7, #7 + 80000ca: 701a strb r2, [r3, #0] + NVIC->ISER[0U] = (uint32_t)(1UL << (((uint32_t)(int32_t)IRQn) & 0x1FUL)); + 80000cc: 1dfb adds r3, r7, #7 + 80000ce: 781b ldrb r3, [r3, #0] + 80000d0: 001a movs r2, r3 + 80000d2: 231f movs r3, #31 + 80000d4: 401a ands r2, r3 + 80000d6: 4b04 ldr r3, [pc, #16] ; (80000e8 <NVIC_EnableIRQ+0x28>) + 80000d8: 2101 movs r1, #1 + 80000da: 4091 lsls r1, r2 + 80000dc: 000a movs r2, r1 + 80000de: 601a str r2, [r3, #0] +} + 80000e0: 46c0 nop ; (mov r8, r8) + 80000e2: 46bd mov sp, r7 + 80000e4: b002 add sp, #8 + 80000e6: bd80 pop {r7, pc} + 80000e8: e000e100 .word 0xe000e100 + +080000ec <NVIC_SetPriority>: + \note The priority cannot be set for every core interrupt. + \param [in] IRQn Interrupt number. + \param [in] priority Priority to set. + */ +__STATIC_INLINE void NVIC_SetPriority(IRQn_Type IRQn, uint32_t priority) +{ + 80000ec: b590 push {r4, r7, lr} + 80000ee: b083 sub sp, #12 + 80000f0: af00 add r7, sp, #0 + 80000f2: 0002 movs r2, r0 + 80000f4: 6039 str r1, [r7, #0] + 80000f6: 1dfb adds r3, r7, #7 + 80000f8: 701a strb r2, [r3, #0] + if ((int32_t)(IRQn) < 0) + 80000fa: 1dfb adds r3, r7, #7 + 80000fc: 781b ldrb r3, [r3, #0] + 80000fe: 2b7f cmp r3, #127 ; 0x7f + 8000100: d932 bls.n 8000168 <NVIC_SetPriority+0x7c> + { + SCB->SHP[_SHP_IDX(IRQn)] = ((uint32_t)(SCB->SHP[_SHP_IDX(IRQn)] & ~(0xFFUL << _BIT_SHIFT(IRQn))) | + 8000102: 4a2f ldr r2, [pc, #188] ; (80001c0 <NVIC_SetPriority+0xd4>) + 8000104: 1dfb adds r3, r7, #7 + 8000106: 781b ldrb r3, [r3, #0] + 8000108: 0019 movs r1, r3 + 800010a: 230f movs r3, #15 + 800010c: 400b ands r3, r1 + 800010e: 3b08 subs r3, #8 + 8000110: 089b lsrs r3, r3, #2 + 8000112: 3306 adds r3, #6 + 8000114: 009b lsls r3, r3, #2 + 8000116: 18d3 adds r3, r2, r3 + 8000118: 3304 adds r3, #4 + 800011a: 681b ldr r3, [r3, #0] + 800011c: 1dfa adds r2, r7, #7 + 800011e: 7812 ldrb r2, [r2, #0] + 8000120: 0011 movs r1, r2 + 8000122: 2203 movs r2, #3 + 8000124: 400a ands r2, r1 + 8000126: 00d2 lsls r2, r2, #3 + 8000128: 21ff movs r1, #255 ; 0xff + 800012a: 4091 lsls r1, r2 + 800012c: 000a movs r2, r1 + 800012e: 43d2 mvns r2, r2 + 8000130: 401a ands r2, r3 + 8000132: 0011 movs r1, r2 + (((priority << (8U - __NVIC_PRIO_BITS)) & (uint32_t)0xFFUL) << _BIT_SHIFT(IRQn))); + 8000134: 683b ldr r3, [r7, #0] + 8000136: 019b lsls r3, r3, #6 + 8000138: 22ff movs r2, #255 ; 0xff + 800013a: 401a ands r2, r3 + 800013c: 1dfb adds r3, r7, #7 + 800013e: 781b ldrb r3, [r3, #0] + 8000140: 0018 movs r0, r3 + 8000142: 2303 movs r3, #3 + 8000144: 4003 ands r3, r0 + 8000146: 00db lsls r3, r3, #3 + 8000148: 409a lsls r2, r3 + SCB->SHP[_SHP_IDX(IRQn)] = ((uint32_t)(SCB->SHP[_SHP_IDX(IRQn)] & ~(0xFFUL << _BIT_SHIFT(IRQn))) | + 800014a: 481d ldr r0, [pc, #116] ; (80001c0 <NVIC_SetPriority+0xd4>) + 800014c: 1dfb adds r3, r7, #7 + 800014e: 781b ldrb r3, [r3, #0] + 8000150: 001c movs r4, r3 + 8000152: 230f movs r3, #15 + 8000154: 4023 ands r3, r4 + 8000156: 3b08 subs r3, #8 + 8000158: 089b lsrs r3, r3, #2 + 800015a: 430a orrs r2, r1 + 800015c: 3306 adds r3, #6 + 800015e: 009b lsls r3, r3, #2 + 8000160: 18c3 adds r3, r0, r3 + 8000162: 3304 adds r3, #4 + 8000164: 601a str r2, [r3, #0] + else + { + NVIC->IP[_IP_IDX(IRQn)] = ((uint32_t)(NVIC->IP[_IP_IDX(IRQn)] & ~(0xFFUL << _BIT_SHIFT(IRQn))) | + (((priority << (8U - __NVIC_PRIO_BITS)) & (uint32_t)0xFFUL) << _BIT_SHIFT(IRQn))); + } +} + 8000166: e027 b.n 80001b8 <NVIC_SetPriority+0xcc> + NVIC->IP[_IP_IDX(IRQn)] = ((uint32_t)(NVIC->IP[_IP_IDX(IRQn)] & ~(0xFFUL << _BIT_SHIFT(IRQn))) | + 8000168: 4a16 ldr r2, [pc, #88] ; (80001c4 <NVIC_SetPriority+0xd8>) + 800016a: 1dfb adds r3, r7, #7 + 800016c: 781b ldrb r3, [r3, #0] + 800016e: b25b sxtb r3, r3 + 8000170: 089b lsrs r3, r3, #2 + 8000172: 33c0 adds r3, #192 ; 0xc0 + 8000174: 009b lsls r3, r3, #2 + 8000176: 589b ldr r3, [r3, r2] + 8000178: 1dfa adds r2, r7, #7 + 800017a: 7812 ldrb r2, [r2, #0] + 800017c: 0011 movs r1, r2 + 800017e: 2203 movs r2, #3 + 8000180: 400a ands r2, r1 + 8000182: 00d2 lsls r2, r2, #3 + 8000184: 21ff movs r1, #255 ; 0xff + 8000186: 4091 lsls r1, r2 + 8000188: 000a movs r2, r1 + 800018a: 43d2 mvns r2, r2 + 800018c: 401a ands r2, r3 + 800018e: 0011 movs r1, r2 + (((priority << (8U - __NVIC_PRIO_BITS)) & (uint32_t)0xFFUL) << _BIT_SHIFT(IRQn))); + 8000190: 683b ldr r3, [r7, #0] + 8000192: 019b lsls r3, r3, #6 + 8000194: 22ff movs r2, #255 ; 0xff + 8000196: 401a ands r2, r3 + 8000198: 1dfb adds r3, r7, #7 + 800019a: 781b ldrb r3, [r3, #0] + 800019c: 0018 movs r0, r3 + 800019e: 2303 movs r3, #3 + 80001a0: 4003 ands r3, r0 + 80001a2: 00db lsls r3, r3, #3 + 80001a4: 409a lsls r2, r3 + NVIC->IP[_IP_IDX(IRQn)] = ((uint32_t)(NVIC->IP[_IP_IDX(IRQn)] & ~(0xFFUL << _BIT_SHIFT(IRQn))) | + 80001a6: 4807 ldr r0, [pc, #28] ; (80001c4 <NVIC_SetPriority+0xd8>) + 80001a8: 1dfb adds r3, r7, #7 + 80001aa: 781b ldrb r3, [r3, #0] + 80001ac: b25b sxtb r3, r3 + 80001ae: 089b lsrs r3, r3, #2 + 80001b0: 430a orrs r2, r1 + 80001b2: 33c0 adds r3, #192 ; 0xc0 + 80001b4: 009b lsls r3, r3, #2 + 80001b6: 501a str r2, [r3, r0] +} + 80001b8: 46c0 nop ; (mov r8, r8) + 80001ba: 46bd mov sp, r7 + 80001bc: b003 add sp, #12 + 80001be: bd90 pop {r4, r7, pc} + 80001c0: e000ed00 .word 0xe000ed00 + 80001c4: e000e100 .word 0xe000e100 + +080001c8 <SysTick_Config>: + \note When the variable <b>__Vendor_SysTickConfig</b> is set to 1, then the + function <b>SysTick_Config</b> is not included. In this case, the file <b><i>device</i>.h</b> + must contain a vendor-specific implementation of this function. + */ +__STATIC_INLINE uint32_t SysTick_Config(uint32_t ticks) +{ + 80001c8: b580 push {r7, lr} + 80001ca: b082 sub sp, #8 + 80001cc: af00 add r7, sp, #0 + 80001ce: 6078 str r0, [r7, #4] + if ((ticks - 1UL) > SysTick_LOAD_RELOAD_Msk) + 80001d0: 687b ldr r3, [r7, #4] + 80001d2: 1e5a subs r2, r3, #1 + 80001d4: 2380 movs r3, #128 ; 0x80 + 80001d6: 045b lsls r3, r3, #17 + 80001d8: 429a cmp r2, r3 + 80001da: d301 bcc.n 80001e0 <SysTick_Config+0x18> + { + return (1UL); /* Reload value impossible */ + 80001dc: 2301 movs r3, #1 + 80001de: e010 b.n 8000202 <SysTick_Config+0x3a> + } + + SysTick->LOAD = (uint32_t)(ticks - 1UL); /* set reload register */ + 80001e0: 4b0a ldr r3, [pc, #40] ; (800020c <SysTick_Config+0x44>) + 80001e2: 687a ldr r2, [r7, #4] + 80001e4: 3a01 subs r2, #1 + 80001e6: 605a str r2, [r3, #4] + NVIC_SetPriority (SysTick_IRQn, (1UL << __NVIC_PRIO_BITS) - 1UL); /* set Priority for Systick Interrupt */ + 80001e8: 2301 movs r3, #1 + 80001ea: 425b negs r3, r3 + 80001ec: 2103 movs r1, #3 + 80001ee: 0018 movs r0, r3 + 80001f0: f7ff ff7c bl 80000ec <NVIC_SetPriority> + SysTick->VAL = 0UL; /* Load the SysTick Counter Value */ + 80001f4: 4b05 ldr r3, [pc, #20] ; (800020c <SysTick_Config+0x44>) + 80001f6: 2200 movs r2, #0 + 80001f8: 609a str r2, [r3, #8] + SysTick->CTRL = SysTick_CTRL_CLKSOURCE_Msk | + 80001fa: 4b04 ldr r3, [pc, #16] ; (800020c <SysTick_Config+0x44>) + 80001fc: 2207 movs r2, #7 + 80001fe: 601a str r2, [r3, #0] + SysTick_CTRL_TICKINT_Msk | + SysTick_CTRL_ENABLE_Msk; /* Enable SysTick IRQ and SysTick Timer */ + return (0UL); /* Function successful */ + 8000200: 2300 movs r3, #0 +} + 8000202: 0018 movs r0, r3 + 8000204: 46bd mov sp, r7 + 8000206: b002 add sp, #8 + 8000208: bd80 pop {r7, pc} + 800020a: 46c0 nop ; (mov r8, r8) + 800020c: e000e010 .word 0xe000e010 + +08000210 <update_leds>: +#include "serial.h" + + +volatile unsigned int sys_time_seconds = 0; + +void update_leds() { + 8000210: b580 push {r7, lr} + 8000212: af00 add r7, sp, #0 + +} + 8000214: 46c0 nop ; (mov r8, r8) + 8000216: 46bd mov sp, r7 + 8000218: bd80 pop {r7, pc} + +0800021a <main>: + unsigned int usb, ocxo, error, _nc1, _nc2, _nc3, pps, sd_card; + }; + unsigned int arr[0]; +} leds; + +int main(void) { + 800021a: b580 push {r7, lr} + 800021c: b082 sub sp, #8 + 800021e: af00 add r7, sp, #0 + RCC->CR |= RCC_CR_HSEON; + 8000220: 4b5b ldr r3, [pc, #364] ; (8000390 <main+0x176>) + 8000222: 681a ldr r2, [r3, #0] + 8000224: 4b5a ldr r3, [pc, #360] ; (8000390 <main+0x176>) + 8000226: 2180 movs r1, #128 ; 0x80 + 8000228: 0249 lsls r1, r1, #9 + 800022a: 430a orrs r2, r1 + 800022c: 601a str r2, [r3, #0] + while (!(RCC->CR&RCC_CR_HSERDY)); + 800022e: 46c0 nop ; (mov r8, r8) + 8000230: 4b57 ldr r3, [pc, #348] ; (8000390 <main+0x176>) + 8000232: 681a ldr r2, [r3, #0] + 8000234: 2380 movs r3, #128 ; 0x80 + 8000236: 029b lsls r3, r3, #10 + 8000238: 4013 ands r3, r2 + 800023a: d0f9 beq.n 8000230 <main+0x16> + RCC->CFGR &= ~RCC_CFGR_PLLMUL_Msk & ~RCC_CFGR_SW_Msk & ~RCC_CFGR_PPRE_Msk & ~RCC_CFGR_HPRE_Msk; + 800023c: 4b54 ldr r3, [pc, #336] ; (8000390 <main+0x176>) + 800023e: 685a ldr r2, [r3, #4] + 8000240: 4b53 ldr r3, [pc, #332] ; (8000390 <main+0x176>) + 8000242: 4954 ldr r1, [pc, #336] ; (8000394 <main+0x17a>) + 8000244: 400a ands r2, r1 + 8000246: 605a str r2, [r3, #4] + RCC->CFGR |= ((6-2)<<RCC_CFGR_PLLMUL_Pos) | RCC_CFGR_PLLSRC_HSE_PREDIV; /* PLL x6 -> 48.0MHz */ + 8000248: 4b51 ldr r3, [pc, #324] ; (8000390 <main+0x176>) + 800024a: 685a ldr r2, [r3, #4] + 800024c: 4b50 ldr r3, [pc, #320] ; (8000390 <main+0x176>) + 800024e: 2188 movs r1, #136 ; 0x88 + 8000250: 0349 lsls r1, r1, #13 + 8000252: 430a orrs r2, r1 + 8000254: 605a str r2, [r3, #4] + RCC->CR |= RCC_CR_PLLON; + 8000256: 4b4e ldr r3, [pc, #312] ; (8000390 <main+0x176>) + 8000258: 681a ldr r2, [r3, #0] + 800025a: 4b4d ldr r3, [pc, #308] ; (8000390 <main+0x176>) + 800025c: 2180 movs r1, #128 ; 0x80 + 800025e: 0449 lsls r1, r1, #17 + 8000260: 430a orrs r2, r1 + 8000262: 601a str r2, [r3, #0] + while (!(RCC->CR&RCC_CR_PLLRDY)); + 8000264: 46c0 nop ; (mov r8, r8) + 8000266: 4b4a ldr r3, [pc, #296] ; (8000390 <main+0x176>) + 8000268: 681a ldr r2, [r3, #0] + 800026a: 2380 movs r3, #128 ; 0x80 + 800026c: 049b lsls r3, r3, #18 + 800026e: 4013 ands r3, r2 + 8000270: d0f9 beq.n 8000266 <main+0x4c> + RCC->CFGR |= (2<<RCC_CFGR_SW_Pos); + 8000272: 4b47 ldr r3, [pc, #284] ; (8000390 <main+0x176>) + 8000274: 685a ldr r2, [r3, #4] + 8000276: 4b46 ldr r3, [pc, #280] ; (8000390 <main+0x176>) + 8000278: 2102 movs r1, #2 + 800027a: 430a orrs r2, r1 + 800027c: 605a str r2, [r3, #4] + SystemCoreClockUpdate(); + 800027e: f000 fe11 bl 8000ea4 <SystemCoreClockUpdate> + SysTick_Config(SystemCoreClock/10); /* 100ms interval */ + 8000282: 4b45 ldr r3, [pc, #276] ; (8000398 <main+0x17e>) + 8000284: 681b ldr r3, [r3, #0] + 8000286: 210a movs r1, #10 + 8000288: 0018 movs r0, r3 + 800028a: f001 f98d bl 80015a8 <__udivsi3> + 800028e: 0003 movs r3, r0 + 8000290: 0018 movs r0, r3 + 8000292: f7ff ff99 bl 80001c8 <SysTick_Config> + NVIC_EnableIRQ(SysTick_IRQn); + 8000296: 2301 movs r3, #1 + 8000298: 425b negs r3, r3 + 800029a: 0018 movs r0, r3 + 800029c: f7ff ff10 bl 80000c0 <NVIC_EnableIRQ> + NVIC_SetPriority(SysTick_IRQn, 3<<5); + 80002a0: 2301 movs r3, #1 + 80002a2: 425b negs r3, r3 + 80002a4: 2160 movs r1, #96 ; 0x60 + 80002a6: 0018 movs r0, r3 + 80002a8: f7ff ff20 bl 80000ec <NVIC_SetPriority> + + /* Turn on lots of neat things */ + RCC->AHBENR |= RCC_AHBENR_DMAEN | RCC_AHBENR_GPIOAEN | RCC_AHBENR_GPIOBEN | RCC_AHBENR_FLITFEN; + 80002ac: 4b38 ldr r3, [pc, #224] ; (8000390 <main+0x176>) + 80002ae: 695a ldr r2, [r3, #20] + 80002b0: 4b37 ldr r3, [pc, #220] ; (8000390 <main+0x176>) + 80002b2: 493a ldr r1, [pc, #232] ; (800039c <main+0x182>) + 80002b4: 430a orrs r2, r1 + 80002b6: 615a str r2, [r3, #20] + RCC->APB2ENR |= RCC_APB2ENR_SYSCFGEN | RCC_APB2ENR_ADCEN | RCC_APB2ENR_SPI1EN | RCC_APB2ENR_DBGMCUEN |\ + 80002b8: 4b35 ldr r3, [pc, #212] ; (8000390 <main+0x176>) + 80002ba: 699a ldr r2, [r3, #24] + 80002bc: 4b34 ldr r3, [pc, #208] ; (8000390 <main+0x176>) + 80002be: 4938 ldr r1, [pc, #224] ; (80003a0 <main+0x186>) + 80002c0: 430a orrs r2, r1 + 80002c2: 619a str r2, [r3, #24] + RCC_APB2ENR_TIM1EN | RCC_APB2ENR_TIM16EN | RCC_APB2ENR_USART1EN; + RCC->APB1ENR |= RCC_APB1ENR_TIM3EN; + 80002c4: 4b32 ldr r3, [pc, #200] ; (8000390 <main+0x176>) + 80002c6: 69da ldr r2, [r3, #28] + 80002c8: 4b31 ldr r3, [pc, #196] ; (8000390 <main+0x176>) + 80002ca: 2102 movs r1, #2 + 80002cc: 430a orrs r2, r1 + 80002ce: 61da str r2, [r3, #28] + + GPIOA->MODER |= + 80002d0: 2390 movs r3, #144 ; 0x90 + 80002d2: 05db lsls r3, r3, #23 + 80002d4: 681a ldr r2, [r3, #0] + 80002d6: 2390 movs r3, #144 ; 0x90 + 80002d8: 05db lsls r3, r3, #23 + 80002da: 4932 ldr r1, [pc, #200] ; (80003a4 <main+0x18a>) + 80002dc: 430a orrs r2, r1 + 80002de: 601a str r2, [r3, #0] + | (2<<GPIO_MODER_MODER7_Pos) /* PA7 - MOSI */ + | (2<<GPIO_MODER_MODER9_Pos) /* PA9 - HOST_RX */ + | (2<<GPIO_MODER_MODER10_Pos);/* PA10 - HOST_TX */ + + /* Set shift register IO GPIO output speed */ + GPIOA->OSPEEDR |= + 80002e0: 2390 movs r3, #144 ; 0x90 + 80002e2: 05db lsls r3, r3, #23 + 80002e4: 689a ldr r2, [r3, #8] + 80002e6: 2390 movs r3, #144 ; 0x90 + 80002e8: 05db lsls r3, r3, #23 + 80002ea: 492f ldr r1, [pc, #188] ; (80003a8 <main+0x18e>) + 80002ec: 430a orrs r2, r1 + 80002ee: 609a str r2, [r3, #8] + | (2<<GPIO_OSPEEDR_OSPEEDR4_Pos) /* SD_CS */ + | (2<<GPIO_OSPEEDR_OSPEEDR5_Pos) /* SCK */ + | (2<<GPIO_OSPEEDR_OSPEEDR7_Pos) /* MOSI */ + | (2<<GPIO_OSPEEDR_OSPEEDR9_Pos); /* HOST_RX */ + + GPIOA->AFR[0] = (0<<GPIO_AFRL_AFRL5_Pos) | (0<<GPIO_AFRL_AFRL6_Pos) | (0<<GPIO_AFRL_AFRL7_Pos); + 80002f0: 2390 movs r3, #144 ; 0x90 + 80002f2: 05db lsls r3, r3, #23 + 80002f4: 2200 movs r2, #0 + 80002f6: 621a str r2, [r3, #32] + GPIOA->AFR[1] = (1<<8) | (1<<4); + 80002f8: 2390 movs r3, #144 ; 0x90 + 80002fa: 05db lsls r3, r3, #23 + 80002fc: 2288 movs r2, #136 ; 0x88 + 80002fe: 0052 lsls r2, r2, #1 + 8000300: 625a str r2, [r3, #36] ; 0x24 + + GPIOB->MODER |= + 8000302: 4a2a ldr r2, [pc, #168] ; (80003ac <main+0x192>) + 8000304: 4b29 ldr r3, [pc, #164] ; (80003ac <main+0x192>) + 8000306: 6812 ldr r2, [r2, #0] + 8000308: 601a str r2, [r3, #0] + (0<<GPIO_MODER_MODER1_Pos); /* PB0 - LINE_POL */ + + SPI1->CR1 = + 800030a: 4b29 ldr r3, [pc, #164] ; (80003b0 <main+0x196>) + 800030c: 22c9 movs r2, #201 ; 0xc9 + 800030e: 0092 lsls r2, r2, #2 + 8000310: 601a str r2, [r3, #0] + SPI_CR1_SSM + | SPI_CR1_SSI + | (4<<SPI_CR1_BR_Pos) /* /32 ~1.5MHz */ + | SPI_CR1_MSTR; + SPI1->CR2 = (7<<SPI_CR2_DS_Pos); + 8000312: 4b27 ldr r3, [pc, #156] ; (80003b0 <main+0x196>) + 8000314: 22e0 movs r2, #224 ; 0xe0 + 8000316: 00d2 lsls r2, r2, #3 + 8000318: 605a str r2, [r3, #4] + SPI1->CR1 |= SPI_CR1_SPE; + 800031a: 4b25 ldr r3, [pc, #148] ; (80003b0 <main+0x196>) + 800031c: 681a ldr r2, [r3, #0] + 800031e: 4b24 ldr r3, [pc, #144] ; (80003b0 <main+0x196>) + 8000320: 2140 movs r1, #64 ; 0x40 + 8000322: 430a orrs r2, r1 + 8000324: 601a str r2, [r3, #0] + + NVIC_EnableIRQ(SPI1_IRQn); + 8000326: 2019 movs r0, #25 + 8000328: f7ff feca bl 80000c0 <NVIC_EnableIRQ> + NVIC_SetPriority(SPI1_IRQn, 2<<5); + 800032c: 2140 movs r1, #64 ; 0x40 + 800032e: 2019 movs r0, #25 + 8000330: f7ff fedc bl 80000ec <NVIC_SetPriority> + + TIM16->CR2 = 0; + 8000334: 4b1f ldr r3, [pc, #124] ; (80003b4 <main+0x19a>) + 8000336: 2200 movs r2, #0 + 8000338: 605a str r2, [r3, #4] + TIM16->DIER = TIM_DIER_UIE; + 800033a: 4b1e ldr r3, [pc, #120] ; (80003b4 <main+0x19a>) + 800033c: 2201 movs r2, #1 + 800033e: 60da str r2, [r3, #12] + TIM16->PSC = 48-1; /* 1us */ + 8000340: 4b1c ldr r3, [pc, #112] ; (80003b4 <main+0x19a>) + 8000342: 222f movs r2, #47 ; 0x2f + 8000344: 629a str r2, [r3, #40] ; 0x28 + TIM16->ARR = 1000-1; /* 1ms */ + 8000346: 4b1b ldr r3, [pc, #108] ; (80003b4 <main+0x19a>) + 8000348: 4a1b ldr r2, [pc, #108] ; (80003b8 <main+0x19e>) + 800034a: 62da str r2, [r3, #44] ; 0x2c + TIM16->CR1 = TIM_CR1_CEN; + 800034c: 4b19 ldr r3, [pc, #100] ; (80003b4 <main+0x19a>) + 800034e: 2201 movs r2, #1 + 8000350: 601a str r2, [r3, #0] + + NVIC_EnableIRQ(TIM16_IRQn); + 8000352: 2015 movs r0, #21 + 8000354: f7ff feb4 bl 80000c0 <NVIC_EnableIRQ> + NVIC_SetPriority(TIM16_IRQn, 2<<5); + 8000358: 2140 movs r1, #64 ; 0x40 + 800035a: 2015 movs r0, #21 + 800035c: f7ff fec6 bl 80000ec <NVIC_SetPriority> + + adc_configure_scope_mode(1000000); + 8000360: 4b16 ldr r3, [pc, #88] ; (80003bc <main+0x1a2>) + 8000362: 0018 movs r0, r3 + 8000364: f000 f95a bl 800061c <adc_configure_scope_mode> + + usart_dma_init(); + 8000368: f000 fabe bl 80008e8 <usart_dma_init> + + while (42) { + char *data = "FOOBAR\n"; + 800036c: 4b14 ldr r3, [pc, #80] ; (80003c0 <main+0x1a6>) + 800036e: 603b str r3, [r7, #0] + usart_send_packet((uint8_t*)data, 8); + 8000370: 683b ldr r3, [r7, #0] + 8000372: 2108 movs r1, #8 + 8000374: 0018 movs r0, r3 + 8000376: f000 fb91 bl 8000a9c <usart_send_packet> + for (int i=0; i<100000; i++); + 800037a: 2300 movs r3, #0 + 800037c: 607b str r3, [r7, #4] + 800037e: e002 b.n 8000386 <main+0x16c> + 8000380: 687b ldr r3, [r7, #4] + 8000382: 3301 adds r3, #1 + 8000384: 607b str r3, [r7, #4] + 8000386: 687b ldr r3, [r7, #4] + 8000388: 4a0e ldr r2, [pc, #56] ; (80003c4 <main+0x1aa>) + 800038a: 4293 cmp r3, r2 + 800038c: ddf8 ble.n 8000380 <main+0x166> + while (42) { + 800038e: e7ed b.n 800036c <main+0x152> + 8000390: 40021000 .word 0x40021000 + 8000394: ffc3f80c .word 0xffc3f80c + 8000398: 20000000 .word 0x20000000 + 800039c: 00060011 .word 0x00060011 + 80003a0: 00425a01 .word 0x00425a01 + 80003a4: 0028a970 .word 0x0028a970 + 80003a8: 00088a80 .word 0x00088a80 + 80003ac: 48000400 .word 0x48000400 + 80003b0: 40013000 .word 0x40013000 + 80003b4: 40014400 .word 0x40014400 + 80003b8: 000003e7 .word 0x000003e7 + 80003bc: 000f4240 .word 0x000f4240 + 80003c0: 080018e4 .word 0x080018e4 + 80003c4: 0001869f .word 0x0001869f + +080003c8 <SPI1_IRQHandler>: + //for (int i=0; i<10000; i++) ; + //leds.error = 100; + } +} + +void SPI1_IRQHandler(void) { + 80003c8: b580 push {r7, lr} + 80003ca: af00 add r7, sp, #0 + if (SPI1->SR & SPI_SR_TXE) { + 80003cc: 4b08 ldr r3, [pc, #32] ; (80003f0 <SPI1_IRQHandler+0x28>) + 80003ce: 689b ldr r3, [r3, #8] + 80003d0: 2202 movs r2, #2 + 80003d2: 4013 ands r3, r2 + 80003d4: d009 beq.n 80003ea <SPI1_IRQHandler+0x22> + /* LED_STB */ + GPIOA->BSRR = 1<<3; + 80003d6: 2390 movs r3, #144 ; 0x90 + 80003d8: 05db lsls r3, r3, #23 + 80003da: 2208 movs r2, #8 + 80003dc: 619a str r2, [r3, #24] + SPI1->CR2 &= ~SPI_CR2_TXEIE; + 80003de: 4b04 ldr r3, [pc, #16] ; (80003f0 <SPI1_IRQHandler+0x28>) + 80003e0: 685a ldr r2, [r3, #4] + 80003e2: 4b03 ldr r3, [pc, #12] ; (80003f0 <SPI1_IRQHandler+0x28>) + 80003e4: 2180 movs r1, #128 ; 0x80 + 80003e6: 438a bics r2, r1 + 80003e8: 605a str r2, [r3, #4] + } +} + 80003ea: 46c0 nop ; (mov r8, r8) + 80003ec: 46bd mov sp, r7 + 80003ee: bd80 pop {r7, pc} + 80003f0: 40013000 .word 0x40013000 + +080003f4 <TIM16_IRQHandler>: + +void TIM16_IRQHandler(void) { + 80003f4: b580 push {r7, lr} + 80003f6: b082 sub sp, #8 + 80003f8: af00 add r7, sp, #0 + static int leds_update_counter = 0; + if (TIM16->SR & TIM_SR_UIF) { + 80003fa: 4b28 ldr r3, [pc, #160] ; (800049c <TIM16_IRQHandler+0xa8>) + 80003fc: 691b ldr r3, [r3, #16] + 80003fe: 2201 movs r2, #1 + 8000400: 4013 ands r3, r2 + 8000402: d047 beq.n 8000494 <TIM16_IRQHandler+0xa0> + TIM16->SR &= ~TIM_SR_UIF; + 8000404: 4b25 ldr r3, [pc, #148] ; (800049c <TIM16_IRQHandler+0xa8>) + 8000406: 691a ldr r2, [r3, #16] + 8000408: 4b24 ldr r3, [pc, #144] ; (800049c <TIM16_IRQHandler+0xa8>) + 800040a: 2101 movs r1, #1 + 800040c: 438a bics r2, r1 + 800040e: 611a str r2, [r3, #16] + + uint8_t bits = 0, mask = 1; + 8000410: 1dfb adds r3, r7, #7 + 8000412: 2200 movs r2, #0 + 8000414: 701a strb r2, [r3, #0] + 8000416: 1dbb adds r3, r7, #6 + 8000418: 2201 movs r2, #1 + 800041a: 701a strb r2, [r3, #0] + for (size_t i=0; i<sizeof(leds)/sizeof(leds.arr[0]); i++) { + 800041c: 2300 movs r3, #0 + 800041e: 603b str r3, [r7, #0] + 8000420: e01d b.n 800045e <TIM16_IRQHandler+0x6a> + if (leds.arr[i]) { + 8000422: 4b1f ldr r3, [pc, #124] ; (80004a0 <TIM16_IRQHandler+0xac>) + 8000424: 683a ldr r2, [r7, #0] + 8000426: 0092 lsls r2, r2, #2 + 8000428: 58d3 ldr r3, [r2, r3] + 800042a: 2b00 cmp r3, #0 + 800042c: d00f beq.n 800044e <TIM16_IRQHandler+0x5a> + leds.arr[i]--; + 800042e: 4b1c ldr r3, [pc, #112] ; (80004a0 <TIM16_IRQHandler+0xac>) + 8000430: 683a ldr r2, [r7, #0] + 8000432: 0092 lsls r2, r2, #2 + 8000434: 58d3 ldr r3, [r2, r3] + 8000436: 1e59 subs r1, r3, #1 + 8000438: 4b19 ldr r3, [pc, #100] ; (80004a0 <TIM16_IRQHandler+0xac>) + 800043a: 683a ldr r2, [r7, #0] + 800043c: 0092 lsls r2, r2, #2 + 800043e: 50d1 str r1, [r2, r3] + bits |= mask; + 8000440: 1dfb adds r3, r7, #7 + 8000442: 1df9 adds r1, r7, #7 + 8000444: 1dba adds r2, r7, #6 + 8000446: 7809 ldrb r1, [r1, #0] + 8000448: 7812 ldrb r2, [r2, #0] + 800044a: 430a orrs r2, r1 + 800044c: 701a strb r2, [r3, #0] + } + mask <<= 1; + 800044e: 1dba adds r2, r7, #6 + 8000450: 1dbb adds r3, r7, #6 + 8000452: 781b ldrb r3, [r3, #0] + 8000454: 18db adds r3, r3, r3 + 8000456: 7013 strb r3, [r2, #0] + for (size_t i=0; i<sizeof(leds)/sizeof(leds.arr[0]); i++) { + 8000458: 683b ldr r3, [r7, #0] + 800045a: 3301 adds r3, #1 + 800045c: 603b str r3, [r7, #0] + 800045e: 683b ldr r3, [r7, #0] + 8000460: 2b07 cmp r3, #7 + 8000462: d9de bls.n 8000422 <TIM16_IRQHandler+0x2e> + } + + if (leds_update_counter++ == 10) { + 8000464: 4b0f ldr r3, [pc, #60] ; (80004a4 <TIM16_IRQHandler+0xb0>) + 8000466: 681b ldr r3, [r3, #0] + 8000468: 1c59 adds r1, r3, #1 + 800046a: 4a0e ldr r2, [pc, #56] ; (80004a4 <TIM16_IRQHandler+0xb0>) + 800046c: 6011 str r1, [r2, #0] + 800046e: 2b0a cmp r3, #10 + 8000470: d110 bne.n 8000494 <TIM16_IRQHandler+0xa0> + leds_update_counter = 0; + 8000472: 4b0c ldr r3, [pc, #48] ; (80004a4 <TIM16_IRQHandler+0xb0>) + 8000474: 2200 movs r2, #0 + 8000476: 601a str r2, [r3, #0] + + /* Workaround for SPI hardware bug: Even if configured to 8-bit mode, the SPI will do a 16-bit transfer if the + * data register is accessed through a 16-bit write. Unfortunately, the STMCube register defs define DR as an + * uint16_t, so we have to do some magic here to force an 8-bit write. */ + *((volatile uint8_t*)&(SPI1->DR)) = bits; + 8000478: 4a0b ldr r2, [pc, #44] ; (80004a8 <TIM16_IRQHandler+0xb4>) + 800047a: 1dfb adds r3, r7, #7 + 800047c: 781b ldrb r3, [r3, #0] + 800047e: 7013 strb r3, [r2, #0] + SPI1->CR2 |= SPI_CR2_TXEIE; + 8000480: 4b0a ldr r3, [pc, #40] ; (80004ac <TIM16_IRQHandler+0xb8>) + 8000482: 685a ldr r2, [r3, #4] + 8000484: 4b09 ldr r3, [pc, #36] ; (80004ac <TIM16_IRQHandler+0xb8>) + 8000486: 2180 movs r1, #128 ; 0x80 + 8000488: 430a orrs r2, r1 + 800048a: 605a str r2, [r3, #4] + GPIOA->BRR = 1<<3; + 800048c: 2390 movs r3, #144 ; 0x90 + 800048e: 05db lsls r3, r3, #23 + 8000490: 2208 movs r2, #8 + 8000492: 629a str r2, [r3, #40] ; 0x28 + } + } +} + 8000494: 46c0 nop ; (mov r8, r8) + 8000496: 46bd mov sp, r7 + 8000498: b002 add sp, #8 + 800049a: bd80 pop {r7, pc} + 800049c: 40014400 .word 0x40014400 + 80004a0: 200000a8 .word 0x200000a8 + 80004a4: 20000098 .word 0x20000098 + 80004a8: 4001300c .word 0x4001300c + 80004ac: 40013000 .word 0x40013000 + +080004b0 <NMI_Handler>: + +void NMI_Handler(void) { + 80004b0: b580 push {r7, lr} + 80004b2: af00 add r7, sp, #0 + asm volatile ("bkpt"); + 80004b4: be00 bkpt 0x0000 +} + 80004b6: 46c0 nop ; (mov r8, r8) + 80004b8: 46bd mov sp, r7 + 80004ba: bd80 pop {r7, pc} + +080004bc <HardFault_Handler>: + +void HardFault_Handler(void) __attribute__((naked)); +void HardFault_Handler() { + asm volatile ("bkpt"); + 80004bc: be00 bkpt 0x0000 +} + 80004be: 46c0 nop ; (mov r8, r8) + +080004c0 <SVC_Handler>: + +void SVC_Handler(void) { + 80004c0: b580 push {r7, lr} + 80004c2: af00 add r7, sp, #0 + asm volatile ("bkpt"); + 80004c4: be00 bkpt 0x0000 +} + 80004c6: 46c0 nop ; (mov r8, r8) + 80004c8: 46bd mov sp, r7 + 80004ca: bd80 pop {r7, pc} + +080004cc <PendSV_Handler>: + + +void PendSV_Handler(void) { + 80004cc: b580 push {r7, lr} + 80004ce: af00 add r7, sp, #0 + asm volatile ("bkpt"); + 80004d0: be00 bkpt 0x0000 +} + 80004d2: 46c0 nop ; (mov r8, r8) + 80004d4: 46bd mov sp, r7 + 80004d6: bd80 pop {r7, pc} + +080004d8 <SysTick_Handler>: + +void SysTick_Handler(void) { + 80004d8: b580 push {r7, lr} + 80004da: af00 add r7, sp, #0 + static int n = 0; + if (n++ == 10) { + 80004dc: 4b0a ldr r3, [pc, #40] ; (8000508 <SysTick_Handler+0x30>) + 80004de: 681b ldr r3, [r3, #0] + 80004e0: 1c59 adds r1, r3, #1 + 80004e2: 4a09 ldr r2, [pc, #36] ; (8000508 <SysTick_Handler+0x30>) + 80004e4: 6011 str r1, [r2, #0] + 80004e6: 2b0a cmp r3, #10 + 80004e8: d10a bne.n 8000500 <SysTick_Handler+0x28> + n = 0; + 80004ea: 4b07 ldr r3, [pc, #28] ; (8000508 <SysTick_Handler+0x30>) + 80004ec: 2200 movs r2, #0 + 80004ee: 601a str r2, [r3, #0] + sys_time_seconds++; + 80004f0: 4b06 ldr r3, [pc, #24] ; (800050c <SysTick_Handler+0x34>) + 80004f2: 681b ldr r3, [r3, #0] + 80004f4: 1c5a adds r2, r3, #1 + 80004f6: 4b05 ldr r3, [pc, #20] ; (800050c <SysTick_Handler+0x34>) + 80004f8: 601a str r2, [r3, #0] + leds.pps = 100; /* ms */ + 80004fa: 4b05 ldr r3, [pc, #20] ; (8000510 <SysTick_Handler+0x38>) + 80004fc: 2264 movs r2, #100 ; 0x64 + 80004fe: 619a str r2, [r3, #24] + } +} + 8000500: 46c0 nop ; (mov r8, r8) + 8000502: 46bd mov sp, r7 + 8000504: bd80 pop {r7, pc} + 8000506: 46c0 nop ; (mov r8, r8) + 8000508: 2000009c .word 0x2000009c + 800050c: 20000094 .word 0x20000094 + 8000510: 200000a8 .word 0x200000a8 + +08000514 <NVIC_EnableIRQ>: +{ + 8000514: b580 push {r7, lr} + 8000516: b082 sub sp, #8 + 8000518: af00 add r7, sp, #0 + 800051a: 0002 movs r2, r0 + 800051c: 1dfb adds r3, r7, #7 + 800051e: 701a strb r2, [r3, #0] + NVIC->ISER[0U] = (uint32_t)(1UL << (((uint32_t)(int32_t)IRQn) & 0x1FUL)); + 8000520: 1dfb adds r3, r7, #7 + 8000522: 781b ldrb r3, [r3, #0] + 8000524: 001a movs r2, r3 + 8000526: 231f movs r3, #31 + 8000528: 401a ands r2, r3 + 800052a: 4b04 ldr r3, [pc, #16] ; (800053c <NVIC_EnableIRQ+0x28>) + 800052c: 2101 movs r1, #1 + 800052e: 4091 lsls r1, r2 + 8000530: 000a movs r2, r1 + 8000532: 601a str r2, [r3, #0] +} + 8000534: 46c0 nop ; (mov r8, r8) + 8000536: 46bd mov sp, r7 + 8000538: b002 add sp, #8 + 800053a: bd80 pop {r7, pc} + 800053c: e000e100 .word 0xe000e100 + +08000540 <NVIC_SetPriority>: +{ + 8000540: b590 push {r4, r7, lr} + 8000542: b083 sub sp, #12 + 8000544: af00 add r7, sp, #0 + 8000546: 0002 movs r2, r0 + 8000548: 6039 str r1, [r7, #0] + 800054a: 1dfb adds r3, r7, #7 + 800054c: 701a strb r2, [r3, #0] + if ((int32_t)(IRQn) < 0) + 800054e: 1dfb adds r3, r7, #7 + 8000550: 781b ldrb r3, [r3, #0] + 8000552: 2b7f cmp r3, #127 ; 0x7f + 8000554: d932 bls.n 80005bc <NVIC_SetPriority+0x7c> + SCB->SHP[_SHP_IDX(IRQn)] = ((uint32_t)(SCB->SHP[_SHP_IDX(IRQn)] & ~(0xFFUL << _BIT_SHIFT(IRQn))) | + 8000556: 4a2f ldr r2, [pc, #188] ; (8000614 <NVIC_SetPriority+0xd4>) + 8000558: 1dfb adds r3, r7, #7 + 800055a: 781b ldrb r3, [r3, #0] + 800055c: 0019 movs r1, r3 + 800055e: 230f movs r3, #15 + 8000560: 400b ands r3, r1 + 8000562: 3b08 subs r3, #8 + 8000564: 089b lsrs r3, r3, #2 + 8000566: 3306 adds r3, #6 + 8000568: 009b lsls r3, r3, #2 + 800056a: 18d3 adds r3, r2, r3 + 800056c: 3304 adds r3, #4 + 800056e: 681b ldr r3, [r3, #0] + 8000570: 1dfa adds r2, r7, #7 + 8000572: 7812 ldrb r2, [r2, #0] + 8000574: 0011 movs r1, r2 + 8000576: 2203 movs r2, #3 + 8000578: 400a ands r2, r1 + 800057a: 00d2 lsls r2, r2, #3 + 800057c: 21ff movs r1, #255 ; 0xff + 800057e: 4091 lsls r1, r2 + 8000580: 000a movs r2, r1 + 8000582: 43d2 mvns r2, r2 + 8000584: 401a ands r2, r3 + 8000586: 0011 movs r1, r2 + (((priority << (8U - __NVIC_PRIO_BITS)) & (uint32_t)0xFFUL) << _BIT_SHIFT(IRQn))); + 8000588: 683b ldr r3, [r7, #0] + 800058a: 019b lsls r3, r3, #6 + 800058c: 22ff movs r2, #255 ; 0xff + 800058e: 401a ands r2, r3 + 8000590: 1dfb adds r3, r7, #7 + 8000592: 781b ldrb r3, [r3, #0] + 8000594: 0018 movs r0, r3 + 8000596: 2303 movs r3, #3 + 8000598: 4003 ands r3, r0 + 800059a: 00db lsls r3, r3, #3 + 800059c: 409a lsls r2, r3 + SCB->SHP[_SHP_IDX(IRQn)] = ((uint32_t)(SCB->SHP[_SHP_IDX(IRQn)] & ~(0xFFUL << _BIT_SHIFT(IRQn))) | + 800059e: 481d ldr r0, [pc, #116] ; (8000614 <NVIC_SetPriority+0xd4>) + 80005a0: 1dfb adds r3, r7, #7 + 80005a2: 781b ldrb r3, [r3, #0] + 80005a4: 001c movs r4, r3 + 80005a6: 230f movs r3, #15 + 80005a8: 4023 ands r3, r4 + 80005aa: 3b08 subs r3, #8 + 80005ac: 089b lsrs r3, r3, #2 + 80005ae: 430a orrs r2, r1 + 80005b0: 3306 adds r3, #6 + 80005b2: 009b lsls r3, r3, #2 + 80005b4: 18c3 adds r3, r0, r3 + 80005b6: 3304 adds r3, #4 + 80005b8: 601a str r2, [r3, #0] +} + 80005ba: e027 b.n 800060c <NVIC_SetPriority+0xcc> + NVIC->IP[_IP_IDX(IRQn)] = ((uint32_t)(NVIC->IP[_IP_IDX(IRQn)] & ~(0xFFUL << _BIT_SHIFT(IRQn))) | + 80005bc: 4a16 ldr r2, [pc, #88] ; (8000618 <NVIC_SetPriority+0xd8>) + 80005be: 1dfb adds r3, r7, #7 + 80005c0: 781b ldrb r3, [r3, #0] + 80005c2: b25b sxtb r3, r3 + 80005c4: 089b lsrs r3, r3, #2 + 80005c6: 33c0 adds r3, #192 ; 0xc0 + 80005c8: 009b lsls r3, r3, #2 + 80005ca: 589b ldr r3, [r3, r2] + 80005cc: 1dfa adds r2, r7, #7 + 80005ce: 7812 ldrb r2, [r2, #0] + 80005d0: 0011 movs r1, r2 + 80005d2: 2203 movs r2, #3 + 80005d4: 400a ands r2, r1 + 80005d6: 00d2 lsls r2, r2, #3 + 80005d8: 21ff movs r1, #255 ; 0xff + 80005da: 4091 lsls r1, r2 + 80005dc: 000a movs r2, r1 + 80005de: 43d2 mvns r2, r2 + 80005e0: 401a ands r2, r3 + 80005e2: 0011 movs r1, r2 + (((priority << (8U - __NVIC_PRIO_BITS)) & (uint32_t)0xFFUL) << _BIT_SHIFT(IRQn))); + 80005e4: 683b ldr r3, [r7, #0] + 80005e6: 019b lsls r3, r3, #6 + 80005e8: 22ff movs r2, #255 ; 0xff + 80005ea: 401a ands r2, r3 + 80005ec: 1dfb adds r3, r7, #7 + 80005ee: 781b ldrb r3, [r3, #0] + 80005f0: 0018 movs r0, r3 + 80005f2: 2303 movs r3, #3 + 80005f4: 4003 ands r3, r0 + 80005f6: 00db lsls r3, r3, #3 + 80005f8: 409a lsls r2, r3 + NVIC->IP[_IP_IDX(IRQn)] = ((uint32_t)(NVIC->IP[_IP_IDX(IRQn)] & ~(0xFFUL << _BIT_SHIFT(IRQn))) | + 80005fa: 4807 ldr r0, [pc, #28] ; (8000618 <NVIC_SetPriority+0xd8>) + 80005fc: 1dfb adds r3, r7, #7 + 80005fe: 781b ldrb r3, [r3, #0] + 8000600: b25b sxtb r3, r3 + 8000602: 089b lsrs r3, r3, #2 + 8000604: 430a orrs r2, r1 + 8000606: 33c0 adds r3, #192 ; 0xc0 + 8000608: 009b lsls r3, r3, #2 + 800060a: 501a str r2, [r3, r0] +} + 800060c: 46c0 nop ; (mov r8, r8) + 800060e: 46bd mov sp, r7 + 8000610: b003 add sp, #12 + 8000612: bd90 pop {r4, r7, pc} + 8000614: e000ed00 .word 0xe000ed00 + 8000618: e000e100 .word 0xe000e100 + +0800061c <adc_configure_scope_mode>: +static void adc_dma_init(int burstlen); +static void adc_timer_init(int psc, int ivl); + + +/* Mode that can be used for debugging */ +void adc_configure_scope_mode(int sampling_interval_ns) { + 800061c: b580 push {r7, lr} + 800061e: b084 sub sp, #16 + 8000620: af00 add r7, sp, #0 + 8000622: 6078 str r0, [r7, #4] + adc_dma_init(sizeof(adc_buf)/sizeof(adc_buf[0])); + 8000624: 2380 movs r3, #128 ; 0x80 + 8000626: 00db lsls r3, r3, #3 + 8000628: 0018 movs r0, r3 + 800062a: f000 f84b bl 80006c4 <adc_dma_init> + + /* Clock from PCLK/4 instead of the internal exclusive high-speed RC oscillator. */ + ADC1->CFGR2 = (2<<ADC_CFGR2_CKMODE_Pos); /* Use PCLK/4=12MHz */ + 800062e: 4b21 ldr r3, [pc, #132] ; (80006b4 <adc_configure_scope_mode+0x98>) + 8000630: 2280 movs r2, #128 ; 0x80 + 8000632: 0612 lsls r2, r2, #24 + 8000634: 611a str r2, [r3, #16] + /* Sampling time 239.5 ADC clock cycles -> total conversion time 38.5us*/ + ADC1->SMPR = (7<<ADC_SMPR_SMP_Pos); + 8000636: 4b1f ldr r3, [pc, #124] ; (80006b4 <adc_configure_scope_mode+0x98>) + 8000638: 2207 movs r2, #7 + 800063a: 615a str r2, [r3, #20] + + /* Setup DMA and triggering */ + /* Trigger from TIM1 TRGO */ + ADC1->CFGR1 = ADC_CFGR1_DMAEN | ADC_CFGR1_DMACFG | (2<<ADC_CFGR1_EXTEN_Pos) | (1<<ADC_CFGR1_EXTSEL_Pos); + 800063c: 4b1d ldr r3, [pc, #116] ; (80006b4 <adc_configure_scope_mode+0x98>) + 800063e: 4a1e ldr r2, [pc, #120] ; (80006b8 <adc_configure_scope_mode+0x9c>) + 8000640: 60da str r2, [r3, #12] + ADC1->CHSELR = ADC_CHSELR_CHSEL2; + 8000642: 4b1c ldr r3, [pc, #112] ; (80006b4 <adc_configure_scope_mode+0x98>) + 8000644: 2204 movs r2, #4 + 8000646: 629a str r2, [r3, #40] ; 0x28 + /* Perform self-calibration */ + ADC1->CR |= ADC_CR_ADCAL; + 8000648: 4b1a ldr r3, [pc, #104] ; (80006b4 <adc_configure_scope_mode+0x98>) + 800064a: 689a ldr r2, [r3, #8] + 800064c: 4b19 ldr r3, [pc, #100] ; (80006b4 <adc_configure_scope_mode+0x98>) + 800064e: 2180 movs r1, #128 ; 0x80 + 8000650: 0609 lsls r1, r1, #24 + 8000652: 430a orrs r2, r1 + 8000654: 609a str r2, [r3, #8] + while (ADC1->CR & ADC_CR_ADCAL) + 8000656: 46c0 nop ; (mov r8, r8) + 8000658: 4b16 ldr r3, [pc, #88] ; (80006b4 <adc_configure_scope_mode+0x98>) + 800065a: 689b ldr r3, [r3, #8] + 800065c: 2b00 cmp r3, #0 + 800065e: dbfb blt.n 8000658 <adc_configure_scope_mode+0x3c> + ; + /* Enable conversion */ + ADC1->CR |= ADC_CR_ADEN; + 8000660: 4b14 ldr r3, [pc, #80] ; (80006b4 <adc_configure_scope_mode+0x98>) + 8000662: 689a ldr r2, [r3, #8] + 8000664: 4b13 ldr r3, [pc, #76] ; (80006b4 <adc_configure_scope_mode+0x98>) + 8000666: 2101 movs r1, #1 + 8000668: 430a orrs r2, r1 + 800066a: 609a str r2, [r3, #8] + ADC1->CR |= ADC_CR_ADSTART; + 800066c: 4b11 ldr r3, [pc, #68] ; (80006b4 <adc_configure_scope_mode+0x98>) + 800066e: 689a ldr r2, [r3, #8] + 8000670: 4b10 ldr r3, [pc, #64] ; (80006b4 <adc_configure_scope_mode+0x98>) + 8000672: 2104 movs r1, #4 + 8000674: 430a orrs r2, r1 + 8000676: 609a str r2, [r3, #8] + + /* An ADC conversion takes 1.1667us, so to be sure we don't get data overruns we limit sampling to every 1.5us. + Since we don't have a spare PLL to generate the ADC sample clock and re-configuring the system clock just for this + would be overkill we round to 250ns increments. The minimum sampling rate is about 60Hz due to timer resolution. */ + int cycles = sampling_interval_ns > 1500 ? sampling_interval_ns/250 : 6; + 8000678: 687b ldr r3, [r7, #4] + 800067a: 4a10 ldr r2, [pc, #64] ; (80006bc <adc_configure_scope_mode+0xa0>) + 800067c: 4293 cmp r3, r2 + 800067e: dd06 ble.n 800068e <adc_configure_scope_mode+0x72> + 8000680: 687b ldr r3, [r7, #4] + 8000682: 21fa movs r1, #250 ; 0xfa + 8000684: 0018 movs r0, r3 + 8000686: f001 f819 bl 80016bc <__divsi3> + 800068a: 0003 movs r3, r0 + 800068c: e000 b.n 8000690 <adc_configure_scope_mode+0x74> + 800068e: 2306 movs r3, #6 + 8000690: 60fb str r3, [r7, #12] + if (cycles > 0xffff) + 8000692: 68fa ldr r2, [r7, #12] + 8000694: 2380 movs r3, #128 ; 0x80 + 8000696: 025b lsls r3, r3, #9 + 8000698: 429a cmp r2, r3 + 800069a: db01 blt.n 80006a0 <adc_configure_scope_mode+0x84> + cycles = 0xffff; + 800069c: 4b08 ldr r3, [pc, #32] ; (80006c0 <adc_configure_scope_mode+0xa4>) + 800069e: 60fb str r3, [r7, #12] + adc_timer_init(12/*250ns/tick*/, cycles); + 80006a0: 68fb ldr r3, [r7, #12] + 80006a2: 0019 movs r1, r3 + 80006a4: 200c movs r0, #12 + 80006a6: f000 f83d bl 8000724 <adc_timer_init> +} + 80006aa: 46c0 nop ; (mov r8, r8) + 80006ac: 46bd mov sp, r7 + 80006ae: b004 add sp, #16 + 80006b0: bd80 pop {r7, pc} + 80006b2: 46c0 nop ; (mov r8, r8) + 80006b4: 40012400 .word 0x40012400 + 80006b8: 00000843 .word 0x00000843 + 80006bc: 000005dc .word 0x000005dc + 80006c0: 0000ffff .word 0x0000ffff + +080006c4 <adc_dma_init>: + +/* FIXME figure out the proper place to configure this. */ +#define ADC_TIMER_INTERVAL_US 20 + +static void adc_dma_init(int burstlen) { + 80006c4: b580 push {r7, lr} + 80006c6: b082 sub sp, #8 + 80006c8: af00 add r7, sp, #0 + 80006ca: 6078 str r0, [r7, #4] + /* Configure DMA 1 Channel 1 to get rid of all the data */ + DMA1_Channel1->CPAR = (unsigned int)&ADC1->DR; + 80006cc: 4b11 ldr r3, [pc, #68] ; (8000714 <adc_dma_init+0x50>) + 80006ce: 4a12 ldr r2, [pc, #72] ; (8000718 <adc_dma_init+0x54>) + 80006d0: 609a str r2, [r3, #8] + DMA1_Channel1->CMAR = (unsigned int)&adc_buf; + 80006d2: 4b10 ldr r3, [pc, #64] ; (8000714 <adc_dma_init+0x50>) + 80006d4: 4a11 ldr r2, [pc, #68] ; (800071c <adc_dma_init+0x58>) + 80006d6: 60da str r2, [r3, #12] + DMA1_Channel1->CNDTR = burstlen; + 80006d8: 4b0e ldr r3, [pc, #56] ; (8000714 <adc_dma_init+0x50>) + 80006da: 687a ldr r2, [r7, #4] + 80006dc: 605a str r2, [r3, #4] + DMA1_Channel1->CCR = (0<<DMA_CCR_PL_Pos); + 80006de: 4b0d ldr r3, [pc, #52] ; (8000714 <adc_dma_init+0x50>) + 80006e0: 2200 movs r2, #0 + 80006e2: 601a str r2, [r3, #0] + DMA1_Channel1->CCR |= + 80006e4: 4b0b ldr r3, [pc, #44] ; (8000714 <adc_dma_init+0x50>) + 80006e6: 681a ldr r2, [r3, #0] + 80006e8: 4b0a ldr r3, [pc, #40] ; (8000714 <adc_dma_init+0x50>) + 80006ea: 490d ldr r1, [pc, #52] ; (8000720 <adc_dma_init+0x5c>) + 80006ec: 430a orrs r2, r1 + 80006ee: 601a str r2, [r3, #0] + | (1<<DMA_CCR_PSIZE_Pos) /* 16 bit */ + | DMA_CCR_MINC + | DMA_CCR_TCIE; /* Enable transfer complete interrupt. */ + + /* triggered on transfer completion. We use this to process the ADC data */ + NVIC_EnableIRQ(DMA1_Channel1_IRQn); + 80006f0: 2009 movs r0, #9 + 80006f2: f7ff ff0f bl 8000514 <NVIC_EnableIRQ> + NVIC_SetPriority(DMA1_Channel1_IRQn, 2<<5); + 80006f6: 2140 movs r1, #64 ; 0x40 + 80006f8: 2009 movs r0, #9 + 80006fa: f7ff ff21 bl 8000540 <NVIC_SetPriority> + + DMA1_Channel1->CCR |= DMA_CCR_EN; /* Enable channel */ + 80006fe: 4b05 ldr r3, [pc, #20] ; (8000714 <adc_dma_init+0x50>) + 8000700: 681a ldr r2, [r3, #0] + 8000702: 4b04 ldr r3, [pc, #16] ; (8000714 <adc_dma_init+0x50>) + 8000704: 2101 movs r1, #1 + 8000706: 430a orrs r2, r1 + 8000708: 601a str r2, [r3, #0] +} + 800070a: 46c0 nop ; (mov r8, r8) + 800070c: 46bd mov sp, r7 + 800070e: b002 add sp, #8 + 8000710: bd80 pop {r7, pc} + 8000712: 46c0 nop ; (mov r8, r8) + 8000714: 40020008 .word 0x40020008 + 8000718: 40012440 .word 0x40012440 + 800071c: 200000c8 .word 0x200000c8 + 8000720: 000005a2 .word 0x000005a2 + +08000724 <adc_timer_init>: + +static void adc_timer_init(int psc, int ivl) { + 8000724: b580 push {r7, lr} + 8000726: b082 sub sp, #8 + 8000728: af00 add r7, sp, #0 + 800072a: 6078 str r0, [r7, #4] + 800072c: 6039 str r1, [r7, #0] + TIM1->BDTR = TIM_BDTR_MOE; /* MOE is needed even though we only "output" a chip-internal signal TODO: Verify this. */ + 800072e: 4b15 ldr r3, [pc, #84] ; (8000784 <adc_timer_init+0x60>) + 8000730: 2280 movs r2, #128 ; 0x80 + 8000732: 0212 lsls r2, r2, #8 + 8000734: 645a str r2, [r3, #68] ; 0x44 + TIM1->CCMR2 = (6<<TIM_CCMR2_OC4M_Pos); /* PWM Mode 1 to get a clean trigger signal */ + 8000736: 4b13 ldr r3, [pc, #76] ; (8000784 <adc_timer_init+0x60>) + 8000738: 22c0 movs r2, #192 ; 0xc0 + 800073a: 01d2 lsls r2, r2, #7 + 800073c: 61da str r2, [r3, #28] + TIM1->CCER = TIM_CCER_CC4E; /* Enable capture/compare unit 4 connected to ADC */ + 800073e: 4b11 ldr r3, [pc, #68] ; (8000784 <adc_timer_init+0x60>) + 8000740: 2280 movs r2, #128 ; 0x80 + 8000742: 0152 lsls r2, r2, #5 + 8000744: 621a str r2, [r3, #32] + TIM1->CCR4 = 1; /* Trigger at start of timer cycle */ + 8000746: 4b0f ldr r3, [pc, #60] ; (8000784 <adc_timer_init+0x60>) + 8000748: 2201 movs r2, #1 + 800074a: 641a str r2, [r3, #64] ; 0x40 + /* Set prescaler and interval */ + TIM1->PSC = psc-1; + 800074c: 687b ldr r3, [r7, #4] + 800074e: 1e5a subs r2, r3, #1 + 8000750: 4b0c ldr r3, [pc, #48] ; (8000784 <adc_timer_init+0x60>) + 8000752: 629a str r2, [r3, #40] ; 0x28 + TIM1->ARR = ivl-1; + 8000754: 683b ldr r3, [r7, #0] + 8000756: 1e5a subs r2, r3, #1 + 8000758: 4b0a ldr r3, [pc, #40] ; (8000784 <adc_timer_init+0x60>) + 800075a: 62da str r2, [r3, #44] ; 0x2c + /* Preload all values */ + TIM1->EGR |= TIM_EGR_UG; + 800075c: 4b09 ldr r3, [pc, #36] ; (8000784 <adc_timer_init+0x60>) + 800075e: 695a ldr r2, [r3, #20] + 8000760: 4b08 ldr r3, [pc, #32] ; (8000784 <adc_timer_init+0x60>) + 8000762: 2101 movs r1, #1 + 8000764: 430a orrs r2, r1 + 8000766: 615a str r2, [r3, #20] + TIM1->CR1 = TIM_CR1_ARPE; + 8000768: 4b06 ldr r3, [pc, #24] ; (8000784 <adc_timer_init+0x60>) + 800076a: 2280 movs r2, #128 ; 0x80 + 800076c: 601a str r2, [r3, #0] + /* And... go! */ + TIM1->CR1 |= TIM_CR1_CEN; + 800076e: 4b05 ldr r3, [pc, #20] ; (8000784 <adc_timer_init+0x60>) + 8000770: 681a ldr r2, [r3, #0] + 8000772: 4b04 ldr r3, [pc, #16] ; (8000784 <adc_timer_init+0x60>) + 8000774: 2101 movs r1, #1 + 8000776: 430a orrs r2, r1 + 8000778: 601a str r2, [r3, #0] +} + 800077a: 46c0 nop ; (mov r8, r8) + 800077c: 46bd mov sp, r7 + 800077e: b002 add sp, #8 + 8000780: bd80 pop {r7, pc} + 8000782: 46c0 nop ; (mov r8, r8) + 8000784: 40012c00 .word 0x40012c00 + +08000788 <gdb_dump>: + +/* This acts as a no-op that provides a convenient point to set a breakpoint for the debug scope logic */ +static void gdb_dump(void) { + 8000788: b580 push {r7, lr} + 800078a: af00 add r7, sp, #0 +} + 800078c: 46c0 nop ; (mov r8, r8) + 800078e: 46bd mov sp, r7 + 8000790: bd80 pop {r7, pc} + +08000792 <DMA1_Channel1_IRQHandler>: + +void DMA1_Channel1_IRQHandler(void) { + 8000792: b580 push {r7, lr} + 8000794: af00 add r7, sp, #0 + /* Clear the interrupt flag */ + DMA1->IFCR |= DMA_IFCR_CGIF1; + 8000796: 4b05 ldr r3, [pc, #20] ; (80007ac <DMA1_Channel1_IRQHandler+0x1a>) + 8000798: 685a ldr r2, [r3, #4] + 800079a: 4b04 ldr r3, [pc, #16] ; (80007ac <DMA1_Channel1_IRQHandler+0x1a>) + 800079c: 2101 movs r1, #1 + 800079e: 430a orrs r2, r1 + 80007a0: 605a str r2, [r3, #4] + gdb_dump(); + 80007a2: f7ff fff1 bl 8000788 <gdb_dump> + adc_buf[i] = -255; + } + } + } + */ +} + 80007a6: 46c0 nop ; (mov r8, r8) + 80007a8: 46bd mov sp, r7 + 80007aa: bd80 pop {r7, pc} + 80007ac: 40020000 .word 0x40020000 + +080007b0 <NVIC_EnableIRQ>: +{ + 80007b0: b580 push {r7, lr} + 80007b2: b082 sub sp, #8 + 80007b4: af00 add r7, sp, #0 + 80007b6: 0002 movs r2, r0 + 80007b8: 1dfb adds r3, r7, #7 + 80007ba: 701a strb r2, [r3, #0] + NVIC->ISER[0U] = (uint32_t)(1UL << (((uint32_t)(int32_t)IRQn) & 0x1FUL)); + 80007bc: 1dfb adds r3, r7, #7 + 80007be: 781b ldrb r3, [r3, #0] + 80007c0: 001a movs r2, r3 + 80007c2: 231f movs r3, #31 + 80007c4: 401a ands r2, r3 + 80007c6: 4b04 ldr r3, [pc, #16] ; (80007d8 <NVIC_EnableIRQ+0x28>) + 80007c8: 2101 movs r1, #1 + 80007ca: 4091 lsls r1, r2 + 80007cc: 000a movs r2, r1 + 80007ce: 601a str r2, [r3, #0] +} + 80007d0: 46c0 nop ; (mov r8, r8) + 80007d2: 46bd mov sp, r7 + 80007d4: b002 add sp, #8 + 80007d6: bd80 pop {r7, pc} + 80007d8: e000e100 .word 0xe000e100 + +080007dc <NVIC_DisableIRQ>: +{ + 80007dc: b580 push {r7, lr} + 80007de: b082 sub sp, #8 + 80007e0: af00 add r7, sp, #0 + 80007e2: 0002 movs r2, r0 + 80007e4: 1dfb adds r3, r7, #7 + 80007e6: 701a strb r2, [r3, #0] + NVIC->ICER[0U] = (uint32_t)(1UL << (((uint32_t)(int32_t)IRQn) & 0x1FUL)); + 80007e8: 1dfb adds r3, r7, #7 + 80007ea: 781b ldrb r3, [r3, #0] + 80007ec: 001a movs r2, r3 + 80007ee: 231f movs r3, #31 + 80007f0: 4013 ands r3, r2 + 80007f2: 4905 ldr r1, [pc, #20] ; (8000808 <NVIC_DisableIRQ+0x2c>) + 80007f4: 2201 movs r2, #1 + 80007f6: 409a lsls r2, r3 + 80007f8: 0013 movs r3, r2 + 80007fa: 2280 movs r2, #128 ; 0x80 + 80007fc: 508b str r3, [r1, r2] +} + 80007fe: 46c0 nop ; (mov r8, r8) + 8000800: 46bd mov sp, r7 + 8000802: b002 add sp, #8 + 8000804: bd80 pop {r7, pc} + 8000806: 46c0 nop ; (mov r8, r8) + 8000808: e000e100 .word 0xe000e100 + +0800080c <NVIC_SetPriority>: +{ + 800080c: b590 push {r4, r7, lr} + 800080e: b083 sub sp, #12 + 8000810: af00 add r7, sp, #0 + 8000812: 0002 movs r2, r0 + 8000814: 6039 str r1, [r7, #0] + 8000816: 1dfb adds r3, r7, #7 + 8000818: 701a strb r2, [r3, #0] + if ((int32_t)(IRQn) < 0) + 800081a: 1dfb adds r3, r7, #7 + 800081c: 781b ldrb r3, [r3, #0] + 800081e: 2b7f cmp r3, #127 ; 0x7f + 8000820: d932 bls.n 8000888 <NVIC_SetPriority+0x7c> + SCB->SHP[_SHP_IDX(IRQn)] = ((uint32_t)(SCB->SHP[_SHP_IDX(IRQn)] & ~(0xFFUL << _BIT_SHIFT(IRQn))) | + 8000822: 4a2f ldr r2, [pc, #188] ; (80008e0 <NVIC_SetPriority+0xd4>) + 8000824: 1dfb adds r3, r7, #7 + 8000826: 781b ldrb r3, [r3, #0] + 8000828: 0019 movs r1, r3 + 800082a: 230f movs r3, #15 + 800082c: 400b ands r3, r1 + 800082e: 3b08 subs r3, #8 + 8000830: 089b lsrs r3, r3, #2 + 8000832: 3306 adds r3, #6 + 8000834: 009b lsls r3, r3, #2 + 8000836: 18d3 adds r3, r2, r3 + 8000838: 3304 adds r3, #4 + 800083a: 681b ldr r3, [r3, #0] + 800083c: 1dfa adds r2, r7, #7 + 800083e: 7812 ldrb r2, [r2, #0] + 8000840: 0011 movs r1, r2 + 8000842: 2203 movs r2, #3 + 8000844: 400a ands r2, r1 + 8000846: 00d2 lsls r2, r2, #3 + 8000848: 21ff movs r1, #255 ; 0xff + 800084a: 4091 lsls r1, r2 + 800084c: 000a movs r2, r1 + 800084e: 43d2 mvns r2, r2 + 8000850: 401a ands r2, r3 + 8000852: 0011 movs r1, r2 + (((priority << (8U - __NVIC_PRIO_BITS)) & (uint32_t)0xFFUL) << _BIT_SHIFT(IRQn))); + 8000854: 683b ldr r3, [r7, #0] + 8000856: 019b lsls r3, r3, #6 + 8000858: 22ff movs r2, #255 ; 0xff + 800085a: 401a ands r2, r3 + 800085c: 1dfb adds r3, r7, #7 + 800085e: 781b ldrb r3, [r3, #0] + 8000860: 0018 movs r0, r3 + 8000862: 2303 movs r3, #3 + 8000864: 4003 ands r3, r0 + 8000866: 00db lsls r3, r3, #3 + 8000868: 409a lsls r2, r3 + SCB->SHP[_SHP_IDX(IRQn)] = ((uint32_t)(SCB->SHP[_SHP_IDX(IRQn)] & ~(0xFFUL << _BIT_SHIFT(IRQn))) | + 800086a: 481d ldr r0, [pc, #116] ; (80008e0 <NVIC_SetPriority+0xd4>) + 800086c: 1dfb adds r3, r7, #7 + 800086e: 781b ldrb r3, [r3, #0] + 8000870: 001c movs r4, r3 + 8000872: 230f movs r3, #15 + 8000874: 4023 ands r3, r4 + 8000876: 3b08 subs r3, #8 + 8000878: 089b lsrs r3, r3, #2 + 800087a: 430a orrs r2, r1 + 800087c: 3306 adds r3, #6 + 800087e: 009b lsls r3, r3, #2 + 8000880: 18c3 adds r3, r0, r3 + 8000882: 3304 adds r3, #4 + 8000884: 601a str r2, [r3, #0] +} + 8000886: e027 b.n 80008d8 <NVIC_SetPriority+0xcc> + NVIC->IP[_IP_IDX(IRQn)] = ((uint32_t)(NVIC->IP[_IP_IDX(IRQn)] & ~(0xFFUL << _BIT_SHIFT(IRQn))) | + 8000888: 4a16 ldr r2, [pc, #88] ; (80008e4 <NVIC_SetPriority+0xd8>) + 800088a: 1dfb adds r3, r7, #7 + 800088c: 781b ldrb r3, [r3, #0] + 800088e: b25b sxtb r3, r3 + 8000890: 089b lsrs r3, r3, #2 + 8000892: 33c0 adds r3, #192 ; 0xc0 + 8000894: 009b lsls r3, r3, #2 + 8000896: 589b ldr r3, [r3, r2] + 8000898: 1dfa adds r2, r7, #7 + 800089a: 7812 ldrb r2, [r2, #0] + 800089c: 0011 movs r1, r2 + 800089e: 2203 movs r2, #3 + 80008a0: 400a ands r2, r1 + 80008a2: 00d2 lsls r2, r2, #3 + 80008a4: 21ff movs r1, #255 ; 0xff + 80008a6: 4091 lsls r1, r2 + 80008a8: 000a movs r2, r1 + 80008aa: 43d2 mvns r2, r2 + 80008ac: 401a ands r2, r3 + 80008ae: 0011 movs r1, r2 + (((priority << (8U - __NVIC_PRIO_BITS)) & (uint32_t)0xFFUL) << _BIT_SHIFT(IRQn))); + 80008b0: 683b ldr r3, [r7, #0] + 80008b2: 019b lsls r3, r3, #6 + 80008b4: 22ff movs r2, #255 ; 0xff + 80008b6: 401a ands r2, r3 + 80008b8: 1dfb adds r3, r7, #7 + 80008ba: 781b ldrb r3, [r3, #0] + 80008bc: 0018 movs r0, r3 + 80008be: 2303 movs r3, #3 + 80008c0: 4003 ands r3, r0 + 80008c2: 00db lsls r3, r3, #3 + 80008c4: 409a lsls r2, r3 + NVIC->IP[_IP_IDX(IRQn)] = ((uint32_t)(NVIC->IP[_IP_IDX(IRQn)] & ~(0xFFUL << _BIT_SHIFT(IRQn))) | + 80008c6: 4807 ldr r0, [pc, #28] ; (80008e4 <NVIC_SetPriority+0xd8>) + 80008c8: 1dfb adds r3, r7, #7 + 80008ca: 781b ldrb r3, [r3, #0] + 80008cc: b25b sxtb r3, r3 + 80008ce: 089b lsrs r3, r3, #2 + 80008d0: 430a orrs r2, r1 + 80008d2: 33c0 adds r3, #192 ; 0xc0 + 80008d4: 009b lsls r3, r3, #2 + 80008d6: 501a str r2, [r3, r0] +} + 80008d8: 46c0 nop ; (mov r8, r8) + 80008da: 46bd mov sp, r7 + 80008dc: b003 add sp, #12 + 80008de: bd90 pop {r4, r7, pc} + 80008e0: e000ed00 .word 0xe000ed00 + 80008e4: e000e100 .word 0xe000e100 + +080008e8 <usart_dma_init>: + +volatile struct dma_tx_buf usart_tx_buf; + +static void usart_schedule_dma(); + +void usart_dma_init() { + 80008e8: b580 push {r7, lr} + 80008ea: af00 add r7, sp, #0 + usart_tx_buf.xfr_start = -1, + 80008ec: 4b17 ldr r3, [pc, #92] ; (800094c <usart_dma_init+0x64>) + 80008ee: 2201 movs r2, #1 + 80008f0: 4252 negs r2, r2 + 80008f2: 601a str r2, [r3, #0] + usart_tx_buf.xfr_end = 0, + 80008f4: 4b15 ldr r3, [pc, #84] ; (800094c <usart_dma_init+0x64>) + 80008f6: 2200 movs r2, #0 + 80008f8: 605a str r2, [r3, #4] + usart_tx_buf.wr_pos = 0, + 80008fa: 4b14 ldr r3, [pc, #80] ; (800094c <usart_dma_init+0x64>) + 80008fc: 2200 movs r2, #0 + 80008fe: 609a str r2, [r3, #8] + + /* Configure DMA 1 Channel 2 to handle uart transmission */ + DMA1_Channel2->CPAR = (unsigned int)&(USART1->TDR); + 8000900: 4b13 ldr r3, [pc, #76] ; (8000950 <usart_dma_init+0x68>) + 8000902: 4a14 ldr r2, [pc, #80] ; (8000954 <usart_dma_init+0x6c>) + 8000904: 609a str r2, [r3, #8] + DMA1_Channel2->CCR = (0<<DMA_CCR_PL_Pos) + 8000906: 4b12 ldr r3, [pc, #72] ; (8000950 <usart_dma_init+0x68>) + 8000908: 2292 movs r2, #146 ; 0x92 + 800090a: 601a str r2, [r3, #0] + | (0<<DMA_CCR_PSIZE_Pos) /* 8 bit */ + | DMA_CCR_MINC + | DMA_CCR_TCIE; /* Enable transfer complete interrupt. */ + + /* triggered on transfer completion. We use this to process the ADC data */ + NVIC_EnableIRQ(DMA1_Channel2_3_IRQn); + 800090c: 200a movs r0, #10 + 800090e: f7ff ff4f bl 80007b0 <NVIC_EnableIRQ> + NVIC_SetPriority(DMA1_Channel2_3_IRQn, 1<<5); + 8000912: 2120 movs r1, #32 + 8000914: 200a movs r0, #10 + 8000916: f7ff ff79 bl 800080c <NVIC_SetPriority> + + USART1->CR1 = /* 8-bit -> M1, M0 clear */ + 800091a: 4b0f ldr r3, [pc, #60] ; (8000958 <usart_dma_init+0x70>) + 800091c: 4a0f ldr r2, [pc, #60] ; (800095c <usart_dma_init+0x74>) + 800091e: 601a str r2, [r3, #0] + | USART_CR1_RXNEIE /* Enable receive interrupt */ + /* other interrupts clear */ + | USART_CR1_TE + | USART_CR1_RE; + /* Set divider for 1MBd @48MHz system clock. */ + USART1->BRR = 48; + 8000920: 4b0d ldr r3, [pc, #52] ; (8000958 <usart_dma_init+0x70>) + 8000922: 2230 movs r2, #48 ; 0x30 + 8000924: 60da str r2, [r3, #12] + + USART1->CR2 = USART_CR2_TXINV | USART_CR2_RXINV; + 8000926: 4b0c ldr r3, [pc, #48] ; (8000958 <usart_dma_init+0x70>) + 8000928: 22c0 movs r2, #192 ; 0xc0 + 800092a: 0292 lsls r2, r2, #10 + 800092c: 605a str r2, [r3, #4] + + USART1->CR3 |= USART_CR3_DMAT; /* TX DMA enable */ + 800092e: 4b0a ldr r3, [pc, #40] ; (8000958 <usart_dma_init+0x70>) + 8000930: 689a ldr r2, [r3, #8] + 8000932: 4b09 ldr r3, [pc, #36] ; (8000958 <usart_dma_init+0x70>) + 8000934: 2180 movs r1, #128 ; 0x80 + 8000936: 430a orrs r2, r1 + 8000938: 609a str r2, [r3, #8] + /* Enable receive interrupt */ + //NVIC_EnableIRQ(USART1_IRQn); + //NVIC_SetPriority(USART1_IRQn, 1); + + /* And... go! */ + USART1->CR1 |= USART_CR1_UE; + 800093a: 4b07 ldr r3, [pc, #28] ; (8000958 <usart_dma_init+0x70>) + 800093c: 681a ldr r2, [r3, #0] + 800093e: 4b06 ldr r3, [pc, #24] ; (8000958 <usart_dma_init+0x70>) + 8000940: 2101 movs r1, #1 + 8000942: 430a orrs r2, r1 + 8000944: 601a str r2, [r3, #0] +} + 8000946: 46c0 nop ; (mov r8, r8) + 8000948: 46bd mov sp, r7 + 800094a: bd80 pop {r7, pc} + 800094c: 200008c8 .word 0x200008c8 + 8000950: 4002001c .word 0x4002001c + 8000954: 40013828 .word 0x40013828 + 8000958: 40013800 .word 0x40013800 + 800095c: 0000202c .word 0x0000202c + +08000960 <usart_schedule_dma>: + +void usart_schedule_dma() { + 8000960: b580 push {r7, lr} + 8000962: b084 sub sp, #16 + 8000964: af00 add r7, sp, #0 + /* This function is only called when the DMA channel is disabled. This means we don't have to guard it in IRQ + * disables. */ + volatile struct dma_tx_buf *buf = &usart_tx_buf; + 8000966: 4b19 ldr r3, [pc, #100] ; (80009cc <usart_schedule_dma+0x6c>) + 8000968: 60bb str r3, [r7, #8] + + size_t xfr_len, xfr_start = buf->xfr_end; + 800096a: 68bb ldr r3, [r7, #8] + 800096c: 685b ldr r3, [r3, #4] + 800096e: 607b str r3, [r7, #4] + if (buf->wr_pos > xfr_start) /* no wraparound */ + 8000970: 68bb ldr r3, [r7, #8] + 8000972: 689b ldr r3, [r3, #8] + 8000974: 687a ldr r2, [r7, #4] + 8000976: 429a cmp r2, r3 + 8000978: d205 bcs.n 8000986 <usart_schedule_dma+0x26> + xfr_len = buf->wr_pos - xfr_start; + 800097a: 68bb ldr r3, [r7, #8] + 800097c: 689a ldr r2, [r3, #8] + 800097e: 687b ldr r3, [r7, #4] + 8000980: 1ad3 subs r3, r2, r3 + 8000982: 60fb str r3, [r7, #12] + 8000984: e004 b.n 8000990 <usart_schedule_dma+0x30> + else /* wraparound */ + xfr_len = sizeof(buf->data) - xfr_start; /* schedule transfer until end of buffer */ + 8000986: 687b ldr r3, [r7, #4] + 8000988: 2280 movs r2, #128 ; 0x80 + 800098a: 0052 lsls r2, r2, #1 + 800098c: 1ad3 subs r3, r2, r3 + 800098e: 60fb str r3, [r7, #12] + + buf->xfr_start = xfr_start; + 8000990: 68bb ldr r3, [r7, #8] + 8000992: 687a ldr r2, [r7, #4] + 8000994: 601a str r2, [r3, #0] + buf->xfr_end = (xfr_start + xfr_len) % sizeof(buf->data); /* handle wraparound */ + 8000996: 687a ldr r2, [r7, #4] + 8000998: 68fb ldr r3, [r7, #12] + 800099a: 18d3 adds r3, r2, r3 + 800099c: 22ff movs r2, #255 ; 0xff + 800099e: 401a ands r2, r3 + 80009a0: 68bb ldr r3, [r7, #8] + 80009a2: 605a str r2, [r3, #4] + + /* initiate transmission of new buffer */ + DMA1_Channel2->CMAR = (uint32_t)(buf->data + xfr_start); + 80009a4: 68bb ldr r3, [r7, #8] + 80009a6: 330c adds r3, #12 + 80009a8: 001a movs r2, r3 + 80009aa: 687b ldr r3, [r7, #4] + 80009ac: 18d2 adds r2, r2, r3 + 80009ae: 4b08 ldr r3, [pc, #32] ; (80009d0 <usart_schedule_dma+0x70>) + 80009b0: 60da str r2, [r3, #12] + DMA1_Channel2->CNDTR = xfr_len; + 80009b2: 4b07 ldr r3, [pc, #28] ; (80009d0 <usart_schedule_dma+0x70>) + 80009b4: 68fa ldr r2, [r7, #12] + 80009b6: 605a str r2, [r3, #4] + DMA1_Channel2->CCR |= DMA_CCR_EN; + 80009b8: 4b05 ldr r3, [pc, #20] ; (80009d0 <usart_schedule_dma+0x70>) + 80009ba: 681a ldr r2, [r3, #0] + 80009bc: 4b04 ldr r3, [pc, #16] ; (80009d0 <usart_schedule_dma+0x70>) + 80009be: 2101 movs r1, #1 + 80009c0: 430a orrs r2, r1 + 80009c2: 601a str r2, [r3, #0] +} + 80009c4: 46c0 nop ; (mov r8, r8) + 80009c6: 46bd mov sp, r7 + 80009c8: b004 add sp, #16 + 80009ca: bd80 pop {r7, pc} + 80009cc: 200008c8 .word 0x200008c8 + 80009d0: 4002001c .word 0x4002001c + +080009d4 <usart_dma_fifo_push>: + +int usart_dma_fifo_push(volatile struct dma_tx_buf *buf, char c) { + 80009d4: b580 push {r7, lr} + 80009d6: b082 sub sp, #8 + 80009d8: af00 add r7, sp, #0 + 80009da: 6078 str r0, [r7, #4] + 80009dc: 000a movs r2, r1 + 80009de: 1cfb adds r3, r7, #3 + 80009e0: 701a strb r2, [r3, #0] + /* This function must be guarded by IRQ disable since the IRQ may schedule a new transfer and charge pos/start. */ + NVIC_DisableIRQ(DMA1_Channel2_3_IRQn); + 80009e2: 200a movs r0, #10 + 80009e4: f7ff fefa bl 80007dc <NVIC_DisableIRQ> + + if (buf->wr_pos == buf->xfr_start) { + 80009e8: 687b ldr r3, [r7, #4] + 80009ea: 689a ldr r2, [r3, #8] + 80009ec: 687b ldr r3, [r7, #4] + 80009ee: 681b ldr r3, [r3, #0] + 80009f0: 429a cmp r2, r3 + 80009f2: d105 bne.n 8000a00 <usart_dma_fifo_push+0x2c> + NVIC_EnableIRQ(DMA1_Channel2_3_IRQn); + 80009f4: 200a movs r0, #10 + 80009f6: f7ff fedb bl 80007b0 <NVIC_EnableIRQ> + return -EBUSY; + 80009fa: 2310 movs r3, #16 + 80009fc: 425b negs r3, r3 + 80009fe: e011 b.n 8000a24 <usart_dma_fifo_push+0x50> + } + + buf->data[buf->wr_pos] = c; + 8000a00: 687b ldr r3, [r7, #4] + 8000a02: 689b ldr r3, [r3, #8] + 8000a04: 687a ldr r2, [r7, #4] + 8000a06: 18d3 adds r3, r2, r3 + 8000a08: 1cfa adds r2, r7, #3 + 8000a0a: 7812 ldrb r2, [r2, #0] + 8000a0c: 731a strb r2, [r3, #12] + buf->wr_pos = (buf->wr_pos + 1) % sizeof(buf->data); + 8000a0e: 687b ldr r3, [r7, #4] + 8000a10: 689b ldr r3, [r3, #8] + 8000a12: 3301 adds r3, #1 + 8000a14: 22ff movs r2, #255 ; 0xff + 8000a16: 401a ands r2, r3 + 8000a18: 687b ldr r3, [r7, #4] + 8000a1a: 609a str r2, [r3, #8] + + NVIC_EnableIRQ(DMA1_Channel2_3_IRQn); + 8000a1c: 200a movs r0, #10 + 8000a1e: f7ff fec7 bl 80007b0 <NVIC_EnableIRQ> + return 0; + 8000a22: 2300 movs r3, #0 +} + 8000a24: 0018 movs r0, r3 + 8000a26: 46bd mov sp, r7 + 8000a28: b002 add sp, #8 + 8000a2a: bd80 pop {r7, pc} + +08000a2c <usart_putc>: + +void usart_putc(char c) { + 8000a2c: b580 push {r7, lr} + 8000a2e: b082 sub sp, #8 + 8000a30: af00 add r7, sp, #0 + 8000a32: 0002 movs r2, r0 + 8000a34: 1dfb adds r3, r7, #7 + 8000a36: 701a strb r2, [r3, #0] + /* push char to fifo, busy-loop if stalled to wait for USART to empty fifo via DMA */ + while (usart_dma_fifo_push(&usart_tx_buf, c) == -EBUSY) { + 8000a38: 46c0 nop ; (mov r8, r8) + 8000a3a: 1dfb adds r3, r7, #7 + 8000a3c: 781a ldrb r2, [r3, #0] + 8000a3e: 4b06 ldr r3, [pc, #24] ; (8000a58 <usart_putc+0x2c>) + 8000a40: 0011 movs r1, r2 + 8000a42: 0018 movs r0, r3 + 8000a44: f7ff ffc6 bl 80009d4 <usart_dma_fifo_push> + 8000a48: 0003 movs r3, r0 + 8000a4a: 3310 adds r3, #16 + 8000a4c: d0f5 beq.n 8000a3a <usart_putc+0xe> + /* idle */ + } +} + 8000a4e: 46c0 nop ; (mov r8, r8) + 8000a50: 46c0 nop ; (mov r8, r8) + 8000a52: 46bd mov sp, r7 + 8000a54: b002 add sp, #8 + 8000a56: bd80 pop {r7, pc} + 8000a58: 200008c8 .word 0x200008c8 + +08000a5c <DMA1_Channel2_3_IRQHandler>: + +void DMA1_Channel2_3_IRQHandler(void) { + 8000a5c: b580 push {r7, lr} + 8000a5e: af00 add r7, sp, #0 + /* Transfer complete */ + DMA1->IFCR |= DMA_IFCR_CTCIF2; + 8000a60: 4b0b ldr r3, [pc, #44] ; (8000a90 <DMA1_Channel2_3_IRQHandler+0x34>) + 8000a62: 685a ldr r2, [r3, #4] + 8000a64: 4b0a ldr r3, [pc, #40] ; (8000a90 <DMA1_Channel2_3_IRQHandler+0x34>) + 8000a66: 2120 movs r1, #32 + 8000a68: 430a orrs r2, r1 + 8000a6a: 605a str r2, [r3, #4] + + DMA1_Channel2->CCR &= ~DMA_CCR_EN; + 8000a6c: 4b09 ldr r3, [pc, #36] ; (8000a94 <DMA1_Channel2_3_IRQHandler+0x38>) + 8000a6e: 681a ldr r2, [r3, #0] + 8000a70: 4b08 ldr r3, [pc, #32] ; (8000a94 <DMA1_Channel2_3_IRQHandler+0x38>) + 8000a72: 2101 movs r1, #1 + 8000a74: 438a bics r2, r1 + 8000a76: 601a str r2, [r3, #0] + if (usart_tx_buf.wr_pos != usart_tx_buf.xfr_end) /* buffer not empty */ + 8000a78: 4b07 ldr r3, [pc, #28] ; (8000a98 <DMA1_Channel2_3_IRQHandler+0x3c>) + 8000a7a: 689a ldr r2, [r3, #8] + 8000a7c: 4b06 ldr r3, [pc, #24] ; (8000a98 <DMA1_Channel2_3_IRQHandler+0x3c>) + 8000a7e: 685b ldr r3, [r3, #4] + 8000a80: 429a cmp r2, r3 + 8000a82: d001 beq.n 8000a88 <DMA1_Channel2_3_IRQHandler+0x2c> + usart_schedule_dma(); + 8000a84: f7ff ff6c bl 8000960 <usart_schedule_dma> +} + 8000a88: 46c0 nop ; (mov r8, r8) + 8000a8a: 46bd mov sp, r7 + 8000a8c: bd80 pop {r7, pc} + 8000a8e: 46c0 nop ; (mov r8, r8) + 8000a90: 40020000 .word 0x40020000 + 8000a94: 4002001c .word 0x4002001c + 8000a98: 200008c8 .word 0x200008c8 + +08000a9c <usart_send_packet>: + +void usart_send_packet(const uint8_t *data, size_t len) { + 8000a9c: b580 push {r7, lr} + 8000a9e: b082 sub sp, #8 + 8000aa0: af00 add r7, sp, #0 + 8000aa2: 6078 str r0, [r7, #4] + 8000aa4: 6039 str r1, [r7, #0] + /* ignore return value as putf is blocking and always succeeds */ + (void)cobs_encode_usart((char *)data, len); + 8000aa6: 683a ldr r2, [r7, #0] + 8000aa8: 687b ldr r3, [r7, #4] + 8000aaa: 0011 movs r1, r2 + 8000aac: 0018 movs r0, r3 + 8000aae: f000 f870 bl 8000b92 <cobs_encode_usart> + + /* If the DMA stream is idle right now, schedule a transfer */ + if (!(DMA1_Channel2->CCR & DMA_CCR_EN)) + 8000ab2: 4b05 ldr r3, [pc, #20] ; (8000ac8 <usart_send_packet+0x2c>) + 8000ab4: 681b ldr r3, [r3, #0] + 8000ab6: 2201 movs r2, #1 + 8000ab8: 4013 ands r3, r2 + 8000aba: d101 bne.n 8000ac0 <usart_send_packet+0x24> + usart_schedule_dma(); + 8000abc: f7ff ff50 bl 8000960 <usart_schedule_dma> +} + 8000ac0: 46c0 nop ; (mov r8, r8) + 8000ac2: 46bd mov sp, r7 + 8000ac4: b002 add sp, #8 + 8000ac6: bd80 pop {r7, pc} + 8000ac8: 4002001c .word 0x4002001c + +08000acc <cobs_encode>: + @ ensures \result == -1; + @ + @ complete behaviors; + @ disjoint behaviors; + @*/ +ssize_t cobs_encode(char *dst, size_t dstlen, char *src, size_t srclen) { + 8000acc: b580 push {r7, lr} + 8000ace: b088 sub sp, #32 + 8000ad0: af00 add r7, sp, #0 + 8000ad2: 60f8 str r0, [r7, #12] + 8000ad4: 60b9 str r1, [r7, #8] + 8000ad6: 607a str r2, [r7, #4] + 8000ad8: 603b str r3, [r7, #0] + if (dstlen > 65535 || srclen > 254) + 8000ada: 68ba ldr r2, [r7, #8] + 8000adc: 2380 movs r3, #128 ; 0x80 + 8000ade: 025b lsls r3, r3, #9 + 8000ae0: 429a cmp r2, r3 + 8000ae2: d202 bcs.n 8000aea <cobs_encode+0x1e> + 8000ae4: 683b ldr r3, [r7, #0] + 8000ae6: 2bfe cmp r3, #254 ; 0xfe + 8000ae8: d902 bls.n 8000af0 <cobs_encode+0x24> + return -1; + 8000aea: 2301 movs r3, #1 + 8000aec: 425b negs r3, r3 + 8000aee: e04c b.n 8000b8a <cobs_encode+0xbe> + //@ assert 0 <= dstlen <= 65535 && 0 <= srclen <= 254; + + if (dstlen < srclen+2) + 8000af0: 683b ldr r3, [r7, #0] + 8000af2: 3302 adds r3, #2 + 8000af4: 68ba ldr r2, [r7, #8] + 8000af6: 429a cmp r2, r3 + 8000af8: d202 bcs.n 8000b00 <cobs_encode+0x34> + return -1; + 8000afa: 2301 movs r3, #1 + 8000afc: 425b negs r3, r3 + 8000afe: e044 b.n 8000b8a <cobs_encode+0xbe> + //@ assert 0 <= srclen < srclen+2 <= dstlen; + + size_t p = 0; + 8000b00: 2300 movs r3, #0 + 8000b02: 61fb str r3, [r7, #28] + @ loop invariant \forall integer i; 0 <= i < p ==> dst[i] != 0; + @ loop invariant \forall integer i; 0 < i < p ==> (src[i-1] != 0 ==> dst[i] == src[i-1]); + @ loop assigns p, dst[0..srclen+1]; + @ loop variant srclen-p+1; + @*/ + while (p <= srclen) { + 8000b04: e036 b.n 8000b74 <cobs_encode+0xa8> + + char val; + if (p != 0 && src[p-1] != 0) { + 8000b06: 69fb ldr r3, [r7, #28] + 8000b08: 2b00 cmp r3, #0 + 8000b0a: d00f beq.n 8000b2c <cobs_encode+0x60> + 8000b0c: 69fb ldr r3, [r7, #28] + 8000b0e: 3b01 subs r3, #1 + 8000b10: 687a ldr r2, [r7, #4] + 8000b12: 18d3 adds r3, r2, r3 + 8000b14: 781b ldrb r3, [r3, #0] + 8000b16: 2b00 cmp r3, #0 + 8000b18: d008 beq.n 8000b2c <cobs_encode+0x60> + val = src[p-1]; + 8000b1a: 69fb ldr r3, [r7, #28] + 8000b1c: 3b01 subs r3, #1 + 8000b1e: 687a ldr r2, [r7, #4] + 8000b20: 18d2 adds r2, r2, r3 + 8000b22: 231b movs r3, #27 + 8000b24: 18fb adds r3, r7, r3 + 8000b26: 7812 ldrb r2, [r2, #0] + 8000b28: 701a strb r2, [r3, #0] + 8000b2a: e019 b.n 8000b60 <cobs_encode+0x94> + + } else { + size_t q = p; + 8000b2c: 69fb ldr r3, [r7, #28] + 8000b2e: 617b str r3, [r7, #20] + /*@ loop invariant 0 <= p <= q <= srclen; + @ loop invariant \forall integer i; p <= i < q ==> src[i] != 0; + @ loop assigns q; + @ loop variant srclen-q; + @*/ + while (q < srclen && src[q] != 0) + 8000b30: e002 b.n 8000b38 <cobs_encode+0x6c> + q++; + 8000b32: 697b ldr r3, [r7, #20] + 8000b34: 3301 adds r3, #1 + 8000b36: 617b str r3, [r7, #20] + while (q < srclen && src[q] != 0) + 8000b38: 697a ldr r2, [r7, #20] + 8000b3a: 683b ldr r3, [r7, #0] + 8000b3c: 429a cmp r2, r3 + 8000b3e: d205 bcs.n 8000b4c <cobs_encode+0x80> + 8000b40: 687a ldr r2, [r7, #4] + 8000b42: 697b ldr r3, [r7, #20] + 8000b44: 18d3 adds r3, r2, r3 + 8000b46: 781b ldrb r3, [r3, #0] + 8000b48: 2b00 cmp r3, #0 + 8000b4a: d1f2 bne.n 8000b32 <cobs_encode+0x66> + //@ assert q == srclen || src[q] == 0; + //@ assert q <= srclen <= 254; + val = (char)q-p+1; + 8000b4c: 697b ldr r3, [r7, #20] + 8000b4e: b2da uxtb r2, r3 + 8000b50: 69fb ldr r3, [r7, #28] + 8000b52: b2db uxtb r3, r3 + 8000b54: 1ad3 subs r3, r2, r3 + 8000b56: b2da uxtb r2, r3 + 8000b58: 231b movs r3, #27 + 8000b5a: 18fb adds r3, r7, r3 + 8000b5c: 3201 adds r2, #1 + 8000b5e: 701a strb r2, [r3, #0] + //@ assert val != 0; + } + + dst[p] = val; + 8000b60: 68fa ldr r2, [r7, #12] + 8000b62: 69fb ldr r3, [r7, #28] + 8000b64: 18d3 adds r3, r2, r3 + 8000b66: 221b movs r2, #27 + 8000b68: 18ba adds r2, r7, r2 + 8000b6a: 7812 ldrb r2, [r2, #0] + 8000b6c: 701a strb r2, [r3, #0] + p++; + 8000b6e: 69fb ldr r3, [r7, #28] + 8000b70: 3301 adds r3, #1 + 8000b72: 61fb str r3, [r7, #28] + while (p <= srclen) { + 8000b74: 69fa ldr r2, [r7, #28] + 8000b76: 683b ldr r3, [r7, #0] + 8000b78: 429a cmp r2, r3 + 8000b7a: d9c4 bls.n 8000b06 <cobs_encode+0x3a> + } + + dst[p] = 0; + 8000b7c: 68fa ldr r2, [r7, #12] + 8000b7e: 69fb ldr r3, [r7, #28] + 8000b80: 18d3 adds r3, r2, r3 + 8000b82: 2200 movs r2, #0 + 8000b84: 701a strb r2, [r3, #0] + //@ assert p == srclen+1; + + return srclen+2; + 8000b86: 683b ldr r3, [r7, #0] + 8000b88: 3302 adds r3, #2 +} + 8000b8a: 0018 movs r0, r3 + 8000b8c: 46bd mov sp, r7 + 8000b8e: b008 add sp, #32 + 8000b90: bd80 pop {r7, pc} + +08000b92 <cobs_encode_usart>: + +int cobs_encode_usart(char *src, size_t srclen) { + 8000b92: b580 push {r7, lr} + 8000b94: b086 sub sp, #24 + 8000b96: af00 add r7, sp, #0 + 8000b98: 6078 str r0, [r7, #4] + 8000b9a: 6039 str r1, [r7, #0] + if (srclen > 254) + 8000b9c: 683b ldr r3, [r7, #0] + 8000b9e: 2bfe cmp r3, #254 ; 0xfe + 8000ba0: d902 bls.n 8000ba8 <cobs_encode_usart+0x16> + return -1; + 8000ba2: 2301 movs r3, #1 + 8000ba4: 425b negs r3, r3 + 8000ba6: e040 b.n 8000c2a <cobs_encode_usart+0x98> + //@ assert 0 <= srclen <= 254; + + size_t p = 0; + 8000ba8: 2300 movs r3, #0 + 8000baa: 617b str r3, [r7, #20] + /*@ loop invariant 0 <= p <= srclen+1; + @ loop assigns p; + @ loop variant srclen-p+1; + @*/ + while (p <= srclen) { + 8000bac: e035 b.n 8000c1a <cobs_encode_usart+0x88> + + char val; + if (p != 0 && src[p-1] != 0) { + 8000bae: 697b ldr r3, [r7, #20] + 8000bb0: 2b00 cmp r3, #0 + 8000bb2: d00f beq.n 8000bd4 <cobs_encode_usart+0x42> + 8000bb4: 697b ldr r3, [r7, #20] + 8000bb6: 3b01 subs r3, #1 + 8000bb8: 687a ldr r2, [r7, #4] + 8000bba: 18d3 adds r3, r2, r3 + 8000bbc: 781b ldrb r3, [r3, #0] + 8000bbe: 2b00 cmp r3, #0 + 8000bc0: d008 beq.n 8000bd4 <cobs_encode_usart+0x42> + val = src[p-1]; + 8000bc2: 697b ldr r3, [r7, #20] + 8000bc4: 3b01 subs r3, #1 + 8000bc6: 687a ldr r2, [r7, #4] + 8000bc8: 18d2 adds r2, r2, r3 + 8000bca: 2313 movs r3, #19 + 8000bcc: 18fb adds r3, r7, r3 + 8000bce: 7812 ldrb r2, [r2, #0] + 8000bd0: 701a strb r2, [r3, #0] + 8000bd2: e019 b.n 8000c08 <cobs_encode_usart+0x76> + + } else { + size_t q = p; + 8000bd4: 697b ldr r3, [r7, #20] + 8000bd6: 60fb str r3, [r7, #12] + /*@ loop invariant 0 <= p <= q <= srclen; + @ loop invariant \forall integer i; p <= i < q ==> src[i] != 0; + @ loop assigns q; + @ loop variant srclen-q; + @*/ + while (q < srclen && src[q] != 0) + 8000bd8: e002 b.n 8000be0 <cobs_encode_usart+0x4e> + q++; + 8000bda: 68fb ldr r3, [r7, #12] + 8000bdc: 3301 adds r3, #1 + 8000bde: 60fb str r3, [r7, #12] + while (q < srclen && src[q] != 0) + 8000be0: 68fa ldr r2, [r7, #12] + 8000be2: 683b ldr r3, [r7, #0] + 8000be4: 429a cmp r2, r3 + 8000be6: d205 bcs.n 8000bf4 <cobs_encode_usart+0x62> + 8000be8: 687a ldr r2, [r7, #4] + 8000bea: 68fb ldr r3, [r7, #12] + 8000bec: 18d3 adds r3, r2, r3 + 8000bee: 781b ldrb r3, [r3, #0] + 8000bf0: 2b00 cmp r3, #0 + 8000bf2: d1f2 bne.n 8000bda <cobs_encode_usart+0x48> + //@ assert q == srclen || src[q] == 0; + //@ assert q <= srclen <= 254; + val = (char)q-p+1; + 8000bf4: 68fb ldr r3, [r7, #12] + 8000bf6: b2da uxtb r2, r3 + 8000bf8: 697b ldr r3, [r7, #20] + 8000bfa: b2db uxtb r3, r3 + 8000bfc: 1ad3 subs r3, r2, r3 + 8000bfe: b2da uxtb r2, r3 + 8000c00: 2313 movs r3, #19 + 8000c02: 18fb adds r3, r7, r3 + 8000c04: 3201 adds r2, #1 + 8000c06: 701a strb r2, [r3, #0] + //@ assert val != 0; + } + + usart_putc(val); + 8000c08: 2313 movs r3, #19 + 8000c0a: 18fb adds r3, r7, r3 + 8000c0c: 781b ldrb r3, [r3, #0] + 8000c0e: 0018 movs r0, r3 + 8000c10: f7ff ff0c bl 8000a2c <usart_putc> + p++; + 8000c14: 697b ldr r3, [r7, #20] + 8000c16: 3301 adds r3, #1 + 8000c18: 617b str r3, [r7, #20] + while (p <= srclen) { + 8000c1a: 697a ldr r2, [r7, #20] + 8000c1c: 683b ldr r3, [r7, #0] + 8000c1e: 429a cmp r2, r3 + 8000c20: d9c5 bls.n 8000bae <cobs_encode_usart+0x1c> + } + + usart_putc(0); + 8000c22: 2000 movs r0, #0 + 8000c24: f7ff ff02 bl 8000a2c <usart_putc> + //@ assert p == srclen+1; + + return 0; + 8000c28: 2300 movs r3, #0 +} + 8000c2a: 0018 movs r0, r3 + 8000c2c: 46bd mov sp, r7 + 8000c2e: b006 add sp, #24 + 8000c30: bd80 pop {r7, pc} + +08000c32 <cobs_decode>: + @ ensures \result == -1; + @ + @ complete behaviors; + @ disjoint behaviors; + @*/ +ssize_t cobs_decode(char *dst, size_t dstlen, char *src, size_t srclen) { + 8000c32: b580 push {r7, lr} + 8000c34: b088 sub sp, #32 + 8000c36: af00 add r7, sp, #0 + 8000c38: 60f8 str r0, [r7, #12] + 8000c3a: 60b9 str r1, [r7, #8] + 8000c3c: 607a str r2, [r7, #4] + 8000c3e: 603b str r3, [r7, #0] + if (dstlen > 65535 || srclen > 65535) + 8000c40: 68ba ldr r2, [r7, #8] + 8000c42: 2380 movs r3, #128 ; 0x80 + 8000c44: 025b lsls r3, r3, #9 + 8000c46: 429a cmp r2, r3 + 8000c48: d204 bcs.n 8000c54 <cobs_decode+0x22> + 8000c4a: 683a ldr r2, [r7, #0] + 8000c4c: 2380 movs r3, #128 ; 0x80 + 8000c4e: 025b lsls r3, r3, #9 + 8000c50: 429a cmp r2, r3 + 8000c52: d302 bcc.n 8000c5a <cobs_decode+0x28> + return -1; + 8000c54: 2301 movs r3, #1 + 8000c56: 425b negs r3, r3 + 8000c58: e052 b.n 8000d00 <cobs_decode+0xce> + + if (srclen < 1) + 8000c5a: 683b ldr r3, [r7, #0] + 8000c5c: 2b00 cmp r3, #0 + 8000c5e: d102 bne.n 8000c66 <cobs_decode+0x34> + return -1; + 8000c60: 2301 movs r3, #1 + 8000c62: 425b negs r3, r3 + 8000c64: e04c b.n 8000d00 <cobs_decode+0xce> + + if (dstlen < srclen) + 8000c66: 68ba ldr r2, [r7, #8] + 8000c68: 683b ldr r3, [r7, #0] + 8000c6a: 429a cmp r2, r3 + 8000c6c: d202 bcs.n 8000c74 <cobs_decode+0x42> + return -1; + 8000c6e: 2301 movs r3, #1 + 8000c70: 425b negs r3, r3 + 8000c72: e045 b.n 8000d00 <cobs_decode+0xce> + + size_t p = 1; + 8000c74: 2301 movs r3, #1 + 8000c76: 61fb str r3, [r7, #28] + size_t c = (unsigned char)src[0]; + 8000c78: 687b ldr r3, [r7, #4] + 8000c7a: 781b ldrb r3, [r3, #0] + 8000c7c: 61bb str r3, [r7, #24] + //@ assert 0 <= c < 256; + //@ assert 0 <= c; + //@ assert c < 256; + if (c == 0) + 8000c7e: 69bb ldr r3, [r7, #24] + 8000c80: 2b00 cmp r3, #0 + 8000c82: d124 bne.n 8000cce <cobs_decode+0x9c> + return -2; /* invalid framing. An empty frame would be [...] 00 01 00, not [...] 00 00 */ + 8000c84: 2302 movs r3, #2 + 8000c86: 425b negs r3, r3 + 8000c88: e03a b.n 8000d00 <cobs_decode+0xce> + @ loop assigns dst[0..dstlen-1], p, c; + @ loop variant srclen-p; + @*/ + while (p < srclen && src[p]) { + char val; + c--; + 8000c8a: 69bb ldr r3, [r7, #24] + 8000c8c: 3b01 subs r3, #1 + 8000c8e: 61bb str r3, [r7, #24] + + //@ assert src[p] != 0; + if (c == 0) { + 8000c90: 69bb ldr r3, [r7, #24] + 8000c92: 2b00 cmp r3, #0 + 8000c94: d109 bne.n 8000caa <cobs_decode+0x78> + c = (unsigned char)src[p]; + 8000c96: 687a ldr r2, [r7, #4] + 8000c98: 69fb ldr r3, [r7, #28] + 8000c9a: 18d3 adds r3, r2, r3 + 8000c9c: 781b ldrb r3, [r3, #0] + 8000c9e: 61bb str r3, [r7, #24] + val = 0; + 8000ca0: 2317 movs r3, #23 + 8000ca2: 18fb adds r3, r7, r3 + 8000ca4: 2200 movs r2, #0 + 8000ca6: 701a strb r2, [r3, #0] + 8000ca8: e006 b.n 8000cb8 <cobs_decode+0x86> + } else { + val = src[p]; + 8000caa: 687a ldr r2, [r7, #4] + 8000cac: 69fb ldr r3, [r7, #28] + 8000cae: 18d2 adds r2, r2, r3 + 8000cb0: 2317 movs r3, #23 + 8000cb2: 18fb adds r3, r7, r3 + 8000cb4: 7812 ldrb r2, [r2, #0] + 8000cb6: 701a strb r2, [r3, #0] + } + + //@ assert 0 <= p-1 <= dstlen-1; + dst[p-1] = val; + 8000cb8: 69fb ldr r3, [r7, #28] + 8000cba: 3b01 subs r3, #1 + 8000cbc: 68fa ldr r2, [r7, #12] + 8000cbe: 18d3 adds r3, r2, r3 + 8000cc0: 2217 movs r2, #23 + 8000cc2: 18ba adds r2, r7, r2 + 8000cc4: 7812 ldrb r2, [r2, #0] + 8000cc6: 701a strb r2, [r3, #0] + p++; + 8000cc8: 69fb ldr r3, [r7, #28] + 8000cca: 3301 adds r3, #1 + 8000ccc: 61fb str r3, [r7, #28] + while (p < srclen && src[p]) { + 8000cce: 69fa ldr r2, [r7, #28] + 8000cd0: 683b ldr r3, [r7, #0] + 8000cd2: 429a cmp r2, r3 + 8000cd4: d205 bcs.n 8000ce2 <cobs_decode+0xb0> + 8000cd6: 687a ldr r2, [r7, #4] + 8000cd8: 69fb ldr r3, [r7, #28] + 8000cda: 18d3 adds r3, r2, r3 + 8000cdc: 781b ldrb r3, [r3, #0] + 8000cde: 2b00 cmp r3, #0 + 8000ce0: d1d3 bne.n 8000c8a <cobs_decode+0x58> + } + + if (p == srclen) + 8000ce2: 69fa ldr r2, [r7, #28] + 8000ce4: 683b ldr r3, [r7, #0] + 8000ce6: 429a cmp r2, r3 + 8000ce8: d102 bne.n 8000cf0 <cobs_decode+0xbe> + return -2; /* Invalid framing. The terminating null byte should always be present in the input buffer. */ + 8000cea: 2302 movs r3, #2 + 8000cec: 425b negs r3, r3 + 8000cee: e007 b.n 8000d00 <cobs_decode+0xce> + + if (c != 1) + 8000cf0: 69bb ldr r3, [r7, #24] + 8000cf2: 2b01 cmp r3, #1 + 8000cf4: d002 beq.n 8000cfc <cobs_decode+0xca> + return -3; /* Invalid framing. The skip counter does not hit the end of the frame. */ + 8000cf6: 2303 movs r3, #3 + 8000cf8: 425b negs r3, r3 + 8000cfa: e001 b.n 8000d00 <cobs_decode+0xce> + + //@ assert 0 < p <= srclen <= 65535; + //@ assert src[p] == 0; + //@ assert \forall integer i; 1 <= i < p ==> src[i] != 0; + return p-1; + 8000cfc: 69fb ldr r3, [r7, #28] + 8000cfe: 3b01 subs r3, #1 +} + 8000d00: 0018 movs r0, r3 + 8000d02: 46bd mov sp, r7 + 8000d04: b008 add sp, #32 + 8000d06: bd80 pop {r7, pc} + +08000d08 <cobs_decode_incremental_initialize>: + +void cobs_decode_incremental_initialize(struct cobs_decode_state *state) { + 8000d08: b580 push {r7, lr} + 8000d0a: b082 sub sp, #8 + 8000d0c: af00 add r7, sp, #0 + 8000d0e: 6078 str r0, [r7, #4] + state->p = 0; + 8000d10: 687b ldr r3, [r7, #4] + 8000d12: 2200 movs r2, #0 + 8000d14: 601a str r2, [r3, #0] + state->c = 0; + 8000d16: 687b ldr r3, [r7, #4] + 8000d18: 2200 movs r2, #0 + 8000d1a: 605a str r2, [r3, #4] +} + 8000d1c: 46c0 nop ; (mov r8, r8) + 8000d1e: 46bd mov sp, r7 + 8000d20: b002 add sp, #8 + 8000d22: bd80 pop {r7, pc} + +08000d24 <cobs_decode_incremental>: + +int cobs_decode_incremental(struct cobs_decode_state *state, char *dst, size_t dstlen, char src) { + 8000d24: b580 push {r7, lr} + 8000d26: b088 sub sp, #32 + 8000d28: af00 add r7, sp, #0 + 8000d2a: 60f8 str r0, [r7, #12] + 8000d2c: 60b9 str r1, [r7, #8] + 8000d2e: 607a str r2, [r7, #4] + 8000d30: 001a movs r2, r3 + 8000d32: 1cfb adds r3, r7, #3 + 8000d34: 701a strb r2, [r3, #0] + if (state->p == 0) { + 8000d36: 68fb ldr r3, [r7, #12] + 8000d38: 681b ldr r3, [r3, #0] + 8000d3a: 2b00 cmp r3, #0 + 8000d3c: d10e bne.n 8000d5c <cobs_decode_incremental+0x38> + if (src == 0) + 8000d3e: 1cfb adds r3, r7, #3 + 8000d40: 781b ldrb r3, [r3, #0] + 8000d42: 2b00 cmp r3, #0 + 8000d44: d054 beq.n 8000df0 <cobs_decode_incremental+0xcc> + goto empty_errout; /* invalid framing. An empty frame would be [...] 00 01 00, not [...] 00 00 */ + state->c = (unsigned char)src; + 8000d46: 1cfb adds r3, r7, #3 + 8000d48: 781a ldrb r2, [r3, #0] + 8000d4a: 68fb ldr r3, [r7, #12] + 8000d4c: 605a str r2, [r3, #4] + state->p++; + 8000d4e: 68fb ldr r3, [r7, #12] + 8000d50: 681b ldr r3, [r3, #0] + 8000d52: 1c5a adds r2, r3, #1 + 8000d54: 68fb ldr r3, [r7, #12] + 8000d56: 601a str r2, [r3, #0] + return 0; + 8000d58: 2300 movs r3, #0 + 8000d5a: e050 b.n 8000dfe <cobs_decode_incremental+0xda> + } + + if (!src) { + 8000d5c: 1cfb adds r3, r7, #3 + 8000d5e: 781b ldrb r3, [r3, #0] + 8000d60: 2b00 cmp r3, #0 + 8000d62: d10d bne.n 8000d80 <cobs_decode_incremental+0x5c> + if (state->c != 1) + 8000d64: 68fb ldr r3, [r7, #12] + 8000d66: 685b ldr r3, [r3, #4] + 8000d68: 2b01 cmp r3, #1 + 8000d6a: d139 bne.n 8000de0 <cobs_decode_incremental+0xbc> + goto errout; /* Invalid framing. The skip counter does not hit the end of the frame. */ + int rv = state->p-1; + 8000d6c: 68fb ldr r3, [r7, #12] + 8000d6e: 681b ldr r3, [r3, #0] + 8000d70: 3b01 subs r3, #1 + 8000d72: 617b str r3, [r7, #20] + cobs_decode_incremental_initialize(state); + 8000d74: 68fb ldr r3, [r7, #12] + 8000d76: 0018 movs r0, r3 + 8000d78: f7ff ffc6 bl 8000d08 <cobs_decode_incremental_initialize> + return rv; + 8000d7c: 697b ldr r3, [r7, #20] + 8000d7e: e03e b.n 8000dfe <cobs_decode_incremental+0xda> + } + + char val; + state->c--; + 8000d80: 68fb ldr r3, [r7, #12] + 8000d82: 685b ldr r3, [r3, #4] + 8000d84: 1e5a subs r2, r3, #1 + 8000d86: 68fb ldr r3, [r7, #12] + 8000d88: 605a str r2, [r3, #4] + + if (state->c == 0) { + 8000d8a: 68fb ldr r3, [r7, #12] + 8000d8c: 685b ldr r3, [r3, #4] + 8000d8e: 2b00 cmp r3, #0 + 8000d90: d108 bne.n 8000da4 <cobs_decode_incremental+0x80> + state->c = (unsigned char)src; + 8000d92: 1cfb adds r3, r7, #3 + 8000d94: 781a ldrb r2, [r3, #0] + 8000d96: 68fb ldr r3, [r7, #12] + 8000d98: 605a str r2, [r3, #4] + val = 0; + 8000d9a: 231f movs r3, #31 + 8000d9c: 18fb adds r3, r7, r3 + 8000d9e: 2200 movs r2, #0 + 8000da0: 701a strb r2, [r3, #0] + 8000da2: e004 b.n 8000dae <cobs_decode_incremental+0x8a> + } else { + val = src; + 8000da4: 231f movs r3, #31 + 8000da6: 18fb adds r3, r7, r3 + 8000da8: 1cfa adds r2, r7, #3 + 8000daa: 7812 ldrb r2, [r2, #0] + 8000dac: 701a strb r2, [r3, #0] + } + + size_t pos = state->p-1; + 8000dae: 68fb ldr r3, [r7, #12] + 8000db0: 681b ldr r3, [r3, #0] + 8000db2: 3b01 subs r3, #1 + 8000db4: 61bb str r3, [r7, #24] + if (pos >= dstlen) + 8000db6: 69ba ldr r2, [r7, #24] + 8000db8: 687b ldr r3, [r7, #4] + 8000dba: 429a cmp r2, r3 + 8000dbc: d302 bcc.n 8000dc4 <cobs_decode_incremental+0xa0> + return -2; /* output buffer too small */ + 8000dbe: 2302 movs r3, #2 + 8000dc0: 425b negs r3, r3 + 8000dc2: e01c b.n 8000dfe <cobs_decode_incremental+0xda> + dst[pos] = val; + 8000dc4: 68ba ldr r2, [r7, #8] + 8000dc6: 69bb ldr r3, [r7, #24] + 8000dc8: 18d3 adds r3, r2, r3 + 8000dca: 221f movs r2, #31 + 8000dcc: 18ba adds r2, r7, r2 + 8000dce: 7812 ldrb r2, [r2, #0] + 8000dd0: 701a strb r2, [r3, #0] + state->p++; + 8000dd2: 68fb ldr r3, [r7, #12] + 8000dd4: 681b ldr r3, [r3, #0] + 8000dd6: 1c5a adds r2, r3, #1 + 8000dd8: 68fb ldr r3, [r7, #12] + 8000dda: 601a str r2, [r3, #0] + return 0; + 8000ddc: 2300 movs r3, #0 + 8000dde: e00e b.n 8000dfe <cobs_decode_incremental+0xda> + goto errout; /* Invalid framing. The skip counter does not hit the end of the frame. */ + 8000de0: 46c0 nop ; (mov r8, r8) + +errout: + cobs_decode_incremental_initialize(state); + 8000de2: 68fb ldr r3, [r7, #12] + 8000de4: 0018 movs r0, r3 + 8000de6: f7ff ff8f bl 8000d08 <cobs_decode_incremental_initialize> + return -1; + 8000dea: 2301 movs r3, #1 + 8000dec: 425b negs r3, r3 + 8000dee: e006 b.n 8000dfe <cobs_decode_incremental+0xda> + goto empty_errout; /* invalid framing. An empty frame would be [...] 00 01 00, not [...] 00 00 */ + 8000df0: 46c0 nop ; (mov r8, r8) + +empty_errout: + cobs_decode_incremental_initialize(state); + 8000df2: 68fb ldr r3, [r7, #12] + 8000df4: 0018 movs r0, r3 + 8000df6: f7ff ff87 bl 8000d08 <cobs_decode_incremental_initialize> + return -3; + 8000dfa: 2303 movs r3, #3 + 8000dfc: 425b negs r3, r3 +} + 8000dfe: 0018 movs r0, r3 + 8000e00: 46bd mov sp, r7 + 8000e02: b008 add sp, #32 + 8000e04: bd80 pop {r7, pc} + 8000e06: 1904 .short 0x1904 + 8000e08: 00000800 .word 0x00000800 + 8000e0c: 00942000 .word 0x00942000 + 8000e10: 00942000 .word 0x00942000 + 8000e14: 09d42000 .word 0x09d42000 + 8000e18: 00002000 .word 0x00002000 + +08000e1c <SystemInit>: + * Initialize the default HSI clock source, vector table location and the PLL configuration is reset. + * @param None + * @retval None + */ +void SystemInit(void) +{ + 8000e1c: b580 push {r7, lr} + 8000e1e: af00 add r7, sp, #0 + /* Reset the RCC clock configuration to the default reset state ------------*/ + /* Set HSION bit */ + RCC->CR |= (uint32_t)0x00000001U; + 8000e20: 4b1a ldr r3, [pc, #104] ; (8000e8c <SystemInit+0x70>) + 8000e22: 681a ldr r2, [r3, #0] + 8000e24: 4b19 ldr r3, [pc, #100] ; (8000e8c <SystemInit+0x70>) + 8000e26: 2101 movs r1, #1 + 8000e28: 430a orrs r2, r1 + 8000e2a: 601a str r2, [r3, #0] +#if defined (STM32F051x8) || defined (STM32F058x8) + /* Reset SW[1:0], HPRE[3:0], PPRE[2:0], ADCPRE and MCOSEL[2:0] bits */ + RCC->CFGR &= (uint32_t)0xF8FFB80CU; +#else + /* Reset SW[1:0], HPRE[3:0], PPRE[2:0], ADCPRE, MCOSEL[2:0], MCOPRE[2:0] and PLLNODIV bits */ + RCC->CFGR &= (uint32_t)0x08FFB80CU; + 8000e2c: 4b17 ldr r3, [pc, #92] ; (8000e8c <SystemInit+0x70>) + 8000e2e: 685a ldr r2, [r3, #4] + 8000e30: 4b16 ldr r3, [pc, #88] ; (8000e8c <SystemInit+0x70>) + 8000e32: 4917 ldr r1, [pc, #92] ; (8000e90 <SystemInit+0x74>) + 8000e34: 400a ands r2, r1 + 8000e36: 605a str r2, [r3, #4] +#endif /* STM32F051x8 or STM32F058x8 */ + + /* Reset HSEON, CSSON and PLLON bits */ + RCC->CR &= (uint32_t)0xFEF6FFFFU; + 8000e38: 4b14 ldr r3, [pc, #80] ; (8000e8c <SystemInit+0x70>) + 8000e3a: 681a ldr r2, [r3, #0] + 8000e3c: 4b13 ldr r3, [pc, #76] ; (8000e8c <SystemInit+0x70>) + 8000e3e: 4915 ldr r1, [pc, #84] ; (8000e94 <SystemInit+0x78>) + 8000e40: 400a ands r2, r1 + 8000e42: 601a str r2, [r3, #0] + + /* Reset HSEBYP bit */ + RCC->CR &= (uint32_t)0xFFFBFFFFU; + 8000e44: 4b11 ldr r3, [pc, #68] ; (8000e8c <SystemInit+0x70>) + 8000e46: 681a ldr r2, [r3, #0] + 8000e48: 4b10 ldr r3, [pc, #64] ; (8000e8c <SystemInit+0x70>) + 8000e4a: 4913 ldr r1, [pc, #76] ; (8000e98 <SystemInit+0x7c>) + 8000e4c: 400a ands r2, r1 + 8000e4e: 601a str r2, [r3, #0] + + /* Reset PLLSRC, PLLXTPRE and PLLMUL[3:0] bits */ + RCC->CFGR &= (uint32_t)0xFFC0FFFFU; + 8000e50: 4b0e ldr r3, [pc, #56] ; (8000e8c <SystemInit+0x70>) + 8000e52: 685a ldr r2, [r3, #4] + 8000e54: 4b0d ldr r3, [pc, #52] ; (8000e8c <SystemInit+0x70>) + 8000e56: 4911 ldr r1, [pc, #68] ; (8000e9c <SystemInit+0x80>) + 8000e58: 400a ands r2, r1 + 8000e5a: 605a str r2, [r3, #4] + + /* Reset PREDIV[3:0] bits */ + RCC->CFGR2 &= (uint32_t)0xFFFFFFF0U; + 8000e5c: 4b0b ldr r3, [pc, #44] ; (8000e8c <SystemInit+0x70>) + 8000e5e: 6ada ldr r2, [r3, #44] ; 0x2c + 8000e60: 4b0a ldr r3, [pc, #40] ; (8000e8c <SystemInit+0x70>) + 8000e62: 210f movs r1, #15 + 8000e64: 438a bics r2, r1 + 8000e66: 62da str r2, [r3, #44] ; 0x2c +#elif defined (STM32F091xC) || defined (STM32F098xx) + /* Reset USART3SW[1:0], USART2SW[1:0], USART1SW[1:0], I2C1SW, CECSW and ADCSW bits */ + RCC->CFGR3 &= (uint32_t)0xFFF0FEACU; +#elif defined (STM32F030x6) || defined (STM32F030x8) || defined (STM32F031x6) || defined (STM32F038xx) || defined (STM32F030xC) + /* Reset USART1SW[1:0], I2C1SW and ADCSW bits */ + RCC->CFGR3 &= (uint32_t)0xFFFFFEECU; + 8000e68: 4b08 ldr r3, [pc, #32] ; (8000e8c <SystemInit+0x70>) + 8000e6a: 6b1a ldr r2, [r3, #48] ; 0x30 + 8000e6c: 4b07 ldr r3, [pc, #28] ; (8000e8c <SystemInit+0x70>) + 8000e6e: 490c ldr r1, [pc, #48] ; (8000ea0 <SystemInit+0x84>) + 8000e70: 400a ands r2, r1 + 8000e72: 631a str r2, [r3, #48] ; 0x30 +#else + #warning "No target selected" +#endif + + /* Reset HSI14 bit */ + RCC->CR2 &= (uint32_t)0xFFFFFFFEU; + 8000e74: 4b05 ldr r3, [pc, #20] ; (8000e8c <SystemInit+0x70>) + 8000e76: 6b5a ldr r2, [r3, #52] ; 0x34 + 8000e78: 4b04 ldr r3, [pc, #16] ; (8000e8c <SystemInit+0x70>) + 8000e7a: 2101 movs r1, #1 + 8000e7c: 438a bics r2, r1 + 8000e7e: 635a str r2, [r3, #52] ; 0x34 + + /* Disable all interrupts */ + RCC->CIR = 0x00000000U; + 8000e80: 4b02 ldr r3, [pc, #8] ; (8000e8c <SystemInit+0x70>) + 8000e82: 2200 movs r2, #0 + 8000e84: 609a str r2, [r3, #8] + +} + 8000e86: 46c0 nop ; (mov r8, r8) + 8000e88: 46bd mov sp, r7 + 8000e8a: bd80 pop {r7, pc} + 8000e8c: 40021000 .word 0x40021000 + 8000e90: 08ffb80c .word 0x08ffb80c + 8000e94: fef6ffff .word 0xfef6ffff + 8000e98: fffbffff .word 0xfffbffff + 8000e9c: ffc0ffff .word 0xffc0ffff + 8000ea0: fffffeec .word 0xfffffeec + +08000ea4 <SystemCoreClockUpdate>: + * + * @param None + * @retval None + */ +void SystemCoreClockUpdate (void) +{ + 8000ea4: b580 push {r7, lr} + 8000ea6: b084 sub sp, #16 + 8000ea8: af00 add r7, sp, #0 + uint32_t tmp = 0, pllmull = 0, pllsource = 0, predivfactor = 0; + 8000eaa: 2300 movs r3, #0 + 8000eac: 60fb str r3, [r7, #12] + 8000eae: 2300 movs r3, #0 + 8000eb0: 60bb str r3, [r7, #8] + 8000eb2: 2300 movs r3, #0 + 8000eb4: 607b str r3, [r7, #4] + 8000eb6: 2300 movs r3, #0 + 8000eb8: 603b str r3, [r7, #0] + + /* Get SYSCLK source -------------------------------------------------------*/ + tmp = RCC->CFGR & RCC_CFGR_SWS; + 8000eba: 4b31 ldr r3, [pc, #196] ; (8000f80 <SystemCoreClockUpdate+0xdc>) + 8000ebc: 685b ldr r3, [r3, #4] + 8000ebe: 220c movs r2, #12 + 8000ec0: 4013 ands r3, r2 + 8000ec2: 60fb str r3, [r7, #12] + + switch (tmp) + 8000ec4: 68fb ldr r3, [r7, #12] + 8000ec6: 2b08 cmp r3, #8 + 8000ec8: d011 beq.n 8000eee <SystemCoreClockUpdate+0x4a> + 8000eca: 68fb ldr r3, [r7, #12] + 8000ecc: 2b08 cmp r3, #8 + 8000ece: d841 bhi.n 8000f54 <SystemCoreClockUpdate+0xb0> + 8000ed0: 68fb ldr r3, [r7, #12] + 8000ed2: 2b00 cmp r3, #0 + 8000ed4: d003 beq.n 8000ede <SystemCoreClockUpdate+0x3a> + 8000ed6: 68fb ldr r3, [r7, #12] + 8000ed8: 2b04 cmp r3, #4 + 8000eda: d004 beq.n 8000ee6 <SystemCoreClockUpdate+0x42> + 8000edc: e03a b.n 8000f54 <SystemCoreClockUpdate+0xb0> + { + case RCC_CFGR_SWS_HSI: /* HSI used as system clock */ + SystemCoreClock = HSI_VALUE; + 8000ede: 4b29 ldr r3, [pc, #164] ; (8000f84 <SystemCoreClockUpdate+0xe0>) + 8000ee0: 4a29 ldr r2, [pc, #164] ; (8000f88 <SystemCoreClockUpdate+0xe4>) + 8000ee2: 601a str r2, [r3, #0] + break; + 8000ee4: e03a b.n 8000f5c <SystemCoreClockUpdate+0xb8> + case RCC_CFGR_SWS_HSE: /* HSE used as system clock */ + SystemCoreClock = HSE_VALUE; + 8000ee6: 4b27 ldr r3, [pc, #156] ; (8000f84 <SystemCoreClockUpdate+0xe0>) + 8000ee8: 4a27 ldr r2, [pc, #156] ; (8000f88 <SystemCoreClockUpdate+0xe4>) + 8000eea: 601a str r2, [r3, #0] + break; + 8000eec: e036 b.n 8000f5c <SystemCoreClockUpdate+0xb8> + case RCC_CFGR_SWS_PLL: /* PLL used as system clock */ + /* Get PLL clock source and multiplication factor ----------------------*/ + pllmull = RCC->CFGR & RCC_CFGR_PLLMUL; + 8000eee: 4b24 ldr r3, [pc, #144] ; (8000f80 <SystemCoreClockUpdate+0xdc>) + 8000ef0: 685a ldr r2, [r3, #4] + 8000ef2: 23f0 movs r3, #240 ; 0xf0 + 8000ef4: 039b lsls r3, r3, #14 + 8000ef6: 4013 ands r3, r2 + 8000ef8: 60bb str r3, [r7, #8] + pllsource = RCC->CFGR & RCC_CFGR_PLLSRC; + 8000efa: 4b21 ldr r3, [pc, #132] ; (8000f80 <SystemCoreClockUpdate+0xdc>) + 8000efc: 685a ldr r2, [r3, #4] + 8000efe: 2380 movs r3, #128 ; 0x80 + 8000f00: 025b lsls r3, r3, #9 + 8000f02: 4013 ands r3, r2 + 8000f04: 607b str r3, [r7, #4] + pllmull = ( pllmull >> 18) + 2; + 8000f06: 68bb ldr r3, [r7, #8] + 8000f08: 0c9b lsrs r3, r3, #18 + 8000f0a: 3302 adds r3, #2 + 8000f0c: 60bb str r3, [r7, #8] + predivfactor = (RCC->CFGR2 & RCC_CFGR2_PREDIV) + 1; + 8000f0e: 4b1c ldr r3, [pc, #112] ; (8000f80 <SystemCoreClockUpdate+0xdc>) + 8000f10: 6adb ldr r3, [r3, #44] ; 0x2c + 8000f12: 220f movs r2, #15 + 8000f14: 4013 ands r3, r2 + 8000f16: 3301 adds r3, #1 + 8000f18: 603b str r3, [r7, #0] + + if (pllsource == RCC_CFGR_PLLSRC_HSE_PREDIV) + 8000f1a: 687a ldr r2, [r7, #4] + 8000f1c: 2380 movs r3, #128 ; 0x80 + 8000f1e: 025b lsls r3, r3, #9 + 8000f20: 429a cmp r2, r3 + 8000f22: d10a bne.n 8000f3a <SystemCoreClockUpdate+0x96> + { + /* HSE used as PLL clock source : SystemCoreClock = HSE/PREDIV * PLLMUL */ + SystemCoreClock = (HSE_VALUE/predivfactor) * pllmull; + 8000f24: 6839 ldr r1, [r7, #0] + 8000f26: 4818 ldr r0, [pc, #96] ; (8000f88 <SystemCoreClockUpdate+0xe4>) + 8000f28: f000 fb3e bl 80015a8 <__udivsi3> + 8000f2c: 0003 movs r3, r0 + 8000f2e: 001a movs r2, r3 + 8000f30: 68bb ldr r3, [r7, #8] + 8000f32: 435a muls r2, r3 + 8000f34: 4b13 ldr r3, [pc, #76] ; (8000f84 <SystemCoreClockUpdate+0xe0>) + 8000f36: 601a str r2, [r3, #0] + SystemCoreClock = (HSI_VALUE >> 1) * pllmull; +#endif /* STM32F042x6 || STM32F048xx || STM32F070x6 || + STM32F071xB || STM32F072xB || STM32F078xx || STM32F070xB || + STM32F091xC || STM32F098xx || STM32F030xC */ + } + break; + 8000f38: e010 b.n 8000f5c <SystemCoreClockUpdate+0xb8> + SystemCoreClock = (HSI_VALUE >> 1) * pllmull; + 8000f3a: 68b9 ldr r1, [r7, #8] + 8000f3c: 000a movs r2, r1 + 8000f3e: 0152 lsls r2, r2, #5 + 8000f40: 1a52 subs r2, r2, r1 + 8000f42: 0193 lsls r3, r2, #6 + 8000f44: 1a9b subs r3, r3, r2 + 8000f46: 00db lsls r3, r3, #3 + 8000f48: 185b adds r3, r3, r1 + 8000f4a: 021b lsls r3, r3, #8 + 8000f4c: 001a movs r2, r3 + 8000f4e: 4b0d ldr r3, [pc, #52] ; (8000f84 <SystemCoreClockUpdate+0xe0>) + 8000f50: 601a str r2, [r3, #0] + break; + 8000f52: e003 b.n 8000f5c <SystemCoreClockUpdate+0xb8> + default: /* HSI used as system clock */ + SystemCoreClock = HSI_VALUE; + 8000f54: 4b0b ldr r3, [pc, #44] ; (8000f84 <SystemCoreClockUpdate+0xe0>) + 8000f56: 4a0c ldr r2, [pc, #48] ; (8000f88 <SystemCoreClockUpdate+0xe4>) + 8000f58: 601a str r2, [r3, #0] + break; + 8000f5a: 46c0 nop ; (mov r8, r8) + } + /* Compute HCLK clock frequency ----------------*/ + /* Get HCLK prescaler */ + tmp = AHBPrescTable[((RCC->CFGR & RCC_CFGR_HPRE) >> 4)]; + 8000f5c: 4b08 ldr r3, [pc, #32] ; (8000f80 <SystemCoreClockUpdate+0xdc>) + 8000f5e: 685b ldr r3, [r3, #4] + 8000f60: 091b lsrs r3, r3, #4 + 8000f62: 220f movs r2, #15 + 8000f64: 4013 ands r3, r2 + 8000f66: 4a09 ldr r2, [pc, #36] ; (8000f8c <SystemCoreClockUpdate+0xe8>) + 8000f68: 5cd3 ldrb r3, [r2, r3] + 8000f6a: 60fb str r3, [r7, #12] + /* HCLK clock frequency */ + SystemCoreClock >>= tmp; + 8000f6c: 4b05 ldr r3, [pc, #20] ; (8000f84 <SystemCoreClockUpdate+0xe0>) + 8000f6e: 681a ldr r2, [r3, #0] + 8000f70: 68fb ldr r3, [r7, #12] + 8000f72: 40da lsrs r2, r3 + 8000f74: 4b03 ldr r3, [pc, #12] ; (8000f84 <SystemCoreClockUpdate+0xe0>) + 8000f76: 601a str r2, [r3, #0] +} + 8000f78: 46c0 nop ; (mov r8, r8) + 8000f7a: 46bd mov sp, r7 + 8000f7c: b004 add sp, #16 + 8000f7e: bd80 pop {r7, pc} + 8000f80: 40021000 .word 0x40021000 + 8000f84: 20000000 .word 0x20000000 + 8000f88: 007a1200 .word 0x007a1200 + 8000f8c: 080018ec .word 0x080018ec + +08000f90 <LL_RCC_HSE_EnableBypass>: + * @brief Enable HSE external oscillator (HSE Bypass) + * @rmtoll CR HSEBYP LL_RCC_HSE_EnableBypass + * @retval None + */ +__STATIC_INLINE void LL_RCC_HSE_EnableBypass(void) +{ + 8000f90: b580 push {r7, lr} + 8000f92: af00 add r7, sp, #0 + SET_BIT(RCC->CR, RCC_CR_HSEBYP); + 8000f94: 4b04 ldr r3, [pc, #16] ; (8000fa8 <LL_RCC_HSE_EnableBypass+0x18>) + 8000f96: 681a ldr r2, [r3, #0] + 8000f98: 4b03 ldr r3, [pc, #12] ; (8000fa8 <LL_RCC_HSE_EnableBypass+0x18>) + 8000f9a: 2180 movs r1, #128 ; 0x80 + 8000f9c: 02c9 lsls r1, r1, #11 + 8000f9e: 430a orrs r2, r1 + 8000fa0: 601a str r2, [r3, #0] +} + 8000fa2: 46c0 nop ; (mov r8, r8) + 8000fa4: 46bd mov sp, r7 + 8000fa6: bd80 pop {r7, pc} + 8000fa8: 40021000 .word 0x40021000 + +08000fac <LL_RCC_HSE_DisableBypass>: + * @brief Disable HSE external oscillator (HSE Bypass) + * @rmtoll CR HSEBYP LL_RCC_HSE_DisableBypass + * @retval None + */ +__STATIC_INLINE void LL_RCC_HSE_DisableBypass(void) +{ + 8000fac: b580 push {r7, lr} + 8000fae: af00 add r7, sp, #0 + CLEAR_BIT(RCC->CR, RCC_CR_HSEBYP); + 8000fb0: 4b04 ldr r3, [pc, #16] ; (8000fc4 <LL_RCC_HSE_DisableBypass+0x18>) + 8000fb2: 681a ldr r2, [r3, #0] + 8000fb4: 4b03 ldr r3, [pc, #12] ; (8000fc4 <LL_RCC_HSE_DisableBypass+0x18>) + 8000fb6: 4904 ldr r1, [pc, #16] ; (8000fc8 <LL_RCC_HSE_DisableBypass+0x1c>) + 8000fb8: 400a ands r2, r1 + 8000fba: 601a str r2, [r3, #0] +} + 8000fbc: 46c0 nop ; (mov r8, r8) + 8000fbe: 46bd mov sp, r7 + 8000fc0: bd80 pop {r7, pc} + 8000fc2: 46c0 nop ; (mov r8, r8) + 8000fc4: 40021000 .word 0x40021000 + 8000fc8: fffbffff .word 0xfffbffff + +08000fcc <LL_RCC_HSE_Enable>: + * @brief Enable HSE crystal oscillator (HSE ON) + * @rmtoll CR HSEON LL_RCC_HSE_Enable + * @retval None + */ +__STATIC_INLINE void LL_RCC_HSE_Enable(void) +{ + 8000fcc: b580 push {r7, lr} + 8000fce: af00 add r7, sp, #0 + SET_BIT(RCC->CR, RCC_CR_HSEON); + 8000fd0: 4b04 ldr r3, [pc, #16] ; (8000fe4 <LL_RCC_HSE_Enable+0x18>) + 8000fd2: 681a ldr r2, [r3, #0] + 8000fd4: 4b03 ldr r3, [pc, #12] ; (8000fe4 <LL_RCC_HSE_Enable+0x18>) + 8000fd6: 2180 movs r1, #128 ; 0x80 + 8000fd8: 0249 lsls r1, r1, #9 + 8000fda: 430a orrs r2, r1 + 8000fdc: 601a str r2, [r3, #0] +} + 8000fde: 46c0 nop ; (mov r8, r8) + 8000fe0: 46bd mov sp, r7 + 8000fe2: bd80 pop {r7, pc} + 8000fe4: 40021000 .word 0x40021000 + +08000fe8 <LL_RCC_HSE_IsReady>: + * @brief Check if HSE oscillator Ready + * @rmtoll CR HSERDY LL_RCC_HSE_IsReady + * @retval State of bit (1 or 0). + */ +__STATIC_INLINE uint32_t LL_RCC_HSE_IsReady(void) +{ + 8000fe8: b580 push {r7, lr} + 8000fea: af00 add r7, sp, #0 + return (READ_BIT(RCC->CR, RCC_CR_HSERDY) == (RCC_CR_HSERDY)); + 8000fec: 4b06 ldr r3, [pc, #24] ; (8001008 <LL_RCC_HSE_IsReady+0x20>) + 8000fee: 681a ldr r2, [r3, #0] + 8000ff0: 2380 movs r3, #128 ; 0x80 + 8000ff2: 029b lsls r3, r3, #10 + 8000ff4: 4013 ands r3, r2 + 8000ff6: 4a05 ldr r2, [pc, #20] ; (800100c <LL_RCC_HSE_IsReady+0x24>) + 8000ff8: 4694 mov ip, r2 + 8000ffa: 4463 add r3, ip + 8000ffc: 425a negs r2, r3 + 8000ffe: 4153 adcs r3, r2 + 8001000: b2db uxtb r3, r3 +} + 8001002: 0018 movs r0, r3 + 8001004: 46bd mov sp, r7 + 8001006: bd80 pop {r7, pc} + 8001008: 40021000 .word 0x40021000 + 800100c: fffe0000 .word 0xfffe0000 + +08001010 <LL_RCC_HSI_Enable>: + * @brief Enable HSI oscillator + * @rmtoll CR HSION LL_RCC_HSI_Enable + * @retval None + */ +__STATIC_INLINE void LL_RCC_HSI_Enable(void) +{ + 8001010: b580 push {r7, lr} + 8001012: af00 add r7, sp, #0 + SET_BIT(RCC->CR, RCC_CR_HSION); + 8001014: 4b04 ldr r3, [pc, #16] ; (8001028 <LL_RCC_HSI_Enable+0x18>) + 8001016: 681a ldr r2, [r3, #0] + 8001018: 4b03 ldr r3, [pc, #12] ; (8001028 <LL_RCC_HSI_Enable+0x18>) + 800101a: 2101 movs r1, #1 + 800101c: 430a orrs r2, r1 + 800101e: 601a str r2, [r3, #0] +} + 8001020: 46c0 nop ; (mov r8, r8) + 8001022: 46bd mov sp, r7 + 8001024: bd80 pop {r7, pc} + 8001026: 46c0 nop ; (mov r8, r8) + 8001028: 40021000 .word 0x40021000 + +0800102c <LL_RCC_HSI_IsReady>: + * @brief Check if HSI clock is ready + * @rmtoll CR HSIRDY LL_RCC_HSI_IsReady + * @retval State of bit (1 or 0). + */ +__STATIC_INLINE uint32_t LL_RCC_HSI_IsReady(void) +{ + 800102c: b580 push {r7, lr} + 800102e: af00 add r7, sp, #0 + return (READ_BIT(RCC->CR, RCC_CR_HSIRDY) == (RCC_CR_HSIRDY)); + 8001030: 4b05 ldr r3, [pc, #20] ; (8001048 <LL_RCC_HSI_IsReady+0x1c>) + 8001032: 681b ldr r3, [r3, #0] + 8001034: 2202 movs r2, #2 + 8001036: 4013 ands r3, r2 + 8001038: 3b02 subs r3, #2 + 800103a: 425a negs r2, r3 + 800103c: 4153 adcs r3, r2 + 800103e: b2db uxtb r3, r3 +} + 8001040: 0018 movs r0, r3 + 8001042: 46bd mov sp, r7 + 8001044: bd80 pop {r7, pc} + 8001046: 46c0 nop ; (mov r8, r8) + 8001048: 40021000 .word 0x40021000 + +0800104c <LL_RCC_SetSysClkSource>: + * + * (*) value not defined in all devices + * @retval None + */ +__STATIC_INLINE void LL_RCC_SetSysClkSource(uint32_t Source) +{ + 800104c: b580 push {r7, lr} + 800104e: b082 sub sp, #8 + 8001050: af00 add r7, sp, #0 + 8001052: 6078 str r0, [r7, #4] + MODIFY_REG(RCC->CFGR, RCC_CFGR_SW, Source); + 8001054: 4b06 ldr r3, [pc, #24] ; (8001070 <LL_RCC_SetSysClkSource+0x24>) + 8001056: 685b ldr r3, [r3, #4] + 8001058: 2203 movs r2, #3 + 800105a: 4393 bics r3, r2 + 800105c: 0019 movs r1, r3 + 800105e: 4b04 ldr r3, [pc, #16] ; (8001070 <LL_RCC_SetSysClkSource+0x24>) + 8001060: 687a ldr r2, [r7, #4] + 8001062: 430a orrs r2, r1 + 8001064: 605a str r2, [r3, #4] +} + 8001066: 46c0 nop ; (mov r8, r8) + 8001068: 46bd mov sp, r7 + 800106a: b002 add sp, #8 + 800106c: bd80 pop {r7, pc} + 800106e: 46c0 nop ; (mov r8, r8) + 8001070: 40021000 .word 0x40021000 + +08001074 <LL_RCC_GetSysClkSource>: + * @arg @ref LL_RCC_SYS_CLKSOURCE_STATUS_HSI48 (*) + * + * (*) value not defined in all devices + */ +__STATIC_INLINE uint32_t LL_RCC_GetSysClkSource(void) +{ + 8001074: b580 push {r7, lr} + 8001076: af00 add r7, sp, #0 + return (uint32_t)(READ_BIT(RCC->CFGR, RCC_CFGR_SWS)); + 8001078: 4b03 ldr r3, [pc, #12] ; (8001088 <LL_RCC_GetSysClkSource+0x14>) + 800107a: 685b ldr r3, [r3, #4] + 800107c: 220c movs r2, #12 + 800107e: 4013 ands r3, r2 +} + 8001080: 0018 movs r0, r3 + 8001082: 46bd mov sp, r7 + 8001084: bd80 pop {r7, pc} + 8001086: 46c0 nop ; (mov r8, r8) + 8001088: 40021000 .word 0x40021000 + +0800108c <LL_RCC_SetAHBPrescaler>: + * @arg @ref LL_RCC_SYSCLK_DIV_256 + * @arg @ref LL_RCC_SYSCLK_DIV_512 + * @retval None + */ +__STATIC_INLINE void LL_RCC_SetAHBPrescaler(uint32_t Prescaler) +{ + 800108c: b580 push {r7, lr} + 800108e: b082 sub sp, #8 + 8001090: af00 add r7, sp, #0 + 8001092: 6078 str r0, [r7, #4] + MODIFY_REG(RCC->CFGR, RCC_CFGR_HPRE, Prescaler); + 8001094: 4b06 ldr r3, [pc, #24] ; (80010b0 <LL_RCC_SetAHBPrescaler+0x24>) + 8001096: 685b ldr r3, [r3, #4] + 8001098: 22f0 movs r2, #240 ; 0xf0 + 800109a: 4393 bics r3, r2 + 800109c: 0019 movs r1, r3 + 800109e: 4b04 ldr r3, [pc, #16] ; (80010b0 <LL_RCC_SetAHBPrescaler+0x24>) + 80010a0: 687a ldr r2, [r7, #4] + 80010a2: 430a orrs r2, r1 + 80010a4: 605a str r2, [r3, #4] +} + 80010a6: 46c0 nop ; (mov r8, r8) + 80010a8: 46bd mov sp, r7 + 80010aa: b002 add sp, #8 + 80010ac: bd80 pop {r7, pc} + 80010ae: 46c0 nop ; (mov r8, r8) + 80010b0: 40021000 .word 0x40021000 + +080010b4 <LL_RCC_SetAPB1Prescaler>: + * @arg @ref LL_RCC_APB1_DIV_8 + * @arg @ref LL_RCC_APB1_DIV_16 + * @retval None + */ +__STATIC_INLINE void LL_RCC_SetAPB1Prescaler(uint32_t Prescaler) +{ + 80010b4: b580 push {r7, lr} + 80010b6: b082 sub sp, #8 + 80010b8: af00 add r7, sp, #0 + 80010ba: 6078 str r0, [r7, #4] + MODIFY_REG(RCC->CFGR, RCC_CFGR_PPRE, Prescaler); + 80010bc: 4b06 ldr r3, [pc, #24] ; (80010d8 <LL_RCC_SetAPB1Prescaler+0x24>) + 80010be: 685b ldr r3, [r3, #4] + 80010c0: 4a06 ldr r2, [pc, #24] ; (80010dc <LL_RCC_SetAPB1Prescaler+0x28>) + 80010c2: 4013 ands r3, r2 + 80010c4: 0019 movs r1, r3 + 80010c6: 4b04 ldr r3, [pc, #16] ; (80010d8 <LL_RCC_SetAPB1Prescaler+0x24>) + 80010c8: 687a ldr r2, [r7, #4] + 80010ca: 430a orrs r2, r1 + 80010cc: 605a str r2, [r3, #4] +} + 80010ce: 46c0 nop ; (mov r8, r8) + 80010d0: 46bd mov sp, r7 + 80010d2: b002 add sp, #8 + 80010d4: bd80 pop {r7, pc} + 80010d6: 46c0 nop ; (mov r8, r8) + 80010d8: 40021000 .word 0x40021000 + 80010dc: fffff8ff .word 0xfffff8ff + +080010e0 <LL_RCC_PLL_Enable>: + * @brief Enable PLL + * @rmtoll CR PLLON LL_RCC_PLL_Enable + * @retval None + */ +__STATIC_INLINE void LL_RCC_PLL_Enable(void) +{ + 80010e0: b580 push {r7, lr} + 80010e2: af00 add r7, sp, #0 + SET_BIT(RCC->CR, RCC_CR_PLLON); + 80010e4: 4b04 ldr r3, [pc, #16] ; (80010f8 <LL_RCC_PLL_Enable+0x18>) + 80010e6: 681a ldr r2, [r3, #0] + 80010e8: 4b03 ldr r3, [pc, #12] ; (80010f8 <LL_RCC_PLL_Enable+0x18>) + 80010ea: 2180 movs r1, #128 ; 0x80 + 80010ec: 0449 lsls r1, r1, #17 + 80010ee: 430a orrs r2, r1 + 80010f0: 601a str r2, [r3, #0] +} + 80010f2: 46c0 nop ; (mov r8, r8) + 80010f4: 46bd mov sp, r7 + 80010f6: bd80 pop {r7, pc} + 80010f8: 40021000 .word 0x40021000 + +080010fc <LL_RCC_PLL_IsReady>: + * @brief Check if PLL Ready + * @rmtoll CR PLLRDY LL_RCC_PLL_IsReady + * @retval State of bit (1 or 0). + */ +__STATIC_INLINE uint32_t LL_RCC_PLL_IsReady(void) +{ + 80010fc: b580 push {r7, lr} + 80010fe: af00 add r7, sp, #0 + return (READ_BIT(RCC->CR, RCC_CR_PLLRDY) == (RCC_CR_PLLRDY)); + 8001100: 4b07 ldr r3, [pc, #28] ; (8001120 <LL_RCC_PLL_IsReady+0x24>) + 8001102: 681a ldr r2, [r3, #0] + 8001104: 2380 movs r3, #128 ; 0x80 + 8001106: 049b lsls r3, r3, #18 + 8001108: 4013 ands r3, r2 + 800110a: 22fe movs r2, #254 ; 0xfe + 800110c: 0612 lsls r2, r2, #24 + 800110e: 4694 mov ip, r2 + 8001110: 4463 add r3, ip + 8001112: 425a negs r2, r3 + 8001114: 4153 adcs r3, r2 + 8001116: b2db uxtb r3, r3 +} + 8001118: 0018 movs r0, r3 + 800111a: 46bd mov sp, r7 + 800111c: bd80 pop {r7, pc} + 800111e: 46c0 nop ; (mov r8, r8) + 8001120: 40021000 .word 0x40021000 + +08001124 <LL_RCC_PLL_ConfigDomain_SYS>: + * @arg @ref LL_RCC_PLL_MUL_15 + * @arg @ref LL_RCC_PLL_MUL_16 + * @retval None + */ +__STATIC_INLINE void LL_RCC_PLL_ConfigDomain_SYS(uint32_t Source, uint32_t PLLMul) +{ + 8001124: b580 push {r7, lr} + 8001126: b082 sub sp, #8 + 8001128: af00 add r7, sp, #0 + 800112a: 6078 str r0, [r7, #4] + 800112c: 6039 str r1, [r7, #0] + MODIFY_REG(RCC->CFGR, RCC_CFGR_PLLSRC | RCC_CFGR_PLLMUL, (Source & RCC_CFGR_PLLSRC) | PLLMul); + 800112e: 4b0e ldr r3, [pc, #56] ; (8001168 <LL_RCC_PLL_ConfigDomain_SYS+0x44>) + 8001130: 685b ldr r3, [r3, #4] + 8001132: 4a0e ldr r2, [pc, #56] ; (800116c <LL_RCC_PLL_ConfigDomain_SYS+0x48>) + 8001134: 4013 ands r3, r2 + 8001136: 0019 movs r1, r3 + 8001138: 687a ldr r2, [r7, #4] + 800113a: 2380 movs r3, #128 ; 0x80 + 800113c: 025b lsls r3, r3, #9 + 800113e: 401a ands r2, r3 + 8001140: 683b ldr r3, [r7, #0] + 8001142: 431a orrs r2, r3 + 8001144: 4b08 ldr r3, [pc, #32] ; (8001168 <LL_RCC_PLL_ConfigDomain_SYS+0x44>) + 8001146: 430a orrs r2, r1 + 8001148: 605a str r2, [r3, #4] + MODIFY_REG(RCC->CFGR2, RCC_CFGR2_PREDIV, (Source & RCC_CFGR2_PREDIV)); + 800114a: 4b07 ldr r3, [pc, #28] ; (8001168 <LL_RCC_PLL_ConfigDomain_SYS+0x44>) + 800114c: 6adb ldr r3, [r3, #44] ; 0x2c + 800114e: 220f movs r2, #15 + 8001150: 4393 bics r3, r2 + 8001152: 0019 movs r1, r3 + 8001154: 687b ldr r3, [r7, #4] + 8001156: 220f movs r2, #15 + 8001158: 401a ands r2, r3 + 800115a: 4b03 ldr r3, [pc, #12] ; (8001168 <LL_RCC_PLL_ConfigDomain_SYS+0x44>) + 800115c: 430a orrs r2, r1 + 800115e: 62da str r2, [r3, #44] ; 0x2c +} + 8001160: 46c0 nop ; (mov r8, r8) + 8001162: 46bd mov sp, r7 + 8001164: b002 add sp, #8 + 8001166: bd80 pop {r7, pc} + 8001168: 40021000 .word 0x40021000 + 800116c: ffc2ffff .word 0xffc2ffff + +08001170 <LL_InitTick>: + * configuration by calling this function, for a delay use rather osDelay RTOS service. + * @param Ticks Number of ticks + * @retval None + */ +__STATIC_INLINE void LL_InitTick(uint32_t HCLKFrequency, uint32_t Ticks) +{ + 8001170: b580 push {r7, lr} + 8001172: b082 sub sp, #8 + 8001174: af00 add r7, sp, #0 + 8001176: 6078 str r0, [r7, #4] + 8001178: 6039 str r1, [r7, #0] + /* Configure the SysTick to have interrupt in 1ms time base */ + SysTick->LOAD = (uint32_t)((HCLKFrequency / Ticks) - 1UL); /* set reload register */ + 800117a: 6839 ldr r1, [r7, #0] + 800117c: 6878 ldr r0, [r7, #4] + 800117e: f000 fa13 bl 80015a8 <__udivsi3> + 8001182: 0003 movs r3, r0 + 8001184: 001a movs r2, r3 + 8001186: 4b06 ldr r3, [pc, #24] ; (80011a0 <LL_InitTick+0x30>) + 8001188: 3a01 subs r2, #1 + 800118a: 605a str r2, [r3, #4] + SysTick->VAL = 0UL; /* Load the SysTick Counter Value */ + 800118c: 4b04 ldr r3, [pc, #16] ; (80011a0 <LL_InitTick+0x30>) + 800118e: 2200 movs r2, #0 + 8001190: 609a str r2, [r3, #8] + SysTick->CTRL = SysTick_CTRL_CLKSOURCE_Msk | + 8001192: 4b03 ldr r3, [pc, #12] ; (80011a0 <LL_InitTick+0x30>) + 8001194: 2205 movs r2, #5 + 8001196: 601a str r2, [r3, #0] + SysTick_CTRL_ENABLE_Msk; /* Enable the Systick Timer */ +} + 8001198: 46c0 nop ; (mov r8, r8) + 800119a: 46bd mov sp, r7 + 800119c: b002 add sp, #8 + 800119e: bd80 pop {r7, pc} + 80011a0: e000e010 .word 0xe000e010 + +080011a4 <LL_FLASH_SetLatency>: + * @arg @ref LL_FLASH_LATENCY_0 + * @arg @ref LL_FLASH_LATENCY_1 + * @retval None + */ +__STATIC_INLINE void LL_FLASH_SetLatency(uint32_t Latency) +{ + 80011a4: b580 push {r7, lr} + 80011a6: b082 sub sp, #8 + 80011a8: af00 add r7, sp, #0 + 80011aa: 6078 str r0, [r7, #4] + MODIFY_REG(FLASH->ACR, FLASH_ACR_LATENCY, Latency); + 80011ac: 4b06 ldr r3, [pc, #24] ; (80011c8 <LL_FLASH_SetLatency+0x24>) + 80011ae: 681b ldr r3, [r3, #0] + 80011b0: 2201 movs r2, #1 + 80011b2: 4393 bics r3, r2 + 80011b4: 0019 movs r1, r3 + 80011b6: 4b04 ldr r3, [pc, #16] ; (80011c8 <LL_FLASH_SetLatency+0x24>) + 80011b8: 687a ldr r2, [r7, #4] + 80011ba: 430a orrs r2, r1 + 80011bc: 601a str r2, [r3, #0] +} + 80011be: 46c0 nop ; (mov r8, r8) + 80011c0: 46bd mov sp, r7 + 80011c2: b002 add sp, #8 + 80011c4: bd80 pop {r7, pc} + 80011c6: 46c0 nop ; (mov r8, r8) + 80011c8: 40022000 .word 0x40022000 + +080011cc <LL_FLASH_GetLatency>: + * @retval Returned value can be one of the following values: + * @arg @ref LL_FLASH_LATENCY_0 + * @arg @ref LL_FLASH_LATENCY_1 + */ +__STATIC_INLINE uint32_t LL_FLASH_GetLatency(void) +{ + 80011cc: b580 push {r7, lr} + 80011ce: af00 add r7, sp, #0 + return (uint32_t)(READ_BIT(FLASH->ACR, FLASH_ACR_LATENCY)); + 80011d0: 4b03 ldr r3, [pc, #12] ; (80011e0 <LL_FLASH_GetLatency+0x14>) + 80011d2: 681b ldr r3, [r3, #0] + 80011d4: 2201 movs r2, #1 + 80011d6: 4013 ands r3, r2 +} + 80011d8: 0018 movs r0, r3 + 80011da: 46bd mov sp, r7 + 80011dc: bd80 pop {r7, pc} + 80011de: 46c0 nop ; (mov r8, r8) + 80011e0: 40022000 .word 0x40022000 + +080011e4 <LL_Init1msTick>: + * @param HCLKFrequency HCLK frequency in Hz + * @note HCLK frequency can be calculated thanks to RCC helper macro or function @ref LL_RCC_GetSystemClocksFreq + * @retval None + */ +void LL_Init1msTick(uint32_t HCLKFrequency) +{ + 80011e4: b580 push {r7, lr} + 80011e6: b082 sub sp, #8 + 80011e8: af00 add r7, sp, #0 + 80011ea: 6078 str r0, [r7, #4] + /* Use frequency provided in argument */ + LL_InitTick(HCLKFrequency, 1000U); + 80011ec: 23fa movs r3, #250 ; 0xfa + 80011ee: 009a lsls r2, r3, #2 + 80011f0: 687b ldr r3, [r7, #4] + 80011f2: 0011 movs r1, r2 + 80011f4: 0018 movs r0, r3 + 80011f6: f7ff ffbb bl 8001170 <LL_InitTick> +} + 80011fa: 46c0 nop ; (mov r8, r8) + 80011fc: 46bd mov sp, r7 + 80011fe: b002 add sp, #8 + 8001200: bd80 pop {r7, pc} + +08001202 <LL_mDelay>: + * will configure Systick to 1ms + * @param Delay specifies the delay time length, in milliseconds. + * @retval None + */ +void LL_mDelay(uint32_t Delay) +{ + 8001202: b580 push {r7, lr} + 8001204: b084 sub sp, #16 + 8001206: af00 add r7, sp, #0 + 8001208: 6078 str r0, [r7, #4] + __IO uint32_t tmp = SysTick->CTRL; /* Clear the COUNTFLAG first */ + 800120a: 4b0e ldr r3, [pc, #56] ; (8001244 <LL_mDelay+0x42>) + 800120c: 681b ldr r3, [r3, #0] + 800120e: 60fb str r3, [r7, #12] + /* Add this code to indicate that local variable is not used */ + ((void)tmp); + 8001210: 68fb ldr r3, [r7, #12] + + /* Add a period to guaranty minimum wait */ + if (Delay < LL_MAX_DELAY) + 8001212: 687b ldr r3, [r7, #4] + 8001214: 3301 adds r3, #1 + 8001216: d00c beq.n 8001232 <LL_mDelay+0x30> + { + Delay++; + 8001218: 687b ldr r3, [r7, #4] + 800121a: 3301 adds r3, #1 + 800121c: 607b str r3, [r7, #4] + } + + while (Delay) + 800121e: e008 b.n 8001232 <LL_mDelay+0x30> + { + if ((SysTick->CTRL & SysTick_CTRL_COUNTFLAG_Msk) != 0U) + 8001220: 4b08 ldr r3, [pc, #32] ; (8001244 <LL_mDelay+0x42>) + 8001222: 681a ldr r2, [r3, #0] + 8001224: 2380 movs r3, #128 ; 0x80 + 8001226: 025b lsls r3, r3, #9 + 8001228: 4013 ands r3, r2 + 800122a: d002 beq.n 8001232 <LL_mDelay+0x30> + { + Delay--; + 800122c: 687b ldr r3, [r7, #4] + 800122e: 3b01 subs r3, #1 + 8001230: 607b str r3, [r7, #4] + while (Delay) + 8001232: 687b ldr r3, [r7, #4] + 8001234: 2b00 cmp r3, #0 + 8001236: d1f3 bne.n 8001220 <LL_mDelay+0x1e> + } + } +} + 8001238: 46c0 nop ; (mov r8, r8) + 800123a: 46c0 nop ; (mov r8, r8) + 800123c: 46bd mov sp, r7 + 800123e: b004 add sp, #16 + 8001240: bd80 pop {r7, pc} + 8001242: 46c0 nop ; (mov r8, r8) + 8001244: e000e010 .word 0xe000e010 + +08001248 <LL_SetSystemCoreClock>: + * @note Variable can be calculated also through SystemCoreClockUpdate function. + * @param HCLKFrequency HCLK frequency in Hz (can be calculated thanks to RCC helper macro) + * @retval None + */ +void LL_SetSystemCoreClock(uint32_t HCLKFrequency) +{ + 8001248: b580 push {r7, lr} + 800124a: b082 sub sp, #8 + 800124c: af00 add r7, sp, #0 + 800124e: 6078 str r0, [r7, #4] + /* HCLK clock frequency */ + SystemCoreClock = HCLKFrequency; + 8001250: 4b03 ldr r3, [pc, #12] ; (8001260 <LL_SetSystemCoreClock+0x18>) + 8001252: 687a ldr r2, [r7, #4] + 8001254: 601a str r2, [r3, #0] +} + 8001256: 46c0 nop ; (mov r8, r8) + 8001258: 46bd mov sp, r7 + 800125a: b002 add sp, #8 + 800125c: bd80 pop {r7, pc} + 800125e: 46c0 nop ; (mov r8, r8) + 8001260: 20000000 .word 0x20000000 + +08001264 <LL_PLL_ConfigSystemClock_HSI>: + * - SUCCESS: Max frequency configuration done + * - ERROR: Max frequency configuration not done + */ +ErrorStatus LL_PLL_ConfigSystemClock_HSI(LL_UTILS_PLLInitTypeDef *UTILS_PLLInitStruct, + LL_UTILS_ClkInitTypeDef *UTILS_ClkInitStruct) +{ + 8001264: b590 push {r4, r7, lr} + 8001266: b085 sub sp, #20 + 8001268: af00 add r7, sp, #0 + 800126a: 6078 str r0, [r7, #4] + 800126c: 6039 str r1, [r7, #0] + ErrorStatus status = SUCCESS; + 800126e: 230f movs r3, #15 + 8001270: 18fb adds r3, r7, r3 + 8001272: 2201 movs r2, #1 + 8001274: 701a strb r2, [r3, #0] + uint32_t pllfreq = 0U; + 8001276: 2300 movs r3, #0 + 8001278: 60bb str r3, [r7, #8] + + /* Check if one of the PLL is enabled */ + if (UTILS_PLL_IsBusy() == SUCCESS) + 800127a: f000 f8d4 bl 8001426 <UTILS_PLL_IsBusy> + 800127e: 0003 movs r3, r0 + 8001280: 2b01 cmp r3, #1 + 8001282: d128 bne.n 80012d6 <LL_PLL_ConfigSystemClock_HSI+0x72> +#if defined(RCC_PLLSRC_PREDIV1_SUPPORT) + /* Check PREDIV value */ + assert_param(IS_LL_UTILS_PREDIV_VALUE(UTILS_PLLInitStruct->PLLDiv)); +#else + /* Force PREDIV value to 2 */ + UTILS_PLLInitStruct->Prediv = LL_RCC_PREDIV_DIV_2; + 8001284: 687b ldr r3, [r7, #4] + 8001286: 2201 movs r2, #1 + 8001288: 605a str r2, [r3, #4] +#endif /*RCC_PLLSRC_PREDIV1_SUPPORT*/ + + /* Calculate the new PLL output frequency */ + pllfreq = UTILS_GetPLLOutputFrequency(HSI_VALUE, UTILS_PLLInitStruct); + 800128a: 687b ldr r3, [r7, #4] + 800128c: 4a17 ldr r2, [pc, #92] ; (80012ec <LL_PLL_ConfigSystemClock_HSI+0x88>) + 800128e: 0019 movs r1, r3 + 8001290: 0010 movs r0, r2 + 8001292: f000 f8ab bl 80013ec <UTILS_GetPLLOutputFrequency> + 8001296: 0003 movs r3, r0 + 8001298: 60bb str r3, [r7, #8] + + /* Enable HSI if not enabled */ + if (LL_RCC_HSI_IsReady() != 1U) + 800129a: f7ff fec7 bl 800102c <LL_RCC_HSI_IsReady> + 800129e: 0003 movs r3, r0 + 80012a0: 2b01 cmp r3, #1 + 80012a2: d007 beq.n 80012b4 <LL_PLL_ConfigSystemClock_HSI+0x50> + { + LL_RCC_HSI_Enable(); + 80012a4: f7ff feb4 bl 8001010 <LL_RCC_HSI_Enable> + while (LL_RCC_HSI_IsReady() != 1U) + 80012a8: 46c0 nop ; (mov r8, r8) + 80012aa: f7ff febf bl 800102c <LL_RCC_HSI_IsReady> + 80012ae: 0003 movs r3, r0 + 80012b0: 2b01 cmp r3, #1 + 80012b2: d1fa bne.n 80012aa <LL_PLL_ConfigSystemClock_HSI+0x46> + + /* Configure PLL */ +#if defined(RCC_PLLSRC_PREDIV1_SUPPORT) + LL_RCC_PLL_ConfigDomain_SYS(LL_RCC_PLLSOURCE_HSI, UTILS_PLLInitStruct->PLLMul, UTILS_PLLInitStruct->PLLDiv); +#else + LL_RCC_PLL_ConfigDomain_SYS(LL_RCC_PLLSOURCE_HSI_DIV_2, UTILS_PLLInitStruct->PLLMul); + 80012b4: 687b ldr r3, [r7, #4] + 80012b6: 681b ldr r3, [r3, #0] + 80012b8: 0019 movs r1, r3 + 80012ba: 2000 movs r0, #0 + 80012bc: f7ff ff32 bl 8001124 <LL_RCC_PLL_ConfigDomain_SYS> +#endif /*RCC_PLLSRC_PREDIV1_SUPPORT*/ + + /* Enable PLL and switch system clock to PLL */ + status = UTILS_EnablePLLAndSwitchSystem(pllfreq, UTILS_ClkInitStruct); + 80012c0: 230f movs r3, #15 + 80012c2: 18fc adds r4, r7, r3 + 80012c4: 683a ldr r2, [r7, #0] + 80012c6: 68bb ldr r3, [r7, #8] + 80012c8: 0011 movs r1, r2 + 80012ca: 0018 movs r0, r3 + 80012cc: f000 f8be bl 800144c <UTILS_EnablePLLAndSwitchSystem> + 80012d0: 0003 movs r3, r0 + 80012d2: 7023 strb r3, [r4, #0] + 80012d4: e003 b.n 80012de <LL_PLL_ConfigSystemClock_HSI+0x7a> + } + else + { + /* Current PLL configuration cannot be modified */ + status = ERROR; + 80012d6: 230f movs r3, #15 + 80012d8: 18fb adds r3, r7, r3 + 80012da: 2200 movs r2, #0 + 80012dc: 701a strb r2, [r3, #0] + } + + return status; + 80012de: 230f movs r3, #15 + 80012e0: 18fb adds r3, r7, r3 + 80012e2: 781b ldrb r3, [r3, #0] +} + 80012e4: 0018 movs r0, r3 + 80012e6: 46bd mov sp, r7 + 80012e8: b005 add sp, #20 + 80012ea: bd90 pop {r4, r7, pc} + 80012ec: 007a1200 .word 0x007a1200 + +080012f0 <LL_PLL_ConfigSystemClock_HSE>: + * - SUCCESS: Max frequency configuration done + * - ERROR: Max frequency configuration not done + */ +ErrorStatus LL_PLL_ConfigSystemClock_HSE(uint32_t HSEFrequency, uint32_t HSEBypass, + LL_UTILS_PLLInitTypeDef *UTILS_PLLInitStruct, LL_UTILS_ClkInitTypeDef *UTILS_ClkInitStruct) +{ + 80012f0: b590 push {r4, r7, lr} + 80012f2: b087 sub sp, #28 + 80012f4: af00 add r7, sp, #0 + 80012f6: 60f8 str r0, [r7, #12] + 80012f8: 60b9 str r1, [r7, #8] + 80012fa: 607a str r2, [r7, #4] + 80012fc: 603b str r3, [r7, #0] + ErrorStatus status = SUCCESS; + 80012fe: 2317 movs r3, #23 + 8001300: 18fb adds r3, r7, r3 + 8001302: 2201 movs r2, #1 + 8001304: 701a strb r2, [r3, #0] + uint32_t pllfreq = 0U; + 8001306: 2300 movs r3, #0 + 8001308: 613b str r3, [r7, #16] + /* Check the parameters */ + assert_param(IS_LL_UTILS_HSE_FREQUENCY(HSEFrequency)); + assert_param(IS_LL_UTILS_HSE_BYPASS(HSEBypass)); + + /* Check if one of the PLL is enabled */ + if (UTILS_PLL_IsBusy() == SUCCESS) + 800130a: f000 f88c bl 8001426 <UTILS_PLL_IsBusy> + 800130e: 0003 movs r3, r0 + 8001310: 2b01 cmp r3, #1 + 8001312: d132 bne.n 800137a <LL_PLL_ConfigSystemClock_HSE+0x8a> +#else + assert_param(IS_LL_UTILS_PREDIV_VALUE(UTILS_PLLInitStruct->Prediv)); +#endif /*RCC_PLLSRC_PREDIV1_SUPPORT*/ + + /* Calculate the new PLL output frequency */ + pllfreq = UTILS_GetPLLOutputFrequency(HSEFrequency, UTILS_PLLInitStruct); + 8001314: 687a ldr r2, [r7, #4] + 8001316: 68fb ldr r3, [r7, #12] + 8001318: 0011 movs r1, r2 + 800131a: 0018 movs r0, r3 + 800131c: f000 f866 bl 80013ec <UTILS_GetPLLOutputFrequency> + 8001320: 0003 movs r3, r0 + 8001322: 613b str r3, [r7, #16] + + /* Enable HSE if not enabled */ + if (LL_RCC_HSE_IsReady() != 1U) + 8001324: f7ff fe60 bl 8000fe8 <LL_RCC_HSE_IsReady> + 8001328: 0003 movs r3, r0 + 800132a: 2b01 cmp r3, #1 + 800132c: d00f beq.n 800134e <LL_PLL_ConfigSystemClock_HSE+0x5e> + { + /* Check if need to enable HSE bypass feature or not */ + if (HSEBypass == LL_UTILS_HSEBYPASS_ON) + 800132e: 68bb ldr r3, [r7, #8] + 8001330: 2b01 cmp r3, #1 + 8001332: d102 bne.n 800133a <LL_PLL_ConfigSystemClock_HSE+0x4a> + { + LL_RCC_HSE_EnableBypass(); + 8001334: f7ff fe2c bl 8000f90 <LL_RCC_HSE_EnableBypass> + 8001338: e001 b.n 800133e <LL_PLL_ConfigSystemClock_HSE+0x4e> + } + else + { + LL_RCC_HSE_DisableBypass(); + 800133a: f7ff fe37 bl 8000fac <LL_RCC_HSE_DisableBypass> + } + + /* Enable HSE */ + LL_RCC_HSE_Enable(); + 800133e: f7ff fe45 bl 8000fcc <LL_RCC_HSE_Enable> + while (LL_RCC_HSE_IsReady() != 1U) + 8001342: 46c0 nop ; (mov r8, r8) + 8001344: f7ff fe50 bl 8000fe8 <LL_RCC_HSE_IsReady> + 8001348: 0003 movs r3, r0 + 800134a: 2b01 cmp r3, #1 + 800134c: d1fa bne.n 8001344 <LL_PLL_ConfigSystemClock_HSE+0x54> + + /* Configure PLL */ +#if defined(RCC_PLLSRC_PREDIV1_SUPPORT) + LL_RCC_PLL_ConfigDomain_SYS(LL_RCC_PLLSOURCE_HSE, UTILS_PLLInitStruct->PLLMul, UTILS_PLLInitStruct->PLLDiv); +#else + LL_RCC_PLL_ConfigDomain_SYS((RCC_CFGR_PLLSRC_HSE_PREDIV | UTILS_PLLInitStruct->Prediv), UTILS_PLLInitStruct->PLLMul); + 800134e: 687b ldr r3, [r7, #4] + 8001350: 685b ldr r3, [r3, #4] + 8001352: 2280 movs r2, #128 ; 0x80 + 8001354: 0252 lsls r2, r2, #9 + 8001356: 431a orrs r2, r3 + 8001358: 687b ldr r3, [r7, #4] + 800135a: 681b ldr r3, [r3, #0] + 800135c: 0019 movs r1, r3 + 800135e: 0010 movs r0, r2 + 8001360: f7ff fee0 bl 8001124 <LL_RCC_PLL_ConfigDomain_SYS> +#endif /*RCC_PLLSRC_PREDIV1_SUPPORT*/ + + /* Enable PLL and switch system clock to PLL */ + status = UTILS_EnablePLLAndSwitchSystem(pllfreq, UTILS_ClkInitStruct); + 8001364: 2317 movs r3, #23 + 8001366: 18fc adds r4, r7, r3 + 8001368: 683a ldr r2, [r7, #0] + 800136a: 693b ldr r3, [r7, #16] + 800136c: 0011 movs r1, r2 + 800136e: 0018 movs r0, r3 + 8001370: f000 f86c bl 800144c <UTILS_EnablePLLAndSwitchSystem> + 8001374: 0003 movs r3, r0 + 8001376: 7023 strb r3, [r4, #0] + 8001378: e003 b.n 8001382 <LL_PLL_ConfigSystemClock_HSE+0x92> + } + else + { + /* Current PLL configuration cannot be modified */ + status = ERROR; + 800137a: 2317 movs r3, #23 + 800137c: 18fb adds r3, r7, r3 + 800137e: 2200 movs r2, #0 + 8001380: 701a strb r2, [r3, #0] + } + + return status; + 8001382: 2317 movs r3, #23 + 8001384: 18fb adds r3, r7, r3 + 8001386: 781b ldrb r3, [r3, #0] +} + 8001388: 0018 movs r0, r3 + 800138a: 46bd mov sp, r7 + 800138c: b007 add sp, #28 + 800138e: bd90 pop {r4, r7, pc} + +08001390 <UTILS_SetFlashLatency>: + * @retval An ErrorStatus enumeration value: + * - SUCCESS: Latency has been modified + * - ERROR: Latency cannot be modified + */ +static ErrorStatus UTILS_SetFlashLatency(uint32_t Frequency) +{ + 8001390: b580 push {r7, lr} + 8001392: b084 sub sp, #16 + 8001394: af00 add r7, sp, #0 + 8001396: 6078 str r0, [r7, #4] + ErrorStatus status = SUCCESS; + 8001398: 210f movs r1, #15 + 800139a: 187b adds r3, r7, r1 + 800139c: 2201 movs r2, #1 + 800139e: 701a strb r2, [r3, #0] + + uint32_t latency = LL_FLASH_LATENCY_0; /* default value 0WS */ + 80013a0: 2300 movs r3, #0 + 80013a2: 60bb str r3, [r7, #8] + + /* Frequency cannot be equal to 0 */ + if (Frequency == 0U) + 80013a4: 687b ldr r3, [r7, #4] + 80013a6: 2b00 cmp r3, #0 + 80013a8: d103 bne.n 80013b2 <UTILS_SetFlashLatency+0x22> + { + status = ERROR; + 80013aa: 187b adds r3, r7, r1 + 80013ac: 2200 movs r2, #0 + 80013ae: 701a strb r2, [r3, #0] + 80013b0: e013 b.n 80013da <UTILS_SetFlashLatency+0x4a> + } + else + { + if (Frequency > UTILS_LATENCY1_FREQ) + 80013b2: 687b ldr r3, [r7, #4] + 80013b4: 4a0c ldr r2, [pc, #48] ; (80013e8 <UTILS_SetFlashLatency+0x58>) + 80013b6: 4293 cmp r3, r2 + 80013b8: d901 bls.n 80013be <UTILS_SetFlashLatency+0x2e> + { + /* 24 < SYSCLK <= 48 => 1WS (2 CPU cycles) */ + latency = LL_FLASH_LATENCY_1; + 80013ba: 2301 movs r3, #1 + 80013bc: 60bb str r3, [r7, #8] + } + /* else SYSCLK < 24MHz default LL_FLASH_LATENCY_0 0WS */ + + LL_FLASH_SetLatency(latency); + 80013be: 68bb ldr r3, [r7, #8] + 80013c0: 0018 movs r0, r3 + 80013c2: f7ff feef bl 80011a4 <LL_FLASH_SetLatency> + + /* Check that the new number of wait states is taken into account to access the Flash + memory by reading the FLASH_ACR register */ + if (LL_FLASH_GetLatency() != latency) + 80013c6: f7ff ff01 bl 80011cc <LL_FLASH_GetLatency> + 80013ca: 0002 movs r2, r0 + 80013cc: 68bb ldr r3, [r7, #8] + 80013ce: 4293 cmp r3, r2 + 80013d0: d003 beq.n 80013da <UTILS_SetFlashLatency+0x4a> + { + status = ERROR; + 80013d2: 230f movs r3, #15 + 80013d4: 18fb adds r3, r7, r3 + 80013d6: 2200 movs r2, #0 + 80013d8: 701a strb r2, [r3, #0] + } + } + return status; + 80013da: 230f movs r3, #15 + 80013dc: 18fb adds r3, r7, r3 + 80013de: 781b ldrb r3, [r3, #0] +} + 80013e0: 0018 movs r0, r3 + 80013e2: 46bd mov sp, r7 + 80013e4: b004 add sp, #16 + 80013e6: bd80 pop {r7, pc} + 80013e8: 016e3600 .word 0x016e3600 + +080013ec <UTILS_GetPLLOutputFrequency>: + * @param UTILS_PLLInitStruct pointer to a @ref LL_UTILS_PLLInitTypeDef structure that contains + * the configuration information for the PLL. + * @retval PLL output frequency (in Hz) + */ +static uint32_t UTILS_GetPLLOutputFrequency(uint32_t PLL_InputFrequency, LL_UTILS_PLLInitTypeDef *UTILS_PLLInitStruct) +{ + 80013ec: b580 push {r7, lr} + 80013ee: b084 sub sp, #16 + 80013f0: af00 add r7, sp, #0 + 80013f2: 6078 str r0, [r7, #4] + 80013f4: 6039 str r1, [r7, #0] + uint32_t pllfreq = 0U; + 80013f6: 2300 movs r3, #0 + 80013f8: 60fb str r3, [r7, #12] + /* The application software must set correctly the PLL multiplication factor to + be in the range 16-48MHz */ +#if defined(RCC_PLLSRC_PREDIV1_SUPPORT) + pllfreq = __LL_RCC_CALC_PLLCLK_FREQ(PLL_InputFrequency, UTILS_PLLInitStruct->PLLMul, UTILS_PLLInitStruct->PLLDiv); +#else + pllfreq = __LL_RCC_CALC_PLLCLK_FREQ(PLL_InputFrequency / (UTILS_PLLInitStruct->Prediv + 1U), UTILS_PLLInitStruct->PLLMul); + 80013fa: 683b ldr r3, [r7, #0] + 80013fc: 685b ldr r3, [r3, #4] + 80013fe: 3301 adds r3, #1 + 8001400: 0019 movs r1, r3 + 8001402: 6878 ldr r0, [r7, #4] + 8001404: f000 f8d0 bl 80015a8 <__udivsi3> + 8001408: 0003 movs r3, r0 + 800140a: 0019 movs r1, r3 + 800140c: 683b ldr r3, [r7, #0] + 800140e: 681b ldr r3, [r3, #0] + 8001410: 0c9b lsrs r3, r3, #18 + 8001412: 220f movs r2, #15 + 8001414: 4013 ands r3, r2 + 8001416: 3302 adds r3, #2 + 8001418: 434b muls r3, r1 + 800141a: 60fb str r3, [r7, #12] +#endif /*RCC_PLLSRC_PREDIV1_SUPPORT*/ + assert_param(IS_LL_UTILS_PLL_FREQUENCY(pllfreq)); + + return pllfreq; + 800141c: 68fb ldr r3, [r7, #12] +} + 800141e: 0018 movs r0, r3 + 8001420: 46bd mov sp, r7 + 8001422: b004 add sp, #16 + 8001424: bd80 pop {r7, pc} + +08001426 <UTILS_PLL_IsBusy>: + * @retval An ErrorStatus enumeration value: + * - SUCCESS: PLL modification can be done + * - ERROR: PLL is busy + */ +static ErrorStatus UTILS_PLL_IsBusy(void) +{ + 8001426: b580 push {r7, lr} + 8001428: b082 sub sp, #8 + 800142a: af00 add r7, sp, #0 + ErrorStatus status = SUCCESS; + 800142c: 1dfb adds r3, r7, #7 + 800142e: 2201 movs r2, #1 + 8001430: 701a strb r2, [r3, #0] + + /* Check if PLL is busy*/ + if (LL_RCC_PLL_IsReady() != 0U) + 8001432: f7ff fe63 bl 80010fc <LL_RCC_PLL_IsReady> + 8001436: 1e03 subs r3, r0, #0 + 8001438: d002 beq.n 8001440 <UTILS_PLL_IsBusy+0x1a> + { + /* PLL configuration cannot be modified */ + status = ERROR; + 800143a: 1dfb adds r3, r7, #7 + 800143c: 2200 movs r2, #0 + 800143e: 701a strb r2, [r3, #0] + } + + + return status; + 8001440: 1dfb adds r3, r7, #7 + 8001442: 781b ldrb r3, [r3, #0] +} + 8001444: 0018 movs r0, r3 + 8001446: 46bd mov sp, r7 + 8001448: b002 add sp, #8 + 800144a: bd80 pop {r7, pc} + +0800144c <UTILS_EnablePLLAndSwitchSystem>: + * @retval An ErrorStatus enumeration value: + * - SUCCESS: No problem to switch system to PLL + * - ERROR: Problem to switch system to PLL + */ +static ErrorStatus UTILS_EnablePLLAndSwitchSystem(uint32_t SYSCLK_Frequency, LL_UTILS_ClkInitTypeDef *UTILS_ClkInitStruct) +{ + 800144c: b590 push {r4, r7, lr} + 800144e: b085 sub sp, #20 + 8001450: af00 add r7, sp, #0 + 8001452: 6078 str r0, [r7, #4] + 8001454: 6039 str r1, [r7, #0] + ErrorStatus status = SUCCESS; + 8001456: 200f movs r0, #15 + 8001458: 183b adds r3, r7, r0 + 800145a: 2201 movs r2, #1 + 800145c: 701a strb r2, [r3, #0] + uint32_t sysclk_frequency_current = 0U; + 800145e: 2300 movs r3, #0 + 8001460: 60bb str r3, [r7, #8] + + assert_param(IS_LL_UTILS_SYSCLK_DIV(UTILS_ClkInitStruct->AHBCLKDivider)); + assert_param(IS_LL_UTILS_APB1_DIV(UTILS_ClkInitStruct->APB1CLKDivider)); + + /* Calculate current SYSCLK frequency */ + sysclk_frequency_current = (SystemCoreClock << AHBPrescTable[(UTILS_ClkInitStruct->AHBCLKDivider & RCC_CFGR_HPRE) >> RCC_POSITION_HPRE]); + 8001462: 4b2e ldr r3, [pc, #184] ; (800151c <UTILS_EnablePLLAndSwitchSystem+0xd0>) + 8001464: 681a ldr r2, [r3, #0] + 8001466: 683b ldr r3, [r7, #0] + 8001468: 681b ldr r3, [r3, #0] + 800146a: 091b lsrs r3, r3, #4 + 800146c: 210f movs r1, #15 + 800146e: 400b ands r3, r1 + 8001470: 492b ldr r1, [pc, #172] ; (8001520 <UTILS_EnablePLLAndSwitchSystem+0xd4>) + 8001472: 5ccb ldrb r3, [r1, r3] + 8001474: 409a lsls r2, r3 + 8001476: 0013 movs r3, r2 + 8001478: 60bb str r3, [r7, #8] + + /* Increasing the number of wait states because of higher CPU frequency */ + if (sysclk_frequency_current < SYSCLK_Frequency) + 800147a: 68ba ldr r2, [r7, #8] + 800147c: 687b ldr r3, [r7, #4] + 800147e: 429a cmp r2, r3 + 8001480: d206 bcs.n 8001490 <UTILS_EnablePLLAndSwitchSystem+0x44> + { + /* Set FLASH latency to highest latency */ + status = UTILS_SetFlashLatency(SYSCLK_Frequency); + 8001482: 183c adds r4, r7, r0 + 8001484: 687b ldr r3, [r7, #4] + 8001486: 0018 movs r0, r3 + 8001488: f7ff ff82 bl 8001390 <UTILS_SetFlashLatency> + 800148c: 0003 movs r3, r0 + 800148e: 7023 strb r3, [r4, #0] + } + + /* Update system clock configuration */ + if (status == SUCCESS) + 8001490: 230f movs r3, #15 + 8001492: 18fb adds r3, r7, r3 + 8001494: 781b ldrb r3, [r3, #0] + 8001496: 2b01 cmp r3, #1 + 8001498: d11a bne.n 80014d0 <UTILS_EnablePLLAndSwitchSystem+0x84> + { + /* Enable PLL */ + LL_RCC_PLL_Enable(); + 800149a: f7ff fe21 bl 80010e0 <LL_RCC_PLL_Enable> + while (LL_RCC_PLL_IsReady() != 1U) + 800149e: 46c0 nop ; (mov r8, r8) + 80014a0: f7ff fe2c bl 80010fc <LL_RCC_PLL_IsReady> + 80014a4: 0003 movs r3, r0 + 80014a6: 2b01 cmp r3, #1 + 80014a8: d1fa bne.n 80014a0 <UTILS_EnablePLLAndSwitchSystem+0x54> + { + /* Wait for PLL ready */ + } + + /* Sysclk activation on the main PLL */ + LL_RCC_SetAHBPrescaler(UTILS_ClkInitStruct->AHBCLKDivider); + 80014aa: 683b ldr r3, [r7, #0] + 80014ac: 681b ldr r3, [r3, #0] + 80014ae: 0018 movs r0, r3 + 80014b0: f7ff fdec bl 800108c <LL_RCC_SetAHBPrescaler> + LL_RCC_SetSysClkSource(LL_RCC_SYS_CLKSOURCE_PLL); + 80014b4: 2002 movs r0, #2 + 80014b6: f7ff fdc9 bl 800104c <LL_RCC_SetSysClkSource> + while (LL_RCC_GetSysClkSource() != LL_RCC_SYS_CLKSOURCE_STATUS_PLL) + 80014ba: 46c0 nop ; (mov r8, r8) + 80014bc: f7ff fdda bl 8001074 <LL_RCC_GetSysClkSource> + 80014c0: 0003 movs r3, r0 + 80014c2: 2b08 cmp r3, #8 + 80014c4: d1fa bne.n 80014bc <UTILS_EnablePLLAndSwitchSystem+0x70> + { + /* Wait for system clock switch to PLL */ + } + + /* Set APB1 & APB2 prescaler*/ + LL_RCC_SetAPB1Prescaler(UTILS_ClkInitStruct->APB1CLKDivider); + 80014c6: 683b ldr r3, [r7, #0] + 80014c8: 685b ldr r3, [r3, #4] + 80014ca: 0018 movs r0, r3 + 80014cc: f7ff fdf2 bl 80010b4 <LL_RCC_SetAPB1Prescaler> + } + + /* Decreasing the number of wait states because of lower CPU frequency */ + if (sysclk_frequency_current > SYSCLK_Frequency) + 80014d0: 68ba ldr r2, [r7, #8] + 80014d2: 687b ldr r3, [r7, #4] + 80014d4: 429a cmp r2, r3 + 80014d6: d907 bls.n 80014e8 <UTILS_EnablePLLAndSwitchSystem+0x9c> + { + /* Set FLASH latency to lowest latency */ + status = UTILS_SetFlashLatency(SYSCLK_Frequency); + 80014d8: 230f movs r3, #15 + 80014da: 18fc adds r4, r7, r3 + 80014dc: 687b ldr r3, [r7, #4] + 80014de: 0018 movs r0, r3 + 80014e0: f7ff ff56 bl 8001390 <UTILS_SetFlashLatency> + 80014e4: 0003 movs r3, r0 + 80014e6: 7023 strb r3, [r4, #0] + } + + /* Update SystemCoreClock variable */ + if (status == SUCCESS) + 80014e8: 230f movs r3, #15 + 80014ea: 18fb adds r3, r7, r3 + 80014ec: 781b ldrb r3, [r3, #0] + 80014ee: 2b01 cmp r3, #1 + 80014f0: d10c bne.n 800150c <UTILS_EnablePLLAndSwitchSystem+0xc0> + { + LL_SetSystemCoreClock(__LL_RCC_CALC_HCLK_FREQ(SYSCLK_Frequency, UTILS_ClkInitStruct->AHBCLKDivider)); + 80014f2: 683b ldr r3, [r7, #0] + 80014f4: 681b ldr r3, [r3, #0] + 80014f6: 091b lsrs r3, r3, #4 + 80014f8: 220f movs r2, #15 + 80014fa: 4013 ands r3, r2 + 80014fc: 4a08 ldr r2, [pc, #32] ; (8001520 <UTILS_EnablePLLAndSwitchSystem+0xd4>) + 80014fe: 5cd3 ldrb r3, [r2, r3] + 8001500: 001a movs r2, r3 + 8001502: 687b ldr r3, [r7, #4] + 8001504: 40d3 lsrs r3, r2 + 8001506: 0018 movs r0, r3 + 8001508: f7ff fe9e bl 8001248 <LL_SetSystemCoreClock> + } + + return status; + 800150c: 230f movs r3, #15 + 800150e: 18fb adds r3, r7, r3 + 8001510: 781b ldrb r3, [r3, #0] +} + 8001512: 0018 movs r0, r3 + 8001514: 46bd mov sp, r7 + 8001516: b005 add sp, #20 + 8001518: bd90 pop {r4, r7, pc} + 800151a: 46c0 nop ; (mov r8, r8) + 800151c: 20000000 .word 0x20000000 + 8001520: 080018ec .word 0x080018ec + +08001524 <__sinit>: +#include <stdbool.h> + +int __errno = 0; +void *_impure_ptr = NULL; + +void __sinit(void) { + 8001524: b580 push {r7, lr} + 8001526: af00 add r7, sp, #0 +} + 8001528: 46c0 nop ; (mov r8, r8) + 800152a: 46bd mov sp, r7 + 800152c: bd80 pop {r7, pc} + +0800152e <memset>: + +void *memset(void *s, int c, size_t n) { + 800152e: b580 push {r7, lr} + 8001530: b086 sub sp, #24 + 8001532: af00 add r7, sp, #0 + 8001534: 60f8 str r0, [r7, #12] + 8001536: 60b9 str r1, [r7, #8] + 8001538: 607a str r2, [r7, #4] + char *end = (char *)s + n; + 800153a: 68fa ldr r2, [r7, #12] + 800153c: 687b ldr r3, [r7, #4] + 800153e: 18d3 adds r3, r2, r3 + 8001540: 613b str r3, [r7, #16] + for (char *p = (char *)s; p < end; p++) + 8001542: 68fb ldr r3, [r7, #12] + 8001544: 617b str r3, [r7, #20] + 8001546: e006 b.n 8001556 <memset+0x28> + *p = (char)c; + 8001548: 68bb ldr r3, [r7, #8] + 800154a: b2da uxtb r2, r3 + 800154c: 697b ldr r3, [r7, #20] + 800154e: 701a strb r2, [r3, #0] + for (char *p = (char *)s; p < end; p++) + 8001550: 697b ldr r3, [r7, #20] + 8001552: 3301 adds r3, #1 + 8001554: 617b str r3, [r7, #20] + 8001556: 697a ldr r2, [r7, #20] + 8001558: 693b ldr r3, [r7, #16] + 800155a: 429a cmp r2, r3 + 800155c: d3f4 bcc.n 8001548 <memset+0x1a> + return s; + 800155e: 68fb ldr r3, [r7, #12] +} + 8001560: 0018 movs r0, r3 + 8001562: 46bd mov sp, r7 + 8001564: b006 add sp, #24 + 8001566: bd80 pop {r7, pc} + +08001568 <strlen>: + +size_t strlen(const char *s) { + 8001568: b580 push {r7, lr} + 800156a: b084 sub sp, #16 + 800156c: af00 add r7, sp, #0 + 800156e: 6078 str r0, [r7, #4] + const char *start = s; + 8001570: 687b ldr r3, [r7, #4] + 8001572: 60fb str r3, [r7, #12] + while (*s++); + 8001574: 46c0 nop ; (mov r8, r8) + 8001576: 687b ldr r3, [r7, #4] + 8001578: 1c5a adds r2, r3, #1 + 800157a: 607a str r2, [r7, #4] + 800157c: 781b ldrb r3, [r3, #0] + 800157e: 2b00 cmp r3, #0 + 8001580: d1f9 bne.n 8001576 <strlen+0xe> + return s - start - 1; + 8001582: 687a ldr r2, [r7, #4] + 8001584: 68fb ldr r3, [r7, #12] + 8001586: 1ad3 subs r3, r2, r3 + 8001588: 3b01 subs r3, #1 +} + 800158a: 0018 movs r0, r3 + 800158c: 46bd mov sp, r7 + 800158e: b004 add sp, #16 + 8001590: bd80 pop {r7, pc} + +08001592 <__assert_func>: + +void __assert_func(bool value) { + 8001592: b580 push {r7, lr} + 8001594: b082 sub sp, #8 + 8001596: af00 add r7, sp, #0 + 8001598: 0002 movs r2, r0 + 800159a: 1dfb adds r3, r7, #7 + 800159c: 701a strb r2, [r3, #0] +} + 800159e: 46c0 nop ; (mov r8, r8) + 80015a0: 46bd mov sp, r7 + 80015a2: b002 add sp, #8 + 80015a4: bd80 pop {r7, pc} + ... + +080015a8 <__udivsi3>: + 80015a8: 2200 movs r2, #0 + 80015aa: 0843 lsrs r3, r0, #1 + 80015ac: 428b cmp r3, r1 + 80015ae: d374 bcc.n 800169a <__udivsi3+0xf2> + 80015b0: 0903 lsrs r3, r0, #4 + 80015b2: 428b cmp r3, r1 + 80015b4: d35f bcc.n 8001676 <__udivsi3+0xce> + 80015b6: 0a03 lsrs r3, r0, #8 + 80015b8: 428b cmp r3, r1 + 80015ba: d344 bcc.n 8001646 <__udivsi3+0x9e> + 80015bc: 0b03 lsrs r3, r0, #12 + 80015be: 428b cmp r3, r1 + 80015c0: d328 bcc.n 8001614 <__udivsi3+0x6c> + 80015c2: 0c03 lsrs r3, r0, #16 + 80015c4: 428b cmp r3, r1 + 80015c6: d30d bcc.n 80015e4 <__udivsi3+0x3c> + 80015c8: 22ff movs r2, #255 ; 0xff + 80015ca: 0209 lsls r1, r1, #8 + 80015cc: ba12 rev r2, r2 + 80015ce: 0c03 lsrs r3, r0, #16 + 80015d0: 428b cmp r3, r1 + 80015d2: d302 bcc.n 80015da <__udivsi3+0x32> + 80015d4: 1212 asrs r2, r2, #8 + 80015d6: 0209 lsls r1, r1, #8 + 80015d8: d065 beq.n 80016a6 <__udivsi3+0xfe> + 80015da: 0b03 lsrs r3, r0, #12 + 80015dc: 428b cmp r3, r1 + 80015de: d319 bcc.n 8001614 <__udivsi3+0x6c> + 80015e0: e000 b.n 80015e4 <__udivsi3+0x3c> + 80015e2: 0a09 lsrs r1, r1, #8 + 80015e4: 0bc3 lsrs r3, r0, #15 + 80015e6: 428b cmp r3, r1 + 80015e8: d301 bcc.n 80015ee <__udivsi3+0x46> + 80015ea: 03cb lsls r3, r1, #15 + 80015ec: 1ac0 subs r0, r0, r3 + 80015ee: 4152 adcs r2, r2 + 80015f0: 0b83 lsrs r3, r0, #14 + 80015f2: 428b cmp r3, r1 + 80015f4: d301 bcc.n 80015fa <__udivsi3+0x52> + 80015f6: 038b lsls r3, r1, #14 + 80015f8: 1ac0 subs r0, r0, r3 + 80015fa: 4152 adcs r2, r2 + 80015fc: 0b43 lsrs r3, r0, #13 + 80015fe: 428b cmp r3, r1 + 8001600: d301 bcc.n 8001606 <__udivsi3+0x5e> + 8001602: 034b lsls r3, r1, #13 + 8001604: 1ac0 subs r0, r0, r3 + 8001606: 4152 adcs r2, r2 + 8001608: 0b03 lsrs r3, r0, #12 + 800160a: 428b cmp r3, r1 + 800160c: d301 bcc.n 8001612 <__udivsi3+0x6a> + 800160e: 030b lsls r3, r1, #12 + 8001610: 1ac0 subs r0, r0, r3 + 8001612: 4152 adcs r2, r2 + 8001614: 0ac3 lsrs r3, r0, #11 + 8001616: 428b cmp r3, r1 + 8001618: d301 bcc.n 800161e <__udivsi3+0x76> + 800161a: 02cb lsls r3, r1, #11 + 800161c: 1ac0 subs r0, r0, r3 + 800161e: 4152 adcs r2, r2 + 8001620: 0a83 lsrs r3, r0, #10 + 8001622: 428b cmp r3, r1 + 8001624: d301 bcc.n 800162a <__udivsi3+0x82> + 8001626: 028b lsls r3, r1, #10 + 8001628: 1ac0 subs r0, r0, r3 + 800162a: 4152 adcs r2, r2 + 800162c: 0a43 lsrs r3, r0, #9 + 800162e: 428b cmp r3, r1 + 8001630: d301 bcc.n 8001636 <__udivsi3+0x8e> + 8001632: 024b lsls r3, r1, #9 + 8001634: 1ac0 subs r0, r0, r3 + 8001636: 4152 adcs r2, r2 + 8001638: 0a03 lsrs r3, r0, #8 + 800163a: 428b cmp r3, r1 + 800163c: d301 bcc.n 8001642 <__udivsi3+0x9a> + 800163e: 020b lsls r3, r1, #8 + 8001640: 1ac0 subs r0, r0, r3 + 8001642: 4152 adcs r2, r2 + 8001644: d2cd bcs.n 80015e2 <__udivsi3+0x3a> + 8001646: 09c3 lsrs r3, r0, #7 + 8001648: 428b cmp r3, r1 + 800164a: d301 bcc.n 8001650 <__udivsi3+0xa8> + 800164c: 01cb lsls r3, r1, #7 + 800164e: 1ac0 subs r0, r0, r3 + 8001650: 4152 adcs r2, r2 + 8001652: 0983 lsrs r3, r0, #6 + 8001654: 428b cmp r3, r1 + 8001656: d301 bcc.n 800165c <__udivsi3+0xb4> + 8001658: 018b lsls r3, r1, #6 + 800165a: 1ac0 subs r0, r0, r3 + 800165c: 4152 adcs r2, r2 + 800165e: 0943 lsrs r3, r0, #5 + 8001660: 428b cmp r3, r1 + 8001662: d301 bcc.n 8001668 <__udivsi3+0xc0> + 8001664: 014b lsls r3, r1, #5 + 8001666: 1ac0 subs r0, r0, r3 + 8001668: 4152 adcs r2, r2 + 800166a: 0903 lsrs r3, r0, #4 + 800166c: 428b cmp r3, r1 + 800166e: d301 bcc.n 8001674 <__udivsi3+0xcc> + 8001670: 010b lsls r3, r1, #4 + 8001672: 1ac0 subs r0, r0, r3 + 8001674: 4152 adcs r2, r2 + 8001676: 08c3 lsrs r3, r0, #3 + 8001678: 428b cmp r3, r1 + 800167a: d301 bcc.n 8001680 <__udivsi3+0xd8> + 800167c: 00cb lsls r3, r1, #3 + 800167e: 1ac0 subs r0, r0, r3 + 8001680: 4152 adcs r2, r2 + 8001682: 0883 lsrs r3, r0, #2 + 8001684: 428b cmp r3, r1 + 8001686: d301 bcc.n 800168c <__udivsi3+0xe4> + 8001688: 008b lsls r3, r1, #2 + 800168a: 1ac0 subs r0, r0, r3 + 800168c: 4152 adcs r2, r2 + 800168e: 0843 lsrs r3, r0, #1 + 8001690: 428b cmp r3, r1 + 8001692: d301 bcc.n 8001698 <__udivsi3+0xf0> + 8001694: 004b lsls r3, r1, #1 + 8001696: 1ac0 subs r0, r0, r3 + 8001698: 4152 adcs r2, r2 + 800169a: 1a41 subs r1, r0, r1 + 800169c: d200 bcs.n 80016a0 <__udivsi3+0xf8> + 800169e: 4601 mov r1, r0 + 80016a0: 4152 adcs r2, r2 + 80016a2: 4610 mov r0, r2 + 80016a4: 4770 bx lr + 80016a6: e7ff b.n 80016a8 <__udivsi3+0x100> + 80016a8: b501 push {r0, lr} + 80016aa: 2000 movs r0, #0 + 80016ac: f000 f8f0 bl 8001890 <__aeabi_idiv0> + 80016b0: bd02 pop {r1, pc} + 80016b2: 46c0 nop ; (mov r8, r8) + +080016b4 <__aeabi_uidivmod>: + 80016b4: 2900 cmp r1, #0 + 80016b6: d0f7 beq.n 80016a8 <__udivsi3+0x100> + 80016b8: e776 b.n 80015a8 <__udivsi3> + 80016ba: 4770 bx lr + +080016bc <__divsi3>: + 80016bc: 4603 mov r3, r0 + 80016be: 430b orrs r3, r1 + 80016c0: d47f bmi.n 80017c2 <__divsi3+0x106> + 80016c2: 2200 movs r2, #0 + 80016c4: 0843 lsrs r3, r0, #1 + 80016c6: 428b cmp r3, r1 + 80016c8: d374 bcc.n 80017b4 <__divsi3+0xf8> + 80016ca: 0903 lsrs r3, r0, #4 + 80016cc: 428b cmp r3, r1 + 80016ce: d35f bcc.n 8001790 <__divsi3+0xd4> + 80016d0: 0a03 lsrs r3, r0, #8 + 80016d2: 428b cmp r3, r1 + 80016d4: d344 bcc.n 8001760 <__divsi3+0xa4> + 80016d6: 0b03 lsrs r3, r0, #12 + 80016d8: 428b cmp r3, r1 + 80016da: d328 bcc.n 800172e <__divsi3+0x72> + 80016dc: 0c03 lsrs r3, r0, #16 + 80016de: 428b cmp r3, r1 + 80016e0: d30d bcc.n 80016fe <__divsi3+0x42> + 80016e2: 22ff movs r2, #255 ; 0xff + 80016e4: 0209 lsls r1, r1, #8 + 80016e6: ba12 rev r2, r2 + 80016e8: 0c03 lsrs r3, r0, #16 + 80016ea: 428b cmp r3, r1 + 80016ec: d302 bcc.n 80016f4 <__divsi3+0x38> + 80016ee: 1212 asrs r2, r2, #8 + 80016f0: 0209 lsls r1, r1, #8 + 80016f2: d065 beq.n 80017c0 <__divsi3+0x104> + 80016f4: 0b03 lsrs r3, r0, #12 + 80016f6: 428b cmp r3, r1 + 80016f8: d319 bcc.n 800172e <__divsi3+0x72> + 80016fa: e000 b.n 80016fe <__divsi3+0x42> + 80016fc: 0a09 lsrs r1, r1, #8 + 80016fe: 0bc3 lsrs r3, r0, #15 + 8001700: 428b cmp r3, r1 + 8001702: d301 bcc.n 8001708 <__divsi3+0x4c> + 8001704: 03cb lsls r3, r1, #15 + 8001706: 1ac0 subs r0, r0, r3 + 8001708: 4152 adcs r2, r2 + 800170a: 0b83 lsrs r3, r0, #14 + 800170c: 428b cmp r3, r1 + 800170e: d301 bcc.n 8001714 <__divsi3+0x58> + 8001710: 038b lsls r3, r1, #14 + 8001712: 1ac0 subs r0, r0, r3 + 8001714: 4152 adcs r2, r2 + 8001716: 0b43 lsrs r3, r0, #13 + 8001718: 428b cmp r3, r1 + 800171a: d301 bcc.n 8001720 <__divsi3+0x64> + 800171c: 034b lsls r3, r1, #13 + 800171e: 1ac0 subs r0, r0, r3 + 8001720: 4152 adcs r2, r2 + 8001722: 0b03 lsrs r3, r0, #12 + 8001724: 428b cmp r3, r1 + 8001726: d301 bcc.n 800172c <__divsi3+0x70> + 8001728: 030b lsls r3, r1, #12 + 800172a: 1ac0 subs r0, r0, r3 + 800172c: 4152 adcs r2, r2 + 800172e: 0ac3 lsrs r3, r0, #11 + 8001730: 428b cmp r3, r1 + 8001732: d301 bcc.n 8001738 <__divsi3+0x7c> + 8001734: 02cb lsls r3, r1, #11 + 8001736: 1ac0 subs r0, r0, r3 + 8001738: 4152 adcs r2, r2 + 800173a: 0a83 lsrs r3, r0, #10 + 800173c: 428b cmp r3, r1 + 800173e: d301 bcc.n 8001744 <__divsi3+0x88> + 8001740: 028b lsls r3, r1, #10 + 8001742: 1ac0 subs r0, r0, r3 + 8001744: 4152 adcs r2, r2 + 8001746: 0a43 lsrs r3, r0, #9 + 8001748: 428b cmp r3, r1 + 800174a: d301 bcc.n 8001750 <__divsi3+0x94> + 800174c: 024b lsls r3, r1, #9 + 800174e: 1ac0 subs r0, r0, r3 + 8001750: 4152 adcs r2, r2 + 8001752: 0a03 lsrs r3, r0, #8 + 8001754: 428b cmp r3, r1 + 8001756: d301 bcc.n 800175c <__divsi3+0xa0> + 8001758: 020b lsls r3, r1, #8 + 800175a: 1ac0 subs r0, r0, r3 + 800175c: 4152 adcs r2, r2 + 800175e: d2cd bcs.n 80016fc <__divsi3+0x40> + 8001760: 09c3 lsrs r3, r0, #7 + 8001762: 428b cmp r3, r1 + 8001764: d301 bcc.n 800176a <__divsi3+0xae> + 8001766: 01cb lsls r3, r1, #7 + 8001768: 1ac0 subs r0, r0, r3 + 800176a: 4152 adcs r2, r2 + 800176c: 0983 lsrs r3, r0, #6 + 800176e: 428b cmp r3, r1 + 8001770: d301 bcc.n 8001776 <__divsi3+0xba> + 8001772: 018b lsls r3, r1, #6 + 8001774: 1ac0 subs r0, r0, r3 + 8001776: 4152 adcs r2, r2 + 8001778: 0943 lsrs r3, r0, #5 + 800177a: 428b cmp r3, r1 + 800177c: d301 bcc.n 8001782 <__divsi3+0xc6> + 800177e: 014b lsls r3, r1, #5 + 8001780: 1ac0 subs r0, r0, r3 + 8001782: 4152 adcs r2, r2 + 8001784: 0903 lsrs r3, r0, #4 + 8001786: 428b cmp r3, r1 + 8001788: d301 bcc.n 800178e <__divsi3+0xd2> + 800178a: 010b lsls r3, r1, #4 + 800178c: 1ac0 subs r0, r0, r3 + 800178e: 4152 adcs r2, r2 + 8001790: 08c3 lsrs r3, r0, #3 + 8001792: 428b cmp r3, r1 + 8001794: d301 bcc.n 800179a <__divsi3+0xde> + 8001796: 00cb lsls r3, r1, #3 + 8001798: 1ac0 subs r0, r0, r3 + 800179a: 4152 adcs r2, r2 + 800179c: 0883 lsrs r3, r0, #2 + 800179e: 428b cmp r3, r1 + 80017a0: d301 bcc.n 80017a6 <__divsi3+0xea> + 80017a2: 008b lsls r3, r1, #2 + 80017a4: 1ac0 subs r0, r0, r3 + 80017a6: 4152 adcs r2, r2 + 80017a8: 0843 lsrs r3, r0, #1 + 80017aa: 428b cmp r3, r1 + 80017ac: d301 bcc.n 80017b2 <__divsi3+0xf6> + 80017ae: 004b lsls r3, r1, #1 + 80017b0: 1ac0 subs r0, r0, r3 + 80017b2: 4152 adcs r2, r2 + 80017b4: 1a41 subs r1, r0, r1 + 80017b6: d200 bcs.n 80017ba <__divsi3+0xfe> + 80017b8: 4601 mov r1, r0 + 80017ba: 4152 adcs r2, r2 + 80017bc: 4610 mov r0, r2 + 80017be: 4770 bx lr + 80017c0: e05d b.n 800187e <__divsi3+0x1c2> + 80017c2: 0fca lsrs r2, r1, #31 + 80017c4: d000 beq.n 80017c8 <__divsi3+0x10c> + 80017c6: 4249 negs r1, r1 + 80017c8: 1003 asrs r3, r0, #32 + 80017ca: d300 bcc.n 80017ce <__divsi3+0x112> + 80017cc: 4240 negs r0, r0 + 80017ce: 4053 eors r3, r2 + 80017d0: 2200 movs r2, #0 + 80017d2: 469c mov ip, r3 + 80017d4: 0903 lsrs r3, r0, #4 + 80017d6: 428b cmp r3, r1 + 80017d8: d32d bcc.n 8001836 <__divsi3+0x17a> + 80017da: 0a03 lsrs r3, r0, #8 + 80017dc: 428b cmp r3, r1 + 80017de: d312 bcc.n 8001806 <__divsi3+0x14a> + 80017e0: 22fc movs r2, #252 ; 0xfc + 80017e2: 0189 lsls r1, r1, #6 + 80017e4: ba12 rev r2, r2 + 80017e6: 0a03 lsrs r3, r0, #8 + 80017e8: 428b cmp r3, r1 + 80017ea: d30c bcc.n 8001806 <__divsi3+0x14a> + 80017ec: 0189 lsls r1, r1, #6 + 80017ee: 1192 asrs r2, r2, #6 + 80017f0: 428b cmp r3, r1 + 80017f2: d308 bcc.n 8001806 <__divsi3+0x14a> + 80017f4: 0189 lsls r1, r1, #6 + 80017f6: 1192 asrs r2, r2, #6 + 80017f8: 428b cmp r3, r1 + 80017fa: d304 bcc.n 8001806 <__divsi3+0x14a> + 80017fc: 0189 lsls r1, r1, #6 + 80017fe: d03a beq.n 8001876 <__divsi3+0x1ba> + 8001800: 1192 asrs r2, r2, #6 + 8001802: e000 b.n 8001806 <__divsi3+0x14a> + 8001804: 0989 lsrs r1, r1, #6 + 8001806: 09c3 lsrs r3, r0, #7 + 8001808: 428b cmp r3, r1 + 800180a: d301 bcc.n 8001810 <__divsi3+0x154> + 800180c: 01cb lsls r3, r1, #7 + 800180e: 1ac0 subs r0, r0, r3 + 8001810: 4152 adcs r2, r2 + 8001812: 0983 lsrs r3, r0, #6 + 8001814: 428b cmp r3, r1 + 8001816: d301 bcc.n 800181c <__divsi3+0x160> + 8001818: 018b lsls r3, r1, #6 + 800181a: 1ac0 subs r0, r0, r3 + 800181c: 4152 adcs r2, r2 + 800181e: 0943 lsrs r3, r0, #5 + 8001820: 428b cmp r3, r1 + 8001822: d301 bcc.n 8001828 <__divsi3+0x16c> + 8001824: 014b lsls r3, r1, #5 + 8001826: 1ac0 subs r0, r0, r3 + 8001828: 4152 adcs r2, r2 + 800182a: 0903 lsrs r3, r0, #4 + 800182c: 428b cmp r3, r1 + 800182e: d301 bcc.n 8001834 <__divsi3+0x178> + 8001830: 010b lsls r3, r1, #4 + 8001832: 1ac0 subs r0, r0, r3 + 8001834: 4152 adcs r2, r2 + 8001836: 08c3 lsrs r3, r0, #3 + 8001838: 428b cmp r3, r1 + 800183a: d301 bcc.n 8001840 <__divsi3+0x184> + 800183c: 00cb lsls r3, r1, #3 + 800183e: 1ac0 subs r0, r0, r3 + 8001840: 4152 adcs r2, r2 + 8001842: 0883 lsrs r3, r0, #2 + 8001844: 428b cmp r3, r1 + 8001846: d301 bcc.n 800184c <__divsi3+0x190> + 8001848: 008b lsls r3, r1, #2 + 800184a: 1ac0 subs r0, r0, r3 + 800184c: 4152 adcs r2, r2 + 800184e: d2d9 bcs.n 8001804 <__divsi3+0x148> + 8001850: 0843 lsrs r3, r0, #1 + 8001852: 428b cmp r3, r1 + 8001854: d301 bcc.n 800185a <__divsi3+0x19e> + 8001856: 004b lsls r3, r1, #1 + 8001858: 1ac0 subs r0, r0, r3 + 800185a: 4152 adcs r2, r2 + 800185c: 1a41 subs r1, r0, r1 + 800185e: d200 bcs.n 8001862 <__divsi3+0x1a6> + 8001860: 4601 mov r1, r0 + 8001862: 4663 mov r3, ip + 8001864: 4152 adcs r2, r2 + 8001866: 105b asrs r3, r3, #1 + 8001868: 4610 mov r0, r2 + 800186a: d301 bcc.n 8001870 <__divsi3+0x1b4> + 800186c: 4240 negs r0, r0 + 800186e: 2b00 cmp r3, #0 + 8001870: d500 bpl.n 8001874 <__divsi3+0x1b8> + 8001872: 4249 negs r1, r1 + 8001874: 4770 bx lr + 8001876: 4663 mov r3, ip + 8001878: 105b asrs r3, r3, #1 + 800187a: d300 bcc.n 800187e <__divsi3+0x1c2> + 800187c: 4240 negs r0, r0 + 800187e: b501 push {r0, lr} + 8001880: 2000 movs r0, #0 + 8001882: f000 f805 bl 8001890 <__aeabi_idiv0> + 8001886: bd02 pop {r1, pc} + +08001888 <__aeabi_idivmod>: + 8001888: 2900 cmp r1, #0 + 800188a: d0f8 beq.n 800187e <__divsi3+0x1c2> + 800188c: e716 b.n 80016bc <__divsi3> + 800188e: 4770 bx lr + +08001890 <__aeabi_idiv0>: + 8001890: 4770 bx lr + 8001892: 46c0 nop ; (mov r8, r8) + +08001894 <Reset_Handler>: + + .section .text.Reset_Handler + .weak Reset_Handler + .type Reset_Handler, %function +Reset_Handler: + ldr r0, =_estack + 8001894: 480c ldr r0, [pc, #48] ; (80018c8 <LoopForever+0x2>) + mov sp, r0 /* set stack pointer */ + 8001896: 4685 mov sp, r0 + +/* Copy the data segment initializers from flash to SRAM */ + movs r1, #0 + 8001898: 2100 movs r1, #0 + b LoopCopyDataInit + 800189a: e003 b.n 80018a4 <LoopCopyDataInit> + +0800189c <CopyDataInit>: + +CopyDataInit: + ldr r3, =_sidata + 800189c: 4b0b ldr r3, [pc, #44] ; (80018cc <LoopForever+0x6>) + ldr r3, [r3, r1] + 800189e: 585b ldr r3, [r3, r1] + str r3, [r0, r1] + 80018a0: 5043 str r3, [r0, r1] + adds r1, r1, #4 + 80018a2: 3104 adds r1, #4 + +080018a4 <LoopCopyDataInit>: + +LoopCopyDataInit: + ldr r0, =_sdata + 80018a4: 480a ldr r0, [pc, #40] ; (80018d0 <LoopForever+0xa>) + ldr r3, =_edata + 80018a6: 4b0b ldr r3, [pc, #44] ; (80018d4 <LoopForever+0xe>) + adds r2, r0, r1 + 80018a8: 1842 adds r2, r0, r1 + cmp r2, r3 + 80018aa: 429a cmp r2, r3 + bcc CopyDataInit + 80018ac: d3f6 bcc.n 800189c <CopyDataInit> + ldr r2, =_sbss + 80018ae: 4a0a ldr r2, [pc, #40] ; (80018d8 <LoopForever+0x12>) + b LoopFillZerobss + 80018b0: e002 b.n 80018b8 <LoopFillZerobss> + +080018b2 <FillZerobss>: +/* Zero fill the bss segment. */ +FillZerobss: + movs r3, #0 + 80018b2: 2300 movs r3, #0 + str r3, [r2] + 80018b4: 6013 str r3, [r2, #0] + adds r2, r2, #4 + 80018b6: 3204 adds r2, #4 + +080018b8 <LoopFillZerobss>: + + +LoopFillZerobss: + ldr r3, = _ebss + 80018b8: 4b08 ldr r3, [pc, #32] ; (80018dc <LoopForever+0x16>) + cmp r2, r3 + 80018ba: 429a cmp r2, r3 + bcc FillZerobss + 80018bc: d3f9 bcc.n 80018b2 <FillZerobss> + +/* Call the clock system intitialization function.*/ + bl SystemInit + 80018be: f7ff faad bl 8000e1c <SystemInit> +/* Call static constructors */ +// bl __libc_init_array +/* Call the application's entry point.*/ + bl main + 80018c2: f7fe fcaa bl 800021a <main> + +080018c6 <LoopForever>: + +LoopForever: + b LoopForever + 80018c6: e7fe b.n 80018c6 <LoopForever> + ldr r0, =_estack + 80018c8: 20001000 .word 0x20001000 + ldr r3, =_sidata + 80018cc: 08001904 .word 0x08001904 + ldr r0, =_sdata + 80018d0: 20000000 .word 0x20000000 + ldr r3, =_edata + 80018d4: 20000094 .word 0x20000094 + ldr r2, =_sbss + 80018d8: 20000094 .word 0x20000094 + ldr r3, = _ebss + 80018dc: 200009d4 .word 0x200009d4 + +080018e0 <ADC1_IRQHandler>: + * @retval : None +*/ + .section .text.Default_Handler,"ax",%progbits +Default_Handler: +Infinite_Loop: + b Infinite_Loop + 80018e0: e7fe b.n 80018e0 <ADC1_IRQHandler> + 80018e2: 0000 movs r0, r0 + 80018e4: 424f4f46 .word 0x424f4f46 + 80018e8: 000a5241 .word 0x000a5241 + +080018ec <AHBPrescTable>: + ... + 80018f4: 04030201 09080706 ........ + +080018fc <APBPrescTable>: + 80018fc: 00000000 04030201 ........ diff --git a/gm_platform/fw/main.map b/gm_platform/fw/main.map new file mode 100644 index 0000000..ecbce31 --- /dev/null +++ b/gm_platform/fw/main.map @@ -0,0 +1,457 @@ +Archive member included to satisfy reference by file (symbol) + +/usr/lib/gcc/arm-none-eabi/9.2.0/thumb/v6-m/nofp/libgcc.a(_udivsi3.o) + /tmp/cchCmUnQ.o (__aeabi_uidiv) +/usr/lib/gcc/arm-none-eabi/9.2.0/thumb/v6-m/nofp/libgcc.a(_divsi3.o) + /tmp/cczzmF2c.o (__aeabi_idiv) +/usr/lib/gcc/arm-none-eabi/9.2.0/thumb/v6-m/nofp/libgcc.a(_dvmd_tls.o) + /usr/lib/gcc/arm-none-eabi/9.2.0/thumb/v6-m/nofp/libgcc.a(_udivsi3.o) (__aeabi_idiv0) + +Allocating common symbols +Common symbol size file + +usart_tx_buf 0x10c /tmp/cc4OHQ7z.o +leds 0x20 /tmp/cchCmUnQ.o +adc_buf 0x800 /tmp/cczzmF2c.o + +Memory Configuration + +Name Origin Length Attributes +FLASH 0x0000000008000000 0x0000000000003c00 xr +CONFIGFLASH 0x0000000008003c00 0x0000000000000400 rw +RAM 0x0000000020000000 0x0000000000001000 xrw +*default* 0x0000000000000000 0xffffffffffffffff + +Linker script and memory map + +LOAD /home/user/resource/STM32CubeF0/Drivers/CMSIS/Lib/GCC/libarm_cortexM0l_math.a +LOAD /tmp/cchCmUnQ.o +LOAD /tmp/cczzmF2c.o +LOAD /tmp/cc4OHQ7z.o +LOAD /tmp/cc0OqFzX.o +LOAD /tmp/ccTaPb5k.o +LOAD /tmp/cc6XVkRI.o +LOAD /tmp/ccvZIDd7.o +LOAD /tmp/ccTEVTRv.o +LOAD /tmp/ccvICuLU.o +LOAD /usr/lib/gcc/arm-none-eabi/9.2.0/thumb/v6-m/nofp/libgcc.a + 0x0000000020001000 _estack = 0x20001000 + +.isr_vector 0x0000000008000000 0xc0 + 0x0000000008000000 . = ALIGN (0x4) + *(.isr_vector) + .isr_vector 0x0000000008000000 0xc0 /tmp/ccTaPb5k.o + 0x0000000008000000 g_pfnVectors + 0x00000000080000c0 . = ALIGN (0x4) + +.text 0x00000000080000c0 0x1844 + 0x00000000080000c0 . = ALIGN (0x4) + *(.text) + .text 0x00000000080000c0 0x454 /tmp/cchCmUnQ.o + 0x0000000008000210 update_leds + 0x000000000800021a main + 0x00000000080003c8 SPI1_IRQHandler + 0x00000000080003f4 TIM16_IRQHandler + 0x00000000080004b0 NMI_Handler + 0x00000000080004bc HardFault_Handler + 0x00000000080004c0 SVC_Handler + 0x00000000080004cc PendSV_Handler + 0x00000000080004d8 SysTick_Handler + .text 0x0000000008000514 0x29c /tmp/cczzmF2c.o + 0x000000000800061c adc_configure_scope_mode + 0x0000000008000792 DMA1_Channel1_IRQHandler + .text 0x00000000080007b0 0x31c /tmp/cc4OHQ7z.o + 0x00000000080008e8 usart_dma_init + 0x00000000080009d4 usart_dma_fifo_push + 0x0000000008000a2c usart_putc + 0x0000000008000a5c DMA1_Channel2_3_IRQHandler + 0x0000000008000a9c usart_send_packet + .text 0x0000000008000acc 0x33a /tmp/cc0OqFzX.o + 0x0000000008000acc cobs_encode + 0x0000000008000b92 cobs_encode_usart + 0x0000000008000c32 cobs_decode + 0x0000000008000d08 cobs_decode_incremental_initialize + 0x0000000008000d24 cobs_decode_incremental + .text 0x0000000008000e06 0x14 /tmp/ccTaPb5k.o + *fill* 0x0000000008000e1a 0x2 + .text 0x0000000008000e1c 0x174 /tmp/cc6XVkRI.o + 0x0000000008000e1c SystemInit + 0x0000000008000ea4 SystemCoreClockUpdate + .text 0x0000000008000f90 0x594 /tmp/ccvZIDd7.o + 0x00000000080011e4 LL_Init1msTick + 0x0000000008001202 LL_mDelay + 0x0000000008001248 LL_SetSystemCoreClock + 0x0000000008001264 LL_PLL_ConfigSystemClock_HSI + 0x00000000080012f0 LL_PLL_ConfigSystemClock_HSE + .text 0x0000000008001524 0x82 /tmp/ccTEVTRv.o + 0x0000000008001524 __sinit + 0x000000000800152e memset + 0x0000000008001568 strlen + 0x0000000008001592 __assert_func + .text 0x00000000080015a6 0x0 /tmp/ccvICuLU.o + *fill* 0x00000000080015a6 0x2 + .text 0x00000000080015a8 0x114 /usr/lib/gcc/arm-none-eabi/9.2.0/thumb/v6-m/nofp/libgcc.a(_udivsi3.o) + 0x00000000080015a8 __udivsi3 + 0x00000000080015a8 __aeabi_uidiv + 0x00000000080016b4 __aeabi_uidivmod + .text 0x00000000080016bc 0x1d4 /usr/lib/gcc/arm-none-eabi/9.2.0/thumb/v6-m/nofp/libgcc.a(_divsi3.o) + 0x00000000080016bc __aeabi_idiv + 0x00000000080016bc __divsi3 + 0x0000000008001888 __aeabi_idivmod + .text 0x0000000008001890 0x4 /usr/lib/gcc/arm-none-eabi/9.2.0/thumb/v6-m/nofp/libgcc.a(_dvmd_tls.o) + 0x0000000008001890 __aeabi_ldiv0 + 0x0000000008001890 __aeabi_idiv0 + *(.text.*) + .text.Reset_Handler + 0x0000000008001894 0x4c /tmp/ccTaPb5k.o + 0x0000000008001894 Reset_Handler + .text.Default_Handler + 0x00000000080018e0 0x2 /tmp/ccTaPb5k.o + 0x00000000080018e0 TIM1_CC_IRQHandler + 0x00000000080018e0 I2C1_IRQHandler + 0x00000000080018e0 EXTI2_3_IRQHandler + 0x00000000080018e0 ADC1_IRQHandler + 0x00000000080018e0 TIM17_IRQHandler + 0x00000000080018e0 RTC_IRQHandler + 0x00000000080018e0 TIM3_IRQHandler + 0x00000000080018e0 EXTI4_15_IRQHandler + 0x00000000080018e0 RCC_IRQHandler + 0x00000000080018e0 Default_Handler + 0x00000000080018e0 TIM14_IRQHandler + 0x00000000080018e0 DMA1_Channel4_5_IRQHandler + 0x00000000080018e0 EXTI0_1_IRQHandler + 0x00000000080018e0 WWDG_IRQHandler + 0x00000000080018e0 FLASH_IRQHandler + 0x00000000080018e0 USART1_IRQHandler + 0x00000000080018e0 TIM1_BRK_UP_TRG_COM_IRQHandler + *(.rodata) + *fill* 0x00000000080018e2 0x2 + .rodata 0x00000000080018e4 0x8 /tmp/cchCmUnQ.o + .rodata 0x00000000080018ec 0x18 /tmp/cc6XVkRI.o + 0x00000000080018ec AHBPrescTable + 0x00000000080018fc APBPrescTable + *(.rodata*) + *(.glue_7) + .glue_7 0x0000000008001904 0x0 linker stubs + *(.glue_7t) + .glue_7t 0x0000000008001904 0x0 linker stubs + *(.source_tarball) + *(.init) + *(.fini) + *(.source_tarball) + 0x0000000008001904 . = ALIGN (0x4) + 0x0000000008001904 _etext = . + 0x0000000008001904 _sidata = _etext + +.vfp11_veneer 0x0000000008001904 0x0 + .vfp11_veneer 0x0000000008001904 0x0 linker stubs + +.v4_bx 0x0000000008001904 0x0 + .v4_bx 0x0000000008001904 0x0 linker stubs + +.iplt 0x0000000008001904 0x0 + .iplt 0x0000000008001904 0x0 /tmp/cchCmUnQ.o + +.rel.dyn 0x0000000008001904 0x0 + .rel.iplt 0x0000000008001904 0x0 /tmp/cchCmUnQ.o + +.data 0x0000000020000000 0x94 load address 0x0000000008001904 + 0x0000000020000000 . = ALIGN (0x4) + 0x0000000020000000 _sdata = . + 0x0000000020000000 _data = . + *(.data) + .data 0x0000000020000000 0x0 /tmp/cchCmUnQ.o + .data 0x0000000020000000 0x0 /tmp/cczzmF2c.o + .data 0x0000000020000000 0x0 /tmp/cc4OHQ7z.o + .data 0x0000000020000000 0x0 /tmp/cc0OqFzX.o + .data 0x0000000020000000 0x0 /tmp/ccTaPb5k.o + .data 0x0000000020000000 0x4 /tmp/cc6XVkRI.o + 0x0000000020000000 SystemCoreClock + .data 0x0000000020000004 0x0 /tmp/ccvZIDd7.o + .data 0x0000000020000004 0x0 /tmp/ccTEVTRv.o + .data 0x0000000020000004 0x90 /tmp/ccvICuLU.o + 0x0000000020000004 tim3 + 0x0000000020000008 tim14 + 0x000000002000000c rtc + 0x0000000020000010 wwdg + 0x0000000020000014 iwdg + 0x0000000020000018 i2c1 + 0x000000002000001c pwr + 0x0000000020000020 syscfg + 0x0000000020000024 exti + 0x0000000020000028 adc1 + 0x000000002000002c adc1_common + 0x0000000020000030 adc + 0x0000000020000034 tim1 + 0x0000000020000038 spi1 + 0x000000002000003c usart1 + 0x0000000020000040 tim16 + 0x0000000020000044 tim17 + 0x0000000020000048 dbgmcu + 0x000000002000004c dma1 + 0x0000000020000050 dma1_channel1 + 0x0000000020000054 dma1_channel2 + 0x0000000020000058 dma1_channel3 + 0x000000002000005c dma1_channel4 + 0x0000000020000060 dma1_channel5 + 0x0000000020000064 flash + 0x0000000020000068 ob + 0x000000002000006c rcc + 0x0000000020000070 crc + 0x0000000020000074 gpioa + 0x0000000020000078 gpiob + 0x000000002000007c gpioc + 0x0000000020000080 gpiod + 0x0000000020000084 gpiof + 0x0000000020000088 scb + 0x000000002000008c systick + 0x0000000020000090 nvic + .data 0x0000000020000094 0x0 /usr/lib/gcc/arm-none-eabi/9.2.0/thumb/v6-m/nofp/libgcc.a(_udivsi3.o) + .data 0x0000000020000094 0x0 /usr/lib/gcc/arm-none-eabi/9.2.0/thumb/v6-m/nofp/libgcc.a(_divsi3.o) + .data 0x0000000020000094 0x0 /usr/lib/gcc/arm-none-eabi/9.2.0/thumb/v6-m/nofp/libgcc.a(_dvmd_tls.o) + *(.data.*) + *(.RAMtext) + 0x0000000020000094 . = ALIGN (0x4) + 0x0000000020000094 _edata = . + +.igot.plt 0x0000000020000094 0x0 load address 0x0000000008001998 + .igot.plt 0x0000000020000094 0x0 /tmp/cchCmUnQ.o + +.bss 0x0000000020000094 0x940 load address 0x0000000008001998 + 0x0000000020000094 . = ALIGN (0x4) + 0x0000000020000094 _sbss = . + 0x0000000020000094 _bss = . + *(.bss) + .bss 0x0000000020000094 0xc /tmp/cchCmUnQ.o + 0x0000000020000094 sys_time_seconds + .bss 0x00000000200000a0 0x0 /tmp/cczzmF2c.o + .bss 0x00000000200000a0 0x0 /tmp/cc4OHQ7z.o + .bss 0x00000000200000a0 0x0 /tmp/cc0OqFzX.o + .bss 0x00000000200000a0 0x0 /tmp/ccTaPb5k.o + .bss 0x00000000200000a0 0x0 /tmp/cc6XVkRI.o + .bss 0x00000000200000a0 0x0 /tmp/ccvZIDd7.o + .bss 0x00000000200000a0 0x8 /tmp/ccTEVTRv.o + 0x00000000200000a0 __errno + 0x00000000200000a4 _impure_ptr + .bss 0x00000000200000a8 0x0 /tmp/ccvICuLU.o + .bss 0x00000000200000a8 0x0 /usr/lib/gcc/arm-none-eabi/9.2.0/thumb/v6-m/nofp/libgcc.a(_udivsi3.o) + .bss 0x00000000200000a8 0x0 /usr/lib/gcc/arm-none-eabi/9.2.0/thumb/v6-m/nofp/libgcc.a(_divsi3.o) + .bss 0x00000000200000a8 0x0 /usr/lib/gcc/arm-none-eabi/9.2.0/thumb/v6-m/nofp/libgcc.a(_dvmd_tls.o) + *(.bss.*) + *(COMMON) + COMMON 0x00000000200000a8 0x20 /tmp/cchCmUnQ.o + 0x00000000200000a8 leds + COMMON 0x00000000200000c8 0x800 /tmp/cczzmF2c.o + 0x00000000200000c8 adc_buf + COMMON 0x00000000200008c8 0x10c /tmp/cc4OHQ7z.o + 0x00000000200008c8 usart_tx_buf + 0x00000000200009d4 . = ALIGN (0x4) + 0x00000000200009d4 _ebss = . + [!provide] PROVIDE (end = _ebss) + [!provide] PROVIDE (_end = _ebss) + 0x00000000200009d4 __exidx_start = . + 0x00000000200009d4 __exidx_end = . + +.stab + *(.stab) + +.stabstr + *(.stabstr) + +.stab.excl + *(.stab.excl) + +.stab.exclstr + *(.stab.exclstr) + +.stab.index + *(.stab.index) + +.stab.indexstr + *(.stab.indexstr) + +.comment 0x0000000000000000 0x21 + *(.comment) + .comment 0x0000000000000000 0x21 /tmp/cchCmUnQ.o + 0x22 (size before relaxing) + .comment 0x0000000000000021 0x22 /tmp/cczzmF2c.o + .comment 0x0000000000000021 0x22 /tmp/cc4OHQ7z.o + .comment 0x0000000000000021 0x22 /tmp/cc0OqFzX.o + .comment 0x0000000000000021 0x22 /tmp/cc6XVkRI.o + .comment 0x0000000000000021 0x22 /tmp/ccvZIDd7.o + .comment 0x0000000000000021 0x22 /tmp/ccTEVTRv.o + .comment 0x0000000000000021 0x22 /tmp/ccvICuLU.o + +.ARM.attributes + 0x0000000000000000 0x2f + .ARM.attributes + 0x0000000000000000 0x2b /tmp/cchCmUnQ.o + .ARM.attributes + 0x000000000000002b 0x2b /tmp/cczzmF2c.o + .ARM.attributes + 0x0000000000000056 0x2b /tmp/cc4OHQ7z.o + .ARM.attributes + 0x0000000000000081 0x2b /tmp/cc0OqFzX.o + .ARM.attributes + 0x00000000000000ac 0x21 /tmp/ccTaPb5k.o + .ARM.attributes + 0x00000000000000cd 0x2b /tmp/cc6XVkRI.o + .ARM.attributes + 0x00000000000000f8 0x2b /tmp/ccvZIDd7.o + .ARM.attributes + 0x0000000000000123 0x2b /tmp/ccTEVTRv.o + .ARM.attributes + 0x000000000000014e 0x31 /tmp/ccvICuLU.o + .ARM.attributes + 0x000000000000017f 0x1e /usr/lib/gcc/arm-none-eabi/9.2.0/thumb/v6-m/nofp/libgcc.a(_udivsi3.o) + .ARM.attributes + 0x000000000000019d 0x1e /usr/lib/gcc/arm-none-eabi/9.2.0/thumb/v6-m/nofp/libgcc.a(_divsi3.o) + .ARM.attributes + 0x00000000000001bb 0x1e /usr/lib/gcc/arm-none-eabi/9.2.0/thumb/v6-m/nofp/libgcc.a(_dvmd_tls.o) + +.debug + *(.debug) + +.line + *(.line) + +.debug_srcinfo + *(.debug_srcinfo) + +.debug_sfnames + *(.debug_sfnames) + +.debug_aranges 0x0000000000000000 0x180 + *(.debug_aranges) + .debug_aranges + 0x0000000000000000 0x20 /tmp/cchCmUnQ.o + .debug_aranges + 0x0000000000000020 0x20 /tmp/cczzmF2c.o + .debug_aranges + 0x0000000000000040 0x20 /tmp/cc4OHQ7z.o + .debug_aranges + 0x0000000000000060 0x20 /tmp/cc0OqFzX.o + .debug_aranges + 0x0000000000000080 0x28 /tmp/ccTaPb5k.o + .debug_aranges + 0x00000000000000a8 0x20 /tmp/cc6XVkRI.o + .debug_aranges + 0x00000000000000c8 0x20 /tmp/ccvZIDd7.o + .debug_aranges + 0x00000000000000e8 0x20 /tmp/ccTEVTRv.o + .debug_aranges + 0x0000000000000108 0x18 /tmp/ccvICuLU.o + .debug_aranges + 0x0000000000000120 0x20 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+.debug_weaknames + *(.debug_weaknames) + +.debug_funcnames + *(.debug_funcnames) + +.debug_typenames + *(.debug_typenames) + +.debug_varnames + *(.debug_varnames) +OUTPUT(main.elf elf32-littlearm) + +.debug_ranges 0x0000000000000000 0x38 + .debug_ranges 0x0000000000000000 0x18 /tmp/cc0OqFzX.o + .debug_ranges 0x0000000000000018 0x20 /tmp/ccTaPb5k.o diff --git a/gm_platform/fw/openocd.cfg b/gm_platform/fw/openocd.cfg new file mode 100644 index 0000000..ce164b7 --- /dev/null +++ b/gm_platform/fw/openocd.cfg @@ -0,0 +1,17 @@ +telnet_port 4445 +gdb_port 3334 +tcl_port 6667 + +source [find interface/stlink-v2.cfg] +#interface jlink +#interface stlink-v2 +#adapter_khz 10000 +#transport select swd + +#source /usr/share/openocd/scripts/target/stm32f0x.cfg +source [find target/stm32f0x_stlink.cfg] + +init +arm semihosting enable + +#flash bank sysflash.alias stm32f0x 0x00000000 0 0 0 $_TARGETNAME diff --git a/gm_platform/fw/packet_interface.c b/gm_platform/fw/packet_interface.c new file mode 100644 index 0000000..099993b --- /dev/null +++ b/gm_platform/fw/packet_interface.c @@ -0,0 +1,46 @@ + +#include "packet_interface.h" +#include "cobs.h" + +void usart2_isr(void) { + TRACING_SET(TR_HOST_IF_USART_IRQ); + static struct cobs_decode_state host_cobs_state = {0}; + if (USART2_SR & USART_SR_ORE) { /* Overrun handling */ + LOG_PRINTF("USART2 data register overrun\n"); + /* Clear interrupt flag */ + (void)USART2_DR; /* FIXME make sure this read is not optimized out */ + host_packet_length = -1; + TRACING_CLEAR(TR_HOST_IF_USART_IRQ); + return; + } + + uint8_t data = USART2_DR; /* This automatically acknowledges the IRQ */ + + if (host_packet_length) { + LOG_PRINTF("USART2 COBS buffer overrun\n"); + host_packet_length = -1; + TRACING_CLEAR(TR_HOST_IF_USART_IRQ); + return; + } + + ssize_t rv = cobs_decode_incremental(&host_cobs_state, (char *)host_packet_buf, sizeof(host_packet_buf), data); + if (rv == -2) { + LOG_PRINTF("Host interface COBS packet too large\n"); + host_packet_length = -1; + } else if (rv == -3) { + LOG_PRINTF("Got double null byte from host\n"); + } else if (rv < 0) { + LOG_PRINTF("Host interface COBS framing error\n"); + host_packet_length = -1; + } else if (rv > 0) { + host_packet_length = rv; + } /* else just return and wait for next byte */ + TRACING_CLEAR(TR_HOST_IF_USART_IRQ); +} + +void send_packet(struct dma_usart_file *f, const uint8_t *data, size_t len) { + /* ignore return value as putf is blocking and always succeeds */ + (void)cobs_encode_incremental(f, putf, (char *)data, len); + flush(f); +} + diff --git a/gm_platform/fw/packet_interface.h b/gm_platform/fw/packet_interface.h new file mode 100644 index 0000000..dbace62 --- /dev/null +++ b/gm_platform/fw/packet_interface.h @@ -0,0 +1,6 @@ +#ifndef __PACKET_INTERFACE_H__ +#define __PACKET_INTERFACE_H__ + +void send_packet(struct dma_usart_file *f, const uint8_t *data, size_t len); + +#endif diff --git a/gm_platform/fw/scope.gdb b/gm_platform/fw/scope.gdb new file mode 100644 index 0000000..01366fa --- /dev/null +++ b/gm_platform/fw/scope.gdb @@ -0,0 +1,12 @@ +target remote 192.168.178.103:3334 +set pagination off +file main.elf +load + +break gdb_dump +command 1 + dump binary value /tmp/scope_dump.bin adc_buf + continue +end + +continue diff --git a/gm_platform/fw/serial.c b/gm_platform/fw/serial.c new file mode 100644 index 0000000..ae639c0 --- /dev/null +++ b/gm_platform/fw/serial.c @@ -0,0 +1,139 @@ +/*
+ * This file is part of the libusbhost library
+ * hosted at http://github.com/libusbhost/libusbhost
+ *
+ * Copyright (C) 2015 Amir Hammad <amir.hammad@hotmail.com>
+ *
+ *
+ * libusbhost is free software: you can redistribute it and/or modify
+ * it under the terms of the GNU Lesser General Public License as published by
+ * the Free Software Foundation, either version 3 of the License, or
+ * (at your option) any later version.
+ *
+ * This library is distributed in the hope that it will be useful,
+ * but WITHOUT ANY WARRANTY; without even the implied warranty of
+ * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
+ * GNU Lesser General Public License for more details.
+ *
+ * You should have received a copy of the GNU Lesser General Public License
+ * along with this library. If not, see <http://www.gnu.org/licenses/>.
+ *
+ */
+
+
+#include "global.h"
+#include "serial.h"
+#include "cobs.h"
+
+#include <string.h>
+#include <stdarg.h>
+#include <stdlib.h>
+
+volatile struct dma_tx_buf usart_tx_buf;
+
+static void usart_schedule_dma();
+
+void usart_dma_init() {
+ usart_tx_buf.xfr_start = -1,
+ usart_tx_buf.xfr_end = 0,
+ usart_tx_buf.wr_pos = 0,
+
+ /* Configure DMA 1 Channel 2 to handle uart transmission */
+ DMA1_Channel2->CPAR = (unsigned int)&(USART1->TDR);
+ DMA1_Channel2->CCR = (0<<DMA_CCR_PL_Pos)
+ | DMA_CCR_DIR
+ | (0<<DMA_CCR_MSIZE_Pos) /* 8 bit */
+ | (0<<DMA_CCR_PSIZE_Pos) /* 8 bit */
+ | DMA_CCR_MINC
+ | DMA_CCR_TCIE; /* Enable transfer complete interrupt. */
+
+ /* triggered on transfer completion. We use this to process the ADC data */
+ NVIC_EnableIRQ(DMA1_Channel2_3_IRQn);
+ NVIC_SetPriority(DMA1_Channel2_3_IRQn, 1<<5);
+
+ USART1->CR1 = /* 8-bit -> M1, M0 clear */
+ /* OVER8 clear. Use default 16x oversampling */
+ /* CMIF clear */
+ USART_CR1_MME
+ /* WAKE clear */
+ /* PCE, PS clear */
+ | USART_CR1_RXNEIE /* Enable receive interrupt */
+ /* other interrupts clear */
+ | USART_CR1_TE
+ | USART_CR1_RE;
+ /* Set divider for 1MBd @48MHz system clock. */
+ USART1->BRR = 48;
+
+ USART1->CR2 = USART_CR2_TXINV | USART_CR2_RXINV;
+
+ USART1->CR3 |= USART_CR3_DMAT; /* TX DMA enable */
+
+ /* Enable receive interrupt */
+ //NVIC_EnableIRQ(USART1_IRQn);
+ //NVIC_SetPriority(USART1_IRQn, 1);
+
+ /* And... go! */
+ USART1->CR1 |= USART_CR1_UE;
+}
+
+void usart_schedule_dma() {
+ /* This function is only called when the DMA channel is disabled. This means we don't have to guard it in IRQ
+ * disables. */
+ volatile struct dma_tx_buf *buf = &usart_tx_buf;
+
+ size_t xfr_len, xfr_start = buf->xfr_end;
+ if (buf->wr_pos > xfr_start) /* no wraparound */
+ xfr_len = buf->wr_pos - xfr_start;
+ else /* wraparound */
+ xfr_len = sizeof(buf->data) - xfr_start; /* schedule transfer until end of buffer */
+
+ buf->xfr_start = xfr_start;
+ buf->xfr_end = (xfr_start + xfr_len) % sizeof(buf->data); /* handle wraparound */
+
+ /* initiate transmission of new buffer */
+ DMA1_Channel2->CMAR = (uint32_t)(buf->data + xfr_start);
+ DMA1_Channel2->CNDTR = xfr_len;
+ DMA1_Channel2->CCR |= DMA_CCR_EN;
+}
+
+int usart_dma_fifo_push(volatile struct dma_tx_buf *buf, char c) {
+ /* This function must be guarded by IRQ disable since the IRQ may schedule a new transfer and charge pos/start. */
+ NVIC_DisableIRQ(DMA1_Channel2_3_IRQn);
+
+ if (buf->wr_pos == buf->xfr_start) {
+ NVIC_EnableIRQ(DMA1_Channel2_3_IRQn);
+ return -EBUSY;
+ }
+
+ buf->data[buf->wr_pos] = c;
+ buf->wr_pos = (buf->wr_pos + 1) % sizeof(buf->data);
+
+ NVIC_EnableIRQ(DMA1_Channel2_3_IRQn);
+ return 0;
+}
+
+void usart_putc(char c) {
+ /* push char to fifo, busy-loop if stalled to wait for USART to empty fifo via DMA */
+ while (usart_dma_fifo_push(&usart_tx_buf, c) == -EBUSY) {
+ /* idle */
+ }
+}
+
+void DMA1_Channel2_3_IRQHandler(void) {
+ /* Transfer complete */
+ DMA1->IFCR |= DMA_IFCR_CTCIF2;
+
+ DMA1_Channel2->CCR &= ~DMA_CCR_EN;
+ if (usart_tx_buf.wr_pos != usart_tx_buf.xfr_end) /* buffer not empty */
+ usart_schedule_dma();
+}
+
+void usart_send_packet(const uint8_t *data, size_t len) {
+ /* ignore return value as putf is blocking and always succeeds */
+ (void)cobs_encode_usart((char *)data, len);
+
+ /* If the DMA stream is idle right now, schedule a transfer */
+ if (!(DMA1_Channel2->CCR & DMA_CCR_EN))
+ usart_schedule_dma();
+}
+
diff --git a/gm_platform/fw/serial.h b/gm_platform/fw/serial.h new file mode 100644 index 0000000..55eac9e --- /dev/null +++ b/gm_platform/fw/serial.h @@ -0,0 +1,44 @@ +/*
+ * This file is part of the libusbhost library
+ * hosted at http://github.com/libusbhost/libusbhost
+ *
+ * Copyright (C) 2015 Amir Hammad <amir.hammad@hotmail.com>
+ *
+ *
+ * libusbhost is free software: you can redistribute it and/or modify
+ * it under the terms of the GNU Lesser General Public License as published by
+ * the Free Software Foundation, either version 3 of the License, or
+ * (at your option) any later version.
+ *
+ * This library is distributed in the hope that it will be useful,
+ * but WITHOUT ANY WARRANTY; without even the implied warranty of
+ * MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the
+ * GNU Lesser General Public License for more details.
+ *
+ * You should have received a copy of the GNU Lesser General Public License
+ * along with this library. If not, see <http://www.gnu.org/licenses/>.
+ *
+ */
+
+#ifndef __SERIAL_H__
+#define __SERIAL_H__
+
+#include <stdint.h>
+#include <stdarg.h>
+#include <errno.h>
+
+struct dma_tx_buf {
+ size_t xfr_start; /* Start index of running DMA transfer */
+ size_t xfr_end; /* End index of running DMA transfer plus one */
+ size_t wr_pos; /* Next index to be written */
+ uint8_t data[256];
+};
+
+extern volatile struct dma_tx_buf usart_tx_buf;
+
+void usart_dma_init(void);
+int usart_dma_fifo_push(volatile struct dma_tx_buf *buf, char c);
+void usart_putc(char c);
+void usart_send_packet(const uint8_t *data, size_t len);
+
+#endif // __SERIAL_H__
diff --git a/gm_platform/fw/startup_stm32f030x6.s b/gm_platform/fw/startup_stm32f030x6.s new file mode 100644 index 0000000..2f0eb42 --- /dev/null +++ b/gm_platform/fw/startup_stm32f030x6.s @@ -0,0 +1,273 @@ +/**
+ ******************************************************************************
+ * @file startup_stm32f030x6.s
+ * copied from: STM32Cube/Drivers/CMSIS/Device/ST/STM32F0xx/Source/Templates/gcc
+ * @author MCD Application Team
+ * @version V2.3.1
+ * @date 04-November-2016
+ * @brief STM32F030x4/STM32F030x6 devices vector table for Atollic TrueSTUDIO toolchain.
+ * This module performs:
+ * - Set the initial SP
+ * - Set the initial PC == Reset_Handler,
+ * - Set the vector table entries with the exceptions ISR address
+ * - Branches to main in the C library (which eventually
+ * calls main()).
+ * After Reset the Cortex-M0 processor is in Thread mode,
+ * priority is Privileged, and the Stack is set to Main.
+ ******************************************************************************
+ *
+ * Redistribution and use in source and binary forms, with or without modification,
+ * are permitted provided that the following conditions are met:
+ * 1. Redistributions of source code must retain the above copyright notice,
+ * this list of conditions and the following disclaimer.
+ * 2. Redistributions in binary form must reproduce the above copyright notice,
+ * this list of conditions and the following disclaimer in the documentation
+ * and/or other materials provided with the distribution.
+ * 3. Neither the name of STMicroelectronics nor the names of its contributors
+ * may be used to endorse or promote products derived from this software
+ * without specific prior written permission.
+ *
+ * THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS "AS IS"
+ * AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE
+ * IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE ARE
+ * DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT HOLDER OR CONTRIBUTORS BE LIABLE
+ * FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL
+ * DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS OR
+ * SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION) HOWEVER
+ * CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY,
+ * OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE
+ * OF THIS SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
+ *
+ ******************************************************************************
+ */
+
+ .syntax unified
+ .cpu cortex-m0
+ .fpu softvfp
+ .thumb
+
+.global g_pfnVectors
+.global Default_Handler
+
+/* start address for the initialization values of the .data section.
+defined in linker script */
+.word _sidata
+/* start address for the .data section. defined in linker script */
+.word _sdata
+/* end address for the .data section. defined in linker script */
+.word _edata
+/* start address for the .bss section. defined in linker script */
+.word _sbss
+/* end address for the .bss section. defined in linker script */
+.word _ebss
+
+ .section .text.Reset_Handler
+ .weak Reset_Handler
+ .type Reset_Handler, %function
+Reset_Handler:
+ ldr r0, =_estack
+ mov sp, r0 /* set stack pointer */
+
+/* Copy the data segment initializers from flash to SRAM */
+ movs r1, #0
+ b LoopCopyDataInit
+
+CopyDataInit:
+ ldr r3, =_sidata
+ ldr r3, [r3, r1]
+ str r3, [r0, r1]
+ adds r1, r1, #4
+
+LoopCopyDataInit:
+ ldr r0, =_sdata
+ ldr r3, =_edata
+ adds r2, r0, r1
+ cmp r2, r3
+ bcc CopyDataInit
+ ldr r2, =_sbss
+ b LoopFillZerobss
+/* Zero fill the bss segment. */
+FillZerobss:
+ movs r3, #0
+ str r3, [r2]
+ adds r2, r2, #4
+
+
+LoopFillZerobss:
+ ldr r3, = _ebss
+ cmp r2, r3
+ bcc FillZerobss
+
+/* Call the clock system intitialization function.*/
+ bl SystemInit
+/* Call static constructors */
+// bl __libc_init_array
+/* Call the application's entry point.*/
+ bl main
+
+LoopForever:
+ b LoopForever
+
+
+.size Reset_Handler, .-Reset_Handler
+
+/**
+ * @brief This is the code that gets called when the processor receives an
+ * unexpected interrupt. This simply enters an infinite loop, preserving
+ * the system state for examination by a debugger.
+ *
+ * @param None
+ * @retval : None
+*/
+ .section .text.Default_Handler,"ax",%progbits
+Default_Handler:
+Infinite_Loop:
+ b Infinite_Loop
+ .size Default_Handler, .-Default_Handler
+/******************************************************************************
+*
+* The minimal vector table for a Cortex M0. Note that the proper constructs
+* must be placed on this to ensure that it ends up at physical address
+* 0x0000.0000.
+*
+******************************************************************************/
+ .section .isr_vector,"a",%progbits
+ .type g_pfnVectors, %object
+ .size g_pfnVectors, .-g_pfnVectors
+
+
+g_pfnVectors:
+ .word _estack
+ .word Reset_Handler
+ .word NMI_Handler
+ .word HardFault_Handler
+ .word 0
+ .word 0
+ .word 0
+ .word 0
+ .word 0
+ .word 0
+ .word 0
+ .word SVC_Handler
+ .word 0
+ .word 0
+ .word PendSV_Handler
+ .word SysTick_Handler
+ .word WWDG_IRQHandler /* Window WatchDog */
+ .word 0 /* Reserved */
+ .word RTC_IRQHandler /* RTC through the EXTI line */
+ .word FLASH_IRQHandler /* FLASH */
+ .word RCC_IRQHandler /* RCC */
+ .word EXTI0_1_IRQHandler /* EXTI Line 0 and 1 */
+ .word EXTI2_3_IRQHandler /* EXTI Line 2 and 3 */
+ .word EXTI4_15_IRQHandler /* EXTI Line 4 to 15 */
+ .word 0 /* Reserved */
+ .word DMA1_Channel1_IRQHandler /* DMA1 Channel 1 */
+ .word DMA1_Channel2_3_IRQHandler /* DMA1 Channel 2 and Channel 3 */
+ .word DMA1_Channel4_5_IRQHandler /* DMA1 Channel 4 and Channel 5 */
+ .word ADC1_IRQHandler /* ADC1 */
+ .word TIM1_BRK_UP_TRG_COM_IRQHandler /* TIM1 Break, Update, Trigger and Commutation */
+ .word TIM1_CC_IRQHandler /* TIM1 Capture Compare */
+ .word 0 /* Reserved */
+ .word TIM3_IRQHandler /* TIM3 */
+ .word 0 /* Reserved */
+ .word 0 /* Reserved */
+ .word TIM14_IRQHandler /* TIM14 */
+ .word 0 /* Reserved */
+ .word TIM16_IRQHandler /* TIM16 */
+ .word TIM17_IRQHandler /* TIM17 */
+ .word I2C1_IRQHandler /* I2C1 */
+ .word 0 /* Reserved */
+ .word SPI1_IRQHandler /* SPI1 */
+ .word 0 /* Reserved */
+ .word USART1_IRQHandler /* USART1 */
+ .word 0 /* Reserved */
+ .word 0 /* Reserved */
+ .word 0 /* Reserved */
+ .word 0 /* Reserved */
+
+/*******************************************************************************
+*
+* Provide weak aliases for each Exception handler to the Default_Handler.
+* As they are weak aliases, any function with the same name will override
+* this definition.
+*
+*******************************************************************************/
+
+ .weak NMI_Handler
+ .thumb_set NMI_Handler,Default_Handler
+
+ .weak HardFault_Handler
+ .thumb_set HardFault_Handler,Default_Handler
+
+ .weak SVC_Handler
+ .thumb_set SVC_Handler,Default_Handler
+
+ .weak PendSV_Handler
+ .thumb_set PendSV_Handler,Default_Handler
+
+ .weak SysTick_Handler
+ .thumb_set SysTick_Handler,Default_Handler
+
+ .weak WWDG_IRQHandler
+ .thumb_set WWDG_IRQHandler,Default_Handler
+
+ .weak RTC_IRQHandler
+ .thumb_set RTC_IRQHandler,Default_Handler
+
+ .weak FLASH_IRQHandler
+ .thumb_set FLASH_IRQHandler,Default_Handler
+
+ .weak RCC_IRQHandler
+ .thumb_set RCC_IRQHandler,Default_Handler
+
+ .weak EXTI0_1_IRQHandler
+ .thumb_set EXTI0_1_IRQHandler,Default_Handler
+
+ .weak EXTI2_3_IRQHandler
+ .thumb_set EXTI2_3_IRQHandler,Default_Handler
+
+ .weak EXTI4_15_IRQHandler
+ .thumb_set EXTI4_15_IRQHandler,Default_Handler
+
+ .weak DMA1_Channel1_IRQHandler
+ .thumb_set DMA1_Channel1_IRQHandler,Default_Handler
+
+ .weak DMA1_Channel2_3_IRQHandler
+ .thumb_set DMA1_Channel2_3_IRQHandler,Default_Handler
+
+ .weak DMA1_Channel4_5_IRQHandler
+ .thumb_set DMA1_Channel4_5_IRQHandler,Default_Handler
+
+ .weak ADC1_IRQHandler
+ .thumb_set ADC1_IRQHandler,Default_Handler
+
+ .weak TIM1_BRK_UP_TRG_COM_IRQHandler
+ .thumb_set TIM1_BRK_UP_TRG_COM_IRQHandler,Default_Handler
+
+ .weak TIM1_CC_IRQHandler
+ .thumb_set TIM1_CC_IRQHandler,Default_Handler
+
+ .weak TIM3_IRQHandler
+ .thumb_set TIM3_IRQHandler,Default_Handler
+
+ .weak TIM14_IRQHandler
+ .thumb_set TIM14_IRQHandler,Default_Handler
+
+ .weak TIM16_IRQHandler
+ .thumb_set TIM16_IRQHandler,Default_Handler
+
+ .weak TIM17_IRQHandler
+ .thumb_set TIM17_IRQHandler,Default_Handler
+
+ .weak I2C1_IRQHandler
+ .thumb_set I2C1_IRQHandler,Default_Handler
+
+ .weak SPI1_IRQHandler
+ .thumb_set SPI1_IRQHandler,Default_Handler
+
+ .weak USART1_IRQHandler
+ .thumb_set USART1_IRQHandler,Default_Handler
+
+/************************ (C) COPYRIGHT STMicroelectronics *****END OF FILE****/
+
diff --git a/gm_platform/fw/stm32_flash.ld b/gm_platform/fw/stm32_flash.ld new file mode 100644 index 0000000..cba7577 --- /dev/null +++ b/gm_platform/fw/stm32_flash.ld @@ -0,0 +1,136 @@ +
+ENTRY(Reset_Handler)
+
+MEMORY {
+ FLASH (rx): ORIGIN = 0x08000000, LENGTH = 0x3C00
+ CONFIGFLASH (rw): ORIGIN = 0x08003C00, LENGTH = 0x400
+ RAM (xrw): ORIGIN = 0x20000000, LENGTH = 4K
+}
+
+/* highest address of the user mode stack */
+_estack = 0x20001000;
+
+SECTIONS {
+ /* for Cortex devices, the beginning of the startup code is stored in the .isr_vector section, which goes to FLASH */
+ .isr_vector : {
+ . = ALIGN(4);
+ KEEP(*(.isr_vector)) /* Startup code */
+ . = ALIGN(4);
+ } >FLASH
+
+ /* the program code is stored in the .text section, which goes to Flash */
+ .text : {
+ . = ALIGN(4);
+
+ *(.text) /* normal code */
+ *(.text.*) /* -ffunction-sections code */
+ *(.rodata) /* read-only data (constants) */
+ *(.rodata*) /* -fdata-sections read only data */
+ *(.glue_7) /* TBD - needed ? */
+ *(.glue_7t) /* TBD - needed ? */
+
+ *(.source_tarball)
+
+ /* Necessary KEEP sections (see http://sourceware.org/ml/newlib/2005/msg00255.html) */
+ KEEP (*(.init))
+ KEEP (*(.fini))
+ KEEP (*(.source_tarball))
+
+ . = ALIGN(4);
+ _etext = .;
+ /* This is used by the startup in order to initialize the .data section */
+ _sidata = _etext;
+ } >FLASH
+
+ /*
+ .configflash : {
+ . = ALIGN(0x400);
+ *(.configdata)
+ _econfig = .;
+ } >FLASH
+ */
+
+ /* This is the initialized data section
+ The program executes knowing that the data is in the RAM
+ but the loader puts the initial values in the FLASH (inidata).
+ It is one task of the startup to copy the initial values from FLASH to RAM. */
+ .data : AT ( _sidata ) {
+ . = ALIGN(4);
+ /* This is used by the startup in order to initialize the .data secion */
+ _sdata = . ;
+ _data = . ;
+
+ *(.data)
+ *(.data.*)
+ *(.RAMtext)
+
+ . = ALIGN(4);
+ /* This is used by the startup in order to initialize the .data secion */
+ _edata = . ;
+ } >RAM
+
+ /* This is the uninitialized data section */
+ .bss : {
+ . = ALIGN(4);
+ /* This is used by the startup in order to initialize the .bss secion */
+ _sbss = .;
+ _bss = .;
+
+ *(.bss)
+ *(.bss.*) /* patched by elias - allows the use of -fdata-sections */
+ *(COMMON)
+
+ . = ALIGN(4);
+ /* This is used by the startup in order to initialize the .bss secion */
+ _ebss = . ;
+ } >RAM
+
+ PROVIDE ( end = _ebss);
+ PROVIDE (_end = _ebss);
+
+ __exidx_start = .;
+ __exidx_end = .;
+
+ /* after that it's only debugging information. */
+
+ /* remove the debugging information from the standard libraries */
+/* /DISCARD/ : {
+ libc.a ( * )
+ libm.a ( * )
+ libgcc.a ( * )
+ }*/
+
+ /* Stabs debugging sections. */
+ .stab 0 : { *(.stab) }
+ .stabstr 0 : { *(.stabstr) }
+ .stab.excl 0 : { *(.stab.excl) }
+ .stab.exclstr 0 : { *(.stab.exclstr) }
+ .stab.index 0 : { *(.stab.index) }
+ .stab.indexstr 0 : { *(.stab.indexstr) }
+ .comment 0 : { *(.comment) }
+ /* DWARF debug sections.
+ Symbols in the DWARF debugging sections are relative to the beginning
+ of the section so we begin them at 0. */
+ /* DWARF 1 */
+ .debug 0 : { *(.debug) }
+ .line 0 : { *(.line) }
+ /* GNU DWARF 1 extensions */
+ .debug_srcinfo 0 : { *(.debug_srcinfo) }
+ .debug_sfnames 0 : { *(.debug_sfnames) }
+ /* DWARF 1.1 and DWARF 2 */
+ .debug_aranges 0 : { *(.debug_aranges) }
+ .debug_pubnames 0 : { *(.debug_pubnames) }
+ /* DWARF 2 */
+ .debug_info 0 : { *(.debug_info .gnu.linkonce.wi.*) }
+ .debug_abbrev 0 : { *(.debug_abbrev) }
+ .debug_line 0 : { *(.debug_line) }
+ .debug_frame 0 : { *(.debug_frame) }
+ .debug_str 0 : { *(.debug_str) }
+ .debug_loc 0 : { *(.debug_loc) }
+ .debug_macinfo 0 : { *(.debug_macinfo) }
+ /* SGI/MIPS DWARF 2 extensions */
+ .debug_weaknames 0 : { *(.debug_weaknames) }
+ .debug_funcnames 0 : { *(.debug_funcnames) }
+ .debug_typenames 0 : { *(.debug_typenames) }
+ .debug_varnames 0 : { *(.debug_varnames) }
+}
diff --git a/gm_platform/fw/system_stm32f0xx.c b/gm_platform/fw/system_stm32f0xx.c new file mode 100644 index 0000000..a43c3d6 --- /dev/null +++ b/gm_platform/fw/system_stm32f0xx.c @@ -0,0 +1,336 @@ +/**
+ ******************************************************************************
+ * @file system_stm32f0xx.c
+ * copied from: STM32Cube/Drivers/CMSIS/Device/ST/STM32F0xx/Source/Templates
+ * @author MCD Application Team
+ * @version V2.3.1
+ * @date 04-November-2016
+ * @brief CMSIS Cortex-M0 Device Peripheral Access Layer System Source File.
+ *
+ * 1. This file provides two functions and one global variable to be called from
+ * user application:
+ * - SystemInit(): This function is called at startup just after reset and
+ * before branch to main program. This call is made inside
+ * the "startup_stm32f0xx.s" file.
+ *
+ * - SystemCoreClock variable: Contains the core clock (HCLK), it can be used
+ * by the user application to setup the SysTick
+ * timer or configure other parameters.
+ *
+ * - SystemCoreClockUpdate(): Updates the variable SystemCoreClock and must
+ * be called whenever the core clock is changed
+ * during program execution.
+ *
+ * 2. After each device reset the HSI (8 MHz) is used as system clock source.
+ * Then SystemInit() function is called, in "startup_stm32f0xx.s" file, to
+ * configure the system clock before to branch to main program.
+ *
+ * 3. This file configures the system clock as follows:
+ *=============================================================================
+ * Supported STM32F0xx device
+ *-----------------------------------------------------------------------------
+ * System Clock source | HSI
+ *-----------------------------------------------------------------------------
+ * SYSCLK(Hz) | 8000000
+ *-----------------------------------------------------------------------------
+ * HCLK(Hz) | 8000000
+ *-----------------------------------------------------------------------------
+ * AHB Prescaler | 1
+ *-----------------------------------------------------------------------------
+ * APB1 Prescaler | 1
+ *-----------------------------------------------------------------------------
+ *=============================================================================
+ ******************************************************************************
+ * @attention
+ *
+ * <h2><center>© COPYRIGHT(c) 2016 STMicroelectronics</center></h2>
+ *
+ * Redistribution and use in source and binary forms, with or without modification,
+ * are permitted provided that the following conditions are met:
+ * 1. Redistributions of source code must retain the above copyright notice,
+ * this list of conditions and the following disclaimer.
+ * 2. Redistributions in binary form must reproduce the above copyright notice,
+ * this list of conditions and the following disclaimer in the documentation
+ * and/or other materials provided with the distribution.
+ * 3. Neither the name of STMicroelectronics nor the names of its contributors
+ * may be used to endorse or promote products derived from this software
+ * without specific prior written permission.
+ *
+ * THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS "AS IS"
+ * AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE
+ * IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE ARE
+ * DISCLAIMED. IN NO EVENT SHALL THE COPYRIGHT HOLDER OR CONTRIBUTORS BE LIABLE
+ * FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL
+ * DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS OR
+ * SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION) HOWEVER
+ * CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY,
+ * OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE USE
+ * OF THIS SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
+ *
+ ******************************************************************************
+ */
+
+/** @addtogroup CMSIS
+ * @{
+ */
+
+/** @addtogroup stm32f0xx_system
+ * @{
+ */
+
+/** @addtogroup STM32F0xx_System_Private_Includes
+ * @{
+ */
+
+#include "stm32f0xx.h"
+
+/**
+ * @}
+ */
+
+/** @addtogroup STM32F0xx_System_Private_TypesDefinitions
+ * @{
+ */
+
+/**
+ * @}
+ */
+
+/** @addtogroup STM32F0xx_System_Private_Defines
+ * @{
+ */
+#if !defined (HSE_VALUE)
+ #define HSE_VALUE ((uint32_t)8000000) /*!< Default value of the External oscillator in Hz.
+ This value can be provided and adapted by the user application. */
+#endif /* HSE_VALUE */
+
+#if !defined (HSI_VALUE)
+ #define HSI_VALUE ((uint32_t)8000000) /*!< Default value of the Internal oscillator in Hz.
+ This value can be provided and adapted by the user application. */
+#endif /* HSI_VALUE */
+
+#if !defined (HSI48_VALUE)
+#define HSI48_VALUE ((uint32_t)48000000) /*!< Default value of the HSI48 Internal oscillator in Hz.
+ This value can be provided and adapted by the user application. */
+#endif /* HSI48_VALUE */
+/**
+ * @}
+ */
+
+/** @addtogroup STM32F0xx_System_Private_Macros
+ * @{
+ */
+
+/**
+ * @}
+ */
+
+/** @addtogroup STM32F0xx_System_Private_Variables
+ * @{
+ */
+ /* This variable is updated in three ways:
+ 1) by calling CMSIS function SystemCoreClockUpdate()
+ 2) by calling HAL API function HAL_RCC_GetHCLKFreq()
+ 3) each time HAL_RCC_ClockConfig() is called to configure the system clock frequency
+ Note: If you use this function to configure the system clock there is no need to
+ call the 2 first functions listed above, since SystemCoreClock variable is
+ updated automatically.
+ */
+uint32_t SystemCoreClock = 8000000;
+
+const uint8_t AHBPrescTable[16] = {0, 0, 0, 0, 0, 0, 0, 0, 1, 2, 3, 4, 6, 7, 8, 9};
+const uint8_t APBPrescTable[8] = {0, 0, 0, 0, 1, 2, 3, 4};
+
+/**
+ * @}
+ */
+
+/** @addtogroup STM32F0xx_System_Private_FunctionPrototypes
+ * @{
+ */
+
+/**
+ * @}
+ */
+
+/** @addtogroup STM32F0xx_System_Private_Functions
+ * @{
+ */
+
+/**
+ * @brief Setup the microcontroller system.
+ * Initialize the default HSI clock source, vector table location and the PLL configuration is reset.
+ * @param None
+ * @retval None
+ */
+void SystemInit(void)
+{
+ /* Reset the RCC clock configuration to the default reset state ------------*/
+ /* Set HSION bit */
+ RCC->CR |= (uint32_t)0x00000001U;
+
+#if defined (STM32F051x8) || defined (STM32F058x8)
+ /* Reset SW[1:0], HPRE[3:0], PPRE[2:0], ADCPRE and MCOSEL[2:0] bits */
+ RCC->CFGR &= (uint32_t)0xF8FFB80CU;
+#else
+ /* Reset SW[1:0], HPRE[3:0], PPRE[2:0], ADCPRE, MCOSEL[2:0], MCOPRE[2:0] and PLLNODIV bits */
+ RCC->CFGR &= (uint32_t)0x08FFB80CU;
+#endif /* STM32F051x8 or STM32F058x8 */
+
+ /* Reset HSEON, CSSON and PLLON bits */
+ RCC->CR &= (uint32_t)0xFEF6FFFFU;
+
+ /* Reset HSEBYP bit */
+ RCC->CR &= (uint32_t)0xFFFBFFFFU;
+
+ /* Reset PLLSRC, PLLXTPRE and PLLMUL[3:0] bits */
+ RCC->CFGR &= (uint32_t)0xFFC0FFFFU;
+
+ /* Reset PREDIV[3:0] bits */
+ RCC->CFGR2 &= (uint32_t)0xFFFFFFF0U;
+
+#if defined (STM32F072xB) || defined (STM32F078xx)
+ /* Reset USART2SW[1:0], USART1SW[1:0], I2C1SW, CECSW, USBSW and ADCSW bits */
+ RCC->CFGR3 &= (uint32_t)0xFFFCFE2CU;
+#elif defined (STM32F071xB)
+ /* Reset USART2SW[1:0], USART1SW[1:0], I2C1SW, CECSW and ADCSW bits */
+ RCC->CFGR3 &= (uint32_t)0xFFFFCEACU;
+#elif defined (STM32F091xC) || defined (STM32F098xx)
+ /* Reset USART3SW[1:0], USART2SW[1:0], USART1SW[1:0], I2C1SW, CECSW and ADCSW bits */
+ RCC->CFGR3 &= (uint32_t)0xFFF0FEACU;
+#elif defined (STM32F030x6) || defined (STM32F030x8) || defined (STM32F031x6) || defined (STM32F038xx) || defined (STM32F030xC)
+ /* Reset USART1SW[1:0], I2C1SW and ADCSW bits */
+ RCC->CFGR3 &= (uint32_t)0xFFFFFEECU;
+#elif defined (STM32F051x8) || defined (STM32F058xx)
+ /* Reset USART1SW[1:0], I2C1SW, CECSW and ADCSW bits */
+ RCC->CFGR3 &= (uint32_t)0xFFFFFEACU;
+#elif defined (STM32F042x6) || defined (STM32F048xx)
+ /* Reset USART1SW[1:0], I2C1SW, CECSW, USBSW and ADCSW bits */
+ RCC->CFGR3 &= (uint32_t)0xFFFFFE2CU;
+#elif defined (STM32F070x6) || defined (STM32F070xB)
+ /* Reset USART1SW[1:0], I2C1SW, USBSW and ADCSW bits */
+ RCC->CFGR3 &= (uint32_t)0xFFFFFE6CU;
+ /* Set default USB clock to PLLCLK, since there is no HSI48 */
+ RCC->CFGR3 |= (uint32_t)0x00000080U;
+#else
+ #warning "No target selected"
+#endif
+
+ /* Reset HSI14 bit */
+ RCC->CR2 &= (uint32_t)0xFFFFFFFEU;
+
+ /* Disable all interrupts */
+ RCC->CIR = 0x00000000U;
+
+}
+
+/**
+ * @brief Update SystemCoreClock variable according to Clock Register Values.
+ * The SystemCoreClock variable contains the core clock (HCLK), it can
+ * be used by the user application to setup the SysTick timer or configure
+ * other parameters.
+ *
+ * @note Each time the core clock (HCLK) changes, this function must be called
+ * to update SystemCoreClock variable value. Otherwise, any configuration
+ * based on this variable will be incorrect.
+ *
+ * @note - The system frequency computed by this function is not the real
+ * frequency in the chip. It is calculated based on the predefined
+ * constant and the selected clock source:
+ *
+ * - If SYSCLK source is HSI, SystemCoreClock will contain the HSI_VALUE(*)
+ *
+ * - If SYSCLK source is HSE, SystemCoreClock will contain the HSE_VALUE(**)
+ *
+ * - If SYSCLK source is PLL, SystemCoreClock will contain the HSE_VALUE(**)
+ * or HSI_VALUE(*) multiplied/divided by the PLL factors.
+ *
+ * (*) HSI_VALUE is a constant defined in stm32f0xx_hal.h file (default value
+ * 8 MHz) but the real value may vary depending on the variations
+ * in voltage and temperature.
+ *
+ * (**) HSE_VALUE is a constant defined in stm32f0xx_hal.h file (default value
+ * 8 MHz), user has to ensure that HSE_VALUE is same as the real
+ * frequency of the crystal used. Otherwise, this function may
+ * have wrong result.
+ *
+ * - The result of this function could be not correct when using fractional
+ * value for HSE crystal.
+ *
+ * @param None
+ * @retval None
+ */
+void SystemCoreClockUpdate (void)
+{
+ uint32_t tmp = 0, pllmull = 0, pllsource = 0, predivfactor = 0;
+
+ /* Get SYSCLK source -------------------------------------------------------*/
+ tmp = RCC->CFGR & RCC_CFGR_SWS;
+
+ switch (tmp)
+ {
+ case RCC_CFGR_SWS_HSI: /* HSI used as system clock */
+ SystemCoreClock = HSI_VALUE;
+ break;
+ case RCC_CFGR_SWS_HSE: /* HSE used as system clock */
+ SystemCoreClock = HSE_VALUE;
+ break;
+ case RCC_CFGR_SWS_PLL: /* PLL used as system clock */
+ /* Get PLL clock source and multiplication factor ----------------------*/
+ pllmull = RCC->CFGR & RCC_CFGR_PLLMUL;
+ pllsource = RCC->CFGR & RCC_CFGR_PLLSRC;
+ pllmull = ( pllmull >> 18) + 2;
+ predivfactor = (RCC->CFGR2 & RCC_CFGR2_PREDIV) + 1;
+
+ if (pllsource == RCC_CFGR_PLLSRC_HSE_PREDIV)
+ {
+ /* HSE used as PLL clock source : SystemCoreClock = HSE/PREDIV * PLLMUL */
+ SystemCoreClock = (HSE_VALUE/predivfactor) * pllmull;
+ }
+#if defined(STM32F042x6) || defined(STM32F048xx) || defined(STM32F072xB) || defined(STM32F078xx) || defined(STM32F091xC) || defined(STM32F098xx)
+ else if (pllsource == RCC_CFGR_PLLSRC_HSI48_PREDIV)
+ {
+ /* HSI48 used as PLL clock source : SystemCoreClock = HSI48/PREDIV * PLLMUL */
+ SystemCoreClock = (HSI48_VALUE/predivfactor) * pllmull;
+ }
+#endif /* STM32F042x6 || STM32F048xx || STM32F072xB || STM32F078xx || STM32F091xC || STM32F098xx */
+ else
+ {
+#if defined(STM32F042x6) || defined(STM32F048xx) || defined(STM32F070x6) \
+ || defined(STM32F078xx) || defined(STM32F071xB) || defined(STM32F072xB) \
+ || defined(STM32F070xB) || defined(STM32F091xC) || defined(STM32F098xx) || defined(STM32F030xC)
+ /* HSI used as PLL clock source : SystemCoreClock = HSI/PREDIV * PLLMUL */
+ SystemCoreClock = (HSI_VALUE/predivfactor) * pllmull;
+#else
+ /* HSI used as PLL clock source : SystemCoreClock = HSI/2 * PLLMUL */
+ SystemCoreClock = (HSI_VALUE >> 1) * pllmull;
+#endif /* STM32F042x6 || STM32F048xx || STM32F070x6 ||
+ STM32F071xB || STM32F072xB || STM32F078xx || STM32F070xB ||
+ STM32F091xC || STM32F098xx || STM32F030xC */
+ }
+ break;
+ default: /* HSI used as system clock */
+ SystemCoreClock = HSI_VALUE;
+ break;
+ }
+ /* Compute HCLK clock frequency ----------------*/
+ /* Get HCLK prescaler */
+ tmp = AHBPrescTable[((RCC->CFGR & RCC_CFGR_HPRE) >> 4)];
+ /* HCLK clock frequency */
+ SystemCoreClock >>= tmp;
+}
+
+/**
+ * @}
+ */
+
+/**
+ * @}
+ */
+
+/**
+ * @}
+ */
+
+/************************ (C) COPYRIGHT STMicroelectronics *****END OF FILE****/
+
diff --git a/gm_platform/fw/tools/gen_cmsis_exports.py b/gm_platform/fw/tools/gen_cmsis_exports.py new file mode 100644 index 0000000..ba3422b --- /dev/null +++ b/gm_platform/fw/tools/gen_cmsis_exports.py @@ -0,0 +1,30 @@ +#!/usr/bin/env python3 +import re +import os + +if __name__ == '__main__': + import argparse + + parser = argparse.ArgumentParser() + parser.add_argument('cmsis_device_header', nargs='+', type=argparse.FileType('rb')) + args = parser.parse_args() + + print('#ifndef __GENERATED_CMSIS_HEADER_EXPORTS__') + print('#define __GENERATED_CMSIS_HEADER_EXPORTS__') + print() + for header in args.cmsis_device_header: + lines = header.readlines() + name = os.path.basename(header.name) + print('#include <{}>'.format(name)) + print() + + print('/* {} */'.format(name)) + for l in lines: + match = re.match(b'^#define (\w+)\s+\W*(\w+_TypeDef|\w+_Type).*$', l) + if match: + inst, typedef = match.groups() + inst, typedef = inst.decode(), typedef.decode() + print('{} *{} = {};'.format(typedef, inst.lower(), inst)) + print() + print('#endif//__GENERATED_CMSIS_HEADER_EXPORTS__') + diff --git a/gm_platform/platform/bottom_overlay.png b/gm_platform/platform/bottom_overlay.png Binary files differnew file mode 100644 index 0000000..ca3baf8 --- /dev/null +++ b/gm_platform/platform/bottom_overlay.png diff --git a/gm_platform/platform/case_label.pdf b/gm_platform/platform/case_label.pdf Binary files differnew file mode 100644 index 0000000..dcbdafe --- /dev/null +++ b/gm_platform/platform/case_label.pdf diff --git a/gm_platform/platform/case_label.svg b/gm_platform/platform/case_label.svg new file mode 100644 index 0000000..c9219f3 --- /dev/null +++ b/gm_platform/platform/case_label.svg @@ -0,0 +1,636 @@ +<?xml version="1.0" encoding="UTF-8" standalone="no"?> +<!-- Created with Inkscape (http://www.inkscape.org/) --> + +<svg + xmlns:dc="http://purl.org/dc/elements/1.1/" + xmlns:cc="http://creativecommons.org/ns#" + 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0.1; +wall_thickness = 2; +ledge_w = 3; + +clamp_w = 20; + +module shape() { + polygon([[0, 0], [-1.5, w_bottom/2], [0, w_bottom], [h, w_bottom - (w_bottom - w_top)/2], [h, (w_bottom-w_top)/2]]); +} + +module segment(wall) { + linear_extrude(clamp_w) + difference() { + offset(wall + extra_w, $fn=32) shape(); + offset(extra_w, $fn=32) shape(); + mirror([1, 0]) translate([extra_w, ledge_w]) square([5*wall, w_bottom - 2*ledge_w]); + } +} + +segment(wall_thickness);
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/dev/null +++ b/gm_platform/platform/lid_switch_plunger_flex.scad @@ -0,0 +1,61 @@ + +case_inside_h = 54.5; +case_standoff_h = 6.0; +pcb_h = 1.6; +switch_h = 12.2; +glue_h = 0.2; +tolerance = 0.7; +height = case_inside_h - case_standoff_h - pcb_h - switch_h - glue_h - tolerance + 2; + +eps = 0.01; +base_w = 20; +base_h = base_w; +base_d = 6; +stem_w = 10; +stem_h = stem_w; +plunger_w = 20; +plunger_h = 25; +plunger_d = 3; + +// cylinder chain parameters +c_h = 14; +c_w = base_w; +c_intersect = 1; +c_wall = 0.8; + +module narf(w, h, d) { + translate([0, 0, 1]) + minkowski(){ + cube([w-2*d, h-2*d, eps], center=true); + cylinder(d, d, 0, $fn=32); + }; + + minkowski(){ + cube([w-2*d, h-2*d, eps], center=true); + cylinder(1, d, d, $fn=32); + }; +} + +rotate ([0, 180, 0]) { + + difference() { + union() { + narf(base_w, base_h, base_d); + + translate([0, 0, height-c_h/2-plunger_d]) + //cube([stem_w, stem_h, height], center=true); + for (i=[0:1]) { + rotate([0, 90, 0]) translate([i*(c_h - c_intersect), 0, -c_w/2]) cylinder(d=c_h, h=c_w, $fn=32); + } + + translate([0, 0, height]) + mirror([0, 0, 1]) + narf(plunger_w, plunger_h, plunger_d); + } + + translate([0, 0, height-c_h/2-plunger_d]) + for (i=[0:1]) { + rotate([0, 90, 0]) translate([i*(c_h - c_intersect), 0, -c_w/2-eps]) cylinder(d=c_h - 2*c_wall, h=c_w+2*eps, $fn=32); + } + } +}
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48 +WIRE 416 224 416 16 +WIRE 640 224 640 -160 +WIRE 640 224 416 224 +WIRE 736 224 736 -160 +WIRE 736 224 640 224 +WIRE 848 224 848 -160 +WIRE 848 224 736 224 +WIRE 1008 224 1008 -240 +WIRE 1008 224 848 224 +WIRE -64 240 -64 -256 +WIRE 0 240 0 144 +WIRE 0 240 -64 240 +WIRE 144 240 0 240 +WIRE 320 240 320 144 +WIRE 320 240 224 240 +WIRE 416 240 416 224 +WIRE 416 240 320 240 +WIRE 320 304 320 240 +FLAG 320 304 0 +SYMBOL voltage 320 48 R0 +WINDOW 123 0 0 Left 0 +WINDOW 39 0 0 Left 0 +SYMATTR InstName V1 +SYMATTR Value 12 +SYMBOL Misc\\signal 0 48 R0 +WINDOW 123 0 0 Left 0 +WINDOW 39 0 0 Left 0 +SYMATTR InstName V2 +SYMATTR Value SINE(0 325 50) +SYMBOL res 240 -112 R90 +WINDOW 0 0 56 VBottom 2 +WINDOW 3 32 56 VTop 2 +SYMATTR InstName R1 +SYMATTR Value 660k +SYMBOL res 240 224 R90 +WINDOW 0 0 56 VBottom 2 +WINDOW 3 32 56 VTop 2 +SYMATTR InstName R2 +SYMATTR Value 660k +SYMBOL res 400 -80 R0 +SYMATTR InstName R4 +SYMATTR Value 4k7 +SYMBOL res 304 -80 R0 +SYMATTR InstName R3 +SYMATTR Value 27k +SYMBOL res 240 -272 R90 +WINDOW 0 0 56 VBottom 2 +WINDOW 3 32 56 VTop 2 +SYMATTR InstName R5 +SYMATTR Value 2Meg +SYMBOL zener 656 -160 R180 +WINDOW 0 24 64 Left 2 +WINDOW 3 24 0 Left 2 +SYMATTR InstName D1 +SYMATTR Value BZX84C12L +SYMBOL schottky 752 -160 R180 +WINDOW 0 24 64 Left 2 +WINDOW 3 24 0 Left 2 +SYMATTR InstName D2 +SYMBOL nmos 960 -336 R0 +SYMATTR InstName M1 +SYMATTR Value FDS2734 +SYMBOL cap 832 -224 R0 +SYMATTR InstName C1 +SYMATTR Value 100p +SYMBOL res 992 -560 R0 +SYMATTR InstName R6 +SYMATTR Value 1k2 +TEXT -34 328 Left 2 !.tran 1 diff --git a/gm_platform/platform/platform.sch b/gm_platform/platform/platform.sch index 77c2a6f..8c0fc7d 100644 --- a/gm_platform/platform/platform.sch +++ b/gm_platform/platform/platform.sch @@ -3020,4 +3020,6 @@ F 5 "SDCIT/8GB" H 12700 7050 50 0001 C CNN "Reichelt" 1 12700 7050 1 0 0 -1 $EndComp +Text Notes 850 11050 0 50 ~ 0 +TO-DO\n* Add adc buffer op amp\n* join input resistors, adjust divider\n* earth secondary side\n* add slots for large isolation barrier\n* add slots for small isolation barrier\n* fixup/remove ocxo footprint\n* fixup converter footprint, use smaller part? use 5V one and power raspi?\n* remove uart isolation?\n* fix fuse rating\n* remove one fuse\n* remove lid switches?\n* fixup incorrect bom items $EndSCHEMATC diff --git a/gm_platform/platform/top_overlay.png b/gm_platform/platform/top_overlay.png Binary files differnew file mode 100644 index 0000000..85e4dac --- /dev/null +++ b/gm_platform/platform/top_overlay.png diff --git a/gm_platform/platform/zip_tie_anchor.scad b/gm_platform/platform/zip_tie_anchor.scad new file mode 100644 index 0000000..f4de968 --- /dev/null +++ b/gm_platform/platform/zip_tie_anchor.scad @@ -0,0 +1,31 @@ + +module base() { offset(5, $fn=32) square([24, 45], center=true); }; + +difference() { + union() { + linear_extrude(1) base(); + translate([0, 0, 0.9999]) minkowski() { + linear_extrude(0.001) offset(-5) base(); + cylinder(3, 5, 0, $fn=32); + } + } + + for (i=[0,-1,1,-2,2]) { + translate([0, i*8, 0.7]) { + translate([-20, -2, 0]) { + cube ([40, 4, 1.5]); + } + + translate([24/2, -2, 0]) { + cube ([40, 4, 10]); + } + + translate([-24/2-40, -2, 0]) { + cube ([40, 4, 10]); + } + } + } + + translate([0, 11, 5+0.7]) cube([24-10, 14, 10], center=true); + translate([0, -11, 5+0.7]) cube([24-10, 14, 10], center=true); +}
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