{ "cells": [ { "cell_type": "code", "execution_count": 1, "id": "9f7d9a2a-a991-4c33-96c6-9a29bb14f170", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Populating the interactive namespace from numpy and matplotlib\n" ] } ], "source": [ "%pylab ipympl \n", "from nugridpy import utils\n", "from multizone import mppnp_reader\n", "import multizone_plot as mzp" ] }, { "cell_type": "code", "execution_count": 2, "id": "a3a32481-cecb-4cfc-ab6b-f1db18a8fb95", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Reading in data for cycle block 0000001. This may take a while.\n", "Searching files, please wait.......\n", "Writing preprocessor files\n", "my_test_hif.0000001.out.h5\n", "Warning this method will overwrite /data/niagara_project/projects/ocmerger_issa2025/RUNS/MLT_RUNS/hif7.95E+03/H5_out/h5Preproc.txt\n", "Would you like to continue? (y)es or (n)no?\n" ] }, { "name": "stdin", "output_type": "stream", "text": [ "--> y\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "Yes selected\n", "Continuing as normal\n", "Reading in data for cycle block 0010001. This may take a while.\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "Exception in thread Thread-3:\n", "Traceback (most recent call last):\n", " File \"/usr/lib/python3.6/threading.py\", line 916, in _bootstrap_inner\n", " self.run()\n", " File \"/usr/local/lib/python3.6/dist-packages/nugridpy/h5T.py\", line 458, in run\n", " write(self.preprocName,header,dcols,data,sldir=self.filename)\n", " File \"/usr/local/lib/python3.6/dist-packages/nugridpy/ascii_table.py\", line 480, in write\n", " tmp1=data_fmt.format(data[i][j])\n", "ValueError: Unknown format code 'f' for object of type 'str'\n", "\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "Searching files, please wait.......\n", "Writing preprocessor files\n", "my_test_hif.0010001.out.h5\n", "Warning this method will overwrite /data/niagara_project/projects/ocmerger_issa2025/RUNS/MLT_RUNS/hif7.95E+03/H5_out/h5Preproc.txt\n", "Would you like to continue? (y)es or (n)no?\n" ] }, { "name": "stdin", "output_type": "stream", "text": [ "--> y\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "Yes selected\n", "Continuing as normal\n" ] }, { "name": "stderr", "output_type": "stream", "text": [ "Exception in thread Thread-5:\n", "Traceback (most recent call last):\n", " File \"/usr/lib/python3.6/threading.py\", line 916, in _bootstrap_inner\n", " self.run()\n", " File \"/usr/local/lib/python3.6/dist-packages/nugridpy/h5T.py\", line 458, in run\n", " write(self.preprocName,header,dcols,data,sldir=self.filename)\n", " File \"/usr/local/lib/python3.6/dist-packages/nugridpy/ascii_table.py\", line 480, in write\n", " tmp1=data_fmt.format(data[i][j])\n", "ValueError: Unknown format code 'f' for object of type 'str'\n", "\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "WARNING:\n", "This initial abundance file uses an element name that does\n", "not contain the mass number in the 3rd to 5th position.\n", "It is assumed that this is the proton and we will change\n", "the name to 'h 1' to be consistent with the notation used\n", "in iniab.dat files\n", "Reading reaction cross-section information. This may take a while.\n", "Processed 0/404 files\n", "Processed 50/404 files\n", "Processed 100/404 files\n", "Processed 150/404 files\n", "Processed 200/404 files\n", "Processed 250/404 files\n", "Processed 300/404 files\n", "Processed 350/404 files\n", "Processed 400/404 files\n", "WARNING:\n", "This initial abundance file uses an element name that does\n", "not contain the mass number in the 3rd to 5th position.\n", "It is assumed that this is the proton and we will change\n", "the name to 'h 1' to be consistent with the notation used\n", "in iniab.dat files\n", "Ingestion rate is understood to be in Msun/second\n" ] } ], "source": [ "MLT = mppnp_reader(initialpath = \"/data/niagara_project/projects/ocmerger_issa2025/CONDITIONS/initial_abund.dat\",\n", " solarpath = \"/data/niagara_project/projects/ocmerger_issa2025/CONDITIONS/iniab2.0E-02GN93.ppn\",\n", " multizonepath = \"/data/niagara_project/projects/ocmerger_issa2025/RUNS/MLT_RUNS/hif7.95E+03/H5_out\",\n", " surfpath = \"/data/niagara_project/projects/ocmerger_issa2025/RUNS/MLT_RUNS/hif7.95E+03/H5_surf\",\n", " ingestionpath = \"/data/niagara_project/projects/ocmerger_issa2025/CONDITIONS/ingested_abund.ppn\",\n", " xsectionpath = \"/data/niagara_project/projects/ocmerger_issa2025/RUNS/MLT_RUNS/flux_run/fluxes_fixed\",\n", " networksetuppath = \"/data/niagara_project/projects/ocmerger_issa2025/RUNS/MLT_RUNS/flux_run/networksetup.txt\")" ] }, { "cell_type": "code", "execution_count": 158, "id": "f43f7a20-a6ee-4748-8a96-59b9ad5be7b2", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " reading ['radius']...100%" ] } ], "source": [ "mass = MLT.get('out', 11000, 'mass')\n", "radius = MLT.get('out', 11000, 'radius').value" ] }, { "cell_type": "code", "execution_count": 161, "id": "1b5eb772-df10-40f8-8af0-37427bd4d416", "metadata": {}, "outputs": [ { "data": { "text/latex": [ "$1.9243219 \\; \\mathrm{M_{\\odot}}$" ], "text/plain": [ "" ] }, "execution_count": 161, "metadata": {}, "output_type": "execute_result" } ], "source": [ "mass[np.argmin(np.abs(radius/1e14 - 7.5))]" ] }, { "cell_type": "code", "execution_count": 144, "id": "e9698604-0d6d-4f23-891f-7085148b1888", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " reading ['iso_massf']...100%" ] }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "2feaea4521b345bdbbb7f7d54e3c2a97", "version_major": 2, "version_minor": 0 }, "image/png": 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yhRBCCA3o0aMHR44cwcPDo1j74MGDGTRoEDdv3mT06NH079+/aNvmzZu5dOkSFy5cYMSIEcW2aTIHIDQ0lKVLl9KyZUutnQ/Apk2buHDhAhcuXCi3eAXgZWtL50aNMDM0LNZ+5OZN6jg68k7z5jR0c+PgjRtF206HhADwdvPmdG/WjGe9S35Af1BzLy/Gd+1aVBy7b9WhQ7zg58fsnj3p1KgRyw4cAMDMyIhpPXoU3dr5+dHAzU1t8QrglTZNWDX7C5ztrYu1f/XjOnp0bMvvi6fyQY8OTPhhNVCwAO7Y71YwbXhftswfz8JJH/PVj+tJz8hSm/Nyy0as/OoznOyK50xfsonuL7chYN5E3u/6EpN+WgdASloG4+av5quP+/DLnDF83udNxi1YrTYD4PXXWrF9y0xcXewq1A4wetwiev+vA0f2/8TQj7rx+RcLys3p8FwT1nz3Jc4ONhVqL29bWd54ow0BAd/g6mpfoXaAPn06cvToYv7+eyEdOz7LiBHzy8157eUWbPKfhIuTbYXaARbMHsauTV/z+4ZZfND7Nb6cslgr5wMQFhbNunV7aNrUt9wMgFdaNWbljBE4P/R8K6v9vm9GfsDmuePYPHdcucUrgNc6PMuWNVNxcbarUDvA7LnrUShg/64f2LNjDuO+eK/882nThFXflPw5LavdysKMLQvGF916vNqWtk3rYWluqjbn1fbN2LBoPC6OthVqV6lUjPpqMV+PH0jAqmks/vZzJn27krT0TLU5Lzauz+IRQ3CytqpQe0pGBpNWbWLye++wbvxwPu3WickrN6nNAHjtpRZsWl7y+dvzrRf5a/scdm6axcsvNGXctGVF276dv4nGDXz4+9e5fDNlEJ+P/5HcXGW5WfdFRkYyaNAgtm3bxoULF7h+/Tpz5sxBoVBUuA8hxNNFClhCCCGEBjz//PO4uroWa4uJieHMmTP06dMHgO7duxMeHk5QUBAAVlZWRfdNTk6u0C/lVcnJz89n4MCBLFiwAMOHCkWazKkKJysrTB86psycHOLS0vBxcADA09aW9OxskjMzyc3L40ZUFM08PYseLxMDA7UZvs7OWD9UvErJzCQkNpbWtWoB0MzLi/i0NKKTk0vsf+j6dZ5XM8Lrvmb1a+FoW6NYW3xSCldvhfFG+xYAvNK6MVFxiYRFxACgUChILfyAmpaRiZW5KQb66gfIN63rg4NN8ZyE5FSuBYfx+nPNAHj52UZExyUSFhVLeHQcluamRaOxmvjVJCougcDgcLU5LZ+th3MpxZay2uPikrh0+Tbdu70AFBS6IiLiCAmNVJvTrEFtHO1qVLi9vG1ladWqPs7OJY+7rHYjIwNefrl50fOsadM6hIfHlJvTookfTqUU1spqB7B4oBiSmpZBRT6fV/Z8oOC1YOTI+cyY8REGhaOjytO0Xi0cbEs+1mW1V9Wzzeri5Fjy8SmrPSMji83b9vPFZz2Lvkf2dlbl5pT2c6qu/WHb9h6jW4fW5d6veaM6ONqXLO6V1Q6gUBR8/wHS0jOxsjAt9/vUuJY3DjUsK9x+LzYBS1MTvJ0LXl8b+3gRlZjE9bB7anNaNC35/DU0NKB920ZFj3+jZ3y4GxFbtH3Xnyfo1eMlAJ6pVxN7uxqcOnddbc6DoqOj0dXVxdr6n8erSZMmKBQKPD09mTRpEq1atcLLy4vp06dXuN+ni6qab0I8WjKFUAghhNCS8PBwnJyc0NMreLtVKBS4u7sTFhaGj48PAH379mX//v0A7Nq1Sys5c+fOpU2bNjRtWv4oCE2cj0qlokWLFnz99dfY2ZUcNVGe9OxsTAwM0Cn8UKRQKDAzMiI9KwtlXh6GenpcCA8nIjERXR0dmnh44FKjch+kE9LSsDIxQbdwGopCocDGzIz4tDQcLP/50HcrKor07GwaPTQSraKi4hKxs7ZAT1e3KMfJrgaRsQm4O9vz7ZcD+HzmYoyNDElJy+D7cYPQL6eAVWpOfCK2VpbFchxtaxAVl4iftxvJqelcuBFMI19vDpy5THpmNhGxCfh5lz/1rqIiIuOxt6+Bnt4/x+DiYsu9iFi8PJ00llNdli0L4NVXn9Va/yMnLeLEmWsALJ83SisZP/+8g+bN69KwoY9W+n/QhPmrUamgfi0PPuvTFWtLc432fyc8GktLM35csoOjJy5jZGjA8I970KZlA43mPOhC4G1S0jJ4oYXmMxQKBd9/9TEfj1uAiZEhyanpLJw5rNyCdmW52duSnJ7BpeA7POPtwaFL18jIyiYyIfFf971q/W5eblfwPpOYlIpSmYedrVXRdldnOyIi4yrc3zPPPEPbtm3x8PDghRdeoHXr1vTq1QsXl4Lpz0lJSRw/fpy4uDhq1qzJ+++/X7RNCPF0kgKWEEIIUY1Wry6YyrVq1SpGjx5d5SJWWa5cucLWrVs5dOiQRvstzaFDh3B3dyc3N5cJEybQr18/jZ+PSqUiLTubGiYmtPDyIi4tjT8uXaJ7s2bljsSqikPXr9Omdu2iQpcmKfPyWLLpD74fN5hm9Wtx5WYon05fxLYFE6lhaVZ+BxVkbmLMnBEfsGD9b2RkZfNMbS+8XR3R1ZWB+BU1b95mQkIi+OWXGVrL+O6rIQBs/e0QsxdsZPn8LzXaf2BgKDt3HmXHjtka7bc0y6d/jpOdNbnKPBau/42JC1bz44SPNZqRl5fHvYhYatV0YcyIXlwJDOG9gTPY++scjeY8aNveY3R58dmiQrEmKZV5LFoVwI8zP6V5ozpcCgxmyOgf+G21Zp9zZsZGzBrYm59+3U1Gdg4NvNzxcrT/169xP/n/yp3waNaMH6ChIwUdHR22bt3K9evXOXjwIH/88QczZszgzJkzAPTq1QsAW1tbvL29CQkJ+c8VsFQqFSpV9YyEqq5c8d8mBSwhhBBCS9zc3IiMjESpVKKnp4dKpSIsLAx395KLWvfr14+PPvqI+Ph4bGwqvq5PeTl//vknoaGh1CqcKhcVFcWgQYOIjIxkyJAhGj2f+//q6+szfPhwateuXan+7zM1NCQjJ4d8lQodhaKgaJWVhamREYZ6eiiAmvYF6/vYmplhbmREYnp6pQpY1mZmJGVkkJefj66ODiqVivi0tGLrZGXl5nI6OJhJ3bpV6TwAHG1rEJuQgjIvDz1dXVQqFZGxiTjZWXMj+C6xCck0q1/wvalf2xMHmxoEBofTunHlFjp2tKlBXFJysZyouMSiKVHN69emef2C70dObi4vDZqAt6tjlc+rNM5ONsTEJKJU5qGnV3AM9+7Flbp20ZPkp5+2sXPnMX75ZTomJurXQdOE7p2fZ+Ks5SQmpWq035MnrxEeHkOrVoMAiI1N5IsvFhId/e9H3jzs/vps+nq69HmjPV0+marxDGcnW3R0FLz5xnMA1Pfzws3Fjhu3wjSeBZCRmcWeI2fZMHeMVvoPvBVGTFwizRsVTFd+xs8bBztrAm/e0XhWs9o1aVa7JgA5uUo6jZ2Ol2Ppa6ZVxNLVO9nz92nW/DwWY+OCKeE1rMzR1dUlNi6paBTW3YjYUqcfl6dOnTrUqVOHwYMH8+qrrxIQEACA0QPrEurq6qJUVnx9LSHEk0n+9CaEEEJoib29PU2aNGHt2rUAbN26FVdXV3x8fEhKSiIiIqLovjt27MDGxqbYWh+ayBkyZAiRkZGEhoYSGhpKy5YtWbJkSaWLV+XlpKenk5SUVHTfDRs2lHtFxbIYGxhgY2ZGUHQ0AKFxcZgaGmJpbIyRvj7OVlbcSyz40J2amUlqVhZWJiaVyrAwNsbD1pZjt24BcCYkBGtT02LTB0/evo2bjQ3OlZye+CAbKwv8arrx+/5TAPx57DwOtla4O9vjYFuD2MRkgsML1ogKi4ghPCoWLxeHSudYW5pTx8uNnYcLRib8dfICDjZWuDsWFI9iE/9Z22vJ1j20qFe7aJum2Npa0aCeN1u3HwRg5x/HcXKyeaKnD/7883Z27DjI5s3TsdTgqLgHpaSmEx37TxFp7/4z1LA0w0rDef37d+LSpTWcObOcM2eW06SJL3PmfEL//p00mpORlU1KekbR//84coY63q5q9qga6xoWtGnZgENHLwIQfjeG8Hux+GghC2D34bP4erni7abZwu99Tg7WxMYlExRa8L5w52404fdi8HLX/M9PXHJK0dfLd++jqW9N3OwrX1gC8F+7i992H2P1orHF1nIDeO2VFqzfsg+AS1dvEx2TSIsm5a8neN+9e/c4evRo0f8TExMJCQmhZs2aVTpWIcSTT0ZgCSGEEBowePBgdu7cSVRUFB07dsTc3JygoCAWL15M//79mTlzJhYWFqxYsQIoWLT97bffJjMzEx0dHezs7Pj999/LXci9sjmP6nyio6Pp3r07eXl5qFQqvL29i6ZHqnPk5k3CEhLIzMnhj8uXMdDV5Z0WLWhbqxaHbtzgQng4Brq6PO/7zxXT2tSqxeGbNzkVHIxCoaBtrVolFoJ/0MpDh7gYFkZyRgbf7dqFkb4+3/zvf/R//nmW7d/P7+fPY6yvz4B27Yrtd/j6dV6owOLt901duI5DZ64Qn5jC4MkLMDU2YteSr5j0cS8m/LCaZb/sxtTEiGmf9QXAtoYFkz/uzcjZy9BRKMhXqRg3+F2cyljg+b5pSzZy+NxV4pNSGTpjEaZGhvy2YBITB73LpB/X4b99L2bGRkwd2rton5827eL89dvk5eXzTG1PJg/5X7nn8+XYRezbf5bY2ER695uKmakxRw8uKrMd4OuZQ/j8i/ks+GkL5mYmzP3203Jzpsxbw6FTl4lLSGHwuB8wMTZi98oZZbar20edUaMW8tdfp4mJSaRnz0mYmRlz4sTSMtsjIuKYMsUfDw9HuncfC4CBgT5//DFXbc74Gf4cOHKe2Phk+n8yG1MTY/b/OrfM9tS0DD4ZPZ+srBx0dHSwrmHO0h++KPe1oLLnU1VfLVrP4bNXiU9KYchXP2JqbMjvP00tsz0hKZUR3y4lPz8flQpcHWyYPqxfuTljpyxh/6HzxMYl0W/wTExNjDi4e36Z7QAzJg3ky4k/8/XcdSgUCmZO/hBHB/U/P1MXruPQ6cKf00mFP6dLvyqz/b5te4/RvWObCj9uE79ZwYFjF4lLSGbAiDmYmhjx1+Zvy2y3tbZk2uj+DJ/4IwodBap8FZNGvIdzKQvYP2jW+m0cvXqdhJQ0hv24HFNDQ7ZOHVVmO8CS3//kwu1Q8vLyqe/lzoTePco9n/HTH3j+flzw/F2/dDwz567D3dWe3oMKFlE3MNBn2+qCx230sP8xcuJPvNh1BAb6enw3fUil1vhTKpV89dVXhISEYGJiglKppF+/fnTt2pXPPvuswv083apzMXWZQigePYVKJq8+8VJSUrC0tCQ5ORkLC4vqPhwhhHjqnTt3jqZNm3L27FmaNGmitZx169bRp08f1q5dS+/evcvf4QnJebNxY2zNNbug84OCoqM5cOMGU956C88qLCJfUcdu3mTJ/v1s+n4sdX1KTgvVlN/3n2Ls3BVs+HqURhddf9iuw2cYt2A1u3+fQ4P62hvhsG3HQT4d/gO/LBxP3VpVWxxfnV7Dv+ZiYHCxtqZNfdm58zuNZbz++kjOnr1RrK1xAx+2rNTsVLke/Sdz/nLxq3xq+lwAatbsQXp6VrG2Z2p7sebrLzSa06rXCDKysou1NW5Yi+3rNXsFubrN+5GR8dD5+Hqx7jvNriv2bI/hJc6nUb2abF4ySaM5jV4eREZm8Zz6Xu74fzFUozntRkwiMzunWFvjBj5sWaXh53W/ks/rli1bcvz4cY3m3Pc0fla6f07x8feq7ZxSUlKwsXF5qh5X8fiTEVhCCCGEEEIIIcQTR0Zgif8WWQNLCCGEEEIIIYQQQjzWpIAlhBBCCCGEEEIIIR5rMoVQCCGEEEIIIYR4wqhUKqprSWtZSltUBxmBJYQQQgghhBBCCCEea1LAEkIIIYQQQgghhBCPNZlCKIQQQgghhBBCPHHkKoTiv0VGYAkhhBBCCCGEEEKIx5qMwBJCCCGEEEIIIZ44MgJL/LdIAUsIIYQQQjzVAgPv8PrrIzXa36MQdjem1GxNngtAZmZ2ibZbYfd4b8wczeZk55Rou3EzjG69Jmg0J6u087kTQe+R32g0p7TzuRl8l3cGfaXRnKyskjm370UxYM5Pms3JyS3RdiMonB79Jms050ZQuEb7E0L8d0gBSwghhBBCPNUyMrI4e/ZGdR9GpWVmlSzEPKpzyczK4dLNEK3nZGRmc/7iLa3nZGZlc+nGozmfC1dvaz0nMyeHKyFhWs/JyMzm/OUgrecIIURFSAFLCCHEUyUsLIy4uDitZgQGBgKwa9euoq+14ejRo8X+fVpykjIytJqTmpUFQERSklZz4tLSAAi+G6XVnHsxBc/n4HvazblbmHMr6K5Wc8LDC0YVBYdr53wyShl98yhkZGZzJVCzBZL8fJmiI4Qom0qlQqWqnteJ6soV/20KlTzznngpKSlYWlqSnJyMhYVFdR+OEEJUm7CwMPz8/MjQcoFEVJ2CR7NqhkKheCS/XOsoFOQ/TTk6ikdSNHlUOUKIJ0PLli05fvy4Vvp+Gj8r3T+n2NjQajunlJQU7Ow8n6rHVTz+ZASWEEKIp0ZcXBwZGRmsXbsWPz8/reXs2rWLiRMnMmTIENq0aaO1nKNHj7Jo0aKnLqeGjg76CoXWcjLz80lVqWjg6oqZoaHWcmJTUwmKieGdZ5/FTou/vN+MjOTPK1d4r21bHCwttZZz7d49dl24wJC3XsPZ1lprORdvhbBl/zE+fOVFnGrU0Hj//vv2cy8+QeP9lsfN3oZBb3bUaJ/Tlm8mR6nUaJ9CiKeJLOIu/lukgCWEEOKp4+fnR5MmTbTW//1pg23atKF3795aywFYtGjRU5djqqODoY6OVnNS8/JwtrLC2tRUqzlBMTE08vDAy95eqzl/XrlCM29vfBwctJqz68IF2jzjRx1PV63mbNl/jJa+tfF1cdZ43+dDQrEyMSEpI4N78QnU9nLB2Eg7hczE5DTCImLwcXWknrcHr7bU7OvO3A0B5KSmFWtTKBQY6Wn2V/jM3JKLd+soFLhYa7aQeS8hodSRhIYaPp/sUop+CsDcyEijOZm5ueTn55NPwXQqQ0NDLC0t8fb21mhOcHAwGRkZ5Obmkp2d/cTn3Jeens7ly5dp0KAB9evX10qGEOLpIgUsIYQQQgjx1Bj9VlcA9p6/yFebtzLzyw+oV9tDK1m//XWCL2ctY/KAntTx0HzRz9XehsSHClh+zs4s+uADjeYMWb6ca/fuFWtzsbZm6EsvaTTnp337CI+PL9bmZWfHmM6dNZrz9W+/ERIbW6zN3MiIJm5uGs25LzolhcDoaPz9/bX6R4B169bRp0+fpybn3LlzNG3alJUrV2r1j05CiKeHFLCEEEIIIYQQQognjgrIr8ZsIR4t7Y7fF0IIIYQQQgghhBDiX5IClhBCCCGEEEIIIYR4rMkUQiGEEEIIIYQQ4gmjUqlQlXJhhEeVLcSjJiOwhBBCCCGEEEIIIcRjTUZgCSGEEEIIIYQQTxwV1beYuozAEo+eFLCEEEI81YYNG0ZAQAB37tzh/PnzNGrUCIBbt27Rr18/4uLisLS0ZOXKldSrV0/tPprMycrKomfPnly7dg1jY2Ps7e1ZtGgRPj4+Gj+fDh06EBUVhY6ODubm5syfP5/GjRtrPOe+FStW8MEHH7B9+3befPNNtTlxSiXp+fkoAVc9PQx1CgaH56hUxCiV5KtU6CgU2OvqYlC47U5ODgpAoVAAUENHBzNd3TIzzoaGci8xkfScHF6tX58apqYApGZlceL2bbKVSvR1dWnp7Y2liQkAefn5nA8LIzIpCV0dHaxMTGhdzvdm5aFDnA0JIS41lVnvvounnR0AkUlJLPrrL1IzMzExNOSjl17CzcaG1MxMZvz6a9H+2bm5xKSksHjAAMyMjMrM+XnfPk4GBRGTksL8vn2p6eAAwL3ERObu2kVKZiamhoZ8/tpreNjaAnA6OJg1hw+Tr1KRr1LxVvPmvFy/vtrz+XbtNg6dv0pkfCLrpo7E18MFgLCoWKYs20BSajpmJkZMHvg/aro4AnDsUiCLtv1BrjIPIwN9xvV/m9ruLmpzfgjYyZHAG0QlJbHi0yHUcnZS2w4QHhfPjF+2kZSegZmRIePefgtvB3u1OTMWrufvYxeJiI5n2+JJ+Pm4q20vb1tZ5qzbwaELBY/b2imf41t4/mW1Z+fmMv7ntYRERGOor08NCzPGvNcdNwdbtTnzdu/m2M2bRCUns+zDD6nl6Ki2HWDkunUkpKWho1BgbGDAsI4dqe3kVFYEAAHnzhEYEUFSRgafvvIKzjVqqG1/0JmQELaePk2fNm2o56L+ebDxxAkuhYURn5bGhK5dcbOxUdsOMG7zZvR0dNDXK/hI8+ozz9Dc21ttzq2YGOLS08lWKmnq7o65oaHadoD8/HyC4uJIzMhAR6HA1NCQug88rqUp6zW0rPb4+Hheeumlov0zMjIIDg4mJiYGa2trjeUA7Nq1iwkTJpCfn49SqWTUqFH069dPo+cDsHv3biZMmEBOTg4mJiYsXryYhg0bqs0pjaenJzt27KjQe7EQ4ukmUwiFEEI81Xr06MGRI0fw8PAo1j548GAGDRrEzZs3GT16NP379y93H03nDBo0iBs3bnDx4kW6du3KwIEDtZKzefNmLl26xIULFxgxYkSxbZrMAQgNDWXp0qW0bNmy3AwAUx0dXPT1S/xFLVapxEJHB3cDA6x0dYnJyyu23UFPDzd9fdz09dUWrwDcrK15uW5dTA0MirWfCgmhpr09bzRsiJ+TEyeCg4u2XQwPB+CNhg3p9MwzNHYvv3DxbM2aTOneHVtz82Lty/bv56V69fj+vffo0qQJP+/bB4C5sTFf9+xZdHupXj0aeXioLV4BtK1dm2979cLewqJY+8K9e3m1YUOWDhxIjxYt+P6PP4CCdUrm7NzJ56+9xsL+/Zn81lss3LuXjJwctTkvNW/IsvGf4mRTvDAxc9UvdHuhJdtmj6VvpxeZumwDACnpGUxcvI4pH/Zi4/RRfPZuFyYsXlfu49auQT1++mgAjlZWFWoH+HZ7AF1aNGPjF5/R+4XnmPnLtnJzOjzfjHXzRuPsYFOh9vK2leXFZg1YOvbjEo9bWe0A3V5oyZaZo1n/1UheaFyP6Ss3l5vTzs+PBf3742hpWaF2gCndu7Ni8GD8Bw3inZYt+TogoNycBm5ufPTii1gVFnfLa78vMT2d08HBxQpO6jTx9GTU669jY2ZWofb7PmzfnolvvsnEN98st3gFYGduTmNXVwz19CrUDhAcH48CaOHhQXMPD2raqi8uQtmvoWW129jYcOHChaLboEGDeO2119QWr6qSo1Kp6NOnDytXruTChQv8/vvvDB48mNTUVI3mJCYm0rt3b1atWsWlS5f49ttv6d27t9oMIYQojxSwhBBCPNWef/55XF1di7XFxMRw5swZ+vTpA0D37t0JDw8nKCiozH00nWNkZESnTp2KRhG1bNmS0NBQrZyP1QMFgOTk5KJMTefk5+czcOBAFixYgOEDoxfUMdbRQe+h41GqVGSrVJgXjrgyVShQqlTkVnHBWHsLC0weOp6s3FwS0tLwLPwg6mZtTUZODqlZWSjz8rgdE0NDV9eix8r4oeJXafxcXEp8yE7OyCAkJoa2vr4AtKhZk/i0NKKSkkrsvz8wkHZ165abU9/NrUSRLCk9nVtRUbxYuH+b2rWJTUkhIjERAAWQnp0NQEZ2NhbGxuiXU/hr4lsTB2urYm0JKakEhoTzWuumALzU7Bmi45MIj47lbkw8lmamRaOxGvt6Ex2fyPXQu2pzGnl5Yl9KsaWs9sS0NK7fi6BDo2cAaFe/LjHJKdyNi1eb0/yZ2jjalSwGlNVe3raylPa4qWs31NenzTN+Rc+1+t4eRMYllpvT0MOjRBFTXTuA+QPF0fTs7Aq9FnjZ2RWNTKxIO0C+SsXW06fp0rgxejoV+7hR29GxaHRkRdqrysrYGCN9/Qq35+XnE5mSgpeNTdHjVVqR62FlvY9U9P3F39+fAQMGaCVHoVCQVPgalJKSgo2NTbmv2ZXNuX37NjY2NkUjdJ977jnCwsI4d+5ceadUpnbt2vHFF1/w3HPPUbNmTT766KMq9/X0UFXzTYhHS6YQCiGE+M8JDw/HyckJvcIPIQqFAnd3d8LCwsqdwqetnHnz5tG1a1et5fTt25f9+/cDBdNHtJEzd+5c2rRpQ9OmTavU/315KhV6/DNFUKFQoKdQkKtSoV/YFpOXB3l5GCoU2OjqoluBD+IPysjJwdjAAJ0HMkwMDEjPzkaZn4+hnh5XIyKITklBV0eH+i4upY5oKU98WhpWpqboFn6IVygU2JqZEZeWVmxk0c3ISNKzs2ni6VnpDIDY1FSsH8qxt7AgNiUF5xo1GN25MzN+/RVDfX3SsrIY37VruQWs0kQnJGFjZYFe4b4KhQIHGyui4pPw83QlOS2di7dCaFjLi4Pnr5CelU1EXAJ1PCtXEFZ7DMkp2JibFT8GK0uik5Nxta34SKnH1ca/DvN843rl37GKZuzYwfk7dwCY3bOnVjKO3LiBh60tLuWMHtKEFYcOoQK8bG3p1qwZ5sbGGu0/MzcXPR0d7iQmkpiRga5CgaeNDTXKKN5pwrFjx0hMTOSNN97QeN8KhYJNmzbx1ltvYWpqSmJiItu2bcOgAkX6yqhVqxbx8fEcO3aM1q1bExAQQGpqKqGhoTRp0qTK/d6+fZv9+/eTm5tL3bp1OX78OK1atdLgkQshHmdSwBJCCCGq2cyZMwkKCmJf4dQybVi9ejUAq1atYvTo0VUuYpXlypUrbN26lUOHDmm039I46+ujr1CgUqlIyMsjRqnEqZSRE1WlUqlIz8nB0tiYRu7uJKSns//6dTo98wzGGsx50P5r13jO17eoAKVJefn5bDpxgvFdu1LfzY2bkZF8tX07P/bvX+YImqowMzFm9if9+HHLTjKycmjg44G3swO6ujLgv6JW/L6PuzHx/PRFD61ljC9cl273xYss/vtvvvnf/zTaf1RyMlfu3WNw+/Ya7bc0X3TqhLWZGXn5+ew4e5aVhw/zaYcOGs1QqVRkK5WYGhhQ09aW1KwsLt67RwsPDwwqMBKrKvz9/enbt2/RHws0SalUMn36dLZt28bzzz/P6dOn6dKlC5cvX8a2AlMjK8rS0pItW7YwduxY0tLSaNWqFXXr1v3X5/Tuu++ip6eHnp4ejRo14vbt2//pApZKpUJVxdHJmsgW4lGTApYQQoj/HDc3NyIjI1Eqlejp6aFSqQgLC8O9AuscaTpnzpw5bNu2jb/++guTKhYTKnM+/fr146OPPiI+Ph6bCq5NU5GcP//8k9DQUGrVqgVAVFQUgwYNIjIykiFDhlQqR1ehQEnBL8eKwkKV8oHRV/oPjJqy1NUlLDe3Uv0DmBgYkJmTU7RIvEqlIiMnB1NDQwx0dVFA0QLo1qammBkakpyRgXElR2HZmJmRlJ5OXn4+ujo6qFQq4tLSsH1gqmFWTg4ngoKY/s47lT6P++zMzUl4KCcmJQU7CwuCY2KIT0ujvpsbALWdnLA1Nyc4JobGlRzx5WBtRXxSCsq8PPR0dVGpVETHJ+FoYwVAM79aNPMreA7k5Crp+NlkvJ0dqnxepR6DpQXxqWnFjyEpGYcqjJB7nKzZfYD9Zy/z46jBGBlqdjRMaV5t2JDvdu0iOSNDo/2GxsaSlJ7OnMIieVpWFtvPnCE1M1OjOQDWhT9Hujo6vFyvHhO3bNF4hmFh0dqhcNquuZERxvr6pOXkYK2FAlNaWhqbN2/m9OnTGu8b4MKFC0RERPD8888D0Lx5c1xdXTl//jyvvPKKRrPat29P+8JCZnZ2No6OjtStwDRpdYwemAarq6uLUqn8V/0JIZ4s8icxIYQQ/zn29vY0adKEtWvXArB161ZcXV01On2wIjlz585lw4YN/Pnnn8XWqdJkTlJSEhEREUX33bFjBzY2NuUuDFzZnCFDhhAZGUloaCihoaG0bNmSJUuWVLp4BaCnUGCoUJCanw9AukqFnkKBvkJBvkpF3gN/9U3Lz8ewktMHAYz09bE2NSU0Lg6A8IQETAwMMDcywlBfHwcLC6KSkwsysrJIK1w3qrIsTUzwtLPjyI0bAJy6fRtrU9Ni0wePBwUVTLcq5SpuFWVlaoqPgwN/X7sGwNGbN7E1N8e5Rg1szc1JTEsjLL5gjaiIxEQik5KqNL3L2sIcXw9X/jh2FoB9Zy5hb22Jm0PBFRfjklKK7rssYC/N/HyKtmlKDTMzajs7sffCJQAOXLmGnaXFEz19cN2eg+w9eZ6FXwzC3ESzU+DuS83KIu6BhboPX7+OpbFxlZ7X6rT08WFcly6MfuMNRr/xBm42NnRr1oyWGn59zc7NJaNwXTeAU5VYML4yDHR1qWFiQkJhoS8zN5fM3NwSF4XQlE2bNtGwYUPq1Kmjlf7v/yEiMDAQgKCgIG7fvo1v4Tp9mhQZGVn09bRp03jxxRc1/j4rhPhvkRFYQgghnmqDBw9m586dREVF0bFjR8zNzQkKCmLx4sX079+fmTNnYmFhwYoVK8rdR5M5d+/eZeTIkXh7exf9hdrQ0JCTJ09qNCc5OZm3336bzMxMdHR0sLOz4/fffy938eaqPG5VEatUkp6fTx4QqVQWjHwyMMBOT48YpZKkvDx0FArsCtc7ygOiHviLux5gX84oiFMhIUQkJpKVm8v+69fR19Wlc6NGNPfy4kRwMNciItDX1eXZB65g1tzLi5PBwVwIC0OhUNDCywuTcj6wLtu/n/OhoSRlZDArIABjAwN+eO89BrZvz89//cWOM2cwNjDgo5deKrbf/mvXihZfr4gFe/ZwOjiYxPR0Jm3ZgrGBAcs+/JBPOnTg+1272HziBCYGBnz+2msA1DA15ZOOHfk6IACdwiLgkJdeKnOh7/tmrNzM0YuBxCen8ul3izExMmTHN+MZ1/9tpi7bwIrf92FqbMjkAf+so/Tztj84fzOEvPw8GtT0ZNIH5a+x9M32AI5fv0lCWhojVqzGxMCQTaOGl9kO8GW3Lsz4ZRur9x/C1MiQcT26lZszee5qDp68TFxCMh+O/h5TEyP2rJlVZru6fdSZuWoLRy8VPG7D5i7FxMiQ7V+PLbM9OiGJHzb9houdDR998zMABnq6rJz4mdqcOTt3cuLWLRLS0hi1fj0mBgas/+STMtvTs7KYvHUr2bm56CgUWJmaMqtnz3JfC7afOcP1yEjSsrJYcegQBvr6jOrUqcz2qlp79CiXw8NJycxk3p49GOnrM/3tt8tsT8nMZPHff5OvUqGiYBTi+4WjitS5ER1NfEYGOUoll+7dQ1dHh5aenmW2A9S2t+dGdDTBhQVvX3v7chdyL+s1tLz3F39/fz788MMKP26VzXFwcGDJkiW888476OjokJ+fz8KFC8sdgVyV85k0aRKHDx9GqVTSqlUr/P39K3xeoqKqczF1mUIoHj0pYAkhhHiqLV68uNR2X19fjh8/Xql9NJnj6upapfUjKpvj4eHBqVOntJ7zsAMHDlQox05Pj9LG5xgoFLiWst6UvkKBWyXXoWrh5QVeXiXaLYyN6VCv9MWyzYyMeKmSU10GlrHmj3ONGnz19ttl7vdVj8qtd/Rpx46ltrtaW/Nd4RUiH9bOz492fn6Vyhnfv/QpjZ5O9qwoo7gy4YN3K5UBBcWoyrQDuNvZsnjooErlTB3Rt1Lt5W0ry7h+pX8/y2p3sLbi9PI5lc754vXXK9XuaGXF4gpc1e5h3Zo1q1T7wwZVcC2sPm3aVKrdzsKCCYXreVWGr0PpU1rLagcw1tenUSWvTFvWa2h57y/Hjh3Tes7//vc//lfJtc+qkrN06dJKZZTl/hV6H35f2aKFKaNCiMebTCEUQgghhBBCCCGEEI81GYElhBBCCCGEEEI8cWQKofhvkRFYQgghhBBCCCGEEOKxJiOwhBBCCCGEEEKIJ4xKparSepqayhbiUZMRWEIIIYQQQgghhBDisSYFLCGEEEIIIYQQQgjxWJMphEIIIYQQQgghxBNHFnEX/y0yAksIIYQQQgghhBBCPNZkBJYQQgghRCWcCg4mKTOT7NxcABbt24eRnvZ+pUrJygLg+1278HV2ZljHjhrtf/6ePdyJjSU5MxOAKcs2YGxooNGMByWlpgMw45ft1HN3ZfRbXTXa/+xtvxIcFU1SRgYA475ZjrGRoUYzwiNjycrOQanMA2DgrB8xMTTE1d5GoznXQsJLtIXExDBk+XKN5oTExJRou5eQwE/79mk0515CQom2iMREvv7tN43mRCQmlmjLLPx51aQb0dGk5+SQm1fwPJgyZQoLFy7UeM59cXFxRTkHDhxg6dKlWssSQojHkRSwhBBCCCEqISkzk/i0tKL/h8fHP5Lc0Lg4jPT1Nd7vndhYrkdGFv0/6G6kmntrTnB0NMYGmj+f4KhorobfLfr/zZB7Gs94WHZOLtk5uSSmppV/538pMzeXa/e0f075KtUjeW5nK5WExMZqPSc/P1/jfabn5BQVmAGCgoIICgrSeM7DgoKCsLW11XqOePzJVQjFf40UsIQQ4j8uLCys6K+62pSdnY2hoWZHQTwsMDAQgF27dhV9rQ1Hjx4t9q/kVC4nR6UCLXyYvC+38JfqlMIRRZqmLBxtUR2ycnMJio7WeJ/VJTMnlxv3IjTepxAPUwGpDxSbNCFPi69j5YmLi2PdunVa6ftRvSeEhIRotX8hxNNHoZLS6RMvJSUFS0tLkpOTsbCwqO7DEUI8QcLCwvDz8yOjcKqNEEIIIcSjdOzYMVq1aqW1/p/Gz0r3zyky8jIWFubVdAypODk1eKoeV/H4kxFYQgjxHxYXF0dGRgZr167Fz89Pazm7du1i4sSJTJs2jU6dOmk9Z8iQIbRp00ZrOUePHmXRokWPLGdAu3Y4WVlpLedyeDi/nj3LoNdfwdmmhtZyLgXfYduRk4wY+jauznZayzl78SbrfvmLYR90w9VR89NsFq76lbB7JdcMehTcXez59IM3NdrnguU7qu98nOwY2qezRvv8ae1vhEVqf0qaeLLoKhS8Ur++Rvs8HhRUtHbco+bj48OUKVO00vf99x5bAwP0dbR3za/c/HzicnK0PjpbCPH0kAKWEEII/Pz8aNKkidb6vz+dz8vL65HktGnTht69e2stB2DRokWPLKeljw+1nZy0mvPr2bO0rudLHTcXreZsO3KSF9o0pL6fl1Zz1v3yF8+3aEC92h6a73vHvhIFHxMTI/zqaDYr8PodMjKKT3mytjKnS4fWGs1Zt63086nj667RnOs3wkqcTw1LM95o/6xGczb8tr9EAcvExBDfWpo7n4uXg8jPLz6JwdjQAB9Xzf6cXr59p0SbQqHQ+CL7GVnZJdp0FQpqOjhoNOdmVFSJNoVCofGLIGQplSXW5zHQ08PP2VmjORfDwkoUsIz09fGyt9doTkhMTImpvra2tlp9/1m0aBFmenoY6epqLSMrL4+4nByt9S+EePpIAUsIIYQQ4l/yq+PBbztma7TPzm+O5uy5Gxrts6Lq+LoTsGWWRvvs0mMs587f1GifFeVby50dG2dorD+/pn1LFON8XJ1YOekzjWUAtB00hszs4h/wG9TyYPXMLzSa07rPyBJFrJoODsx8912N5vT56acShZg6zs7M79dPoznDVq0i8KGF7q1MTDSaURYve/tHcj5CFFAV3qorW4hHS3tjQoUQQgghhBBCCCGE0AApYFXR6NGjUSgURbcDBw6ovX9oaCijR4+madOmWFlZoa+vj7W1Na1bt+arr74iJqZ61p4QQgghhBBCCPHkUalU1XoT4lGTKYRVcOHCBebOnVvh+69Zs4bBgweT+dAc+cTERI4fP87x48eZN28eGzdu5JVXXtH04QohhBBCCCGEEEI80WQEViXl5+czaNAglEol9hVYoPHo0aP079+fzMxMdHR0eP/999mxYwenTp1iy5YtdO5ccOWdhIQEunbtSnBwsLZPQQghhBBCCCGEEOKJIgWsSpo/fz6nT5+mTp06DBgwoNz7z5o1i/z8fAAWLFjA8uXL6dq1K82bN6d79+4EBAQwYsQIADIzMys1sksIIYQQQgghxH+VqppvQjxaUsCqhLCwMCZOnAjAzz//jIFB+ZcwPnbsGAA2NjYMHTq01PtMmjSp6Ovjx49r4EiFEEIIIYQQQgghnh6yBlYlfPzxx6SlpdGvXz9eeOEF9u/fX+4+OTkFlz728vIq8z6WlpbY2toSFxdXdH8hhHhc7N69mwkTJpCTk4OJiQmLFy+mYcOGnDp1imHDhpGdnU1WVhbvv/8+X375pcZzTp8+zfDhw0lLS0OhUDB37lxefPHFCvc7bNgwAgICuHPnDufPn6dRo0YA3Lp1i379+hEXF4elpSUrV66kXr165W7TZE5Z+6gzb/dujt28SVRyMss+/JBajo4A3I2PZ2ZAAMkZGZgaGjK2Sxe87O3JVir5autWQuPiMNTTw8rUlBGdOuFqba0257stARy+HEhUQhKrR39KbVdnAMJi4pi29heS0tIxMzZiYp+38XZyKDifH/2JT0lDR6HAxNCQET064+vmXGbG1G9Wse/gOe5FxvHbhhnU9fUEICQsilGTfiYxKRVzMxO+mTqY2jVdi+275deDjJ66hEXffU6H9s3UnsuMBev5+9gFIqLj2bZkMn4+7gCE3o1m7Nf+JKakYW5qzMwvP6CWlwsAL/3vSwz09TAyLPhj1Ye9OtGpfQu1ORMmLWXvX6e4ezeWvX/MpX49bwCCQyL4bMQ8EhNSMTc34YfvhuHrW3AM2dm5TJ2+goMHz2NoqE/dul4snPe52pzpP6zl76PnuRcVz47lU/Gr5VFwPuFRjJm5jMSkVMzMTPh63EBqebmQmJxG/+Gzi/bPysohPDKWYwHzsbIwKzNn4lR//tx3mrv3Ytnz2xzq1fUqOp/PRy0kITEFC3MT5n7zCb61C85n3/6zfPv9BvLzVeQp8/jow6683b292vOZ+fNGDpy4RERMPFsWTKBOTTcA7tyLZtzclSQlp2FmasyMEf3x8Sh4Ph05c4X5q38lV5mHsaEBkz7tTR1vN7U5k2cs56+/z3I3IpZd276hnp+n2naAkNBIRoz9kcTEgu/ddzOHUruW+pxv1m7j0PmrRMYlsv6rkfh6uKhtL29bWWb7/8KBM5eJjE1g47djqOPlqrY9OyeX0d+vIPhuJEYGBtSwNGP8hz1xd7JTm+N/4ABngoOJTU3l21698LKzU9sO8NX27SSlp6OjUGBkYMAHL7yAdzlLb/y4dy/Hb90iOjmZRQMG4OPgoLb9QbsvXuS7nTuZ0r07bXx91ebsDwwkOCaGlKwserdqhb2Fhdp2AP+DB9HV0UFPVxeA5l5e+Do5afx8cpRKFu/bx5ngYAz09Khpb8+Yrl3V5pT1PlJWe3x8PC+99FLR/hkZGQQHBxMTE4O1mveF6KwsUpVKlCoVniYmGBU+FmW1A6QplcRmZwMFY3VsDAyw1NdXez4PUiqVzJgxgw0bNqCnp4eenh4tWrTgm2++wcrKquh+V65c4Y033iA0NLTCfQshnkwyAquCNm/ezO+//461tTVz5syp8H6+hW+iISEhZd4nJSWFuLi4YvcXQojHQWJiIr1792bVqlVcunSJb7/9lt69ewMwaNAgxo0bx/nz5zl69Chz5szh2rVrGs1RqVR069aNqVOncvHiRTZv3ly0rmBF9ejRgyNHjuDh4VGsffDgwQwaNIibN28yevRo+vfvX6Ftmswpax912vn5saB/fxwtLYu1z9m1i85NmrDu44/p1bo1swICirZ1btKEtUOHsnzwYNr6+vLt77+Xm/NiowYsGf4RjtZWxdpnb9xO19Yt+GXSF7z38gtMW/tL0bYZ7/di3djPWDNmGP97sW2xbaV57aUWbFo+CRcn22LtE6b70/Ot9uzb8R2D+7/Bl5MXF9t+NyKWjdv307iBT7nnAdDh+aasmz8GZwebYu1T5q7mnTeeZ/fqmQzs+RrjvllebPvcSR+xfekUti+dUm7xCuCN11uzY+ssXF2LFwRGj11En14dOHLwJz4e8hbDR84v2jbz69UoFHDk4E/8/ed8Jo3vX25Ox3bNWf/jeFwci5/PpDmreKfzC+zZMJsPe3VizMxlANSwNOPXFdOKbu90acfzzzZQW7wCeP21lmzbNANXl+LnM2bCYnr3fJnD+xYyZHA3Rny5ECi4GtawkfOZ+80n7P39O1YuG8eYCYtJS1P/89qhTRNWzxmFs33x85m6YB1vv/ocO5dNY8DbHRk/dyUAyanpjP52OTNHvs/2nyYxckB3xny7vJSei+vUoSVb1n2Fq7NdhdoBxk5ZQq93XubA7nl8NLArI8f9VG7Oy80a4j/+U5xsa1SovbxtZea0aszK6Z/jZGddoXaA7q+04df5k9j83VjaN3+GqYvWlZvTqlYtpr/9Nnbm5hVqBxjZqRNz+/RhTu/edG7cmB///LPcnOfq1OH7997D4aHXtrLa74tKSuKPCxfwcym/6AdQy8GBd559Fgsjowq139epYUP6tG5Nn9atyy1eVfV8/PfvRwGs/Ogjln74IYMeKDSVpaz3kbLabWxsuHDhQtFt0KBBvPbaa2qLVwDmenp4mJigp1BUqF2lUhGRmYmTkRFepqa4GhsTlZVFXiWuXDdgwADOnDnD8ePHuXLlCufPn+eVV14hISGhwn08/WQKofhvkQJWBSQlJfHZZ58BMHv2bGxtbcvZ4x8fffQRUPDXjp9//rnU+0ybNq3E/YUQ4nFw+/ZtbGxsikYMPffcc4SFhXHu3DkUCgVJSUkApKenY2BgUO4vwJXNOX36NLGxsbz88ssA1K5dGysrK/74448K9/3888/j6lp89E5MTAxnzpyhT58+AHTv3p3w8HCCgoLUbtNkTln7lKehh0exkQEAienp3IiI4JUGDQB4wc+P2JQU7iYkYKinR8tatVAUfrio6+JCVOH3TZ3GPl7Y1yj+ASshNY3A8Hu82rwRAO0b1Sc6MZnw2II/wpibGBfdNy0zqyizLC2a+uH0UFEpLiGZK4HBvNmpLQCvvtSCyOh4QsOigIKLqYz9aimTv+yHgUHF/pLfvKEvjg99mI9PTOHKzVA6v9IKKChyRcUkcOdedIX6LE3LZ+vh/FAxLi4uiYuXgujerR0Ar3dqRURkHCGhkWRkZLFh01+MGdWn6LGyty+/gNG8kS+O9qWcz/UQunRoDUDHds2Iionnzt2S57Nl5yF6vP58+efToh7OTg99f+KSuXTlNm+9+ULB+bzakojIeEJCIwFQKCAlJR2A1LQMrGqYY2CgfsB/swa1cXyocBOflMLVW3d448VnAXilTROi4hIJi4ghPDIWK3PTotFYTevXIjImgWtBYWpznm1eF6eHin7q2uPik7l8JZhunZ8DoFOHZ4mMiiP0TpTanCZ1auLwUOFXXXt528rStK4PDjYlny9ltRsa6PNck3pFz7UGtTyJiC2/EFDXxQWbUopUZbUDmBoaFn2dkZOD+leCAs+4u2P30GubunaAfJWKubt28XGHDug/MPJHHVdra8xLKVKV1V5VlT2fzJwcdl+8yPvt2hV9j6zN1BeZoez3kYq+v/j7+1doXV8TPT30dUp+dCyr/b78woJVvkqFrkJR4Q+fQUFB/PLLL6xYsYIaNQqezwqFgrfffhtvb2+mTJlCrVq1aNq0KRs3bqxgr0KIJ51MIayAL7/8kqioKNq0aVOhF/gHffDBBxw5coTVq1fz8ccfc/bsWbp06YKTkxNhYWGsWbOGHTt2ADB+/PiiD2lCCPE4qFWrFvHx8Rw7dozWrVsTEBBAamoqoaGhrFixgq5duzJhwgRiY2NZvHgxjoXT2TSVc/fuXZycnNi8eTPvvPMOp0+f5saNG/96mkB4eDhOTk7o6RW8DSoUCtzd3QkLC8PS0rLMbT4+FRvxU5GcyvalTkxKCjZmZugVfohQKBTYW1oSk5xcYqrgllOnyp1iU2ZOYjK2FuZF02gUCgWONayITkjGza6gcDN19WbO3iq4ou7cIf0rnREZlYCdbQ309P7JcHa0ISIqHk93R/zX/kHThrVpULfsqfkVERWbgJ21ZbFzcbK3ITI6AQ+Xgik9Y772R6VS0aCOFyM/7IG1Vekf1tWJiIjD3r74+bg423HvXiyZmdlYWZkxf+EWDh+5iJGRASM/78lzbRtWOicyJgE7G6tiOU4ONkREx+Ph+s8UpXOXb5GSmk671o0qnQEQERmHvd1D3x9nWyIi4vDydGLR/BF8OPRbTIwNSU5JZ+lPoypcaHxQVGxiye+PnTWRMQnUreVBUmo656/dpnHdmuw/cZH0zCzuRcdRt3B6qCZERsVjb1f8MXV2suVeZJzGMqrT+l0HaNf8Ga31P3/PHq7evQvAuHKmwVXV1pMnqefqSu0KjIj6t/ZcvowKcLS0pG3t2phUYC3cyohMSsLc2JgNx45xLiQEQz093nvuOZqoWYbk3zp27BiJiYm88cYbGu9boVDgYmzMvawsFBQUsFyMjcv9w8Z9586do1atWqUOHNi5cye//PILZ8+exdzcnPfee0/DR//kUKlUqCoxqk3T2UI8alLAKsfhw4dZtmwZenp6/PzzzxV+0b1PV1eXVatW0blzZ2bOnMmyZctYtmxZsfu0b9+ecePGVbh4lZ2dTXbhfHIomIIohBDaYGlpyZYtWxg7dixpaWm0atWKunXroqenx9dff82sWbPo1asXwcHBvPDCCzRr1oy6detqNOfXX39l9OjRzJo1i3r16tG2bduigpConDVHjnAvIYEvtPjL/uS+7wCw8+RZfvz1D74f8r7G+r4RFM6efafYsGyixvosy5ofRuPsYEOuUsm85dsZ87U/S74ertEMpTKPu3djqV3LjfFj+3L5SjA9e0/mwF8LsLOz0mjWfVt2HqJrxzZFRRlNUirzmPfjVpb+NIqWLepx4VIQHwyaxV+7vsfauvQRNFVhbmrM9+MGM2/ldjKysmlYx5ua7k5FxS5RvmVb9xAeFcviyf/TWsawjh0BOHDtGmuPHGH8m29qtP+QmBgO37jB3MIRrtr0dosWWBgbk5efz7Fbt9hz+TLdmjbVaEZefj7Rycl42NoysH17gqKiGL1hA8s+/FCjOQ/y9/enb9++WnlPValUxOXk4GJkhImeHpl5edzNzMTLxKTojy1VtW/fPt555x0sCkeyDR48mCNHjmjisIUQjzn5BKBGTk4OgwYNQqVS8fnnn1O/fv0q9RMYGMjq1au5fPlyqduPHz+Ov78/fn5+uFRg/v6sWbOYOnVqlY5FCCEqq3379rRvX7AIc3Z2No6Ojjg7O7N9+/aiYfve3t60bNmSo0ePVqmAVVZO3bp18fHxYffu3UX38/PzK3dB9fK4ubkRGRmJUqlET08PlUpFWFgY7u7uWFhYlLlNkzmaZG9hQXxaGsr8fPR0dFCpVMQkJ2P/wBorG48f5/D163zXpw9GlVhEt1hODUviUlJR5uWhp6uLSqUiKjEJB+uSa7m8/mxTvtm0g+T0dCxNTSuc4eRoTWxcIkplHnp6BRkRUfE4O9pw9OQV7kbG8dKbIwGIjU/m1nR/YuOS6P125UYwO9pZE5uQXOxcImPicXIoGLF2f70sfT09+nZ/hdf6jqtU//c5O9sSE1P8fO5FxOLiYoeFhSk6Ojq81a1gOl+D+t64uzkQeP1OpQtYTvbWxMYnFcuJjI4vtu5XekYWf/x9mi1LJ6npqZzzcbIlJvah709EHM7Otly9FkJ0dAItWxT8fDZ6xgcnRxuuXAvh+UqOKnO0q1Hy+xObgFPh1MkWDX1p0bBgJGFObi7ten9JTXfNjsJxcrQhJrb4YxoRGVdizbYnzapf/+Lvkxf4efKnGBtqdhRRadrVrcuSv/8mtRJrF1bElfBwopOS6F+4REdCWho/xMWRkJam0RwAC+OC6dG6Ojo09vRk5eHDGs+wt7BAR6HgxcL3Nx9HRxytrAiJjdV4FkBaWhqbN2/m9OnTWuk/Kz8fZX4+JoXFMWNdXfQVCrIL36fK06RJE27dukV8fDw2NiWn+D6osgMMhBBPLlkDS42ZM2dy/fp13N3dmTx5cpX6OHz4MK1ateK3337DxcWFNWvWEBUVRU5ODuHh4fz444+YmJiwceNGWrRowdWrV8vtc+zYsSQnJxfdwsPDq3RsQghREZGRkUVfT5s2jRdffJHGjRtjamrK33//DUBcXBwnT56scqG/rBwfH59i7UuXLsXU1LRSVyEsjb29PU2aNGHt2rUAbN26FVdXV3x8fNRu02SOJtUwNaW2kxN/Fv6h5GBgIHYWFkXTBzedOMG+K1f4rnfvf7XGi7W5Gb6uzuw+fQGA/ReuYG9liZudLakZmcQm/zMi+ODFq1iYmmBhYlKpDFtrS+rV8WLHroK/pu/edwpHe2s83R3p/fbLnNj7I4d2zuPQznk0buDDjAkDKl28ArCpYUHdWh789udxAPYeOouDXQ08XBzIyMwmJS2j6L67/j5ZdOXCyrK1taJBfW+2bj8AwM5dx3FytMHL0wkbawvatmnAgYPnAQgLiyYsPJpatSq3Ltr986lX24OAvccA2HPgDA521sWmD+76+yR1fNyo6VH2lSHLPx9L6tfzZtuOgwXns/tE0fk4OxcUt24FFUwbCwmNJDQsmprelc+zsbLAz8ed3/8+CcCfR8/hYGOFu3PBlexiE5KL7vvz+p20eMa3aJum2NpYUr+uF9t/KyhW7Np7EkcHGzw9qjZV+nGw5rd97D56lp8nfYqFaeV+NisqPTu7WBHp1O3bmBkbY6bB9aUAOjdtyqbPPmPtxx+z9uOP8XNxYfhrr9FZwyOjcpVKsnJzi/5/IzKyxDqEmmBpYkIjT0/OBBdMwY5MSiIqKQn3Sqy9WxmbNm2iYcOG1KlTRyv96ysU5KlUZOflAZCTn09Ofj4GFRx95ePjQ/fu3RkwYEDRepsqlYqtW7fi4+PDL7/8QmpqKiqViiVLlmjlHJ4csoC7+O+QEVhluH79OrNmzQJgwYIFmFbir8f3ZWdn87///Y/k5GQcHR05ceJEsfVhXF1dGTp0aNG0m4iICPr168eZM2fU9mtoaIjhA4tjCiGENk2aNInDhw+jVCpp1aoV/v7+6OrqsnnzZkaNGoVSqSQ3N5fhw4fTqlUrjeYALFmyhHXr1qFSqfDz82P79u2V+mvr4MGD2blzJ1FRUXTs2BFzc3OCgoJYvHgx/fv3Z+bMmVhYWLBixYqifdRt02ROWfuoM2fnTk7cukVCWhqj1q/HxMCA9Z98wshOnZgVEMDaI0cwNTRkdOfOQMH6WD/9+SfONWowfM0aAPR1dfm5nDUdv964naNXr5OQksZnP63A1NCALZNHMaZnN6at/YVVe/djamTEhD49AEjLymK8/3qyc3NRKBRYmZny3eB+ar9X46f7c+DIeWLjk+n/8WxMTYzZHzCX6eM/4MvJi1m0PAAzU2O+mTKo3MdfnclzV3PwxCXiEpL5cPT3mBobsWftLKZ+3pex3/izeP0uzEyMmPnlB0DBguifTfmRvPyCtUXcnOyYPXZguTlfjvmJfX+fJSY2kV7vTcXM1Jhjh39m9qyhfD5yPgsWbsXMzJjvv/u0aJ/ZM4cw8suFzJi1Gh0dHb6ZNaTUBcUfNOnblRw4fpG4hGQGjPwOUxMj/tz4DVNH9WfszGUsXvM7pqbGzBpb/Hu8dedh3n7jhQo/bqPH/8y+A2eJjU2id/9pmJoac3T/j8yePpjPv1zIgkXbMDcz4btvPgbAztaK2dM/4qNPv0NHR0F+vorpUwbiUsrV/R40dcFaDp26TFxiCoMmzsPU2Ig//Kcz+dPeTJi7kqWb/sDUxIjpn/cv2mfhmgDOXb2FMi+fhnW8+Wp433LPZ+zkJfx98ByxcUn0/XAGpqZGHNqzoMx2gJlTBzFy7I/8uHg7ZmbGzJk5tNycGSs2c+RiIPHJqXwyZzEmRob8+u34MtvV7aPOtMUbOHz2KvFJKQyd/iOmxob8tnBKme3R8Yl8t2o7rg62DJwyDwADPT3Wfj1Kbc7iffs4GxpKUno607dvx9jAgIX9+5fZnpGdzXe7dpGjVKJQKLAwNmZsly7lvm7/sGsXJ2/fJiEtjbEbNmBiaMiqIUPKbK+qv65eJSQ2lvScHLafPYu+ri4fPP98me3pOTn8fuFCwVpDgKWxMR0LL5ih6fMZ/uqrfLdzJ8v270dHoWD4a69hW8ZC+feV9T5S3vuLv78/H1ZiemJUVhZpSiVKlYrwzEx0gJpmZmW26+no4GhkRERWVlEfDkZGahd8f9jy5cuZPn06zz77LHp6euTn5/P8888ze/ZsYmJiaNKkCRYWFrz22msV7lMI8WRTqGT1tVINHjyYJUuW4O3tzYwZM0q9z5YtW9i6dSsAEydOLJo207lzZ0xNTfn11195s3C+/4wZMxg3ruzpBx9++GHR2lgXLlygYcOKD7VPSUnB0tKS5OTkorngQghREefOnaNp06acPXuWJk2aaC1n3bp19OnTh7Vr19K7d2/JqWTO0oEDtbpI8Z+XLzN9xw5WfvkJddwqdin6qth9+jxTVm/m13XTqe+nvYWJf911lBETfmLLz5OoV9uj/B0qqecnM7h4LbhYW9Mmvvy2Y7ZGczq/OZqz524Ua2tUryabftbsGmDvfjSNC1dvF2tr0rg2AVtmaTSnS4+xnDt/s1hbwzperJs7RqM5vUd8zcXrIcXaGjesxY6Npf8+VxV+TfuSkZFVrK1BTQ9WTvpMYxkAbQeNITM7p1jbM7U9WT3zC43mtO4zkoys7GJttR0dmfnuuxrN6fPTT8VGMwH4ubgwv18/jeYMW7WKwHv3irU5WVrSs2VLjeZsPHGCyOTkYm2P6nxatmzJ8ePHNZpz3/33Hk8TE4y0uLZcVl4eoRkZWv8d5Gn8rHT/nO7dO4OFRflXq9TOMaTh4tLsqXpcxeNPRmCV4f4i6cHBwfzvf+UvcDlt2rSir0NCQjA1NSUwMLCorbwX5aZNmxYVsK5fv16pApYQQgghhBBCCCHE00zWwNKiB6/ooVQq1d4394G/RsnVtYQQQgghhBBCCCH+IQWsMqxcubJgrrua24MLu+/fv7+o3dPTEwAvr3+mRxwu52olBw8eLPr6wf2EEEIIIYQQQoiHlfd5Vds3IR41KWBp0UsvvYRJ4dWXFi1axOXCq0M97I8//mD79u0AuLi40KhRo0d1iEIIIYQQQgghhBCPPSlgaZGVlRVjxhQsTJqamkrr1q0ZN24c+/fv58KFC+zZs4ehQ4fSpUsX8vPzAfj666/RqcTVOYQQQgghhBBCCCGedrLYkpZNmDCBhIQE5s2bR1paGrNmzWLWrJJX9dHX12fmzJn06dOnGo5SCCGEEEIIIcSTRVV4q65sIR4tKWBpmUKh4Pvvv6dPnz4sW7aMI0eOcOfOHTIyMjAzM8PHx4cXXniBwYMHU7t27eo+XCGEEEIIIYQQQojHjhSw/oUpU6YwZcqUCt23adOmNG3aVLsHJIQQQgghhBDiP0JGYIn/FilgCSGEEEL8S4HX79D5zdEa7/NRCLsXU6Lt+o0wuvQYq9Gc6zfCSrSFR8ZpNKOsPm/cCuPNnuM1lpGVlV2iLehuJP2/mqexDICsnNwSbbfCIug7bo5GczKzc0q0hcXHM27TJo3mZCuVJdpCYmIYtmqVRnNCYko+px+Vp+18hBDicSIFLCGEEEKIfykjI4uz525U92FUSVYpxYuMjCzOnb9ZLdna6DMjI5vzF29pPOtBmdk5XL6t/aJjZlYOl26Gaj0nKzeXm1FRjyQn8N49rec8Kk/b+QghxONEClhCCCHYtWsXgYGBWuv/6NGjxf6VnMrl3InT/CiVB0UmJQEQGqXdv/JHxCcCcDskQqs5dyNiAQgOi9RK/5mZJUffPCoZmdlcvRGq0T7z86tvGki+Kp9rQSVHZv3bPoV4WE5eHtEpKRrvs7rExcWxbt06rfR9/70nO1+7P0va7v+/QKVSoVJVz2t4deWK/zaFSp55T7yUlBQsLS1JTk7GwsKiug9HCPEEOX78OK1bt67uwxBq6CgU5D+Ct+pHlqOjeCQFk0eVI4QQ4t85duwYrVq10lr/T+NnpfvnFB5+AgsLs2o6hjTc3Fo+VY+rePzJCCwhhPgPMzQ0BGDatGl4eXlpLefo0aMsWrSIIUOG0KZNG8mpZE4rHx8sjY21lnMvMZHLd+/SuXFjbMy094vw7ZgYDt+4wcAX2+NUo4bWci6HhbHj9BkGvf4Kzjaaz1m2ax934+I13m9FuNnbMOjNjhrtc9ryzeSUsjbRo6Cvq8vozp012ufs334jtxpHxojHk4+PT4UvvlRRU6ZMISgoSKN9VpQ2zue+R/UeFxISwsSJE4t+FxFVIYu4i/8WKWAJIYSgU6dONGnSRKsZixYtok2bNvTu3VtyKpnjZWeHg5b/unn57l3qubribmur1ZzDN27QsnYtfJ2dtZqz4/QZWtfzpY6bi8b7PncrBCszE5LSMrgbF49vLTdMjLX3ASwhMZU74dH4uDpR39ud11pp9qrGczcEkJOaVqxNR6HAyMhAozlZWTklRvmZGhrySoMGGs1ZuHcvSRkZxdoUCgXGhpo7n4xSFnHXUShwtbbWWAZAfFoauXl55Ofno8zPx1BPD2MDA40XgCMTE8nOzUWZn09uXh4KQIHmPygoKf5x29DQEEtLS7y9vTWcVCAuLo6goCB8fHxo166dxl+vDxw4gK2tbbEcWy2+hmr7fB70KN7jzp07x8SJE7XWvxDi6SMFLCGEEEKIShjX6y0Adp8+z5TVm/n2q4+o76e9EYy/7jrC5+N+YsqAntTxdNV4/672NiQ+VMB6pq43mxZN0GjOu0Omc+Hq7WJtzloYiedco0aJAlaD2p6s/XaUxjL6jPqWSzdCirW5WlvzaYcOGst40LnQUDYcP84PfftS28lJKxkAf12+zKyAABwAzZYvi0sH4gF/f3+tFkjWrVtHnz59mDJlilZyli5d+khy7ntUOUII8biSApYQQgghhBBCCPHEyS+8VVe2EI+WTnUfgBBCCCGEEEIIIYQQ6kgBSwghhBBCCCGEEEI81mQKoRBCCCGEEEII8YRRqVSoVNVzNcDqyhX/bTICSwghhBBCCCGEEEI81mQElhBCCCGEEEII8cRRFd6qK1uIR0sKWEIIIdTavXs3EyZMICcnBxMTExYvXkzDhg159tlnyc7OBkCpVHL16lUuXrzIM888o9GcU6dOMWzYMLKzs8nKyuL999/nyy+/1Pj5nD59muHDh5OWloZCoWDu3Lm8+OKLFe532LBhBAQEcOfOHc6fP0+jRo0AuHXrFv369SMuLg5LS0tWrlxJvXr1yt1Wlv2BgQTHxJCSlUXvVq2wt7AAIDE9nT1XrpCZk4Ohnh4dGjTA1sxM7T7qbD5xgkvh4SSkpTG2SxfcbGwAiElOZtXhw6RnZ2NkYEDftm1xrlGDXKUS/4MHiUpKQl9XF3NjY3pWIOuHnbs4euMGUUnJLB8ymFpOTgCEx8czc9t2kjIyMDM0Ytxbb+Jlbw/AiFWriU9LQ0ehwMTAkM9ef43ahfuV5rstARy+HEhUQhKrR39KbVdnAMJi4pi29heS0tIxMzZiYp+38XZyKLbv7yfOMH3dVmYP7MMLDdV/b6bOXsVfB85yLzKO3zfOpG4dTwBC7kQyauLPJCSlYm5mwrdffURtH1cAnnttGAYG+hgZGgAwZEAX3ujYSm3Ot+u2c+j8VSLjE1k3dQS+7i4F5xMVy5RlGwrPx5jJA3tS08URgJxcJd9vDODElRsY6OtR282ZaYN7q82ZPm8dfx89z72oeHb4T8WvljsAoeFRjJm5jMTkNMzMjPl67EBqebmQmJxG/8+/Kdo/KyuH8MhYjv06DysLszJz5u3ezbGbN4lKTmbZhx9Sy7HgmO/GxzMzIIDkjAxMDQ0Z26VL0XPgxK1bLDtwAJVKRV5+Pj1bteLVhg3Vns/XSzZz4NQlImIS2PzDWOp4uwFwJyKGCT+sIiklHTMTI6YN74uPe8Fz5MjZqyxc9xu5uUqMDA2Y9HEvfL1c1ebsOHuWa/fukZiezvBXX8WlRg217QCxqalsOnGi4OdKX593W7bE0dJSbc7CPXs4dusW0cnJLB4wAJ/Cx62s9vK2lSUByATyAEfAoJx2FRAH5AIKQBeoAeiXk1PWa2hZ7QAdOnQgKioKHR0dzM3NmT9/Po0bN9Z4zn0rVqzggw8+YPv27bz55psaz/H09MTQ0BBjY2MAxo4dy7vvvqvxnOzsbEaOHMmePXswMjKiYcOGrF27VqM58fHxvPTSS0X7Z2RkEBwcTExMDNbW1mqzHpSamoqTkxPvvvsu/v7+Fd5PCPF0kimEQgghypSYmEjv3r1ZtWoVly5d4ttvv6V374IPvSdPnuTChQtcuHCBKVOmUL9+/SoXr9TlDBo0iHHjxnH+/HmOHj3KnDlzuHbtmkZzVCoV3bp1Y+rUqVy8eJHNmzfTv39/MjMzK9x3jx49OHLkCB4eHsXaBw8ezKBBg7h58yajR4+mf//+FdpWlloODrzz7LNYGBkVa9937RoNXF15/7nnaOblxd7Ll8vdR53Gnp6M7NQJa7PihYf1x47R1teXKd2706FBA1YfOVK0rW3t2kx+6y3Gv/kmz7i5se7o0XJz2tWry48DPsDRqviH9TkBv9G5WVM2fDaMXs+1Yea2HUXbpr7zNqs+HsqKoUN4t3WrYttK82KjBiwZ/hGO1lbF2mdv3E7X1i34ZdIXvPfyC0xb+0ux7RHxifx67DT1Pd3KPQ+A115uweaVk3Fxsi3WPmG6Pz27v8jfAXMZ/H5nRk36udj2BbM/ZefmWezcPKvc4hXAS82eYdm4T3CyqVGsfeaqLXRr15JtX4+lb6f2TF228Z+MLTtRKGDb12PYNH0Un/XsXG5OxxeasX7hOFwcbYq1T5qzine6tGPP+q/5sFcnxsxaBkANSzN+Xf5V0e2dzi/w/LMN1BavANr5+bGgf/8SBZs5u3bRuUkT1n38Mb1at2ZWQABQsO7K9B07GNulC/6DBjGrZ0++27mTjMKCellebt2YlV+PxNm++Ifnr35cT4+Obfnt5ym8370DE39YDUBKWgZj565k+vC+bF0wgRHvv8WY71aU+7g94+bG0JdfpoapaYXaAbaeOsWzNWsy+o03aO/nx6YTJ8rNed7Pj3l9++Lw0ONWVnt528piAjhQUIiqSDuAGeBUeDOmoNhVnrJeQ8tqB9i8eTOXLl3iwoULjBgxokKvoVXJAQgNDWXp0qW0bNmyAmdT9ZxNmzYVvbeWV7yqas6YMWNQKBTcvHmTy5cvM2fOHI3n2NjYFJ3HhQsXGDRoEK+99lqlildQ8Hg0bdqUbdu2kZaWVql9hRBPHylgCSGEKNPt27exsbEpGhX03HPPERYWxrlz54rdz9/fnwEDBmglR6FQkJSUBEB6ejoGBgaV/gW4vJzTp08TGxvLyy+/DEDt2rWxsrLijz/+qHDfzz//PK6uxUdmxMTEcObMGfr06QNA9+7dCQ8PJygoSO02dVytrTF/qBCVkZ1NdHIyfoWjkGo5OJCalUVSenqZ+5SnlqNjiQ/aqZmZhMXH06JmTQAae3iQlJ5OTEoK+np61HdzQ6FQAOBlb098BT5sNPL0xP6hD9OJaWlcj4igQ2FBtF3dusSkJHM3Ph4A88LRCQBp2VkURpapsY8X9jWKZySkphEYfo9XmzcCoH2j+kQnJhMeGwdAfn4+M9dvZWSPLujrVWzAeoumfjg5FC/2xCUkc/laCG++3hYoKHJFRscTGhZVoT5L08S3Jg4PFeMSUlIJDA3ntVZNgYIiV3RCEuHRcWRmZxNw6CRDu3cq+v7YWpY/Cq95I18cHyr2xCemcOVGKF1eKSi0dXyhGVExCdy5G11i/y07D9Pj9efLzWno4VFipF5iejo3IiJ4pUEDAF7w8yM2JYW7CQWlEIVCQVpWFlDw/LcwMSn3+9Ssfi0cbYsX/eKTUrkWFMbr7VoA8ErrxkTFJREWEUN4ZCxW5qZFo7Ga1vMhKjaRa7fD1OZ429tjZWJS4fa0rCzuJiTQxNMTgAZubiRlZBCXmqo25xl3d+xKGeFYVnt528piROlTNspqV1BQtLr/Y2kAKCuQU9prqLp2ACsrq6Kvk5OTi57fms7Jz89n4MCBLFiwAENDw3IzqppTFZXNSU9Px9/fnxkzZhQ9Xo4VGIn3b8+nqr8n+Pv7M3r0aJ5//nk2bdoEQG5uLkOHDqV27dq0bNmSkSNH0q5du0r3/XRQVfNNiEdLClhCCCHKVKtWLeLj4zl27BgAAQEBpKamEhoaWnSf8PBwDh48WFSI0XTOihUrmDhxIu7u7tSuXZuZM2dW6JftyuTcvXsXJycnNm/eDMDp06e5ceNGsfOsivDwcJycnNAr/GCtUChwd3cnLCxM7bbKSs3KwtTQEB0dnaK+zI2MSCn8gK8pienpWBgbo/tATg1TUxJLKVTtv3aNZ9wqNnLpYTEpKdiYmaOnq1uU42BpSXRyctF9pm/dRvc5c/Hft58J3d+qfEZiMrYWxTMca1gRnVCQsWH/ERp6e1CncHpeVUVGxWNna4We3j85zo42RETFF91n5MRFvNpjNKOnLCE+IaVKOdEJSdhYWRR/zGysiIpP5G5MPBamJqz4/S/em/o9A2cu5NS1m1U7n5gE7GyKn4+TvQ0R0fHF7nfu8i1S0tJp10r9tL6yFDwHzNB74Llmb2lJTGGRYvJbbzHxl194Z/58Plm5krFduqCvW9pYIPWi4xKxtS7+uDnZ1SAyNhF3Z3uSUtO5EHgbgP0nL5GemVXiXP+tpIyMkj9XJiZFBegnXSoFBS1t6du3L25ubkycOJE1a9ZoJWPu3Lm0adOGpk2baqX/B/Xt25cGDRowYMAAYmNjNd7/7du3sba2ZubMmTRr1oznnnuOffv2aTznQceOHSMxMZE33nijUvtdu3aN8PBwOnbsyIABA4qmEC5ZsoRbt25x9epVDh8+zKVLl7Rx2EKIx5AUsIQQQpTJ0tKSLVu2MHbsWJo2bcrevXupW7duUdEFYOXKlbzxxhvY2tqq6anqOV9//TWzZs0iLCyMq1evMn78+CpPIVSX8+uvv7J8+XIaN27MvHnzaNu2bbHzFBW3++JFYlNSeLNZM61lTOj+Flu/GMHAl17k571/arTv2xFR7L9whfdfrfgaaFW1cfkk/vhlNr9tmEENK3O+mLhI4xl5eflExifi5ezImsmf80XvNxm7aA3xyepH+PwbW3YepmvHNkWFLk1S5uez5sgRpr39NpuHDWPue+8x49dfScrI0GiOuakx340eyLzVv/Lu57M4fj6Qmm5O6FahUPZflUzB6CsrLWasXr2a8PBwpk+fzujRozXe/5UrV9i6dSsTJkzQeN8PO3ToEJcuXeLcuXPY2trSr18/jWcolUru3LlD3bp1OXPmDPPnz+fdd98lOrrkKEpN8ff3p2/fvpV+T72/n66uLp06dSIkJITAwED27dtHnz590NfXR19fXyuP05NCpcqv1psQj5r8Zi6EEEKt9u3b0759e6Bg4VdHR0fq1q0LFKxFs2LFChYt+vcfukvLcXZ2Zvv27WzcWLCWj7e3Ny1btuTo0aNFx6Cp8/Hx8WH37t1F9/Pz8yt3QfXyuLm5ERkZiVKpRE9PD5VKRVhYGO7u7lhYWJS5rbLMjYxIz84mPz8fHR0dVCoVqVlZlVrzqiJqmJqSkplJXn4+uoU5ienp1Hhgnaw/L1/mwp07DOvYEYMqFgDtLSyIT0tFmZeHnq4uKpWK6OTkUtftea1xI+b89jvJGRlYljI9q8yMGpbEpRTPiEpMwsHaklPXg4hMSKLHVwXrwiSkpPH1xu3EpaTS/bmKrX9zn5OjDbFxSSiVeejpFeRERMXjXLiu1P31svT19fig96u81HVkpfq/z8HaiviklOKPWXwSjjY1MDcxQkeh4LVWTQCo4+GKi60NQXcjsbE0r9z52FsTG1/8fCJj4nF+YOpkekYWf+w/zZYlk6p0LnD/OZCGMj8fvcLnWkxyMvaWlgRFRRGXmkrDwjV3/JydsTM351ZUFM29vSuV42Bbg7iE4o9bZGwiTnYFUw1bPONLi2d8AcjJzaV93zHUdKvaCNCyWJmYlPy5ysjAqpS1sp4kKRQs8m7Po/mLeb9+/fjoo4+Ij4/Hxsam/B0q6PDhw4SGhlKrVi0AoqKiGDRoEJGRkQwZMkRjOUDR67++vj7Dhw+ndu3aGu3/foaOjk7ROpONGzfGy8uLy5cv4+DgUM7elZeWlsbmzZs5ffp0pfbLzc1lzZo16Ovrs379eqBgIfjSFnKvyNRRIcTTQUZgCSGEUCsyMrLo62nTpvHiiy/i4+MDwN9//41SqeSVV17RSk7jxo0xNTXl77//BiAuLo6TJ09Sv359jeb4+PgUa1+6dCmmpqaVugphaezt7WnSpEnR1Z22bt2Kq6srPj4+ardVlomhIfYWFgQWnsOt6GjMjIw0/gHY3NgYNxsbTt0umFJ1/s4drExMitYv2nflCmdCQhjWsSMmFVwnpjQ1zMyo7eTE3sJpIQeuXcPOwgJXGxtSMzOJS/lnmt2hwEAsTYyxMK7cJCVrczN8XZ3ZffoCAPsvXMHeyhI3O1u6P9eSnTPGsWPqaHZMHU09TzfG9OxW6eIVgK21JfXqeLJjZ8Fi93/8dQpHB2s83R3JyMwiJeWfaWIBu48VXbmwsqwtzPH1cOWP42cB2HfmEvbWlrg52GJlbkbzurU4fvkGAPdi47kXF4+Xc+U/rNrUsKBebQ8C/jwOwJ6DZ3Cws8bD9Z++dv19ijo+btT0KPvKkOWpYWpKbScn/iy8GMHBwMCC54C1dVFxK7RwetXdhAQiEhNxr0LRwsbKHL+abuw8cAqAP4+dx8HWCnfngqsdxib8M2118aY/aPGMb9E2TTEzMsLF2ppzhVOWL4eHY2Vigq155YqLj5MUIB3tFq+SkpKIiIgo+v+OHTuwsbGp8hqJZRkyZAiRkZGEhoYSGhpKy5YtWbJkicaLV+np6UXrPQJs2LCh3CsqVoWtrS0vvfQSe/bsASAkJISQkBD8/Pw0ngUFi7A3bNiQOnXqVGq/gIAAvL29uXfvXtFjf+LECdasWUP79u1Zv349ubm55Obmsnr1aq0cuxDi8SMjsIQQQqg1adIkDh8+jFKppFWrVsX++unv78/7779ftPaSpnN0dXXZvHkzo0aNQqlUkpuby/Dhw2nVqvwrtVX2fJYsWcK6detQqVT4+fmxffv2Sv1Vd/DgwezcuZOoqCg6duyIubk5QUFBLF68mP79+zNz5kwsLCxYseKfq5ip21aWv65eJSQ2lvScHLafPYu+ri4fPP88L9Wrx97LlzkVHIyBnh4dHyjylbWPOuuPHuXK3bukZGaycO9ejPT1mdqjB71at2b14cPsuXQJI3193mtbsDh5Yno6W0+fxtbcnB8KR7Lp6ejwZWf1V7v7NuA3jt+8SUJaGiNXr8XE0ICNwz9jVJfOzNy2gzWHDmNqaMjYbm8CkJ6dzaRNm8nOVaJQKLAyNWF2715qv1dfb9zO0avXSUhJ47OfVmBqaMCWyaMY07Mb09b+wqq9+zE1MmJCnx7lPv7qjJ+2jP2HLxAbn0S/oV9jZmrM/t++Z8bEAYya9DM/+f+KmZkx30wdDEBcfDJDR/5AXn4+KhW4u9rz3bTyPxTPWPkLRy8FEp+cyqffLcHEyJAds8cxrl8PpvpvZMXv+zA1NmLyBz2L9hnbtwfTVmxiwS+/o6OjYFy/t0ssbP+wSd+u5MCJS8QlJDPgi+8wNTHizw2zmfpFP8bO8mfxmt8xNTVm1pgPiu23dech3u78QoUftzk7d3Li1i0S0tIYtX49JgYGrP/kE0Z26sSsgADWHjmCqaEhowufS9ZmZnzx+utM2boVHYWCfJWKz159tdwr633143oOnblCfGIKH01eiKmxETuXTGXi0F5MnLeaZb/swdTEiK+GvVe0z4/rf+fc1SDy8vJpWMeLqZ+Wv9bfllOnuB4RQWpWFsv278dQX58xnTuX2Q7QvXlzNp04wd/XrmGkr887zz5bbs7cXbs4GRREQloaozduxMTAgDVDh5bZrm4fdRIoGEmVB8RQUJByVtOuBJIo+JBxf1KaAihv3FpZr6FltScnJ/P222+TmZmJjo4OdnZ2/P777+W+blc2p6oqmxMdHU337t3Jy8tDpVLh7e1docJMVc7n559/ZsCAAYwePRodHR0WL16Mi4v69f6q+rj5+/vz4YcfVvrx8/f3Lxoldp+fnx8uLi7Y29vj6elJ3bp1qVGjBs2aNStWzPxvqc7F1GURd/HoSQFLCCGEWkuXLi1z2/1h/drMefnllzl79qzWcyZPnszkyZOr3O/ixYtLbff19eX48eOV3laWl8uY1mhtakrPMi7vXtY+6vRq06bUdgdLS0aVshBvDVNTfnr//UrnjOpSeoHL3daWnwcNLNHuaGXFksGDKpUxpme3Uts9HOxYNlL9h3eARZ9VLG/GxJLHC+Dt6czW1V+VaHd3deD3TbMq1PeDxvd/u9R2Tyd7VkwYVuo2V3sbFo8u/1wf9NWo/qW2e7s7sWlR2esBbVSzrTRfvP56qe3utrYs+uCDUre9XL8+L1dyJOakj3uV2u7l6sDab0eVum3KJ71LbVenR4sWlWqHgimTn3boUKmcEZ06Vaq9vG1lKWs8U1ntekDlJ0KX/RpaVruHhwenTp3Ses7DDhw4oJUcb29vzp8/X6G+/03O/az9+/drPQcoumhKZe3atavU9vtXQe7UqRPm5ubk5ubSu3fvf/WHLfH02b17NytXruTUqVNERUWRn5+PnZ0dTZo0oVevXrz99tsa+eOrePSkgCWEEEIIIYQQ4onx8ssvk52dTVZWFm3btmXYsNKL9+K/JTs7m969e7N169YS2+7evcvdu3cJCAjgxx9/JCAgACsrq0d/kOJfkQKWEEIIIYQQQognxsmTJ6v7EB4LKpUKlap6pvJVV646w4YNKype2dvb8+WXX9KkSRP09fW5fPkys2fP5s6dOxw+fJiePXsWu3iPeDJIAUsIIYQQQgghhBBPrOjoaJYtWwZAjRo1OHv2LK6urkXb27ZtS+/evWnYsCGhoaHs2bOHM2fO0KxZs+o6ZFEFMvFTCCGEEEIIIYR44qiq+fb4OHnyJPn5+QC8//77xYpX91lYWPD5558X/b+y65CK6icFLCGEEEIIIYQQQjyxcnJyir729vYu8341a9YsdR/xZJAClhBCCCGEEEIIIZ5Yvr6+RV8HBweXeb/bt2+Xuo94MkgBSwghhBBCCCGEeOKogPxquj1eUwgbNGhA69atAVi5ciUREREl7pOamsoPP/wAFIzS6tChw6M8RKEBsoi7EEIIIYQQQgghnmgrVqzg1VdfJSQkhCZNmhRdhVBPT48rV67wzTffEBISgq2tLevWrcPAwKC6D1lUkhSwhBBCCCGEEEIIUWkpKSnF/m9oaIihoWG1HEvt2rU5ffo0ixYtYvbs2YwcObLYdn19fb744gs+++yzUhd5F48/KWAJIYQQQqvWHT1KRGIiaVlZAMzcvgNjfe391TMpIwOAaWt/oZ6HO+N6vaXR/meu30ZwZBRJaQU5oyb9jImx5n9ZD7sbQ2ZWNkplwVWVBsxaiImhIa72NhrNuRYSXqLtZvBd3h0yXaM5N4PvlmiLSEzUaEZZfd66E0GfUd9qLOPWnZJTU+LT0jTW/32/nDpFVFIS6dnZAHzz228YaXHEQHLhz048YABo9pkmhNA0lUqFSlU9U/nu57q5uRVrnzx5MlOmTKmGIyrw22+/sW7dOtJKeU3Ozc1l8+bN2NnZMWrUKBQKRTUcofg3pIAlhBBCCK2KSEwkJDa26P/B0TGPJPd2RDTGWviwHxwZxZXQf4o+N26VLABpQ3ZOLtk5uSSmar5Q8rCMzGwuXL1d/h3/pezc3EfSZ2ZWNpduhGg860G5eXka7zMqKYmw+Pii/z/4c6RNuYB8rBNCVER4eDgWFhZF/y9v9JUmikYrVqygf//+JdpHjhzJ3LlzAXjzzTcZNWoUDRs2RFdXl8DAQBYsWMCKFSsYPXo0J0+eZPPmzejq6v7r4xGPjhSwhBDiMRUWFkZcXJxWMwIDAwHYtWtX0dfacPTo0WL/Sk7lchK0MLLjQcmZmQBEJSdrpf9spVIr/VZEZk4O18PvabxPoRn5KhU3IyM13md1UKlU3E1I0GifOdX4s6MCtPVMv39WT9trteRUTkiIdovK/w0qqm8x9YJcCwuLYgWs6rJz586i4lX//v1ZsWJFse2NGzdm+fLluLq6Mm3aNLZt28ZPP/3Ep59+Wh2HK6pIoaquMYdCY1JSUrC0tCQ5OfmxePEQQvx7YWFh+Pn5kVE4nUP8dyl4NL+aKhSKapuGIIQQ4r/r2LFjtGrVSmv9P42fle6fU0jIXiwsTKvpGNLx8upQ6cf1+vXr/zrbyckJS0vLYm3dunVjx44dKBQKwsPDcXFxKXXfrKws7OzsSEtLo1GjRpw/f/5fH494dGQElhBCPIbi4uLIyMhg7dq1+Pn5aS1n165dTJw4kSFDhtCmTRut5Rw9epRFixbRzNMTc2NjreVEJSURGBnJR1074mxjrbWci7dD2XrwOJ/0egMXDa9H9KDz14PZvPswXwzviZurvdZyzpy7zpr1exn+4Vu4OttpvP8F/tu5c/fRTBt8mLuLPZ9+8KZG+1ywfAdh96rnfJ42+rq6fPH66xrtc87OnVqZzlcefV1dBrZrp9E+t50+TfRDCyQ/Ksb6+nhaa+d1NCkzk8iUlEf23iM5j2dOSEgIEydOrLYFv0X1qFOnjlb6vT+TwN7evsziFYCRkRH16tXj5MmTGimmiUdLClhCCPEY8/Pzo0mTJlrr//6bfZs2bejdu7fWcgAWLVqEu40NtubmWs0JjIykdf061PHQ7tVlth48Ttsm9ahb012rOZt3H6b9C01oUM9bqzlr1u/lhVYNqefrqfG+1275q0QBy8TECL86HhrNCbx+h4yMrGJt1lbmdOnQWqM567btK1HAMjExxLeWZp8LFy8HkZ9ffFScsaEBPq5OGs25fPtOiTYdhQIjI82uH5aVlVNiep+poSEvN2ig0ZxFf/1VtJD/fQqFAiMDfY1lZOXklhixaGxgQOvatTWWAfDnlSslCljGBgbUdHHUaM7te1Elpsbq6+rioMXRKpEpKY/svUdyHs+cc+fOMXHiRK31/99Q/VMIHxd6egWlDWUFpl7nFq6VeH8f8eSQ75gQQgghHjm/Oh78FvCNRvvs3OVLzp67odE+K8q3ljs7Ns3QaJ9+TfqWKMj5uDqxctJnGs1pO2gMmdnFixcN69dky4opGs3p8f4Uzl8OKtbmVKOGRjPu9/lwAauepxvLR3+isYwPZi/kSkhYsTb7RzQ1qaaLI/5fDNVonwPm/FTifIQQ4kni5eXF1atXiY+PJzAwsMwZDAkJCVy5cqVoH/Fk0anuAxBCCCGEEEIIIURl5aNSVc8N8qv75Ivp3Llz0dfDhw8np5QLruTn5zNs2LCibW+88cYjOz6hGVLAEkIIIYQQQgghxBOrf//+RaOu9u7dS7NmzVi6dCmnTp3i7NmzrFmzhrZt27Ju3ToAHBwcGDFiRHUesqgCmUIohBBCCCGEEEKIJ5aBgQF//PEHXbt25eLFi1y+fJlBgwaVel8vLy+2bduGra3tIz5K8W9JAUsIIYQQQgghhHjiyCLuD/Lw8OD06dNs3LiRLVu2cO7cOWJjY1GpVFhbW/PMM8/w5ptv0rdvX0xNTav7cEUVSAFLCCGEEEIIIYQQTzx9fX3ee+893nvvveo+FKEFsgaWEEIIIYQQQgghhHisyQgsIYR4Qu3evZsJEyaQk5ODiYkJixcvpmHDhrRr1447d+5gaWkJQL9+/fj88881nqNSqZg6dSrr16/H0NAQW1tb9u/fX+Wc8Ph4ToeEkK9Soaejw3O+vtiYmbH97Fny8wuudJOvUpGYkUH3Zs2wMTOrUs7xK9dZ9OselEolRgYGjOnTndpuzlwNCeO7jb+So1SSk6vkjdbN6Ptq+yqfz5FzV1m4/ndylUqMDA2Y9NH/8PVy5cqtO3yzfAsZWdkogC/e786zz/hWuN9J0/z56+8z3L0Xyx87vqVe3YJLQIeERjJi9AISElMxNzPhu9mf4FvLrdxtZZn2/Vr+PnKee1Fx7FjxFXVrewAQGh7F6OlLSUxOxczUhNnjB1LL21XtPmWZMHEJe/88zd27Mezd8z3163kDEBwcwWef/0BiQirmFib8MPczfH3dycrKYcjHc7h1MxwjIwNsbC35euYQvLyc1OZM/2Etfx89z72oeHYsn4pfrX/OZczMZSQmpWJmZsLX4wZSy8sFgA9GfEtsfDI6OgpMTYyZ8Fnvcs9n8vTl/PX3We5GxLJr+zfU8/P85/Ef8yOJiamYm5vw3ayh1H7o8d+8dT+jxi9iycIv6PhyC7U536zdxqHzV4mMS2T9VyPx9Sg45rCoWCYv3UBSajpmJkZMGfg/aro6AvDGyGkY6OlhaKAPwPtvvESHZxurzZn67Wr2HTrHvcg4fls3g7q+BecfEhbFqCmLSUxKxdzMmG8mD6Z2zYLnQHZOLrO+X8+hE5cwNNDHr7Y7c6cNVZuzcM8ejt26RXRyMosHDMDHseCY7yYkMDsggOTMTMwMDfmyc2c87exIzshgVOEivABZSiWRiYls/fxzLIyNy8yZs+lXDl+8RmRCImvHD6e2m3PB4xYdy9RVm0lKS8fM2IhJ/d6hpnPBMRy9HMjPAXvIV6nIy8+nzysv8EarZmrPZ/WRI5wPDSUuNZXpb7+NR+EaK1FJSSz++2/SsrIwNjBg0Isv4mptDcClsDC2nDqFMi8PAz093n/hhaL9yvLd5gAOX75GZEISa8YMKzqfstoBwmLi+Gr1ZpLSMzAzMmLSe2/j7eygNudWTAxx6elkK5U0dXfH3NBQbXt528oybNgwAgICuHPnDufPn6dRo0Zq27OysujZsyfXrl3D2NgYe3t7Fi1ahI+Pj0ZzADp06EBUVBQ6OjqYm5szf/58GjdW//NTlZz7VqxYwQcffMD27dt58803NZ7j6emJoaEhxoU/L2PHjuXdd9/VeE52djYjR45kz549GBkZ0bBhQ9auXas250EPHmdOTg4ff/wxH3/8cbH7XLlyhTfeeIPQ0NAK9/t0kSmE4r9FRmAJIcQTKDExkd69e7Nq1SouXbrEt99+S+/evYu2f//991y4cIELFy78q+KVupz58+dz6dIlrly5wuXLl9mwYUOVc7Jzc/k7MJB2fn70aN6cZ2vW5O9r1wDo1rQp3Zs3p3vz5jT19KSGqWmVi1cp6RlM9N/A5PffZf3kkXza43Um+a8HYOaaLfR/7UXWTvycpaM/Zt2fBwmOiK5aTloGY79fxfRh77H1h/GM6NeNMd+vRKVSMXz2Eob2fJ0t34/j2y8GMHHBGrKyS17quSyvv9qKrRum4+piV6x97KTF9Hr3FQ7uXcCQQW8ycvTCCm0ry6vtm7Fh0XhcHIt/iJ70zUre7dKOvRu/YVCf1xk9Y1m5+5TljdfbsGPbLFxd7Yu1jx7zE316d+TI4UV8POQtho+YV7StT68OHD70E3/9OY+OHZ7li1Hln0vHds1Z/+N4XBxtip/LnFW80/kF9myYzYe9OjFm5j/n8sPUofy2ajq/rpjG++92LLatLJ06tmTL+q9wdX7oezN5Cb3eeZkDe+bx0cCujBz7U7Ht/2fvvuOqrv44jr8ue++9QRRw4R5p5irLzG1W+nOkaZZNzVHubZmmVq5MTc09c4/cpqKAihsEkb33vHB/fwA3Uebl3ovaefbgEXy/957391zwjs/3nPN9HBHHlh0naepbt9IMgK4tfFn73WfYW5mX2j53/Q76dGzDnu8nM/Ttzsz4rfS/yfmfDGHL7PFsmT2+0uIVwFtdWrHtt6k42pf+fU6Z9zvv9enEyd2LGD3kHSbMXCXf98PybSCBk7sXcXjbAiZ/8UGlOR18fFg6ZAi2xUX3EksOHeLtpk35Y8wYBrZty/d//QWAqYEBqz/6SP7Vo2lTWtWpU2HxCqBzs0as/mYM9halH7f5f+6mT/vW7Jo1gSFvdGTWhu0AyGQypq/byrShA9k85SsWfzKcBZt3k5mTU2FOKw8PpvbujZWxcantv585Q6f69fnhgw/o0bQpq//+G4DM3FxWnDjBqM6dmTdwIO+3bcuKEycqfdw6N23Iqq/HYG9hVqXtAAu27KZ3u1bsnD6e/73+GrM27qg0x9rYmKZOTuhqaVVpe2X7ytO/f3/Onz+Pq6trlbYDjBo1inv37nH9+nV69erFyJEjVZKzfft2bty4QWBgIF9//TXDhg1TSQ5AWFgYa9asoU2bNpVm1CRn27Zt8vcJlRWvFM2ZNGkSEomE+/fvc/PmTRYtWlSlPpV1nIcPH+bbb7/lxo0b1W5DEISXhyhgCYIgvIBCQkKwtLSkQYMGALz66quEh4fj7++vtpwffviBBQsWoKOjA4Bd8agJRaRlZ6OnrY1F8YKa9mZmZOTmkpCeXup292Ji8K5BTkR8IqaGBvLRFU3rehCblMLdRxFIJBLSs7MByMnNQ1tTCxPDij8Ql+dxTDxmxoZ4uhSNfGhe35OYhGSCHjwiOTWDNr7eALg52mJsqM95/9tVbrt1y/rYP1WISUhM5cbNEPr07AAUFVKiYxIJexRd4b6KtGzijZ2NRalticlp3LwbSs9urwDQrWMLYuKSeBQRW+59KtKmTQMcHEoXRxISUrh+I5h+fTsC8PbbrxAVlUBoaDR6ejp06dICiUQCQPNm9XgcEVdpTssmXmX2JehuKD3feLIvifK+mBj/u7hrekYWxZEVKu93czPoIX16vgpA926tiY5JIOxRDACFhYVMnLqKWVM+lI+Oqkwz7zrYPlWcSEpL507oY7q/0hyALi0aE5uUwuPY+Cq1WZZWzbyxt32qP0mpBN15SO+32gHwZpeWRMcmEfY4hqzsHHbsP824TwbIf0fWVmZPN/uMxi4uWJuYlNqWnJnJ/ehoXm/UCIAO3t7EpaURmZT0zP0PBwbyVhmjWJ7WrK4HtualjycpLYO7jyJ4s7ig17lZI2KTU3gcl1B0gyeeFzJzcjE1NECnkqKMt4MDFk8V2VOzsgiNj6ddvXoAtPTwICkjg9jUVGJTUzHS05OPxvJycCAxI4Ow+Ip/d03remBrblrl7UnpGdwJj+TNVsV9bdqwdF/LYaavj572s3+b5W2vbF95OnTogJOTU5W36+np0b17d/nfWps2bao0Cqe6OQBmZmby71NTU+WZys4pLCxk5MiRLF++HN0qjFpTNEcR1c3JzMxk7dq1zJ07V/541eR9gqurK15eXty/f58ZM2ZQt25dmjdvztatWxVu82UgkxXW6pcgqJsoYAmCILyA6tatS2JiIhcvXgRg//79pKeny9+8T5o0iUaNGjFw4EAePnyo9JygoCBiY2PZt28frVu3pnXr1mzbtk3hHFMDA3Ly84lJTQUgLCGB/IIC0p8Y6ZCRk0NUSgp1bSue7lIRFxsrUjOzuBESBsDZwFtk5uQSnZjMtGHvsmrfUd6ZOJf+Uxcyps+bWJmaVNxgeTn2NqSkZxJ4t+ixP3XlBpnZOcQmpmBtbsLRC9cACHrwiLDIOKLiEhXuE0BUdAI2NuZoaWkCIJFIcLC3IjIqocJ91RUdm4iNpVmptuxtLYiKrdnxl+pL1LPH6+hgTWTUsx/mf1t7gG5vVDzdrjzRcUlYP9MXy1J9mTBnNa/1+5qla/fw/ZSyL8VdaU50IjbWZs8+/tFFj/+adQdo0dSLRg09FGq/RGxiClZmJmhp/ptjZ2FGdGKK/DbTVv/Ju999z6y1W0lOy1CsP7HPPm4OtpZExSQSHhGHqYkRK9btp9f/pjJw5CwuXAlSKCc+LQ0LIyM0NTTkOTYmJsSlpZW63a2ICNJzcmhbt2qj154Wm5yCpalx6cfN3JyYpBQkEgnzRg5i4so/6PntPEYt+pXpwwaiXY1RRSWSMjMxMzAo1R9LY2MS0tOxMzUlIyeH+zFFRU3/0FBy8vOJf6qAX1OxySlYmRg/8zcSm5yi1JzasnTpUnr16qWy9ocMGYKzszNTp05l48aNKslYvHgx7dq1o3nz5ipp/0lDhgyhUaNGjBgxgvhKiqWKCAkJwcLCgnnz5tGiRQteffVVTp48qXB7N2/e5O7du0RGRrJjxw6uXbvG1atX/8NTBwXhv0kta2Bt376djz/+WP6zqakp9+/fR7uaZ2YEQRCEIqampuzcuZPJkyeTkZFB27ZtqV+/PlpaWmzcuBFnZ2dkMhm//PILPXr04Pbtqo/wqUoOgFQqJTs7m8uXLxMWFsYrr7yCt7c3vr6+1c7R0dLi9QYN8Hv4kPyCAmxMTDA3MCh1lvt+TAyulpboFY/4UoSRgT4LRv+PX3YfJjs3l0Yerrjb26KpocGGw6f4pE933mzdlMj4REYvWoGPq3Ol68OUxdhQnx8njGTpxn1k5eTi6+VOHWc7NDU1WDp5NEs27mXtrmPUcbanqY8HmprifFJ1LVu+g7CwaLZtm62yjJKi1Z7D51m0cgdrfvhaqe3fux/O4WOX2bFpplLbLcuab8dib2lOvrSAFbsOMX3Nnywbp1hRrjzSggIioxPwdHdkwmfvcetuGEM/XcCR7Quxsnx2RJAyHAoM5PVGjeSFIWWSFhTw+6GTLPx4CM3qenA77DHjfl3PlmnK/Tsw0NXls27d2H7pErn5+Xja2eFobo5mVYb9CQDMmzeP4ODgGhVIKvPHH38AsGHDBiZOnMihQ4eU2n5QUBC7du3i7NmzSm23LGfPnsXFxYX8/HymTJnC0KFDld4fqVTKo0ePqF+/PgsWLCAgIIDXX3+dW7duYVuNE1EDBw5EX18fAwMDfv/9dy5evMi7776LSfGozdGjR3P+/HmlHrsgCM8vtRSwwsPDSUlJAYrO9gwcOFAUrwRBEGqoU6dOdOpUtMh4bm4udnZ21K9fH2fnosWhJRIJY8eOZfz48SQmJmJpaVlRc9XKeeWVVzAyMmLw4MFA0UKr7dq1w8/PT6ECFoCDuTkO5kVr0xQUFrLx4kXMDQyAorVo7sXE0L54+k1NtPD2pIV30SK/eflS3vpmFlZmJpwODGLuqKL+OFpb0tDdlRshYQoVsABaNapHq0b1inPy6TR8MnWc7XCxt2HltLHy2/UaO4s6LhUvQl4ZB3sr4uKSkUoL0NLSRCaTERWdgKODFUZGBuXuqy57W0viElNKtRUdm4SDrWJ/W2X2xeHZvkRGxeP4xLpSK1bu4dDhf9i2ZRYG+lWbZvM0exsL4p/pS2KZfenzVnumL9pAcmoG5qbVW3/N3t6SuPiUZx9/eyvOXbxBRFQ8Hbt9AUB8QgqTp60mLj6F/73/RrVybC3NSEhJQ1pQgJZmUU5MUgr2lmZFx2FZ9G9LW0uT97u9Rt+J86vVvrw/ts8+blGxiTjYWWJibIiGhoRexdMLG3i74eRozb3gx9UuYFmbmJCUkUFBYSGaGhrIZDLi0tKweWKqYXZeHmfu3OHX4cMV6guArbkZianppR+35GTsLMy4HxFFfGoazeoWjY6r7+aMjbkp98Ijq51jYWhISlZWqf4kpqfL18mq7+hIfceixfjzCwoYu349jhZVn45bFbbmZiSkpT/zN/L0tMoXzaJFi9i9ezcnTpzAoPg1Q5WGDh3Kxx9/XKPX1bKcO3eOsLAw6haPJoyJiWHUqFFER0czZswYpeUAuLi4AKCtrc2XX35JPSW8tpaVoaGhIV83s2nTpri7u3Pz5s1qFbC2bdtWamH4khHhJaoynfPlJhZxF/5b1HLKNzc3t9TPJWupCIIgCIqLjv53DaPZs2fTuXNn3NzciI39d+HxXbt2YWtrW6M32WXleHp68v7773PkyBEAkpKSuHLlCo0bN1Y4J+uJ1wr/sDAczMwwLf4wEpWSQqFMhpO5eXl3r7KElH+nIK09eIIWXnXwcnFEX0cHv7vBAKSkZ3IrNFzh4hVAfFKq/PtV24/QqpEXLvY2pbbvPHYBfT1dWjeq+lUIy2JlaUrDBu7s2V905v7Q0UvY2Vng5mpf4b7qsjQ3oYGXG/uPFn2AOHr6KnbW5rg6Kf44PdMXKzMaNazDrt2nATh48CL29pbyKw2uWr2PvfvOsfXPWZhWs5j0JEtzExrUc2X/sX/7YmttgauTLWnpmcQmJMtve+LsNcxMjTAzMSyvufL7Y2lKw/ru7Nl/DoBDRy9jZ2uJm6sd/3v/Da6eW82Fv3/hwt+/0NS3LvNnjap28QrAwsQYbzcnDl0smp568uoNbMxNcba1Jjs3l/TMbPltj17yx8vFsdoZAFYWpjTwcmPv4QsAHDnph52NBW7OdliYGfNKywac/adokeXHkXFERMZTx92hoibLZG5oSF07O47fvAnA2bt3sTY2LlXUOXX7NnVsbHCp5Gp9FbEwMcLL2ZEjlwMA+Nv/JjZmpjjbWBUXt9IIjS56Tn0cl0BkfCKudtYVNVkmUwMD3KytuXD/PgB+Dx9iYWQkX7g+JTNTftu9V69S39HxmUXta8rC2AhvZweOXCnua0BQ0d+IjeKPX21bvHgxW7Zs4fjx46XWqVKmlJQUoqKi5D/v3bsXS0tLLJRcYBwzZgzR0dGEhYURFhZGmzZtWL16tdKLV5mZmfKBBQBbtmyp9IqKirCysqJLly4cPXoUgNDQUEJDQ/Hx8alRu127dmXHjh2kp6cjk8lYvXq1Mg5XEIQXhFpGYBk9tZBlTRbwEwRBEIpMmzaNc+fOIZVKadu2LWvXriU3N5e3336b3NxcNDQ0sLKyYv/+/UrPAZg/fz7Dhw/n11+Lrqg2ceJEWrVSbD0igKthYUSnpCCTybAxNeU1r3+LOnejo/Gys1PKmdZV+48S+CCUgsJCGnm4MmXou2hqaDBv1GCW7zyAtLCQgoIC3uvansZ13BTO+WXLAfzvhFBQUICvlzszxxadhd55/DyHzlxFhgx3Jzt+mjSqWv2aNHUVf5++RnxCCv8bMQdDQ33OnfiZ+bNGM27SL/y8cjdGRvr8OP/fS41XtK88U79fx+mL10lISmXE14swNNDjxPYfmPXNMCbNXcPKjX9hZKDP/O9GVnqf8kyY+CsnT14lLj6ZDwbNwMhQn4sXVrFw4Ri++moZy5fvxMhYnyU/fg4UrY81c9bvuLra0f/dKQDo6mhx8EDFV7aa9sN6Tv9TfFzjfsTQQI/jW79n5jfDmDzvN1ZtPIChoT7zJ48AID0zmy+m/UJubj4SiQQLM2NWLfyy0t/T5Gmr+fuMP/EJKQwZORdDQz3OHlvOvJmjGDf5F35ZtQcjI30Wzfuk0se/InPXbef89TskpqYzdtEqDPR02ffDd3w7bAAz1mxh3V8nMdTXZfrI9wBITM1gwvL1FBQWIkOGk7Uls0ZVfnXA7+au5fSFQOITUxn22UIMDfQ4tXcxc779kAkzV7Ni3X6MDPX5fvq/UxFnT/6QSbPX8P3yrWhoaDDn2w8rXdh/8aFDXA4OJikjg4lbt2Kgo8PGTz7hq+7dWfjXX/x58SKGOjp88847pe53ODCQt6vxwXv+5l1cuHmXxLR0Pl/2GwZ6uuyePZHJg/oyc8N21h35G0M9XaYNfRcASxNjJg/ux7drNiORSJDJZIx/rzd2FhUX0n8/c4bAR49Izcri+wMH0NPW5sdBg/iwQwdWnzrFX/7+6Ovo8FHxyFaAXX5+3IuOpqCwkLp2dox8Yl+5/flzNxdu3SUpLYPPf/kdQ11dds38ptztAJPe78usjTtYf+w0hnq6TB08oNKce7GxJGZlkSeVciMyEk0NDdq4uZW7vaL7VGT06NEcPHiQmJgYunXrhrGxMcHBweVuj4iIYNy4cXh4eMhHCevq6nL58mWl5qSmpjJgwACys7PR0NDA2tqaAwcOVPp8UN0cRVU3JzY2ln79+lFQUIBMJsPDw0M+PVLZ/Vm5ciUjRoxg4sSJaGhosGrVKhwdFSuel+jevTtXrlyhWbNmmJiY8NZbb9WovRefGIEl/LeopYD19GVVU1NTy7mlIAiCUFVr1qwpc/vVq1fVkmNpaVnj4tiTOniVPwqpS/G6W8rw3ZCyP7C1ql+PP+orbxrFjE8Hlbl9zMC3GTPwbYXbXTB7dJnb63g4snf7vGrvK8/sCWVPy/JwtWf76mnVuk95vl9YdiHHs44Tf+3//pntDg5WREXsq1YGwKxvhpW53cPFnm0rpz6z3dHOip2rp1c7Z/6ssteUquPhwN5tcyu9/7aNM6qU893wd8vc7mZvw/ppXzyz3cnGkj9nj6tS20+a+92IMrd7uDmwc92MMve5ONnw56rvqpXzdffuZW53trTk52HDyr3f8gr2lWXyoH5lbne1s+H3iWPL3NetZVO6taze6JQPX3utzO325uZM79u3zH0jOnasVgbA5A/Kbqu87QCuttasHV+9AqpXOdO9ytte2b7yrFq1qlrbnZyckMmq/wG6ujmurq5cuXJF5TlPO336tEpyPDw8CAgIqFLbNckpyTp16lS1s0qUt0D7jBkzmDFjhvznOXPmKJwhCMKLRS1TCJs1awb8O0c5JCREHbGCIAiCIAiCIAiCIAjCS0AtBSwXFxcaNWoEFC3Eq+yrXAiCIAiCIAiCIAjCf4lMVlirX4Kgbmq7bvenn34qH+Z78+ZNDh48qK5oQRAEQRAEQRAEQRAE4QWmtgLWyJEjadasmXwRzDFjxhAeHq6ueEEQBEEQBEEQBEEQBOEFpbYCloaGBnv27JFfeSIiIoIOHTpUeYFCQRAEQRAEQRAEQRBKyGr5SxDUS20FLABnZ2cuXbpE27ZtAQgPD6dLly68/fbb7Nixg/j4eHUejiAIgiAIgiAIgiAIgvAC0FJXUOfOneXfa2tro6mpSWFhITKZjCNHjnDkyBEA7OzssLa2xsTEBC2t6h+eRCLh5MmTSjtuQRAEQRAEQRAEQXjeyGQy+TrTtZEtCOqmtgLW6dOnkUgkz2wvWROrRHR0NNHR0WXetjIymUyh+wmCIAiCIAiCIAiCIAjPL7UVsCoiik6CIAiC8N9y5+4j3uk5QeltqkN4ZNwz2+49CKf3wO+UmpOTk/vMtuCIaIbNWqrcnLz8Z7bdC35M/+EzlJpzL/ixUturjpCoGD5c+LNS26stIZExjFj0q9LbFARBEITnnVoLWGKYoSAIgiAIAFlZOVzzv1fbh6GQnNy8Z7ZlZeUScP2ByrOzc/O4GaL6Ql1Wdi4BN4NVnqMu2bl5BIW+HFe/zs57efoiCEJNyYDCWswWBPVSWwFr6NCh6ooSBEFQqfDwcBISElSacefOHQAOHTok/14VLly4UOr/qs5JzspSaU56djYAYTHPjpBRpqjEJABCI1Q7aiEyLhGA4JAIleY8jih6vELColTSflYZI4nUJSs7l1v3wpTaZmGheNOuLDl5edyPjlZ6m7UhNz+fMCVfkCg3/9nRcepSUFhIek6OStrOLu6Xul57Xrac0NBQ/P39VZYTGhqqlhxVvr8RBOHlJJGJYVEvvLS0NExNTUlNTcXExKS2D0cQXmrh4eH4+PiQpeJCzMtIgnrO1WlIJBSq4aVNbTkaErUUTNSVIwiCIAglDAwMuHPnDi4uLirLeBk/K5X0KTh4B8bGBrVyDOnpWXh6DnipHlfh+fdcrIElCILwokhISCArK4tNmzbh4+OjspxDhw4xdepUxowZQ7t27VSWc+HCBVasWPHS5bzfti02pqYqy7kbGcnRmzcZ0Lo11ip803Y/OpoTQUGM/aAHjjaWKssJuPuQ7UfOMar76zhYmSu9/d8OnSQiIVHp7VaFk6UFI7p1UWqb87fvJk9aoNQ2/6s8PT2ZMWOGUtucMWMGwcHqn/74MvUFVNOfEi/ra4+qc0JDQ5k6darK34MA5Obmoqurq9IMACsrK5UWrwRBeLmIApYgCIICfHx8aNasmcraLxlW365dOwYNGqSyHIAVK1a8dDnN3N3xsLFRac7Rmzdp4uqKu4pzTgQF0b5ZA+rXUe0b/O1HzvFKAy+8nR2V3rb/g1DMjAxIycgiIiERL09nDPRV98EoKSWdR49jqWNnS31XJ7o181Vq+0v3HyIvI7PUNg2JBD09HaXmZGU/O/VSUyLBw9ZWqTmxqankSaUUFBaSX1CAtqYmOlpaWBoZKTWnRGZuLokZGXh6etKxY0elPyecPn0aKysrEhISCA4OxtPTEysrK6VmlHgy40XvC6i+P096GV97VJ3j7+/P1KlTVf4eRBAE4XklCliCIAiCIKjUt+/3BeDI1QBm/LGd72eOpqGPu8ry9h26wNdTfmXKe/3wcnJQevuOlhakPFXAauTjztaflXsVwvfGzuX67YeltnnY2jJnwACl5pQ4d/cuPx8/zpguXXCysFBJBoB/WBhbL11ixowZKvmwv2bNGgA2b97M4MGDVZajjgx19kWdOYIgKIdMJqu1C6WJlYiE2qBR2wcgCIIgCIIgCIIgCIIgCBURBSwFTZw4EYlEIv86ffp0mbdbv359qdtV9LV+/Xq19kEQBEEQBEEQBEEQBOFF8NxMIczLy+P27dskJiaSmJhITvFle4cMGVLLR/aswMBAFi9eXNuHIQiCIAiCIAiCIPxXyWRFX7WVLQhqVqsFrPT0dFavXs2+ffvw8/MjLy/vmdtUVMA6fPgwycnJ8p+bNWuGt7e3So61RGFhIaNGjUIqlWJjY0NcXFyV73v06FEcHMpfi8PJyUkZhygIgiAIgiAIgiAIgvBSqbUC1oIFC1i4cCFpaWlA2YvASSSSCtu4evVqqcv7duvWjUOHDin1OJ+2bNky/Pz88Pb2pk+fPsyfP7/K961Xrx5ubm6qOzhBEARBEARBEARBEISXkNrXwEpOTqZbt2589913pKamygtXT68HVRWfffYZRsWXeJbJZBw/fpzIyEiVHXt4eDhTp04FYOXKlejoKPdy2YIgCIIgCIIgCIIgCMKz1FrAysvL45133uHEiRPIZDJ5sark8p/VvQyomZkZAwcOlN+nsLCQ3bt3q+rw+fTTT8nIyGDo0KG89tprKssRBOHFduTIEVq0aEHjxo1p06YN169fB2D48OE0btyYJk2a0LJlS06ePKmSnBJ///03mpqa/PTTTyrJ6dixI+7u7jRp0oQmTZqwZMkSleTIZDJmzJhBvXr1aNSoEZ06dapRTkBYGBP+/JOvNm1i0tathMXHAzBpyxbGbdrEuE2b+HLjRvr99JN8nyKuP3rEd9u2MXHLFqbt2MGjhAQAgmNjmbZjB5O3bmX85s385e9fo/6c97/Fe+MX0u/LuQya+AP3QiMACHrwiCGTf6T/V/MY8NU8Lt+4V612f9y5n94zFtLm88ncj4iSbw+PS+CjxSsYMHsRwxf9zMPo2CrtK8/M7zfQ4e0vqNNsELfvhcm3h4bH0H/YDLr0HkfvwVO5HxJR6X3Ks3jvAfrOXcQr46dwPzJavv1xfAKjlq9i4IIlfPjTCh7GFB1vbn4+E9dtZuCCJQz58We+WLWOiITESnPmLv+TLu9PwKfzCO4Eh8u3h0XE8v7Yebw55FsGjJnNg9B/T7aN+OZHeo2cTp+PZjD4iwXcfvCo0px1Z84wdv16Bi5fXupvNDolhak7dvDlxo1M3raNx4nPHvOp27cZuHw5fiEhlebsu3aN+fv3M2HrVqKeWLIhPj2dX44f5/uDB1l27BgxqanyffP37+f7gwdZcuQIS44cITA8vKymS/n8889xc3NDIpEQGBgo3/7gwQNeeeUV6tWrR8uWLbl165Z8X25uLmPHjqVu3bo0atSIwYMHKz0nMTFR/vzWpEkT6tWrh5aWFklJSUrvz6FDh2jWrBlNmjShYcOGbNiwQen9gcpfN6qTU972yo5BmTkV7VNWTk5ODr1796ZevXr4+vry+uuvExwcrJL+vPHGG/L3Ca+++ioBAQFV6lMJNzc3vLy8aNKkCV5eXixYsACA06dP06RJk2q1JQiC8DxSawHr008/5eLFiwDywpWNjQ3z5s0jICCA5ORkfH19q9Xme++9J28PitaZUoXt27dz4MABLCwsWLRokUoyBEF48SUnJzNo0CA2bNjAjRs3+OGHHxg0aBAAS5Ys4caNGwQGBrJ69WoGDBhAYWGh0nMAUlNTmTRpEt27d1dZf0r6FBgYSGBgIF999ZVKcpYtW8aNGzcICgri5s2bbNmyReGcjJwcfjpyhLHdurFk8GCGvPoqPx05AsCC99/nx8GD+XHwYAa2aYOLpSVu1tYK5/xy7BhjunZl4fvv80G7dvxy7BgAa0+doleLFsx/7z1m9OvHwYAAIir5QFyetIwsJi/ZwJzP/8eun77j66F9mLRkPTKZjC8XruaT995m55Jv+WH8CKYu30hO7rNrTZanc5NGrP7iY+wszEptX7htD73atWLH1PH8r8trzN68o0r7yvNWl1Zs+30ajvZWpbZPmbOW9/p24uTeHxk9rAcTpq+q9D7l6dSoASs//Qg786f6snMfvdq0ZNukrxjc6VXmbP33JFivNi3YOvFL/hg3llcb+DB/+55Kc97o0JzNyybhYGtZavuMxX/wbo8OHPljHiPfe4tvv/9dvm/J9DHs+20me9bMYGj/N/h24e9PN/uM1p6ezOzfH2tj41Lb15w6RZeGDfnpf/+jV/Pm/HriRKn9cWlp/H3rFnXt7CrNAGjk7MyYrl0xNzAotX23nx+t69Rhwttv09HHh+2XL5faP/iVV/jqzTf56s03aeLiUmlO//79OX/+PK6urqW2jx49mlGjRnH//n0mTpzIsGHD5PsmTZqERCLh/v373Lx5s0rvzaqbY2lpKX9+CwwMZNSoUbz11ltYWFgoNUcmkzF48GDWr19PYGAgBw4cYPTo0aSnpys1p7Ln8+rmlLe9omNQdk5F+5SZM2rUKO7du8f169fp1asXI0eOVEnO9u3b5e8Tvv766yo9bk/btm0bgYGB/P3338yfP58rV65Uuw3hxfH0QBB1fwmCuqmtgHXz5k3WrVsnL1wB9O7dm+DgYCZNmoSvry+mpqbVbrdjx46YmZkBRf+Az549q8zDBiAlJYUvvvgCgIULF2JlVbU3zE8bPnw4Dg4O6OjoYGVlRZs2bZgyZYpKpz0KgqBeISEhWFpa0qBBAwBeffVVwsPD8ff3lz9XQVGBSVU5AGPHjmXKlClYWlpW1EyNc5SlopwffviBBQsWyKdt21Xxw3dZYlJTMdbTw6X4canv6EhCejoPn7ogx8mgILoUH4si4lJTMdLTw6k4x9vBgcT0dEKLczJzc4GikT5aGhoY6eoqlPM4Jh4zY0M8XYouENK8vicxCckEPXhEcmoGbXyLLmzi5miLsaE+5/1vV7ntpp7u2JiXfl1OSs/gTngkb7ZoAkCnJg2JTU7lcXxChfsq0qq5D/ZPFXwSklIJuvOQ3t3bA/Bml1ZExyYSFh5T7n0q7Esdd2zMnu3L3YgoujUrOnHWqXED4lJTiUhIRFdbm1d8vOQnxxq4OhOdnFJpTktfL+ysSxc3EpPTCLofxjuvtwWKilwxcUk8iiwa7WVi9G9xKCMzq0rLKNR3dMSyeAmFEqlZWTyMjeVVLy8AWtepQ2JGBjEpRcddKJOx6uRJhr/2GtqampVmAHjY2GD2VPEqIyeHiKQkmhav6dnIyYmUrCwSKim2VKRDhw7PXMgmLi6Oq1evykdW9evXj8ePHxMcHExmZiZr165l7ty58serKs8L1c152tq1axkxYoRKciQSCSnFv6u0tDQsLS3RreR5obo5ij6fl5VT0fbqPKY1yalsn7Jy9PT06N69u/xvrU2bNoSFhSk9B3jmfUJVl1Upi6OjI97e3jx6VDSqUyqV8sknn+Dr60uDBg24evWqwm0LgiDUFrUVsObOnSsfaSCRSHjttdfYtWsXhoaGNWpXQ0ODFi1ayItimZmZhIaG1vh4nzRhwgRiYmJo165dld64lOf06dNER0eTn59PYmIily9fZu7cuXh6erJq1arKGxAE4blXt25dEhMT5aNN9+/fT3p6uvzN7qRJk6hTpw59+/Zl165daGgo9jRcUc7OnTvR0NCgZ8+eaulPo0aNGDhwIA8fPlR6TlBQELGxsezbt4/WrVvTunVrtm3bpnCOvZkZ6Tk53I0qmhLnFxJCdl4eccUXFAFISE/nVmQkHXx8FM6xMzMjIyeH+9FF09WuhYaSnZ9PfHo6o7t0Yefly3y2fj1fb9rEu23bYqbga6GLvQ0p6ZkE3i167E9duUFmdg6xiSlYm5tw9MI1oGg6YVhkHFFxlU+Dq0hccipWpsZoFRdAJBIJduZmxCanVrivuqJjkrC2MkdL69+2HOwsiYqp2fGX6ktqKlYmpY/X1syUmDIKVdvPXeTVBor9PcTEJ2FtYVoqx97GkujYf0fdTZz/G50GjmfZur0snFz5yI6yJGZkYGZoiGbxc4pEIsHKyEheWDoYEICXvT0eNjYKtV8iJSsLY339UjnmBgakZGXJb7P10iUWHz7MjsuXycjJUSjn8ePH2Nvbo6WlJc9xcXEhPDyckJAQLCwsmDdvHi1atODVV19VeEp2RTlPunjxIsnJyfTo0UPpORKJhG3bttG3b19cXV1p3749GzZsUGit1YpyKns+V5aqPqYvqqVLl9KrVy+VtT9kyBCcnZ2ZOnUqGzduVLidu3fvkpiYSMeOHeU/Dx06lOvXr/PZZ5/x3XffKemIhVolq+UvQVAztVyFsKCggCNHjshHX2lpafHbb7/V6KzCk5o3b86JJ4bJ37lzB3d3d6W0fe7cOX777Te0tLRYuXKlQsfs4eFB3759adu2Lc7OzgA8fPiQXbt2sXPnTnJycvj444+RSCSMGjWq0vZyc3PJLT57D8iv5CgIQu0zNTVl586dTJ48mYyMDNq2bUv9+vXlb+QXLFjAggULOHHiBBMmTODChQsKfUgpLycjI4PFixdz+vRplfdn48aNODs7I5PJ+OWXX+jRowe3b1d9hE9VcqDorHF2djaXL18mLCyMV155BW9v72pPOQcw1NVl/Ntvs/nCBXLy86lnb4+ThQWaTzy3n7p9m+bu7pjo6yvUFwADXV2+eOsttv7zDzn5+dS1s8PRwgJNDQ32+/szsE0b2nl5EZuayuw9e/CwscGpkmlJZTE21OfHCSNZunEfWTm5+Hq5U8fZDk1NDZZOHs2SjXtZu+sYdZztaerjgaam2q/d8sLbcPI0EYlJLO+vug+sJUWrvUcvsGj1TlYv+FKp7YcnJnI5JIQZffsqtd2yfNylC+aGhhQUFnL0xg22Xb7MCCWvGyqVSnn06BH169dnwYIFBAQE8Prrr3Pr1i1sbW2VmlVi7dq1DBkyRP5crkxSqZQ5c+awe/duOnTogJ+fHz179uTmzZsKj/ovS2WvT0Ll5s2bR3BwcI3XsKzIH3/8AcCGDRuYOHFita+wPnDgQDQ0NLh37x5LlizBungqvKenJ61btwagbdu2YkkUQRBeSGp5xbpy5QppaWnyRdtff/11PDw8lNa+o6NjqZ+joqLKuWX15OXlMWrUKGQyGV999RUNGzasdht9+vRh6NChzxS+WrZsycCBAzlw4AB9+/YlPz+fr776ip49e1Y6DH7+/PnMnDmz2sciCIJ6dOrUSb7QeG5uLnZ2dvJiTImuXbsyduxYbt68SfPmzZWWk5ycTHR0tHyx1oSEBPbv3098fDxz585Van9KCvISiYSxY8cyfvx4EhMTFZ62WFbOK6+8gpGRkXwqipubG+3atcPPz0+hAhYUrevTqPjY86VSRqxZI5/qJ5PJ+PvWLUZ17qxQ209q4OREg+JpIvkFBYz5/XfMDQy4GhLC5926AWBraoqnrS33o6MVKmABtGpUj1aN6gGQl59Pp+GTqeNsh4u9DSunjZXfrtfYWdRxsa9Rn2zMTUlITUdaUICWpiYymYyY5BRszU0x1NMrd1912dtZEJ+QjFRagJZWUVtRMYk42NVsSmypvpiakpBW+nhjU1JLrZP15+nznLl5m6Wjh6On4JWH7awtiE9KLZUTHZeIve2zv+/e3doxY8lGklMzMDc1KqO18lkaGZGSmUlBYSGaGhrIZDISMjKwMjbmxuPHxKel8WXxaI6UrCxWJyWRnJXFG40aVSvHzMCA9OzsUjnJWVnyqYbmxaMJNTU0aO/lxfcHD1ar/RLOzs5ER0cjlUrR0tJCJpMRHh6Oi4sLZmZmaGhoyNdvatq0Ke7u7ty8ebPaBayKckpkZGSwfft2/Pz8FOpLZTmBgYFERUXRoUMHoOg9opOTk7wwp8z+VOX1qaaq8pi+iBYtWsTu3bs5ceIEBk9NrVWFoUOH8vHHH1f7dXXbtm00adKEEydO8M4779C5+PVMT09PfhtNTU2kUqnSj1kQBEHV1HIq9ukpfcq+gp+5uXmpnytb9LKq5s2bx927d3FxcWH69OkKtWFqalrhqK0ePXowbdo0ALKysli7dm2lbU6ePJnU1FT51+PHjxU6NkEQVCM6+t+rnM2ePZvOnTvj6upaav2PK1euEBcXV6Niflk5X3zxBbGxsYSFhREWFkb//v2ZNm2awsWr8nLc3NyIjf33CnO7du3C1ta2RmtulZXj6enJ+++/z5HihdaTkpK4cuUKjRs3VjgnOTNT/v2OK1do6OyMffG6IzcfP6ZQJsO3GgsCVyVnj58fDRwdcbO2Rldbm1sRRVfUS8vOJiQ2VuHiFUB80r9T9FZtP0KrRl642NuU2r7z2AX09XRp3chL4RwAC2MjvJwdOHI1EIBTgUHYmJnibG1V4b7qsrIwpYG3O3sPnQfgyMkr2NlY4Oai+PpnT7MwNsLL0Z6j/kVXYTt14xY2piY4WRX9DW85c4HjATf4adRwjGswGs/S3IT6dV356/g/ABw7ew1ba3NcHW1Jy8giLuHfq/udOO+PmYkRZibVn1JqamCAu40N5+4VXW3yckgIlkZG2JmZ8UajRqwaMYKfhw3j52HDqGtnx6hOnapdvAIw0tPD0dycgOJpZzcjIjDV18fK2Jg8qZTsvH8vFBD46BGOT71HqyobGxuaNWvGpk2bgKLnGCcnJzw9PbGysqJLly7yC/eEhoYSGhqKjwLTfivKKbFt2zZ8fX3x9vZWqC+V5ZQUfO7cuQMgX6/Ky6v6/14r6095z7PKVJXH9EWzePFitmzZwvHjx0utU6VMKSkppU7C7927F0tLy0ovGlCerl27MmbMGKZMmaKsQxSeQ2IRd+G/Ri0jsOKLL/Esk8mQSCTPjJiqqZJFLksKRTkKrrfwpLt37zJ//nwAli9fXuO1uioyatQopk2bhkwm48yZM5XOSdfV1a10YU9BEGrPtGnTOHfuHFKplLZt27J27Vry8/MZOnQoqampaGlpYWhoyM6dO58pwNc0RxXKysnNzeXtt98mNzcXDQ0NrKys2L9/v9JzoGjU6fDhw/n1118BmDhxIq1atVI4Z+s//3A7MpLCwkLq2dvzadeu8n0nb92iU/36aChhivvOy5e5GxVFoUxWVDDo0gUNDQ0+f/NNNl+4QGFhIQWFhbzp60s9e8VHRv2y5QD+d0IoKCjA18udmWOLRqXsPH6eQ2euIkOGu5MdP00aVa1p8Au27uHCrbskpWfwxYp1GOrqsHPaN0wa2IfZm3ew4dgpDPX0mDKov/w+Fe0rz3dz1nL6fADxiakM+3Qhhgb6nNq/mDnffciE6atY8ft+jAz1+X7GqErvU56FO/dy8c59ktIz+GrNegx0ddkx+Wsm9O/FnG27+ePkGQz1dPluYNEUu7iUVJb/dRgHS3M+W1n0d6itqcVvX3xcYV+mL/6DM5dukJCUykcTl2Cor8fRTfOZ+dUQJn+/llV/HsLIQI95Ez4EID0ji69mriQnLw8NiQRzM2NWzPu80t/T6r//JiAsjJSsLObt24eejg7Lhgzho06d+PXECfZevYq+jg5junSp9PGvyC4/P+5GRZGek8Nvp0+jq63NxB496NuyJdsvX+bvO3fQ1dLi3eJpSek5OWw8f57C4g81FkZGDCzeV5HRo0dz8OBBYmJi6NatG8bGxgQHB7Nq1SqGDRvGvHnzMDExYd26dfL7rFy5khEjRjBx4kQ0NDRYtWpVpe8vFcmBoumDH330UZUft+rm2Nrasnr1at599100NDQoLCzk559/rnTEkiL9UeR1o7yc8rYDlT6mysqpaJ+yciIiIhg3bhweHh7y0Wu6urpcfurqmzXNSU1NZcCAAWRnZ6OhoYG1tTUHDhyo0ZIrU6dOxdPTUz66TxAE4UWnlgLW0wUlZRdfkoovP15SIFPkaoZPW7JkCXl5eXh4eJCVlcXWrVufuU1QUJD8+7///puYmKKrI73zzjvVKnjZ2NhgaWlJQkKCuCKhILwE1qxZU+b2CxcuqCXnSevXr1dZjrKvYFRejqWlZY2LY08a80TB6mlfvfWW0nI+KmcaYiNnZxoNHKi0nBmfDipz+5iBbzNm4NsKtzvpvT5lbne1tea3rz+p9r7yzJ1S9sVRPNwc2Lmh7Ony5d2nPBP79y5zu6uNNWs+G/3MdhszUy4umlOtDICZXw8pc7u7ix1bf3725JSjnRXbV1R/dER5U1wdzM2ZM2BApfefXsW1sPq1bFnmdhsTE8aWMbXN0siIL998s0ptP6m8C9l4eXnxzz//lLnPw8ODU6dOqTwHkC96rsqc999/n/fff1/lOVV53ahqTkUXIKrsMVVWjiIXQapujpOTk0IjTaqb4+rqypUrV6qd86SnF+Q3NzcnMbHo4hfjxo2Tb2/YsKHSF+8XBEFQB7UUsEoWDyyRnJxczi0V8/RVTWp62XhAvkj6w4cPq/SGYvbs2fLvQ0NDqz1iS1kL2guCIAiCIAiCIAj/AbV5NUAxg1CoBWpZA6ukgFVSpFH0KlXlOXPmTKmflT1FUdXi4+NJSEgAwMHBoZaPRhAEQRAEQRAEQRAE4fmilgJWoycWCS1Z50lZwsPDuXz5srw4pqurS8tyhrxXx/r16ytdtO7Jhd1PnTol3+7m5latrNWrV8uHJit7gXtBEARBEARBEAThJSST1e6XIKiZWgpYbm5upa6kcv36daWtnTJ37lz5ZWAlEglt2rR5bhY4DwsLIyAgoMLbHDhwgFmzZgGgr6/P8OHD1XFogiAIgiAIgiAIgiAILwy1rIEFRQubL1q0CIlEgkwm47PPPuPixYs1Wvtp165drFmzRt6mRCLhvffeU+JR10xYWBidOnWibdu2vPPOO/j6+mJjYwMUra21c+dOdu7cKR99tWjRohdu+qMgCIIgCIIgCIIgCIKqqa2ANX78eFasWEFWVhYAV65c4cMPP+T3339XqIi1YcMGPvnkk1L3dXR0fC5HMP3zzz8VXonFwMCAJUuWMGrUqHJvIwiCIAiCIAiCIAglanMmn5hBKNQGtUwhBLCxsWHcuHHykVIymYw//viD9u3b4+fnV+V2Tp06Rffu3fnwww/Jzs4GkLc5ffp0tLW1VdWFamvevDmbNm3i008/pXXr1ri4uGBgYICOjg62trZ07tyZuXPnEhoaKopXgiAIgiAIgiAIgiAI5VDbCCyAqVOncunSJY4dOyYvYv3zzz+0adMGLy8v2rZtS0xMjHxKHcC3335LUlIS4eHhXLp0idTUVODfohUUrX01ePBgRowYoc7uMGPGDGbMmFHufmNjYwYNGsSgQYPUd1CCIAiCIAiCIAiCIAgvGbUWsDQ1Ndm5cyedOnXi2rVr8gKUTCbj7t273Lt3r9TtZTIZCxcuLPVziSfv+9prr7F69Wo19EAQBEF4Hn300UcEBQWRkJAAwPKjR9FT4YjctOIRwCtPnsTT1paPOndWavtr/v6bx4mJpOfkADB1+Ub0VXCBkoiYeHLy8pEWFAAw+qdVGOjq4GhlodScyIQkcvLzKSgoBGDgh7MwNNDDxclGqTnhEXFk5+QiLc75+Jc1GOjq4GCp3P7cfRz5zLYHDyN5b+xcpeY8ePhsTmzxiTxlWnXyJI+TkuR/19svX0ZHS3VvETNzc4GiE4GnT59mzZo1KssSBEF4qYk5hMJ/jFoLWABGRkacP3+er776ipUrVyKRSEoVo55WVtHqye1jxoxh6dKlaKnwjZYgCILwfAsKCuLSpUvyn8MTE9WS+zgxEV0VvP48TkwkODZW/vODR1FKzyhLbn4+ufn5JGdkqjQnJzePnNw8EpPTVJqjrv4AZOXkcv32Q5Xn5BVfeVmZHicl8SAmRv5zjAqKZGUJDg7GyspKLVmCIAiCILz4aqXqo6ury6+//krv3r2ZO3cu586dk++rbEH3ksJVixYtmDFjBt27d1fpsQqC8OIIDw+Xj8BRlTt37gBw6NAh+feqcOHChVL/FzkVU/XvvSK5UimhcXFKb1MQylIok/FQyX9vOfn5Sm2vOhISEti8ebNK2lbH89vL8hwqcpSTExoair+/v8pyVPm+QxAE4UUgkZU17EnNrl27xu7duzl37hx+fn7kFg8tf5JEIqFBgwZ07tyZd955hy5dutTCkT6f0tLSMDU1JTU1FRMTk9o+HEGoFeHh4fj4+MivdCoIgiAIgvCyMTAw4M6dO7i4uNT2obwwXsbPSiV9untzM8bGBrVyDOnpWXg3GvRSPa7C8++5mHfXvHlzmjdvDkBBQQEJCQkkJSWRkpKCvr4+lpaWWFtbo6enV8tHKgjC8yohIYGsrCw2bdqEj4+PynIOHTrE1KlTGTNmDO3atVNZzoULF1ixYoXacsZ+0ANHG0uV5QTcfcj2I+f4fFgvnOyUP2Xo5z/2Ex4Vr/R2q8LF0YbPhvdWapvL1+0lPFK5o2yEl4OWpiYfduig1Db3XrtGXJpqp3OWx0BHh3o2yl0LrURSZibhycm817YtNir6cHU3KopjN2++dK8JIqd6QkNDmTp1qsrfgwBYWVmJ4pUgCP9Zz0UB60mamprY2tpia2tb24ciCMILyMfHh2bNmqms/ZLh++3atVP5FUZXrFihtpz2zRpQv45q3xBvP3KODq0aUb+uq9Lb3rzv1DMFLAMDPby9lNunu/fCycrKKbXNwsyYnm+0VWrO5j0nnylgqaI/gdcfUFhYeiC2vp4u9dwclJpz417YM+tcGhjo4lVXuf25fjP42f7o6OBhp9z3FLfCHz+zTSKRoKero9ScnNy8Zx43fW1tXqlXT6k5J2/deqaApaetjYeSC0sP4+Kema6oo6mJo7m5UnOeFJ6cTDM3N6X35UnHbt586V4TRE71+Pv7M3XqVJW/BxGEp8lksjLXkVZXtiCo23NXwBIEQRAEZfD2cmH/zvlKbbNn/8n4B9xXaptV5e3lwv5dC5TaplfDD8h8qiBXz82BzUsmKTWnVZ/PycopvTyAV10X9m5V7lX7fJoPeabA6GFny+qxo5Sa03XKbLLz8kpta+jpyh+zvlJqzpBpS7j5IKzUNlWNJHqah40Nvw4frtQ2P1m3jtuRz15ZURAEQRAEoSpEAUsQBEEQBEEQBEEQXjSy4q/ayhYENdOo7QMQBEEQBEEQBEEQBEEQhIo8VyOwkpKSCAgIIC4ujpSUFDIyMjAyMsLMzAwbGxuaNm2KhYVFbR+mIAiCIAiCIAiCIAiCoEa1XsC6ceMGq1ev5ujRozx8+LDS23t4eNCtWzc++ugjfH191XCEgiAIgiAIgiAIgvCckcmKvmorWxDUrNamEAYFBdGhQweaNm3KihUrCAkJkV9FoaKvkJAQVqxYQbNmzejQoQNBQUG11QVBEARBEARBEARBEARBDWqlgDVz5kyaN2/OhQsX5IUpiURS5a+S+5w/f57mzZsza9as2uiGIAiCIAiCIAiCIAiCoAZqn0I4ZswYVq9ejax4yKFEIpHvk1VhGGJJEavk9vn5+cycOZPo6GhWrFihmoMWBOGlcOTIEaZMmUJeXh4GBgasWrUKX19f5s2bx4YNG3jw4AG7d++md+/eKskZPnw4Fy5cQF9fHyMjI3766Sdatmypkpxr166hoaGBtrY2CxYsoEuXLgrnnPe/xc9/HiBfKkVPV4dpH7+Pl7uTfP/lG/cYPXM544b15X/vdFY455xfEMvW7ZXnzPjyf3jXcWbouB+IikvEyEAfgN5vvMLQfq8rnHPqTAA/LN5CXn4++vq6LJzzMfV93JDJZCxetp29+8+ho6ONhbkxO/5U/ATJ2cs3+em33eTnS9HX02HW+KF4e7owYPRs8vLzASgoKORBaCT71s3Cu46zgv3x54cft5CXL0VfX4eFcz+mvo87AdcfMG3mb+TlScnNzePd/p35ZHQfhftz/moQy/7YR35+Afq6Okz7fBDeHs7cvBfGwtXbycrORSKBCR8NoHUT7yq3O33u75z4+xoRUfEc2v09DXzcAAgNi+bryb+QnJyOsbEBP877hHp1nSvdV5Yl+w5y/vZdYpJTWPflJ9RzsAfgcXwic7bvIjUzC0M9Pb57tw8edrYV3qciC9fv4sy1IKITktg6/xu83Ir+nTyKjmPais2kpGdiZKDHrI8HUcfZnty8fCYt38DDiBh0dbSxMDHi2xHv4mJnXWHOpgsXCAgLIzEjg5n9+uFqZQVATGoqv506RXpODgY6Oozs2BHH4rVDfzh4kNSsLCQSCfra2gxq105+v/IsO3qUC/fvE5uaypqRI6lrZwdARFIS8/fvJzUrC0NdXSb17Im7deljPhwYyMIDB5g9YACvenlVmHMrKorYtDSy8/Np7+mJqX7Rv/XM3FwCIyLIl0rR0tTE18kJYz09AP6+excNiQRNjaJzsXWsrXEwM6swZ+3p01x9+JD49HR++OAD+TFHJyez/Phx0rOzMdDRYewbb+BsaQlAvlTKhnPnCHz0CB0tLVytrPjizTcrzPn888/Zv38/jx49IiAggCZNmgDw4MEDhg4dSkJCAqampqxfv54GDRqQmJhY6jk6KyuLhw8fEhcXV+Har9XNATh06BBTpkyhsLAQqVTKN998w9ChQ5XaHyj/9UmRnPK2V3YMysypaF9VuLm5oauri76+PtnZ2QwfPpxJkyZVqw1BKIuYQSj816i1gDV16lRWrVoFUKoIBeDs7EzPnj1p0qQJXl5emJiYYGhoSGZmJmlpady7d4/AwED++usvwsPDnylkrV69GmtrazEaSxCEMiUnJzNo0CDOnj1LgwYNOHfuHIMGDSIoKIiuXbvy3nvv8eGHH6o0p0+fPqxZswYtLS0OHDjAgAEDCAsLU3rOkiVLMCv+IBcQEECXLl1ISEhAQ6P6g27TMrKYvGQD6+Z+iaeLA9duBzNpyXr2LJsCQHpmNks37qN9s4o/MFQmNT2TCfN/44/F31DXzZGrN+8zYcFv7F8zE4CJHw+ka7umNcoASEnN4LOvf2LXltl41XPhst9tPvvqJ04e+Ym16w9y5+4jTh5ego6ONnHxyTXqzzezV7Fp+WTqujty9fp9xs9ezYENc9ixaqr8dkdO+/HLun0KF69SUjP47Kuf2LV1TlF/rpT0ZykTv13B+K/e442urUhOSafj65/RtXOLCgs9FfVn4ve/s+GH8Xi6OnAt6AGTvv+dPSum8eXsFcwZN4y2TX0Ii4hl5LdLOLBmFnq6OlVqu/sbbfh4RC/6D5pWavvkGav54N2uDOjTkYNHLzHu21/5a8f8SveVpVOjBgx6rT1jVvxWavv3u/fRs3UL3m7RjFM3gpi7fQ9rP/+4wvtUpGtrX4a904XhM5aW2j73t+306/IKPV9rzfHLgUxbuZnNc8cD0LdzW9o3qY9EImHr0bPMWr2V36Z9VmFOS3d3uvv6MnffvlLbN5w9y2s+Przq5YXfw4f8dvo00/v2BeCTrl0x1NUF4FpoKL+dOsXsAQMqzHnN25v32rblsw0bSm3/8eBBejRtylu+vpy+c4cF+/ezasQI+f7olBQOBAZS39GxwvZL2Jma4mFtzT8hIaW234yMxMXCAmdzc6JTU7keEUF7T0/5/qYuLvJiV1W0rVuX3s2bM2XHjlLbV/39N683bEin+vX558EDfj52jIXvvw8UFQslEgnLhw5FIpGQnJlZaU7//v2ZMGEC7du3L7V99OjRjBo1imHDhrFz506GDRuGn58flpaWBAYGym+3aNEizpw5U+mFi6qbI5PJGDx4MKdPn6Zx48aEhYXh7e1N3759MTY2VlpORa9PivSnvO0VHYOycyraV1Xbtm2jSZMmREZGUr9+fTp37kyrVq0Ubk8QBOG/SG1TCK9fv87ChQufKTw1atSIo0eP8ujRI5YvX86IESNo3749jRs3pk6dOjRu3Jj27dszYsQIli9fTlhYGEePHqVRo0alRnHJZDIWLlzI9evX1dUlQRBeICEhIVhaWsrPzL766quEh4fj7+9Pq1at8PDwUHlOz5490dIqOm/Qpk0bIiMjkUqlSs8xe2IUQmpqao368zgmHjNjQzxdHABoXt+TmIRkboeEAzB/zTY+GvAmZsaGNcuJisfMxJC6bkUfeFs0qkd0XBK3HzyqUbtPe/QoBnMzY7zquQDQumV9IqMTuBn0kJW/7ePbCYPR0dEGwMbaXOGc8Mg4zEyMqOte3B/fekTFJnLrXlip2+08eI5+b3dQOOeZ/rSqT2RUAjeDQpBIJKSlFX3Yzs7KRVtbCzMzI4VyHkcX/X48XYv/DhrWJTouiaD7YSSlZtC2qQ8Abk62GBsacO5q1denbN2yPvZ2lqW2JSSmcjPoIX3eeRWA7m+0JjomgbBHMRXuK08TDzdszExLbUvOyOBuRBTdmhaNCunYqAFxKalEJCSWe5/KNPfxxNbSrNS2pNR0boeG0719CwC6tvIlNjGF8Jh4dHW0ebVpA/n7okaebkTFJ1Wa4+XggIVR6d9lWnY2ofHxvFK3LgAt3N1JzMggtvg5oKR4BZCVlwdPjIAvj6+rKzYmJqW2JWdmci86mtcbNQKKilxxaWlEJBUdd6FMxg8HDvB5t25oa2pWmgFgaWiIvrZ2qW25Uimp2dk4Fj+f2ZmYkJOfT2ZubpXaLEt9R0csnyrUpGZlERIXRwfvolGDbTw9SczIIDolhZz8fP6+fZv327aV/47MDSt/ruvQoQNOTk6ltsXFxXH16lUGDx4MQL9+/Xj8+DHBwcHP3H/t2rWMeKIgqMwciURCSkoKAGlpaVhaWqL7xN+GMnIqen2qbk5F26vzmNYkp7J91eXo6Ii3tzePHj2iY8eO7N27V76vf//+rF+/Xik5wn9EyRCs2voSBDVTWwFr5syZ8g9qJYWn0aNHExAQwOuvV28qyOuvv46/vz+ffPJJqWmHUqlUjMASBKFMdevWJTExkYsXLwKwf/9+0tPTFR4BVdOcpUuX0r17d3lBS9k5kyZNok6dOvTt25ddu3YpNPoKwMXehpT0TALvFl0l9tSVG2Rm5xAVl8Sxi/5IJBp0atVYobaf5OpkQ0paJgG3ij54/H0xkMysHCJjiooJS9buptdHM/h6zioeR8crnOPubk9ySjpXr90F4NgJPzIysrl3P5yEhFSOHr9Cj76T6NF3EvsPXFA4x83JlpS0DPxvPgDg5PmA4v4kyG8THZuIX+A9er7RVvH+uD3dnytkZGTzOCKexd+P5YfFW2jVbhSvdhnLpPGDFC7KuTraFv1+bheNkDl16TqZ2TnEJCRjbWHKkbNXAbh5L4ywiFiiYhMV7hNAdEwiNtZmaGkVFUAkEgkO9lZERidUuK86YlNSsTQ2Qkvz33ZszU2JTalZ0fdpMYkpWJmZlsqxszInJuHZEX5bjpyhY4uGCuUkZWRgZmAgn1InkUiwNDIiMSNDfpvVf//N15s2scfPj1GdOimUE5eWhqWREVpP5NiamhJXXCjbfukSjZyd8bKvfMplRXLy89HV0kKjuHAkkUjQ09Ymu3j6LcD1iAjO3r/P9YgIchU8GZCQno75U4+blbExCenpxKSkYKSry24/PyZs2cKUHTu4ER6uUM7jx4+xt7eXP+dLJBJcXFwIf6q9ixcvkpycTI8ePZSeI5FI2LZtG3379sXV1ZX27duzYcMGdHSqNlqyqjnqer2t6mP6vLl79y6JiYl07Nixtg9FEAThhaOWKYRpaWkcPnxYPlJKIpHwwQcf1GjNKg0NDX7++WdSU1PZvHmzvO1Dhw6RlpaGyVNnDAVB+G8zNTVl586dTJ48mYyMDNq2bUv9+vUVLiDVJGfTpk1s376ds2fPqixnwYIFLFiwgBMnTjBhwgQuXLig0IcUY0N9fpwwkqUb95GVk4uvlzt1nO3Iysll4/6TrJ3zpcJ9KJ1jwE/TPmbJ2j1k5eTQxKcOdVzt0dTUYMHEEdjbWCCTyfhz3ynGTFnOgbWKnawwMTZk1c/jmb9oM1mZOTRrVo96dYvOqkulBeTk5nFg9wIeR8TRe8C3eNZxpH7xmkzV6o+RAUtnfcri1bvIys6hSYM6eLo5oPnEiJTdRy7Q8RVfLMzKn7pTaX9MDFn1yzfM/2ETWVk5NGvqRb26zmhpafDLyt1M+mYwfXp14FF4DP3fn0rjRp4KTSE0NtRnyXejWbpuT9HfgY8HdVzs0dLUZNn0MSz5fTe/bTtCHVd7mjWoU6qfQtWs3XuM8NgEVo38VGUZozoXrVF3/t49dly+zNfduyu1/YdxcZy9e5dlQ4Yotd2ytPXwQF9Hh0KZjHsxMVx//JhW7u5KzSiUyYhPT8fJ0pLB7dvzMC6O2Xv2sGTwYMyqMBJLEWvXrmXIkCFKf22CohO9c+bMYffu3XTo0AE/Pz969uzJzZs3sapkPbTqUNfr7Ytm4MCBaGhocO/ePZYsWYK1dcVr3QmCIAjPUssryYULF8jNzZUPvzY2Nmb58uVKaXv58uX89ddfpKenA5CXl8eFCxd46623lNK+IAgvj06dOtGpeNRBbm4udnZ21K9fX60527ZtY+bMmZw8eRJbW1uV5ZTo2rUrY8eO5ebNmzRv3lyhnFaN6tGqUT0A8vLz6TR8MmkZWcQnp/HuV0XrDiWnZ3Da7ybJqRl8PrinQjmtm3jLF//Oy8unw8Dx1HF1wN6maB0YiUTCoN6d+WH1DlLSMjAzUWw6XLu2jWjXtmj6U25uPs3ajKB5My8MDfXo26toOp+zkw0tmnsTeCNYoQIWQJtmPrRp5iPvT7veX+LpVjQFTyaTsfvQeWaM+59CbVfYn9YfYmtjwZFjl/l12TgAXF3saNakHn7X7ipUwAJo5etFK18veX86DppAHRd7XBxsWDXnC/nt3hk1HU+Xmo2+sbezJC4+Bam0AC0tTWQyGVHRCTjaW2FkpF/uvuqwNTMlMT0DaUEBWppF7cQmp2JbzWmDlbGzNCMhJbVUTkxCMnZW/46G++PA35y8coNV332CfhXXDnuahZERKVlZFBQWoqmhgUwmIzEjA0ujZ/+dtPfyYsO5c2Tk5GBUvCh6VdmYmJCYkYG0sBCt4pzY1FRsTE25FhpKTGoqg379FSgaFfbjwYMkZWTQq5rPP3ra2uRKpRTKZGgUn6TMyc+XTzXULy7Ia0gkuFtZcfr+/Wq1X8LK2Jjkpx63hPR0rIyNMdTVRUMikS9C72Fjg42JCeGJidUuYDk7OxMdHY1UKkVLSwuZTEZ4eDguLi7y22RkZLB9+/ZK13BSNCcwMJCoqCg6dCh6nmvZsiVOTk4KzYaorD/qeL2tymP6PClZA+vEiRO88847dO7cGS0tLQoKCuS3ycnJqcUjFF5EMmpxEffaiRX+49QyhTAyMlL+vUQioXfv3qXWaKkJMzMz+vTpU2oqYUREhFLaFgTh5RIdHS3/fvbs2XTu3BnPJxYEVnXO9u3bmTJlCidOnFDKG+yyclxdXUut/3HlyhXi4uJqtMZXfNK/U6pWbT9Cq0ZeDH6nE6fXL+DI6tkcWT2b19s2ZfS7bylcvAKIT0yRf79i8wFaN/HG0c6ShOQ0+fZj565haW6icPEKIDbu36lbS3/ewSttG+LuZk+vHu05fTYQgOSUdAKvP8DH21XhnLiEFPn3v2zYT5tmPrg6FRUtL/nfoaCggHYtarb4PUBs3L9rJhX1pxENG7ijr6/HhYs3AUhKSiMg8AHe9RT/u3vy72DlloO08vXCxcGm1Padh8+hr6dTrasQlsXK0pSG9d3Z89c5AA4du4ydrSVurnYV7qsOcyMjvBztORpQtHbm6Zu3sDY1wcnKspJ7Vo+FqTHebs4cOl80zfLElevYWJjJrzS48eApjly8xspvP8HY0EDhHBN9fVytrLj4oGja6tXQUCwMDbE1NSUzN7fU4uPXQkMx0tMrtS5WVZkbGlLXzo7jN4v+ts7cvYu1iQlOFhb0at6c3V9+ybbPPmPbZ59R39GRcW+/Xe3iFYCulhYm+vpEFq/XFJOWhp62Noa6ukgLC8l/4kN/VEoKptUsxJUwNTDA3dqas3eLpuFeCg7GwsgIezMzTPT1aejszPVHRWvxxaamEpeWJr+yY3XY2NjQrFkzNm3aBMCuXbtwcnIq9Rq0bds2fH198fZW/N9PRTklBZ87d+4AyNer8qrkKpGK9Ecdr7dVeUyfR127dmXMmDFMmTIFT09PLl++DEBoaCjnz5+v5aMTBEF4vqllBFZ8fNF6JSXTB2ty2fiytGzZkg1PXCEnIaF662AIgvDfMG3aNM6dO4dUKqVt27asXbsWgDlz5rBy5Uri4+MJCgpi7NixBAQEKDy8v7ycQYMGYWdnR69eveS3PXnyJJaWin1gLisnPz+foUOHkpqaipaWFoaGhuzcuRNzc8UXJP9lywH874RQUFCAr5c7M8cOUritiizfsJ9rQQ+QFhTQxKcOs8cNJS9PypjvlpGXL0VDQ4KZiRG/zBpbo5xFS7Zy5eptpNJCmjerx6IFRVO2Jn8zmK8n/swfm44A8MnoPjT1ratwzrLf93D1xn0KCgpp0qAOcyf+e5XLnQfP0rd7e4XXJnvSoiVbueJ3B2lBAc2berFo4adoamqycvk45izYgFRagFRawMjhPWjerPofVEv8vHE//kEPkBYU4uvjwawvi6aJ7Th8loOnriCTgYezHUunjpGPuK6KydNX8/cZf+ITUhjy0VwMDfU4e3Q582aOYtzkX/hl1R6MjPRZNO8T+X0q2leW73ft4+Ld+ySlZ/D1bxsw0NVl+8Sv+KZvT+Zu38PGv89ioKvLd+/2qfQ+FZnz2zbOBdwiMSWdT+avwFBfj/0/TWXKyHeZtvJP1u49jqG+HjM//gCA2MQUFm/ai5ONJR/N+RkAHS0tNs75usKc9WfPcj08nNSsLH48dAg9bW2+f/99hnXowG+nTnEgIAB9bW1GFK+xk52Xxy/Hj5NfUIAEMNbX58s336z09/TjwYP8ExxMUkYGE7ZsQV9Hhz8//ZRxb7/Ngv372XzhAga6ukx6550K26nMzchI4tLSyJVKuRIWhpaGBp28vGjk6Mj1x48JiYtDS1OTxsWLaOdJpVx79Kjo7L9MhoGODr7OlY8sXHXyJNfCwkjJzGTOnj3o6+jw87BhjO7ShV+OHWO3nx/6Ojp8+sRopNGdO/PriRPyqxGO7ty5zFFtTxo9ejQHDx4kJiaGbt26YWxsTHBwMKtWrWLYsGHMmzcPExMT1q1bV+p+a9eu5aOPPqry41bdHFtbW1avXs27776LhoYGhYWF/Pzzz5WeUFGkP+W9DiqSU952oNLHVFk5Fe1TxNSpU/H09OTYsWN8/PHHNGrUiAYNGtC6dWuF2xT+o2pzMXWxiLtQC9RSwNJ/6hLHNjY2Sm2/5ENmyRuxp/MEQRAA1qxZU+b2KVOmMGXKFJXn5D+x+LAqcy5cUHzx8bLM+LTygtWcz2u+5s2sr8tuY8evyvvdAPwwf0yZ283NjVm3erLScuZMGF7uvh+nfay0nB/ml128ebW9L4fb+yotZ+YXZU93/GTQO3wySPECxvyZo8rcXsfdgb1b51Z7X1km9OtV5nZXG2tWjy07v7z7VGTKyIFlbndzsOWPWc8Wv2wtzQjYsrTaOcM6lH3lSnszM6b26fPMditjY6b37VvtnHFvv13mdhdLS34dXv7fd4mlVVwLq5GjIzg6PrPdSFeXdmWMpjHQ0eHVutUvLo/u0qXM7Y7m5swbWPbvztbUlJn9+lUrZ9WqVWVu9/Ly4p9//in3fiWLnqsy5/333+f9999XeU55r0+K5JS3vbJjUGZORfuq4ukF7M3NzUlMLLrYRU2mjAqCIPzXqGUKoZubW6mfk5Iqv0R0dZS0VzKN0NVV8SkfgiAIgiAIgiAIgiAIwvNFLSOwWrVqBfw7QurGjRtKbf/p9kryBEEQBEEQBEEQBOGlJKP2VlMXMwiFWqCWEVgODg60bdsWKBoltXPnTnJzc5XSdm5uLjt37kQikSCRSGjdujWOZQxDFwRBEARBEARBEARBEF5MailgQdEaMyWLuCckJChtvZmpU6cSHx8vnz743XffKaVdQRAEQRAEQRAEQRAE4fmgtgLWW2+9xfDhw+WFpsWLF7No0aIatblkyRJ+/PFH+eir//3vf7xdzoKjgiAIgiAIgiAIgvCykNXyf4KgbmorYEHRFTz69OmDTCZDJpMxceJEevbsWe3L0IaEhNCrVy/Gjx8vb6tXr14KXfFEEARBEARBEARBEARBeL6ptYClpaXFrl27WLhwIXp6eshkMg4ePIi3tzcdO3ZkyZIlnD59mqioKDIzM5HJZGRmZhIVFcXp06dZsmQJHTt2xMvLiwMHDiCTydDX12fBggXs3r0bbW1tdXZHEARBEARBEARBEGqHrJa/BEHNanQVQk1NzRqFSyQS+Qiqc+fOce7cuSrdr2QaokQiIScnh8mTJzN58mT5NqlUWqPjEgRBEARBEARBEARBEJ4fNSpglRSSakIikVS7LUXuIwiCIAiCIAiCIAiCILyYalTAgn+LSbXRztP3EQUtQRAEocTde+H07D9Z6W3Wlrv3wunZb5JS28zOyX1m2/2wKAZ9tUC5Obl5z2y79yCc3u8p98rBOWX052FMLKN+Xq3cnPz8Z7YFh0cxZNoSpeYEh0cptb3qeBgXxyfr1im9TUEQBEGJZLKir9rKFgQ1q3EBSxSNBEEQhOdRVlYO/gH3a/swlEZd/cnOyeX63VCV52Rl5RJw/YHKc7Lz8rgV/lj1Obl53HwQpvIcdcnJz+d2ZGRtH4YgCIIgCIJcjQpY65R8Zk4QBKGmDh06xJ07d1TW/oULF0r9/2XJCY2IUWlOZFwiACHh0Sppv6yRROqSlZ3LrXthSm9TEMqSK5USFh+v9DZrS0FhIanZ2SppOyuvaORfRFKSStoHiEtLA17C14TQUPz9/VWWExoa+lLlqPJ9hyBURAzAEv5rJDIxhOqFl5aWhqmpKampqZiYmNT24QhCrfjnn3945ZVXavswXkgaEgmFangp0NCQUFgoXnIEQVCfkgsGCYKqGRgYcOfOHVxcXGr7UISnvIyflUr6dPPyOoyNDGrlGNIzsmjUevhL9bgKz78aTyEUBEF4Hujq6gIwe/Zs3N3dVZZz4cIFVqxYwZgxY2jXrt1Lk/Pha69hb2amspybjx+z39+fj97ogoOFudLbX3v8byISVTfKoiLONpaM6t1NqW2u3nuUx8Wj1gThSZ6ensyYMUOpbc6YMYPg4GCltllVquhPCXU8j75srwmhoaFMnTqVTZs24ePjo7IcgNzcXPlr98uQY2VlJYpXgiAIKiYKWIIgvFS6d+9Os2bNVJqxYsUK2rVrx6BBg16anDaentSzt1dpzn5/f9p618PLyUHpbfs/DMXU0JDUzEwiEpOo6+qAvp7qPrAkp2XwODoeTyc7Gni48mYb5f7NXb0bgpmxESnpGTyOS6SeuxP6+srvz+OoOHJy85BKC8jLl6KjpYW+jg52pqZKzYlJSSFXKqWgsJD8ggJ0dbQx0NXFycZSqTkRcYnk5OVRUFhIXr4ULQ0NdLS0MDM0VGpOSmYm+QUFFMpkFBQWIqFoJKO2ki5s87QCmYx8mQxPT086duyo9OeE06dPY2VlRUJCAsHBwXh6emJlZaXUjCc9maOK/jxJHc+jL9Nrgr+/P1OnTsXHx0flr6WCICiBmEMo/MeIApYgCILwwpvUvzcAx/yvM3PrTuZ8OZT6nqo7E37g1BUmL17H9BHv4e3qpPT2pwwbAMCRS/5MXf0n8yeNoEE9V6XnlPjrxCW+mbua7z/4AE9bW5XlnLp9mx8PHmTtlM/wcXNWWc6hi1eZunIz/2vXDjsVjiwMiojgr4AAXA0M0NPUVFlOan4+0Tk5zJgxQyXFizVr1gCwefNmBg8erLKcEurKEQRBEATh5aJR2wcgCIIgCIIgCIIgCIIgCBURI7AEQRAEQRAEQRAE4QUjZhAK/zViBJYgCIIgCIIgCIIgCILwXHuuRmBlZWWRmppKfn5+jdoRVwARBEEQBEEQBEEQXmpiCJbwH1NrBaysrCx27tzJ0aNHCQwM5MGDBxQUFNS4XYlEglQqVcIRCoIgCIIgCIIgCIIg1J7s7GwCAgJ48OABjx49IiIigvT0dDIzM5FKpRgYGGBoaIi1tTWurq64urri6+uLq6vqLgBUW9RewMrLy2P+/PksWrSIrKwsAGSieisIgiAIgiAIgiAIwn9cZmYmJ0+e5OjRo5w9e5a7d+9SWFhY7XYsLCxo2bIlr7/+Om+++SY+Pj4qOFr1UmsBKzY2ltdff51bt26VKlpJJBKltC8KYYIgVOTIkSNMmTKFvLw8DAwMWLVqFb6+vsTFxTFkyBBCQkLQ1dXl119/pUOHDkrPmTdvHhs2bODBgwfs3r2b3r17q6Q/w4cP58KFC+jr62NkZMRPP/1Ey5YtFc65HBLC2tOnkRYUoKutzbju3fG0tWXB/v3cj4lBIpGgpaHBqM6dae7urnDOpXsPWH3kRFGOjjYT+vakroO9fP+14Id8uWY9Y3u8ycBXX1E45/y1WyzftJ98aQH6utpM+3QQXu5ODJ+8mOi4JIwM9QHo2bkNQ3p3UTjn4s27rNx9hPyCAvR0tJk8pD/1XByQyWSs2XeMo5cD0NbSwszYkJUTxiicc+7KTX5au7u4PzrM/HoI3p4uvDtmNnn5RSOSCwoKeRAWyb7fZuJVx1mhnGuhoWw8d07+d/DpG2/gYWPDvehoVp88SX5BAXlSKV0bNqR/69YKZVy8cYdfdx4qfsx0+G74AOq5OHLrYTg/bt5DVk4eEgl89UFvWtWvW+V2jwUFERwTQ2p2Nh926ICtqSkASRkZHAgMJCsvD10tLXo0bYq1sXGl+8oTm5NDulSKVCbDzcAAPU1NAPIKC4nOzkYqk6EpkWCvp4du8b7y7lORzz//nP379/Po0SMCAgJo0qQJAA8ePGDo0KEkJCRgamrK+vXradCgATk5Obz33nvcvn0bfX19bGxsWLFiBZ6enkrNAXjjjTeIiYlBQ0MDY2Njli1bRtOmTZWeU2LdunV8+OGH7Nmzp9LnVEVy3Nzc0NXVRV+/6Hlh8uTJDBw4UOk5ubm5jBs3jqNHj6Knp4evry+bNm1Sak5iYiJduvz7nJaVlcXDhw+Ji4vDwsKiwqwnleTk5eVx7949GjVqBICXlxfbtm2rcjuCICiBrPirtrIFpcnLy+Ovv/5i06ZNHD58WL6sUk1qHImJiRw9epSjR48yfvx43N3dGTx4MB988AH16tVT1qGrldoKWNnZ2XTs2JF79+4BpYtWovAkCIKqJScnM2jQIM6ePUuDBg04d+4cgwYNIigoiEmTJtGmTRuOHDmCn58fffr0ITQ0FG1tbaXmdO3alffee48PP/xQpf3p06cPa9asQUtLiwMHDjBgwADCwsIUyknPzmbu3r0sHTIEd2trboSHM2fvXtaPHs2nb7yBsZ4eAA9iYvh60yb2jRuHhgInJdKyspm5ZQe/fDwCDztbAkPDmLllJ5vGfQZARnYOKw4fo613zV5sUzMymfTjOtbP/xpPVweu3XrApEW/s+eXaQB8M7I/Xdo2qVEGQFpmFtNW/8mqSZ9Qx9GOgPsPmbpmM9tmf8PWE+d5EBHN1tnj0dbSIiE1TfH+pGcyfu5qNv00ibrujly9cZ9v5q7hr3Wz2b5iqvx2R85c5ZcN+xQuXmXk5LDowAEWvP8+rlZWBEVEsOjgQX4dPpyfjx5lcPv2tPb0JD07m49//51WdergYmVVrYy0zCymrNjEmu/GUsfJnoB7IUxZsYlt8yYwfunvzPjofVo39OJRdBxjFq5g9/eT0dPRqVLb3vb2tKlTh00XLpTafuTGDZq4utLY2Zm7UVEcCAhgeHHxuqJ95THW0sJCR4dHxSPMS8Tk5GCqo4OZtjZp+flE5+TgZmhY4X0q0r9/fyZMmED79u1LbR89ejSjRo1i2LBh7Ny5k2HDhuHn5wfAqFGjeOutt5BIJPz888+MHDmS06dPKz1n+/btmJmZAbBnzx6GDRvG9evXlZ4DEBYWxpo1a2jTpk2F7dc0Z9u2bfKijapyJk2ahEQi4f79+0gkEmJiYpSeY2lpSWBgoPx2ixYt4syZM9UqXgHyNsLCwmjSpEmpNgVBEITqiYiI4Oeff+a3334jOTkZQOmDfUrae/jwIbNnz2b27Nl06NCBL774gl69eiltQJE6qK2ANWvWLO7du/dM4crKyooePXrI52gaGRkp9KFREAShIiEhIVhaWsrPdr/66quEh4fj7+/P9u3bCQ4OBqBly5Y4ODhw5swZunbtqtScVq1aqaU/PXv2lN+uTZs2REZGIpVK0dKq/lN+ZHIyJvr6uFtbA9DYxYW41FTuR0dTz/7f0VEZOTk16k9kYhKmBgZ42NkC0MTdjdiUVO5FROHl5MDifQcY2vk1zgTdqVFORHQCZsaGeLo6ANC8QV2i45O5HRxeo3afyYlLxNTIgDqOdgA0redBbGIKdx9FsOnIaX795mO0i38fVqYmCueER8VhZmJEXXdHAFo0rkdUXCK37j+iQb1/1z3Ydegs/bu/qnBOdEoKxvr6uBYXpRo6ORGflkZwbCwSiUT++8/Jz0dLQ0Ne2KyOiNgETI0MqeNU9HfV1KsOMYnJ3HoYTnJ6Bq0begHgam+DsaE+F6/fpXPLxlVq28XS8pltmbm5RKem8l5x8cPL3p5jQUEkZWaiq6VV7j6L4sJTWQzK+DcmLSwkp6AA5+IRPMZaWsTm5pJXWIiOhkaZ96lMWSNE4+LiuHr1KseOHQOgX79+jB07luDgYDw9Penevbv8tm3atGHRokUqySkpXgGkpqZW6U2xIjmFhYWMHDmS5cuXM27cuEozFM1RRHVz7O3tWbt2LREREfLHy87OTuX9Wbt2LfPnz692/8pz8OBBZsyYQV5eHhKJhFWrVtFawdGYgiBUjUwmq7XBIGIQSs3cv3+fmTNnsmPHDgoKCuSPp0QiqXSwj46ODgYGBujr66OlpUV2djbZ2dlkZWWVefuy2jt79ixnz57FxcWFb7/9lg8//BDNKowCr21qKWDl5+ezcuVK+QMnk8nQ0dFhwYIFjB07VqEPVYIgCNVRt25dEhMTuXjxIq+88gr79+8nPT2d0NBQ8vPzS31YcHNzIzxcsYJGeTlhYWE0a9ZMWd2pcs7SpUvp3r27ws+zThYWpGVnE/T4MQ2dnblw/z5ZeXnEpKZSz96eVX//zZnbt0nPyWFW//4Kjb4CcLayJDUri5th4TRyc+HcrTtk5eYSnZxMVFISEomEVxv41LiA5eJgQ0p6JoF3QmjiU4dTl6+TmZ1DVFwiAD9t2MvPm/+ijrM9XwzthbOdtWI5tlakZmRxPTgMX083zgTcIjMnl5CIGBLT0jkbEMTJqzcA+KDba7zRqolCOW6OtqSkZeAfFEyzhp78fSGAzKwcImMS5AWs6Lgk/K7f5/tvP1IoA8DB3Jz07GzuREbi4+jI5eBgsvPyiEtN5cs332T23r1sOn+e1OxsPn39dcyNjKqd4WxnTWpGJtcfhOJb150z/kFk5uQSl5SKlZkJxy4H8Ebrptx6GM6j6DiiEpIU7g9AWnY2Rrq6aGhoAEVv7kz09UnLzkZXS6vcfRUVsMoilcnQeuLNqEQiQVsiIb+4gKUsjx8/xt7eXv5vXSKR4OLiQnh4+DOFi6VLl9KrVy+V5QwZMoRTp04BcOjQIZXkLF68mHbt2tG8eXOF2q9uf2QyGa1atWLBggVYW1f/eaGinKysLCwsLJg3bx4nTpxAX1+fGTNmlJrup8z+AFy8eJHk5GR69OhR7Yyy3L9/n+HDh3P27Fm8vb3Jz8+Xr3UrCIIg/CssLIzp06fz559/UlhYWKpwBaULVt7e3jRv3pzGjRvTsGFDXFxccHBwwNzcvMy28/PziYqKIjIyknv37nHz5k1u3LjB5cuXyczMlN/uyaxHjx7x8ccfM3/+fKZPn87QoUNV1XWlUEvl6OzZs/KzcDKZDIlEwpYtW+jTp4864gVBEDA1NWXnzp1MnjyZjIwM2rZtS/369cnIyFBLjrIL9VXJ2bRpE9u3b+fs2bMK5xjp6TGzXz/WnDpFdl4e9Z2ccLOyQrP4g/fozp0Z3bkzVx8+ZOXJk/w8bBjaCpy9MdLXY87g91h5+DjZeXk0cHXGzdaa7Lw8tp69yM8f13zaJYCxoT6LJ33ETxv2kZWTg6+3B3Wc7dHU1GD+18Ows7ZAJpOx5eAZxs76lX2/Tlcox8hAnwWfDOGXnYfIzs2lUR1X3B2KRpcVFBSSk5/P+qlfEJWQxIi5P+NmZ0M9F4fq98fIgKUzPmHxmp1kZefSpEEdPF0d0NL8tzCy58h5OrZpjLlpxes3VcRQV5fJvXqx4exZsvPz8XZwwMXSEk0NDXZcucLQV1+lY/36xKSkMGnrVura2VV7CqGxgT4LPxvGz9sPkpWbS2NPNzwcbdHU1GDxlyNYtu0A6/86iYeTHU3qeaCpqbziz3/JvHnzCA4O5uTJkyrL+OOPPwDYsGEDEydOVLiIVZ6goCB27dpVo+e2qio5O52fn8+UKVMYOnSo0vsjlUp59OgR9evXZ8GCBQQEBMjXjLW1tVVqVom1a9cyZMgQpb02HT9+nDfffBNvb28AtLW1MS1ea04QBEEoWndw3rx5LF68mNzcXHldpKRGIpPJMDc355133uHtt9/mtddew8bGploZ2tra8qsQvvLKv+vFFhQUcPXqVf7++2/27t3L1atX5flQVMgKCwvjww8/ZPny5SxbtqzU/Z8nailgPXz4UP69RCKhU6dOonglCILaderUiU6dOgFFC+ba2dnRrl07tLS0iImJkY/CCgsLw8XFRak59evXr3kHqpGzbds2Zs6cycmTJ2v8AaipmxtN3dwAyJNK6fvTT/KpZCVaeHiw9OhRHsbF4fXE1MLqaO7pQXNPD3lOz9kLSc/OITE9nWE//QpAamYW52/fJSUzk9Fvvq5QTqvGXrRqXDQdLS8/n47/m0gdZ3vsrIvWgZFIJHzQoyM//r6LlLQMzEyqP5oIoIWPJy18PItzpLz51Uwae7phoKvLW22KRo04WFngW9eN22GPFSpgAbRp6kObpkVXlcnLy6d9v6+o41bUlkwmY/eR80z/cohCbT+psYsLjYv/XeRLpQz+9VcsjIz458EDJr7zDgB2ZmZ42dtzOzKy2gUsgJb169KyeHH2vHwpb3w2DQ9HW5xtrfn5m9Hy2/WbOF8+PVNRJvr6ZOTmUlhYiIaGBjKZjLTsbEz09dHV0ip3X3VpSSRIi9+YlrxJzZfJ0Fbi6CsAZ2dnoqOj5dOFZTIZ4eHhpZ7LFi1axO7duzlx4gQGBgYqyykxdOhQPv74YxITE7EsYxqnojnHjx8nLCyMunWL/lZiYmIYNWoU0dHRjBlTvQsiVNafkv9ra2vz5ZdfKrzobUU5ZmZmaGhoMGjQIACaNm2Ku7s7N2/erPbzd1V+PxkZGWzfvr3UOl+CILygxCLuL4x69eoRHR39TOFKT0+Pfv36MWzYMDp27KiSaXyampq0bt2a1q1bM3nyZCIjI9m2bRu///47t2/fBpAfj7+/P6+++iqrVq1i5MiRSj+WmlLL6cuEhATg3+FwyhquLAiCUB3R0dHy72fPnk3nzp3x9PRkwIABrFy5EgA/Pz8iIyN57bXXlJ6jbOXlbN++nSlTpnDixIkaFeJKJKany7//49w5mrm5YWdqSkTSv1O47kRGkpKZicMT699UV0LavznrT5ymWR0P3m3flgPTJrFr8jh2TR5Hx0YNGN61o8LFK4D4pFT59yu3HqJ1Yy8cbC1JSP53MfXjF/yxNDNRuHgFkJDyb3tr/zpOCx9PnG2teKN1E/4JugtAakYWt0LDqeukWNEPIC4xRf79rxv/onVTH1wdiz70XvK/Q0FBIe1a1LyAmvTEaMWt//yDr4sLHjY26Glrc/3RIwBSs7K4Hx39TIGzquJT/v3d/LbvGC3r18XZ1rrU9t2n/kFfV0de6FKUoa4udqamBEVGAnAvOhpjPT0sDA0r3FddWhoa6GpqkiotuiJkulSKtkSi1OmDADY2NjRr1kx+5bpdu3bh5OQkf+5ZvHgxW7Zs4fjx46XWqVJmTkpKClFRUfLb7t27F0tLy2ovEl5ZzpgxY4iOjiYsLIywsDDatGnD6tWrq128qiwnMzOTlJQU+W23bNlS6RUVFcmxsrKiS5cuHD16FIDQ0FBCQ0MVutx5ZX8HUHSCw9fXVz5aShm6devG0aNHuXu36LktPz+f1NTUSu4lCILw31Hy+lhSKHJzc2Pp0qVER0ezceNGunTporY1qBwdHfn6668JCgri4sWLDBw4sNSyCU8e7/NGLSOw9J86Y+no6KiOWEEQhFKmTZvGuXPnkEqltG3blrVr1wKwcOFC/ve//1G3bl10dHTYtGlTjS4mUV7OnDlzWLlyJfHx8QQFBTF27FgCAgIUWk+lopxBgwZhZ2dXao2bkydPVnsERInfz5zhxuPHFBQW0sDRkW969EBaWMiC/fvJyM1FU0MDfW1tZvbrh7ECI1RK/HbsJNdDH1FQWEhDV2cmD+itcFsV+WXzX1y7FUxBYSG+Xu7M/Px/5OVL+XTWL+TlS9GQSDA3MWL51Op/GH7Syr1HCbz/kILCQhrVcWXq8HcB+LR/d2b9vo2dpy4CMOStTjTwULzQuHzdXq7euE9BQSFNGtRh7oTh8n07D52jz5vt5W9KamLThQvcjoigoLAQbwcHPn/zTTQ1NJj0zjv8fuYMBYWFFBQW0rN5c3wUfJ1fuesIAfcfUlBQSGNPV6aNeA+APaf+4fBFf2TIcHewZdEXH1brijmHr18nJC6OjNxctl66hI6WFmO6dOHNxo05EBjIxQcP0NXS4u0nrjRX0b7yxOTkkCGVIpXJeJydjQZQx8gIOz09orOzSczNRVMiwe6JRe7Lu09FRo8ezcGDB4mJiaFbt24YGxsTHBzMqlWrGDZsGPPmzcPExIR169YBRVc4GjduHB4eHvJRm7q6uly+fFmpOampqQwYMIDs7Gw0NDSwtrbmwIEDlf6uqpujqOrmxMbG0q9fP/niuh4eHvLpkcruz8qVKxkxYgQTJ05EQ0ODVatWVfp+WdHHbe3atXz0keJr4pXF09OTdevWMXjwYPLz89HU1GTlypVKvXiJIAjCi04mk+Hr68ukSZMYMGCAUt6f1VSbNm1o06YNCxYs4Mcff2TNmjXk5eXV9mGVSy0FLFdX11I/i0UdBUGoDWvWrClzu62trfyKTarMmTJlClOmTFF5Tn5+vtIyAL4pZ9Tsz8OGKTVnUv/eld5mysC+Nc6Z8dngMrdvWzK5xm0/acqwAWVuNzMyZPHnylnTC2D2+GHl7vtx6uhy91XX5926lbm9iZsbS4unmNbU1BEDy9w+qs+bjOrzpsLtvuXrW+Z2SyMjhrZvX+195bEr5+qLuhoauJUzequ8+1Rk1apVZW738vLin3/+eWa7k5OTQleLqm6Oq6srV65cUXnO006fPq2SHA8PDwICAqrUdk1ySrJKFr5XZQ4ULeCuDG5ubqVGqHXv3r3U1S4FQVA9cRXCF4enpyezZ89m4MCy3+vUNldXV5YtW8Y333zDzJkzn9sL7anlqErOvpScgQsNDVVHrCAIgiAIgiAIgiAIQq26c+eO2qYI1oSzszO//fYbBQUFtX0oZVLLmDVHR0fatm0rr9IePnxYHbGCIAiCIAiCIAiC8HKS1fKXUGUvQvHqSc/r8apt0uV3330n//7q1asqvXyzIAiCIAiCIAiCIAiC8PJQWwGre/fufPDBB/JRWCNHjix1BS1BEARBEARBEARBEARBKItal71fs2YNHTt2RCaTER4eTocOHSq9Ao4gCIIgCIIgCIIgCE+RyWr3SxDUTK0FLH19fQ4fPsywYcOQyWSEhITQvn17evfuzZ49e4iLi1Pn4QiCIAiCIAiCIAiCILxQbty4gVQqre3DUDu1XxtRV1eX33//nd69e/PRRx8RHx/PX3/9xV9//QWAgYEBZmZmaGtrK9S+RCIhJCREmYcsCIIgCIIgCIIgCILwXGjSpAk6OjrUr1+fpk2bsnbt2to+JLVQewEL4PTp0yxatIj4+HgkEol8XSyAzMxMMjMzFW5bIpEo4xAFQRAEQRAEQRAE4blVmzP5xAzC2pefn09gYCDXr18vVcBq3bo1zZo1o2nTpjRt2pTGjRujq6tbi0eqPGotYBUUFPDZZ5+xatWqUtuVVXSSiX9FgiAIVfLRRx8RFBREQkICAAv270dPR0dlealZWQDM3b6b+i5OTOrfW6ntL9i5l4cxcaQWnwCZ8tMG9PWU/0IdERNPTm4+0oICAEbO/wUDXV2cbCyVmxOXSE5eHgUFhQAM+nw+Bvq6ODvYKDXncVQcObl5SKVF/Znw55/o6+hgZ2qq1JyYlBRypVIKCov6M2LOcpU8biVSMor+Dg4EBuJgbk53X1+ltn/o+nXi09PJzs0FIDonB1WePisofn8zY8YMTp8+zZo1a1SYJgiCIAjC887Dw4PQ0NAy9/n5+XH16lX5z5qamnh5eckLWk2bNqVJkyaYmZmp6WiVR60FrKFDh7JlyxZ5oenJwpUoPgmCIKhPUFAQly5dkv/8MD5eLbkhMbEqKZQ9jInjVvhj+c8PHkUpPaMsuXn55Oblk5yeodKcnNw8cnLzSEpJV2lOnlRKnlQqLziqiroet/j0dLS1lP9WJz49najkZPnPucWFOVULDg7GyspKLVmCIAjCC0BGLQ7Bqp1YoUhwcDAZGRlcv36dwMDAZ/Y/WV+RSqXcvn2b27dvs3nzZvl2V1fXUkWtpk2b4uDgoI7DV5jaClgbN27kzz//RCKRyAtXJQ+qu7s7vr6+uLi4YGRkpPD6V4IgVE94eLh8BI4q5ebmqnzY6p07dwA4dOiQ/HtVuHDhQqn/v6g56vi9lycnL497EcotMOXk5Sm1PeHlkS+VEpOSovQ2a0tCQkKpN5/K9LI8v6kzR919CQ0Nxd/fX2U5qnz9FARBULWMjAz8/f25cuUKV65cwc/Pj7CwMKCoWFPyfWUeP34sv/+VK1e4du0aaWlpAEyfPp0ZM2aopgPVZGRkRLt27WjXrl2p7cePHycgIED+df/+fQrLONn26NEjHj16xN69e+XbrKysShW03n33XVV3o1okMjUNfapbty4hISGl1rzq06cP06dPp3Hjxuo4hJdWWloapqampKamYmJiUtuHI7wgwsPD8fHxIUvFIy0EQRAEQXhxGBgYcOfOHVxcXGr7UARBKV7Gz0olfQr4ezXGRvq1cgzpGdk07TzquXpcO3XqxOnTp8vcV9UC1qNHj3Bzcyt3//NUwKqqrKwsbty4QUBAAIGBgQQEBBAUFEROTs4zt31ylpxEInnurnSolhFY/v7+pYpXEomESZMmMXfuXHXEC4JQhoSEBLKysti0aRM+Pj4qyzl06BBTp05l9uzZdO/eXeU5Y8aMeeYshDJduHCBFStW0N3XF0sjI5XlPIyL48KDB3z42mvYqWB++oazZ4l8YgqUOrk62/LFqL5KbXPp6t08ehyr1DaFl4OBjg5etrZKbfNebCxZtTTqz9PTU2VvnEue39wsLNBX4Wj4lOxsotPS1PZ8rcocdWRA0cirqVOnqvw1G4rOvovilSC8IGTU3lS+53AK4ZNjcywsLGjRogUXL14kI6PqSxY82YZEIqFOnTo4ODhw9uxZpR6rOhkYGNCmTRvatGkj31ZQUMCdO3fko7QCAwMJDAwkRcmj1pVNLQWsgICAUj97e3szZ84cdUQLglAJHx8fmjVrprL2S6YjuLu7qyWnXbt2DBo0SGU5ACtWrKC+oyPOlqpZgLrEhQcPaOXpST17e6W3vffq1WcKWAYGevj4uCo1586dR2RllT67Y2FmTK+3lPtBb+P2488UsAwMdPGuq9wPYYE3gyksLP2OTV9Ph7oujkrNufkg7Jm1IQ30dalXx1mpOTduhVD4VI6etjbuNspdLP5uVNQz/dHX1aGOg51Sc0KiYsjOLV1Y0tXSwsnCQqk5YYmJzxSwdLS0cFBysTkqJYW8p858WllZqfQ5bsWKFVgaGmKsp6eyDIDotDS1PV+rOkcdGf7+/kydOlXlr9mCIAgvsg8++IDRo0fTsmVLPD09AXBzc6tWAcvY2Jg5c+bQqlUrWrRogbm5OadPn6ZTp05KOcaCggI0NTWV0lZNaGpq0rBhQxo2bMj//vc/+fawsLBS0w+fN2opYMUXLw5cMvrq3XffVdqVBwVBEATl8PFx5cBfPyi1zR7vfMO1a/eU2mZVedd1Ye+2eUpt06fZ/8h8qiBX18WRjQvGKzWn7Qdfk5WTW2pbvTrO7Fw7Xak5jTuOJCu7dI67jQ3Lhg5Vak7PH34gOz+/1LY6Dnas/eZTpeaM+OEXgkLDldpmVTmYmfHVW28ptc0lhw8TVovr1QmCIAjPNxmyWrsYmuw5HII1atSoGrdhaWnJd999p4SjKdubb77Jrl27nptpl09zc3PDzc2NPn361PahlElDHSFPVxhLqqGCIAiCIAiCIAiCIAj/BSdPnqRt27ZVXlBeKE0tBSzbp9ae0NBQS6xKTZw4UX5FRYlEUu5icVlZWezevZsxY8bQsmVLzM3N0dbWxtLSkrZt2zJjxgxiYmLUe/CCIAiCIAiCIAiCIKjd3bt3adWqFRcvXqztQ3nhqGUKoa+vL/DvivZRUcq9fLq6BQYGsnjx4kpvd+PGDdq1a1fmnNukpCQuXbrEpUuXWLJkCatXr2bgwIGqOFxBEARBEARBEAThZSMWcX9hJSQk0KVLF3777TeVrwf5MlHLUChfX1+cnf9dePbvv/9WR6xKFBYWMmrUKKRSKTaVLHKblpYmL161a9eO+fPnc/z4cfz9/Tl69CijR49GQ0ODtLQ0Bg0axOHDh9XRBUEQBEEQBEEQBEEQaolEIiE3N5chQ4Ywfbpy1zh9maltLt9nn32GTFa0yNzJkycJCQlRV7RSLVu2DD8/P7y9vRkxYkSFt9XQ0ODdd9/l1q1bnD9/nkmTJtG1a1eaNm3KG2+8wcqVK9m9ezcSiYSCggL5YyQIgiAIgiAIgiAIz7u0tLRSX7m5uZXf6T+sRYsW8s/8EokEmUzGnDlz+OCDD8h76grHqnbvXu1caKkm1FbA+uKLL2jYsCESiYT8/Hw++ugj8p+6ItHzLjw8nKlTpwKwcuVKdHR0Krz9K6+8wrZt26hfv365t+nVqxd9+/YFICQk5Lm8VKUgCIIgCIIgCILwnCkeIFIbXxQXYZydnTE1NZV/zZ8/v5YflOfb2bNn6dev3zNFrG3bttGpUyfi4+NVfgx+fn707duXhg0bqjxL2dSyBhaAtrY2+/bto3379kRHR3PmzBn69u3LH3/8gbm5uboOo0Y+/fRTMjIyGDp0KK+99hqnTp1SSrudOnVi165dQFERq1mzZkppVxBq6tChQ0yZMoXCwkKkUinffPMNQ4cOpXXr1vKzK1KplFu3bnH9+nUaN26s1JwrV67w+eefk5ubS05ODsOHD2fChAlK74+fnx9ffvklGRkZSCQSFi9eTOfOnRXOuRMZycHAQKSFhehoaTGwdWscLSxIz85m08WLJKSno6WhwYDWrfF86iIX1XElJITfT59GWlCArrY2X3fvTh1bWzafP8/RGzeITEpi5oABtPfyUjgD4O9T11i4cDP5+fno6+vy/cJPadDAnS+/XIrf1Tvo6elgaKDHrFkf0aRJXYVzzly8zuIVO8nPl6Kvp8Ocbz/Ep54rE2auIuhOGBoaErS0NPlm7EDatVL8Bff0uQB++GlrUY6+LvNnjqK+t5t8/4VLNxn04WymTBzKyKFvK5xzwf8WP285QL5Uip6ODlM/fh8vdydGTP2JqPgkjA30AHinUxv+947if29n/rnBkpU7i3J0dZgzaTg+9VyRyWQs+20Pfx39Bx0dLcxNjdm84luFc/xCQlh35oz87+3Lt96ijq0tn61fT55UChRNsw9LSGDVyJF4VDLNviz/3LrHyr+OIpUWoKujzaQP3mJRvwABAABJREFU+lLPyYFbYY/5cfs+8qUF5OXn06NtC/73RkeF+xKXlsbdmBgKZTI0NTRo7OSEqb4+KVlZBEVGUlBYCEADBwesjI2r3O6uK1cIioggKTOTb95+GycLC3ne5osXyczJQU9Hh0GvvIK9mVml+8rz+eefs3//fh49ekRAQABNmjQB4MGDBwwdOpSEhARMTU1Zv349DRo0qPA+FXkQF0dCZia5UinNXVww1tUFICsvj7uxseQXFKCloYG3rS2GuroUFBZyOyaGrLw8NCQSdDQ1qWtjg0ElJ/wU6c8bb7xBTEwMGhoaGBsbs2zZMpo2bar0nBLr1q3jww8/ZM+ePfTu3VvpOW5ubujq6qKvrw/A5MmTq7w2qpubG1lZWURGRqKtrQ3AqVOn6Ny5M1988QU//fRTldoRBEFQxOPHjzExMZH/rFv8WlGeknWxa2LdunUMGzasxu3UBj09PXbs2MG3337LggUL5BeFk8lk/PPPP7Rp04YDBw7g4+Oj9OyjR4+ycOFCzpw5g0wmU8rvQt3UVsACcHd359KlS/Tu3ZuAgAAOHTpEw4YNGT9+PEOGDMHS0lKdh1Mt27dv58CBA1hYWLBo0SKltv3kMEtNTU2lti0IipLJZAwePJjTp0/TuHFjwsLC8Pb2pm/fvly+fFl+u507dzJz5kyFi1cV5YwaNYpZs2bRs2dPkpKS8Pb2pkePHhWOalQkp0+fPqxfv56uXbty//59unbtyr179+QfJKojKzeXP86f5/Nu3bA3MyMkNpY/zp9ncs+e/BUQgJuVFWO6dOFRQgJrz5xhep8+aCpwZdb07Gzm7d3LkiFDcLe25kZ4OHP37uX30aNp5u5OpwYN+OGvv6rd7tNSUjIYO3Yxe3bPx8vLhUuXb/Hp2B85fepn3nqrDYsWjUVLS5Pjx/34aNRC/K78plBOalomX09dwZbVU6hXxwm/gLt8NWUFR7YvYMrXgzExNgTg1t0w/vfJfK6eWKHQFW1TUjP4fPwydmyahVddZy5fvcPn3yzjxF9FF+ZIS89kwY+b6dShZicS0jKymPzTBn6f8yWeLg743w5m8k/r2b10CgDfDO9H59a+NcqAosdt3LQV/LnqO+p5OOEXcI+vp6/g8JYFbNh2jHvBjzm0ZT462lrEJ6YonJOenc38/ftZPHgwbtbW3AwPZ8G+fawZNYrlT7yBPHvnDhvPn1eoeJWWlcW09VtZ9dVoPBzsCAgOZfq6rWyZ+jXz/9zFqB5v0KFxfVIzsxg4cxHtGvngYV/9AnCeVIp/eDjtPD0x1tMjMSODgPBwXqtXD7+wMJo4O2NtbExGbi7/hITQ2du7yv9GfV1d6dKgAUuPHi21ffulS7xSty6t69Qh8NEjNl+8yPju3SvdV57+/fszYcIE2rdvX2r76NGjGTVqFMOGDWPnzp0MGzYMPz+/Cu9TEWtjY5zNzQmIiCi1/X5cHPamptibmBCXns7d2Fiau7gA4GBqioWBARKJhIiUFO7FxdHUyUnp/dm+fTtmxYW+PXv2MGzYMK5fv670HICwsDDWrFlDmzZtKmy/pjnbtm2rUmGxLC4uLuzfv59+/foBsHbtWlq0aKFQW4IgvECeg0XcTUxMShWwhKqZN28e3t7ejBo1ivz8fHkRKzQ0VD6T64033qhxjkwmY/v27SxcuFD+OvkiL1uktgLWhx9+KP/ex8eH27dvk5ubS3R0NOPHj+ebb76hXr161KlTBzMzM/kZpOqSSCSsXbtWWYcNQEpKCl988QUACxcuxMrKSqntnzlzRv69KiqtgqAoiURCSkoKUDS/3dLS8pmzKmvXrq10PThFc57cnpmZiY6ODhbFIxqUlZOdnU18fDxdu3YFoF69epiZmXH48GH59N7qSMjIwFBXVz6Coo6tLclZWTxOTCTg0SOmFp+5d7WywlRfn+DYWLzs7audE5WcjIm+Pu7W1gA0dnEhLjWV+9HR+Dg6Vru98oQ9isbc3Bgvr6IPp21aNyAyMp4bN0Lo1q21/HbNmnkRE5OIVFqAllb1C/GPImIxMzWiXp2iD7otm3oTHZtA0N1QGnq7y2+XnpFVo/48Co/F3MwYr7pFFxZp3cKHqKgEbt56SKMGHkydvZbPxvTjyLHLlbRUsccx8ZgaG+Lp4gBAs/qexCQkcyckvEbtPi08svhx8yh53LyIikkk6G4YazYdZNOvk9HRLnqpt7Y0UzgnKiUFE3193Ir/3hq5uBCXlsaDmBjq2tnJb3fk+nXe8lWsMBcZn4SpoQEeDkXtNfV0JyY5hbvhkUiQkJGVDUBObh5aWpqYGhgolJOVl4eOpibGekUj4CyNjMjOyyMlO5s8qRTr4hFXRrq6aGtqEpeWVumIqBJljahMz84mPCmJMcXPMb4uLuy8coX4tDT0tLXL3WddwYeBDh06PLMtLi6Oq1evcuzYMQD69evH2LFjCQ4OxtPTs8z7VMasjCJ+nlRKem4ujYsfJ2sjIx7Ex5OVl4eBjg6Whoby25ro6fE4ObnSHEX6Y/bE7yQ1NbVKZ5EVySksLGTkyJEsX76ccePGVZqhaE5NDR8+nN9//51+/fqRmprKpUuXeP/990lPT6egoIBJkybJLxbUqVMnfvzxx0qXwhAEQVCFO3fu1LgNewXeOz+PhgwZgru7O3379iUpKUn+WpaamkqPHj1YtmwZH3/8sUJt5+Xl8fvvv7No0SJCQ0NLFa1KimUvIrUVsNavX//Mm4uSn0vm0d69e7dGC4mVDINTdgFrwoQJxMTE0K5duxp/UH/a9evXOXjwIACNGjUSBSzhuSGRSNi2bRt9+/bF0NCQ5ORkdu/eXeoN7+PHjzlz5gwbN25USc66devo1asXU6ZMIT4+nlWrVmH3xIdlZeTY2Nhgb2/P9u3beffdd/Hz8+PevXuEhYUplGNtbExmbi6hcXG429hw8/FjcvPzSczIoKCwEJMnPhBaGBmRnJmpUI6jhQVp2dkEPX5MQ2dnLty/T1ZeHjGpqdRT4ou6h7sDycnp+PndoWVLH44e/T979x3W1NmHcfwb9pAlW5EliAgu3OIetVWL29attdpl+1pbV90TtFarrVpX1Tra4rbWUffAhbi3IIgge28I5P0DSEEBJSSg9vlcF5dwkjz3OUk8SX55xiVSUzN4GhZFgwa15ddbv2E/nTs1Uah4BeBga0ViUioBNx7SpGEdjp0OIDUtk/BnsbjXdWDxT39w6NhlklLSWLn4fwr1vgJwsLciITGFK1cf0NTDhX9O+JOalkFYeAyhT6NQk6jxTqdmFS5g2VpbkJSSxvX7j2lU15FTl2+SlpFJeEw8AMu37mPl7wdwtLHif0N7YWOl2Bcj9rXy77erNx/i0aAOx85cJS09k0ePw4iLT+bY6ascPnkZgI8GvUePrq/Wg+R5NiYmJGdkcCcsDDcbG84XPt8SE+UFrOjkZG6GhjLZy0uhjFoWpiSlpXMzKIQGte05c/Mu6ZlZRMQlMGPYACau2cwvfx0hMTWNKYP6Ymr06kP7itLX1iY7N5f4tDSq6+sTmZSENC+PzOxstDU0eJaYSA1jYxLT00nLyiK9gvN1JqanY6SrK+/FJZFIMNHXJyEtDV0trVIvK6uAVZKnT59ibW2NhoaGvC1bW1tCQ0OVUiAplCWVoqWujlrBeziJRIKOhgZZUukLQwXDExMxq1ZNoZxXOZ7hw4fLp3M4ePCgSnKWLl2Kp6cnTZo0Uaj98h6PTCajefPm+Pj4YF5QMH4Vnp6erFq1imfPnrF//34GDBgg79W/du1a/P39CQgIQF1dHS8vL5YtW8bkyZMrdEyCIAiKqFu3blXvwmulbdu2XLx4kZ49e/LgwQP5kEKpVMoXX3zBgwcPWLp06SsP90tOTmbVqlUsX76c6OjoYnNtFZLJZKirqzNgwACVHJMqVeoQQqDEO/D5B0ORaqCqxm+ePXuW9evXo6GhwS+//KLUnKysLD7++GNyc3MBWLBgwSvfruiww+TkZKXtkyAUkkqlzJ8/n927d9OuXTv8/f3x8vLi1q1b8l6ImzZtomfPnhXqlVhWjo+PD97e3gwePJjHjx/Tvn17mjZtqtAQwrJy9u3bx+TJk/H29sbNzY02bdrIP2SUl66WFh+1b89f166RJZXiYG6OlZGRfI4gZammo8Osfv1Yf/IkGdnZ1LOxwc7MTKHhiGUxNNRn3drJLPT+jbS0TJo2caFOnVpoFBnuvHPXSf7a78eePQsVzjGopsfPi75iyUpf0tIz8ajvjLNjTdTV849n0pcfMunLD/G7dJtFK37Hd8Msec+ich2PgT6/LP+GRUu3kZaeSZNGdXB2siEtPZP1m/7iz9/mKHwMxY5HX5clEz9mxdZ9pGdm0cDFAcdaVmioqbHgfyOwMjNBJpPxx6HTfLlwNXtWzFAsp5oeP3l/yferfElPz6JxfSecHPJ74Elzc8nMymbXr3MIexbDwDFzcbSzxrWOXblz9HV0mNmnDxtOniQzJwfXmjVfeL79c/MmLZycFO4ZVU1XF++Ph7Jq32HSs7Kp72iLg7UF6upqbP7nJJ/3epduzRoTHhvHp0vXUNfORqEhhJrq6jS1t+deRAS5eXmY6OlRraDHZzMHB+5FRPAoKgoDHR2q6+vz5s0O8Xp4Eh9PRk4ODRUYTvqqfvvtNwA2b97M5MmTFS5ileb27dvs2rWLM2fOKLXdkpw5cwZbW1tycnKYPn06I0aMKPfxDBs2jE2bNrF37162bdvGtm3bADh27BgjR46U96AeM2YMK1euFAUsQXgbFJlMvUqyBaWoXbs2Fy9epF+/fpw4caLYvFgrVqwgKCiI33//Hf0ivZyfFxkZybJly1izZg0pKSmlFq60tbUZMWIEEydOpHbt2qU199qq9AJWIWV3WVNFF7js7GzGjh2LTCbj66+/Vvos/ePGjePKlSsAjBgxgvfff/+Vbuft7c2cOcr5kCUIpbl+/TrPnj2TD4Vo1qwZNjY2XLt2ja5duyKTydi4cSOrV69WSc7JkyfZs2cPf/zxBwCOjo60bNkSPz8/hQpYLzuew4cPy6/r6ur6wgS+5eFsZSXvlSLNzWX6zp04mJujLpGQnJEh74UVn5qKSRkvRC/T2N6exvb2QP6wnv4//oi9koc4A3h6NsDTM3+Os6ysHBo2Gk6dOvlD8PbtO8vSpX/g++d8zM0rtiBHq6b1aNU0/7HNys6hZbcvcHIsPhzSs4U7sxdv5kHgU+q7OpTUzEu1bulO65bu8pwmbcaQlJxKdEwi7/WeCEB8YjJHT14hPj6JSV8PViinef06NK9fB4DsnBw6fTQVx1pWWJnl308SiYRB3TuwdPMeElNSMTZQrKfK8/dbq+7jaFzfGX09HXq95wmATQ1zPBo4c/NesEIFLIBG9vY0KvJ8+2DFCuwKnm8ymYwjN2/y1bvvKtR2oaYutWnqkv9mKjtHSvcp8zE3MuT0jTssGD0EgJpmprg72HIzKEShAhaAWbVqmBX0esnNy+Po3bsY6Oigr61NS0dH+fVO3r8vH2qoKGM9PZIyMsjNy0NdTQ2ZTEZCWhom+vroaGqWell51apVi4iICKRSKRoaGshkMkJDQ7EtmJtKWbQ1NMjOzSVPJkOt4M11plSKdpGif2hCAjGpqTSsWVPhonp5jmfEiBF8+umnxMXFlXs+1bJyjh49SkhICM7O+YtTREZGMnbsWCIiIvjss8+UejyF/2pqajJ+/Hjq1KlTrvYhvweXh4cHderUke9zSd7ESXsFQRDedkZGRhw5coTPP/+cdevWFSti/f3337Rp04YDBw5Q87mpQgIDA1m8eDFbtmwhOzu71MKVgYEBn376KV9//bXCI1peB5VWwGrXrt0b94K5cOFC7t+/j62tLbNmzVJq297e3qxfnz/ZcbNmzVi5cuUr33bq1KlMmDBB/ndycjK1atVS6v4JQuGb7Xv37uHq6kpgYCBBQUG4FKxod+LECaRSKV27dlVJTvPmzdHX1+fEiRN06tSJ2NhYLl26VOy5r6zjiYiIkI+lX7duHfr6+hVahTApPV3eC+XIzZs4W1lhbmhIIzs7/B4+5L2GDXkSG0tSenqFViGMS0nBtGAemi1nz9LY3p6aFZgjrDRRUfFYWua3u+zHP/H0bICDQw327z/HosVb+fPPedjYvPpQl9JExyZgUVDc+Xn9Xlo1daOmtRkhTyOxr5X/QnvjdhBxCcnY1lS8V0dUdAKWFvk5K1btxLOFO6OH92D08H9XHJww5WfquTpUaBXCmPgkzKsbAbB2x2Ga13ehhoUpcYnJmBrnDw87duEapkYGChevAKJjE7EwMwZg5a97adWkHva1LOnZtSVnLtxkaP8uJCalcvPuY8YMVfx44lJTMS0YDrbt3Dka2dnJn2/XQkLIzcujiYNiRcVCsUnJmBnl3ze/HjpOE5fa1KlVA10tLa48CKSpixOJqWncCQllcOe2Cudk5uSgUzDX5qOoKEyrVUNfW7vY9idxcairqSk8BK6Qga4utapX50pwMC1q1+ZGaCjGenryIYJlXVYeFhYWeHh4sHXrVkaOHMmuXbuwsbFR6vBBAC0NDappaxOVkoK1oSExqaloa2jIhw8+TUggOiWFhjVrolmBhWnKOp7ExETS09OpUSN/jrm9e/diamqq0ByJZeU4OTkVK1R16NCB8ePHv3QVwvLmpKWlkZOTI5/X6/fff3/pioolqVGjBt7e3i8Mz+nSpQu//fYbgwcPRk1NjfXr1ytlYmBBEKqe6ID1dlFXV2fNmjW4uLgwadIk+RRJMpmMGzdu0KxZM/766y+aNGnC1atX8fHxYc+ePeTl5ZVauDI3N+d///sfX3zxBUZGRlV1aEpTaQWsU6dOVVaUUty/fx9vb28AfvrppzK765XXmjVr+O67/KXM69aty8GDB8vVvra29kuXJxWEirK0tGTt2rUMHDgQNTU18vLy+Pnnn+XfEm/YsIFRo0YpPBfRy3Ls7Ozw9fVl4sSJSKVScnJyGD9+PK1atVL68cyZM4dt27Yhk8lwdXVlz549FSq4H7pxg6DoaPJkMuzNzBhUsM/ve3iw1c+PeXv3oqGmxrA2bSo05G/j6dPcevqU3Lw86tWsycSePYH8YtZfV6+SlJ5O8IEDrDh8mLUff4yxguexxd9v59KlO+Tm5tKkSV2W/vAlAF+M+wELcxNGjfx3+LOv7zyqV1dsJZplv+ziyrUHSHNz8ajvjM/Mj5FKc5k4aw0pqRloaKihq6PNz4u+wshQ8XPyDz/9if+Ve/k5jeqweEH5elK8qlV/HODqvSByc3Np4OLA7C+GkJ0jZdyC1WTnSFGTSDA21Gf5VMUm5yz049pdXLmef781dnfGe/rHAHz7xUAmz1vHtl3HABg7rCcN3RTvKr75zBluh4aSK5PhWrMm3/T4txh2+MYNujVoIJ8XSVFrD/zD9cD8Ypi7gy3Th/ZHXU2NBR8PYcXug+Tm5SHNzeXDTm2o76hYTzKAB5GRxKWlIZPJMNHXp1HBl0BP4uIIL5h0vJqODs3s7ct1Lvjz4kXuhIeTkpHB6uPH0dHUZEbv3gxs0YLt589z9NYtdDQ1Gdy6tfw2ZV1Wmk8++YS///6byMhIunXrhoGBAYGBgaxZs4aRI0eycOFCDA0N2bhx40tvU+b9FBVFXHo62VIpN8PDUVdTo6W9PS4WFtyPiiI0Ph51NTXqFhTiM3NyCIqNRUdTk+sFKxeqSSTyFQqVdTxJSUkMGDCAjIwM1NTUMDc358CBAy99rBS53xRR3pyoqCj69etHbm4uMpkMR0dH+fDI8ho1atQL28aOHUtQUBAeHvmrqxYW4gRBEN42gYGBnDt3rti21NRU+b+bNm0qdtm7775bYm+kw4cPExkZKf/7/v378t+vX79erJ1q1arRv39/Jez9vyZMmICzszNDhgwhLS1NXsSKjIykffv2NGnSRH6czxeuCv+2s7Pj22+/ZfTo0ehUsDf566TKhhC+7pYtW0Z2djaOjo6kp6fLhzEVdfv2bfnvJ06ckD/J33///VILUr///juff/45kP+kOnr0qNJXNRQEZRk0aBCDBg0q8bLt27erPKdLly4EBASoPGfWrFlK7WX5YSlFNkNdXT4vWG1MGb4tKFg9b1jbtgxrq3jvlOf9sGRcidufhu5RWgYgL7w8b8evyu0Bu3jeywtGS31KPubymPX5kBK3//69cuedWfhdyYuLmBgZsHaJYj0WSzKhe/dSL/tOgR4pJbYzpOQ3gM3rOvPb1NKHRJVXw1J6LbtYWeFSgW71H7QseZJ8SyMjvn7vvXJfVpo1a9aUuN3FxYULFy6U6zZlcSmlh6ielhYeJdyHOpqadChj6Fppyns8dnZ2XL58WeU5z3vVL2PLm+Po6Mi1a9deqe2SlLboyOzZs+W/L1myhCVLliicIQiC8CY4d+5ciYV8gLi4uBcuO3nyZIkFLB8fH06fPl1iO/v27WPfvn3yv+3s7JRewIL8msLZs2fx8vIiLCxMXqBKT0/n3LlzpRau3NzcmDx5MoMGDZIv5vE2EQWsUhROkv748eNSP8AXNW/ePPnvwcHBJRaw9u/fz/Dhw8nLy8Pa2prjx49jY2OjvJ0WBEEQBEEQBEEQ/hvEGMK3Wv369fnqq6+YOHGivFBV2Bvr+cJVy5YtmTp16ivPq/2mEgWsSnL8+HEGDhyIVCrF1NSUo0ePvpGz/guCIAiCIAiCIAjC62bkyJGMHDmywu1U9fRHWVlZbNiwgR9++IGQkJAXilZFi1eamprs2bOH7mX0lH+bKHe99bfIpk2bkMlkZf4UHXJ08uRJ+Xb7glWaCp0/f55evXqRlZUlX12gIiucCYIgCIIgCIIgCILw9khKSmLBggXY2dnx5ZdfEhwcXOpQwUJSqZQZM2YQERFR6ftbFUQBS8WuX79Ojx49SEtLQ19fn7///psmTZpU9W4JgiAIgiAIgiAIb7DCEYRV9SMoR0REBBMnTsTW1paZM2cSHR0t73FVtHClo6PDgAED5HNbFV527do1mjdvzo0bN6rsGCqLGEKoQkFBQXTr1o3ExEQA5s+fj5GRUbHJ359nYWGBhYXiy8MLgiAIgiAIgiAIgvB6e/jwIYsXL2bbtm1kZ2e/0NsK8gtXRkZGfP7554wfPx5zc3OOHj3KwIEDSU5Oll8vPDyctm3bsn37dnqWstDT20AUsFTo7NmzREdHy//++uuvX3qbWbNmFVs1RhAEQRAEQRAEQRBeICZxfyP5+/vj4+PDvn375NMQwYuFK2tra8aPH8+nn36KgYGB/LKuXbty7tw5evToQWhoqPx2qamp9OnThyVLlvC///2vcg+qklRaAWvu3LmVFcXMmTMrLUsQBEEQBEEQBEEQBOFlOnfuLJ8kvrT5rWrXrs2kSZMYMWIEWlpaJbbj5ubG5cuX8fLy4vLly/Lhhrm5uUyYMIFHjx6xYsUK1NTerlmjKq2ANXv27GIVRVWqrALW7Nmzy+wtpaxVEARBEARBEARBEARBeLOdPHlS/vvzhavGjRszefJk+vfv/0qFJwsLC06dOsWwYcPYtWuXvIglk8lYvXo1jx8/xtfXl2rVqqnmYKpApQ8hfH7WfGWrrCKZIAjC2+bevSf0fH+i0tusDKFh0S9su/8olN4ffKfUnIzMrBe2PQoNZ9iUJcrNycp+YdvDoKf0Hz1HqTmZmS/mBEdH89XmzcrNkUpf2Bb0LJLR369Uak7Qs0iltlcezxITWXbokNLbFARBEIRSyQp+qipbUMjzhasOHTowZcoU3nnnnXK3paOjw44dO5g8eTLff/99sSLWkSNH8PT05O+//8bGxkapx1BVKr2ApewCU9Fud6oujgmCILzN0tMzCQh4UNW7oZCSCkvp6VlcvfGoErKzufkwWOU56RlZXL8dqPKczJwc7oWHqzwnIyub28GhKs+pLNlSKSGxsVW9G4IgCIIgvOYKVxjs1asXU6ZMoUWLFhVuc9GiRTg7O/P555+Tm5srr4/cunWL5s2bs3//fpo2baqEva9alVbAsrW1Vbh4lZOTQ3x8PJmZmfJthW1pa2tjZWWllH0UhFcRGhpKbCV8SMnKykJbW1tl7d+7dw+AgwcPyn9XBT8/v2L/vi05UUlJKs2JS00FIFRFz7WM7Bd73lSW9Iwsbt9XbsEnL098gSGUTJqXR2J6utLbrCqxsbFs27ZNJW0Xnt/SVXx+yMjJKZanKoXtBwcHc/XqVZVkBAcHqzwDUOnrtCAIb66iE4BXRbZQfpqamgwePJjJkydTt25dpbb98ccfY29vz4ABA0hOTpbXTCIjI+nQoQNbtmyhT58+Ss2sbBLZG/TMi4iI4OzZs2zYsIGjR4/Ku8d9++23eHt7/2eHDyYnJ2NkZERSUhKGhoZVvTtvtdDQUFxdXUlX8och4c0ioXJ6TatJJOS9OadoQRAEQYX09PS4d+8etra2Vb0rgvBGeRs/KxUek/9fP1NNX7dK9iE1LYNm7497q+7XyhAWFqby4Xz37t2je/fuPHnypNhwRTU1Nby9vZk4UblThlSmN6qAVdSxY8cYMWIEkZH581306dMHX1/ft26W/VfxNp6UX1dXr16lSZMmbN26FVdXV5XlHDx4kBkzZjBv3jy6d++u0ozPPvsMT09PlWRA/jfgq1evfuty3mvQgOoqnBAxODqa84GBfNiqFRYq+H/te/EikSruRVYaG3NTxr5f/jH+ZZn/2w6yS5hnSRCcnJzKXHBFEbNnzyYwUPXDOUuiiuMp9Ladr4ODg5kxY4bKX7NV3WO6kJmZmSheCYIC3sbPSqKAJbxMTEwM77//vnyFQvh36OLo0aNZvXo16urqVbyX5Vfpc2ApS5cuXTh16hSenp7ExsayZ88evvzyS1auVO6EsIJQEldXVzw8PFTWfuFQAQcHB5XlFGZ4enoyZMgQlWQUWr169VuX41qzJjbVq6s053xgII3t7XG0sFB623fCwjDQ1SUlI4PIpCTqONqgp6u6D2DxiSmEhkdTu6YV7g62vNtSuc/rZTv2k51SvIAlkUjQ1S556WFFpZcw15aaRIKDkh+j6ORksqVScvPykObmoq2hga6WFtYmJkrNiUhIICsnB2leHjm5uahJJGioqaFbypLNikrPziYvL4888t88aWtrY2RkhKOjo1JzCsXGxhIYGIiTkxMdOnRQ+jnh1KlTmJmZFcsxMzNTakZRqj6eot6m8/XVq1eZMWOGyl+zBUEQqoxMlv9TVdnCa8vc3JzTp08zbNgwdu7cWWxy9w0bNhAcHMyuXbveuOLjG1vAAnB2dmblypV88MEHyGQyfvnlF/r160enTp2qetcEQRBea5926QLA2fv3WXHkCD5TR+PmYq+yvP3/XGDi/LXMGvkBde2U3226prkpCSlpxbbVd7Zn66JvlZozdPKSFyZsd7CwYKaK5hM4//Aha06c4Mfhw3FW4XyPx2/fxnv/flo4OGCkq7pvcsMTE7kVHs6GDRtUWrjYtm0bQ4cOZfbs2SrJWbduXaXkFKqsHEEQBEEQ3h7a2tr4+voydepUFi1aVKyIdfz4cVq1asWdO3eqejfL5Y0fbzdgwADq1q0rfyDmzp1b1bskCIIgCIIgCIIgCIJQ5by9vVm/fj0aGvn9lwqHFN6/f78qd0shb3wBC6BHjx7yVRDOnj1LREREFe+RIAiCIAiCIAiCIKhO4QjCqvoR3hwfffQRBw8exMjIqKp3pULeigKWi4tLsb8vXrxYRXsiCIIgCIIgCIIgCILweuncuTN+fn7Y2dlV9a4o7K0oYBkbGwP/doULCQmpup0RBEEQBEEQBEEQBFUTXbCEcnJ1deXy5cu0bNmyqndFIW9FASsxMbHY35mZmVWzI4IgCIIgCIIgCIIgCK8pMzMzTp48yYABA6p6V8rtrShgFQ4ZLJwHq7qKl7YXBEEQBEEQBEEQBEF4E2lra/PHH39U9W6Um0ZV70BFRUdHs3PnTvkqhAA1atSo4r0SBEEQBEEQBEEQBBWSFfxUVbYgVLI3ugdWRkYGH3zwAcnJyfJt6urqtG3btgr3SvgvO3jwIB4eHjRq1Ah3d3c2b95c7PITJ06grq7Ojz/+qJKcDh064ODgQKNGjWjUqBHLli1TSY5MJmP27NnUqVOH+vXr07FjR5XktGjRQn4s7u7uSCQSbt68qfScwnHgjRs3xtXVlcWLF1foeO6Gh/PDwYMsOXiQxQcO4P/4MQChcXGsOHKE7//+myUHD/IoMrJCOddCQpj8++98s3Ur3/35JyExMQAkpaczf+9evty0iQlbt3I3PLxCOWcu3aLvmDm8P3IGAz+dx/3AUAB+2XKAbkOmUrf9Rxw7e7VCGQAXbt9n+ILlDJ7zAx95/8TDp88AmLvpT/pNX8TguUv5eNHP3A15WqGcc1fv8OG3i+g3fgFDJn/Pg+AwAGb8tIV+4xcw4OuFDJq4iIs3K7a08M3QUGbt2sU0X1/m7t5NaGxsscvvhoczcs0ajlTgOQ1wOSiIz3/9lTHr1jFu0yaCoqIAmLB1K0NXruST9ev5ZP16dl6+XKGcmJQUzgcFcS4wkAuPH5NcMFxfJpPxKDqaM48ecS4wkMvBwQpnHD58mKZNm9KgQQNatmzJjRs3AOWfC0rLUfa5oLQcf39/PD09adiwIY0aNeLEiRPlaverr77C3t4eiUTC9evX5dsfPXpE69atqVOnDs2aNePOnTuvdJkyc0q7jTJzMjMz6d27N3Xq1KFhw4Z07dqVwMDAV8oqZG9vT926dZFKpfJtTZs25dSpU4wcObLCr9OCIAiCUFS3bt1e+XWxKmVlZbF48WJ++umnqt6VEr2RPbBSU1PZtWsXc+bM4cmTJ/LeVxKJhI4dO8ondReEyiSTyRg6dCinTp2iQYMGhISEULduXfr27YuBgQFJSUlMmTKF7t27qywHYNmyZfTu3Vulx/Prr79y8+ZNbt++jZaWFpEVKMSUlXPp0iX59Xbu3MmcOXNo0KCB0nPGjh3L3Llz8fLyIj4+nrp169KzZ0/q1aunUM628+f5oksXapiYEJ+ais9ff1G/Vi02nj7NoFatqGNtTXRyMr8cP86U999HS6P8p+LUzExWHDnC3P79qWVqyr3wcFYcOcLSoUPZ5udHHSsrpvfuTWBkJN///TcrR45EQ1293DlJKWlMnLeGrT9NxdmhJlduPOTbeWs5sHk+rZvUo0fn5nzn82u5231eclo6Mzb8zpqJn1G7hhXXHj1m5obt/DH7Wzo0cue7Yf3RUFfn7M27TF2zhX3e3ymWk5rO1GWb2bhgPE62NQi4G8iUZZvYs2I6Ez/qh6G+HgD3Hj9lzKwVnNm8CDW18n/Xk5aVxS/Hj/Ndr17YVK/Og4gIfjl+nIUffABAelYWvhcv0tDWVqHjKJSSkYH3/v0sGzoUe3NzboWG4r1vH+vHjgXgsy5d8HxupV5F5OTmcjM8nOb29hjo6BCflsbNsDDaODnxJD6e1MxM2tSujZqaGlk5OQplJCQkMGTIEM6cOYObmxtnz55lyJAh3L59W6nngrJylHkuKC3n1q1b9OnTh02bNtGlSxcePnxIly5dePDgAbq6uq/Udv/+/Zk0aRJt2rQptv2TTz5h7NixjBw5kp07dzJy5Ej8/f1fepkyc0q7jbJzxo4dy3vvvYdEIuHnn3/m448/5tSpU6+cCflv0jds2MAnn3xSrtsJgiC8LmQymXwUUlVkC6/u6NGjHD9+nAEDBjBt2jTc3d2repeKyczM5Ndff8Xb25tnz54xa9asqt6lElVaAeujjz6q0O1zcnJISUnh8ePHPHjwAKlUKv9PU7j6oEQiYeHChRXeV0FQlEQikS8qkJycjKmpKdra2gCMGzeO6dOns3v3bpXmKFNpOd9//z0nTpxAS0sLACsrK5XkFLVhwwZGjx6tkpyi29PS0tDS0qrQXHoSICM7G4DMnBz0tLXJyc0lNSuLOtbWAFgYGqKrpcX9Z89ooEARIyopCQMdHWqZmgLgWrMmsSkpPI6O5vyjR/w0YgQATlZWmOjrczc8XKGc0PBojA2r4exQE4CmDevwLCqOOw9CaFDPsdztlSYsJg4jfT1q18h/LjV2diQqPpH7T8Jo18hNfr36DnZEJyQhzc1VqCD3NDIGYwN9nGzzh5o3qedEZGwCd4NCqVf73/snNT2jQscTnZRENR0dbAqeRy7W1sSlphISE4O9uTlbzp3Dq0kTAgp65ynqWWIihrq62JubA1Df1pbo5OQK9+57Xnp2Nprq6hjo6ABQXV+fjJwckjIyCI6Npbm9vbzQp62pqVBGUFAQpqamuLnlP95t27YlNDSUq1ev4uHhIb9eRc8FZeUo81xQWo6/vz8xMTF06dIFgDp16mBsbMyhQ4fkX0S8TLt27V7YFh0dzZUrV/jnn38A6NevH+PGjSMwMBBDQ8NSL3NyclJajpOTU4m3UfbxODk5FfsyqGXLlixZsqTcubNnz2batGkMGzYMPT29YpfdvHmT1q1bExsbS6tWrfjll19eucAoCIIgCCWRyWT4+vri6+vLu+++y8SJE+nQoUOV7lN0dDSrV69m5cqVxMXFyTsGva4qrYC1adMmpdwRRSu9z7e3cOFCmjRpUuEMQVCERCLhzz//pG/fvujr65OQkMDu3bvR0tJi586dqKmp4eXlVeECVlk5AFOmTGHGjBnUq1cPb29vHB0VKzKUlpOZmUlUVBT79u1j586dAEyYMIEPCnqWKPt4AJ4+fcrp06fZsmWLQhkvy9m4cSO9evVi+vTpxMTEsGbNGoWLchKJhOFt2rDp7Fm01NVJz85mVLt2GOjoYKiry/UnT2hkZ0doXBzRycnEp6UplGNlbExKZiYPnj3DpUYN/B8/JiM7m+ikJHLz8jDR15df18LQkNiUFIVy7G0sSUxO5eqtR3jUd+b4uWukpWcSHhmLm4u9Qm2WxNbCjKS0dG4GhdCgtj1nrt8hLTOLiLgE6trZyK/3x4mzeNavq1DxCsDW2oLElDSu339Mo7qOnLx8k7SMTJ5Fx1Ovti0//raXf85fIzktnaWTxijU+wrA0siI1MxMHkVG4mxlxdWQEDJzcohNSSEmORmJRIKHvX2FC1g1TUxIzsjgTlgYbjY2nH/4kPTsbCILijDrT55k45kz2JmZMbpDB2qYmCiUo6elRU5uLgnp6Zjo6RGdnExuXh6pWVlkS6VEp6QQWTBU1d7UFGsjo3JnODs7ExcXx/nz52ndujX79+8nJSWFkJAQeQFLGeeCsnKUeS4oLScsLAxra2t8fX0ZOHAg/v7+PHjwgJCQEIWPCfLvG2trazQKenRKJBJsbW0JDQ3FyMio1MvKKmCVN6e8bSkrZ/ny5fTq1avcGQ0bNqRjx44sW7aMadOmFbvs0qVLXLx4ET09PXr37s2yZcv47jvFen4KgiAIgo6ODllZWUB+TePw4cMcPnwYJycnPv74Y4YNG1bhTgGvKi8vjyNHjrB+/XoOHDhQrHNQ4f69rl/aVPoQwop0NZRIJC8UrWQyGTo6OixcuJDx48dXcO8EQXFSqZT58+eze/du2rVrh7+/P15eXvj7+zN//vxyD20ob86tW7fYsmULtWrVQiaTsXLlSnr27Mndu3eVmnPjxg2kUikZGRlcunSJkJAQWrduTd26dWnYsKFSj8fMzAzIL4D37NlT/rcyj+fWrVv4+Pjg7e3N4MGDefz4Me3bt6dp06YKDRvKzcvj6O3bjGzbltqWloTGxbHh1Ckm9ujBR+3bc+DaNY7fuYOlkRGO5uaoKVjY19fW5pvu3dl2/jyZOTnUsbLCpnp1MhUcvlUag2p6LJ/7BUvX7iI9I5NGbrVxsq+BuoIFpNJU09PF55NhrNx9iIysLOo72uFgbYl6kQLSoYsBHLtykzUTP1M4x0Bflx8mfczyLftIz8yioYsDtWtZoa6enzN+eG/GD+/NxRv3WfbbHn5b+A2amuV/qdTT1ubLd95hx6VLZObk4GRpSQ0TEzJzcjhy8yZTvLwUPoaiqunoMKtPHzacPElGTg71atbEzswMdTU1pnh5YWFoiEwmY19AANN9fflVwaFSmurqNKpVi4dRUeTm5WGsp0e1gl6SMvKf960cHUnPzuZScDD62toYFvTWelVGRkbs3LmTqVOnkpqaSqtWrahXr568gAHKOReUlaPMc0FZOfv27WPy5Ml4e3vj5uZGmzZtih2n8OoWLlxIYGAgx48fV+j28+bNo3nz5nz66afFtg8cOBADAwMARo8ezYoVK0QBSxCE14+YxP2Ncf/+fb7++mv27Nkjr2nIZDIePXrElClTmDp1Kq1ataJPnz50796dunXrKjU/KSmJkydPsm/fPv766y8SEhLk+wDIp2WytLRk4cKFjBo1Sqn5yvJGvVt6vvilr69P//79+e6773B2dq6ivRKEfNevX+fZs2fyoRDNmjXDxsaGgIAAIiIiaNSoEQCxsbHs37+fmJgYFixYoLSca9eu0bVrVyD/BDRu3Di+/fZb4uLiMC0YZqaMnBs3blCtWjWGDh0K5E+E6+npib+/v0IFrJcdj0wmY+PGjaxevbrcbb9KzsmTJ9mzZ498GVlHR0datmyJn5+fQh9anyUkkJyRQW1LSwBsTU0x1tMjPCEBF2trPunUSX5dn7/+wqoCc/a516qFe61aAORIpYxZvx6XGjVQl0hISEuT98KKTk7GrOCDmCJaerjS0sMVgOzsHDx7j8fJXvmrvTat60TTuvk9K7JzpLw3cS4ONfLvx6P+11l/4Bgrvx6LqaHixwLQvH4dmtevU5CTQ8dRU6ldq/g3Xi0b1mXhOl8ehT4rNrSwPFxr1sS1Zv7Qy5zcXL7avJn0rCwS09OZuWMHACmZmVx78oSUjAz6t2ihUE4je3sa2dvnH49UysAVK7AzM8PC0BDIPx/0btqUNcePk5SejtFzQ6Velam+PqYODkD+N3cnHjzAWFcXdTU1ahQ8j/W0tDDW0yMpI6PcBSyAjh07yheFyMrKwsrKSv7/UFnngtJyatSoodRzQVnH4+TkxOHDh+XXc3V1lQ81VFStWrWIiIhAKpWioaGBTCYjNDQUW1tbDA0NS71MmTnK9Co5S5YsYffu3Rw7duyFIYCvyt7ensGDBzN//vwyr/c6D6cQBEEQXn+2trbs2rWLEydOMHnyZAICAooVsmQyGefPn+f8+fNMnDgRc3Nz2rZti4eHB+7u7ri5uWFra/tKX3jFxsby8OFDbt++za1bt/Dz8+PWrVvk5eXJ8+DfDkKFPa6+/PJLvvvuO/kXOK+jSitgtWvXrkIv/pqamhgYGGBkZESdOnXw8PDA09MT/SLDZAShKhW+2b537x6urq4EBgYSFBRE48aNiSpYFQxg5MiRNGrUSOEeg6XluLi4EBUVhWVB4WTXrl1YWloqVLx6Wc6gQYM4fPgwn3/+OfHx8Vy+fJmJEycqPQfyV26USqXy4pyiSstp3rw5+vr6nDhxgk6dOhEbG8ulS5eYMGGCQjnGenokZ2QQlZSEpZERMSkpxKamYmFoSHJGBoYF3XEvBAaipaGBc8HjpYiiRaqdly/jbmODtbExLZ2dOXrrFgNbtiQwMpL41FTqFRRSFBEdm4iFmTEAKzfvp6WHK3Y2iu93aWITkzEzzi+6bPj7GE1dalPLwoyjV27wy74j/Pz1WKxMFRsCV1RMfBLm1fOHuK3xPUzz+i5Ym5sSGhGNrbUFALcehhCflIKNpeI9fRLT0jAueHz2BQRQr2ZN3mnQgHeKTD6+7sQJbM3M6KbghOQAcampmFarBsDWc+doZGeHlbExCampmBRsP3P/Pib6+goXryB/PjedgvmtAmNiMNXXR19bG2sjI2JTU7GtXp1sqZSkjAwcFDzvREREYF0wT9y8efPo1KmTfLiYss4FpeU0btxYqeeCso6n6PZ169ahr69PpyLFbUVYWFjg4eHB1q1bGTlyJLt27cLGxkZ+/5V1mTJzlOVlOUuXLuX333/n2LFjFV68Z/r06bi6uqJZZP62nTt38s0336Crq8vGjRvlc5YJgiAIQkV06tQJf39/9u3bx+zZs+UrFBctZkH+3FS7d+9+YfoZMzMzLC0t0dPTQ1dXF3V1dTIzM8nIyCAhIYGIiAiyC+biLfR8R6CiWbq6unz66adMmTIF84I5VV9nlVbAUtbwKUF4XVlaWrJ27VoGDhyImpoaeXl5/Pzzz0r/Vrq0HFNTU9q3b09WVhZqamqYmZmxf/9+pefY2tri7e3NqFGjWLVqFQCTJ0+mefPmSs+B/AmbR40apfBcRC/LsbOzw9fXl4kTJyKVSsnJyWH8+PG0atVKoRwDXV0GtGjB5rNn5d9o9G3aFBN9fY7cvMnVkBBkgKWhIaMqWNj/88IF7j17Rm5eHnWsrfms4IP9UE9PfvrnH77ctAkNdXW+6tZN4TmjAFb8uocrNx+Sm5tHI7faLJicvyjHqs37+WP/KeITU3gYvJG5P25l74bZVC8oQpXXmv1HuP4omNy8POo72jF9xEAAZq7fjqmRAd+u3Ci/7soJn2BcTbEvMFb+foCr94LIzc2loYsDc8YNQZqby/QVW0hJy0BDXQ1dHW1+mPgxhtUUL/js9vfnYWQkuXl5OFla8pGKJuncdOYMt0NDyZXJqFezJt/26EG2VMo0X1+yc3NRk0gw0tVl3oABFcoJjI4mIT0dGWCsq4t7QVG0joUFt549IzQ+HgBHMzOMFSyUzZw5k7NnzyKVSmnVqhUbNmyQX6asc0FpOerq6ko9F5R1PGvXrmXbtm3IZDJcXV2LDSd4FZ988gl///03kZGRdOvWDQMDAwIDA1mzZg0jR45k4cKFGBoasnHjv/9nyrpMmTml3UaZOWFhYXzzzTc4OjrKe7hpa2sXW62yPMzMzPjqq6+YOXOmfFuzZs3o1q0bMTExtGrVSkxTIQjCa0msQvjm6tWrF7169eLo0aMsX76cQ4cOvTCBekn3cUxMDDExMQAvvW6h568nk8mwsbHh888/Z+zYsRVavKqyvVFDCAXhdTdo0CAGDRpU5nU2bdqkspwrV65UuO1XyTE1Na1QcexVcwC2b9+u8pwuXboQEBCgtBwPe3s8CoZ0FdWtQYMK9bR53qel9Agw1tdnRp8+SsuZP6nkMfCfj/Di8xHKmcsJYNrwkgssF35ZpLQMgNlfDClx+2/e3yg151UKVmMq2OsG4Jsiq7EVtaqCq/8+z72UXnxaGho0UVKhft26daVepsxzQWk5yj4XlJYza9asCi1PvWbNmhK3u7i4cOHChXJfpsyc0m6jzBwbG5sKf3B6ftL8GTNmMGPGDIAqXxFKEARB+O/o2rUrXbt2JTg4mN9++43t27fz6NEj+eUv+4KrsOhV1vUKXzN1dXV5//33GTp0KO+9957S57StDKKAJQiCIAiCIAiCIAhvItER6q3g4OAg/4Lrxo0bHD58mCNHjnDx4kUyMzNLvE3RwlVpX+w4OjrStWtXunXrRteuXd/4KZhEAUsQBEEQBEEQBEEQBOE10LBhQxo2bMjkyZORSqXcuXOHq1ev8ujRI548eUJ4eDjJycmkp6cjlUrR09NDX18fc3Nz7OzssLe3p379+jRt2vSNGh74KkQBSxAEQRAEQRAEQRAE4TWjoaEhL2gJooAlCIIgCIIgCIIgCG8emSz/p6qyBaGSVXwpH0EQBEEQBEEQBEEQBEFQIdEDSxAEQRAEQRAEQRDeMDKZrMKrslYkWxAqm1IKWL/99psymlGa4cOHV/UuCIIgCIIgCIIgCIIgCEqilALWyJEj5cs3vg5EAUsQBEEQBEEQBEEQBOHtodQhhK9DN8LXqZAmCILwuvrl2DFC4+JIycgAYIr3BvR0tZWeExoeTWZWNlJpLgBjFq9CT0eLmuamSs25FxL2wrZHoeEMnbxEqTmPQsNf2BadlKTUDIBfT50iLCFB/vgs/usvdLS0lJ5TKCk9HYBb4eEY6+riXrOmUtu/HR5OSlYW2VIpALNnz+bnn39WakZRsbGx8pxTp06xbt06lWUJgiAIQpWRFfxUVbYgVDKlFrCqunj0OhTQBEEQ3gShcXE8ioyU//3w8YsFIFXIyskhKyeHhJQ0lWdlZGZz82GwynOyc3OV3mZYQgJBUVHyv4NjYpSeUZLUrCzU1ZS/vktKVhZJBcU4gMDAQAIDA5We87zAwEDMzMxUniMIgiAIgvC6SU9P5/79+8THx5OSkkJGRga6uroYGBhQvXp1XFxc0NfXr+rdLBelFbCqunhU1cUzoeqFhobKv3VXlXv37gFw8OBB+e+q4OfnV+zfNzXjbc6JUkGvm6LiU1MBCI+PV0n7WTk5Kmn3v0iWl0eIkgtMVfn45OblFSs2KavNqhIbG8u2bdtU0vbben6rrJzg4GCuXr2qshxVvk4LgiAIwusmLy+PI0eOsGvXLo4fP05oaOhLb2Nra0vnzp3p27cv7777Lmoq+CJTmSQyJVSeVP1G53lZWVmsWrWK3bt3I5FIkMlkxf7NVcG34a+z5ORkjIyMSEpKwtDQsKp3p0qEhobi6upKesEwGEFQJQmV02u68LwmCIIgKEZPT4979+5ha2tb1bsiCEIVeRs/KxUe0/k/fqCanm6V7ENqegatP/zmrbpf32R79+5l6tSpPHz4ECjewaikzj4lXe7s7IyPjw+9e/dW7c5WgFJ6YHl6eiqjmZeSyWRs3LiRuXPn8vTp02JFK+G/LTY2lvT0dLZu3Yqrq6vKcg4ePMiMGTP47LPPVPq89/PzY/Xq1SrNqYyMojkDmjfH3MhIZTkPnz3j2J07jGjbFitjY5Xl3AkL48C1a0z4bAA2NcxVlhNw4yHbdh5jwriB1Kqp/JwfV+3kydOol19ReClNdXWm9O2l1DZ/PX5KZb3vXsZYT4/Wzs5KbfP8o0ckVtEXDE5OTsyePVslbVf2efRtyQkODmbGjBkqf80GMDMzE8UrQRAE4a0lk8mYOHEiy5Ytk/9d0nVe1oZEIuHhw4f069ePr7/+miVLlDuPrLIodQ4sVdq5cyczZszg4cOH8gdAIpHIi1cymQw3NzcWLFhQlbspVDFXV1c8PDxU1n7hcARPT0+GDBmishyA1atXqzynMjIKcxra2+NgrrqCD8CxO3doVrs2zlZWKs05cO0a7T0b4u7qoNKcbTuP0bFNI9zrKT/nt9//eaGApa+vh5tbXaXmXLlynbznho/p6Wrj4qzcD5TXbj56YZuaRIKOkiemz8zIIu+5NwH6Ojq807CBUnN2X7z8QgFLV1uL2jWU+9wOehZJRlZ28RwtLeopeRL3a0+evFDA0tLQwErJRe3IpCT5RPGFzMzM3prz6NuSc/XqVWbMmKHy12xBEIS3Xl7BT1VlC1Vu7ty5LF26VN65R01NjY4dO9KxY0c8PDyws7PDysoKXV1dtLW1ycrKIiMjg8jISEJDQwkICODUqVOcOHECmUyGTCZj2bJlGBgYMGvWrKo+vBe89gWsI0eOMG3aNK5du1ascFVIJpPh4ODAnDlzGDJkiOiNJQiCoCA3t7qcPLlXqW1aWLiSllZ8wnYXZ1t2b5mr1By3VqNIT88stq1hAyf2bJ+v1Jw+g6dz7UbxYlnN6iZKzShN7RpW/Dp5nFLb/GjRz9wOfvn8CKpgZWTEl++8o9Q2f/rnH0Lj4pTapiAIgiAIwuvo3r17LFiwQF686tu3L0uWLMHe3r7U2+jo6KCjo4OJiQmurq5069aN7777jtDQUL799lt27tyJTCZj4cKFDBw4UOU9pcvrtZ2h68KFC3To0IHu3bvLi1fP97iytLRk5cqVPHjwgKFDh4rilSAIgiAIgiAIgiAIb71NmzYhLeh5Pn78eHbu3Flm8aostra2+Pr6Mn78eACkUikbN25U0p4qz2tXwLp58ybvv/8+bdq04ezZs/JubEULV8bGxnh7exMUFMRnn32GhsZr35FMEARBEARBEARBEJRHJqvaH6FKHTlyBAALCwsWLVqklDZ9fHywsLAA4J9//lFKm8r02hSwgoKCGDJkCB4eHhw8eLBY4aqwS5yenh7fffcdjx8/ZvLkyejqVs2KC4IgCIIgCIIgCIIgCFUlLCwMiURCu3bt0NTUVEqbWlpatG/fHplMxtOnT5XSpjJVedeliIgI5syZw8aNG5FKpS/McyWTydDS0mLs2LFMnz5dXg0UBEEQBEEQBEEQBEH4L8rIyACgWrVqSm1XX18fgMzMzJdcs/JVWQErISEBb29vVq5cSWZmZomFKzU1NYYPH87s2bOxs7Orql0VBEEQBEEQBEEQhNdKVY7kEyMIq561tTXBwcHcvHlTqe3eunVL3v7rptKHEKalpTFv3jwcHBz44YcfyMjIeGGoYOEM+rdu3WLjxo2ieCUIgiAIgiAIgiAIglCgcePGyGQyrl69yrFjx5TS5tGjRwkICEAikdC4cWOltKlMldYDKzs7m1WrVuHt7U1sbGyJPa4AunTpwsKFC2natGll7ZrwH3Dw4EGmT59OXl4eUqmUiRMnMmLECEaNGoWfnx+6urpUq1aNH3/8kWbNmqkkJyAgADU1NTQ1NfHx8aFz585Kzyl04sQJunbtyg8//CBfSUKZOR06dODJkycYGRkBMGLECL7++muFc66HhLDj0iXyZDLyZDJ6NG5Mu7p1kclk7Pb35/zDh2ioq2Ogq8v03r0VzrkcFMTmM2fIk8nIzctjQIsWdK1fn682byYnNxeA3Lw8nsTGsvqjj3BUcMjyyXPXWbZqB3myPKS5eYwZ1oN+77fjxu0g5n6/mewcKVlZOfTzascnI95X+HhOnr3GDz/55h+PNJexI3vSr1d7btwOYt7i30hLz0QikTD926G0buGucM4//5xi7tzvyc7OQU9PlxUrvGnQoB7R0bGMGfM1wcFP0NLS4scfF9CmTQuFc077XeeHn33JzpGiq6PNghkfU8/FjpXr97Jr/xlCQiP5ZenXvNNJ8f+jAKfOXueHn/4kJ0eKjo4WC2eNoV5de76dtoqAaw/R1tZEX0+HmVNG0LC+k8I5lx4+Yt2xE+Tk5qKjqcnEXu/jZG3Fwl17efDsGWoSCRrq6nzyThea1nZUOOfCnQes3ncYaW4uOlpaTBnSlzo2NeSX+98P5Mvl6/hf/54M6txW4ZzgmBjOPXhArkyGpro6Xd3dsTA05I+LF0nOyEC7YEEVNxsbmjo4KJxz/9kzjty6hTQ3Fy0NDfo1a0YNExNkMhlHb9/m2pMnaKipoa+tzacKnkcPHz7M9OnTyc7ORk9PjzVr1tCwYUNatGhBVlYWkL/6zp07d7hx4wYNGjRQas7ly5f56quvyMrKIjMzk1GjRjFp0iSFMsrK8ff3Z/z48aSmpiKRSFi6dCmdOnV65Xa/+uor9u/fz5MnT7h27RqNGjUC4NGjR4wYMYLY2FiMjIzYtGkTbm5uL73sVe3fv5+ZM2cW2xYTE0NcXNxrOZxBEAShyoguWP9pgwYNYteuXQAMHDiQbdu28d577ync3pEjRxg8eLD876K/vy5UXsCSyWRs3LiROXPmEBYWVmrhqkWLFixcuJCOHTuqepeE/xiZTMbQoUM5deoUDRo0ICQkhLp169K3b1/69OnDunXr0NDQ4MCBAwwYMICQkBCl5yxbtgxjY2MArl27RufOnYmNjUVNrfydIMvKMTAwICkpiSlTptC9e3eFjuNVcgCWLVtG7woUk4rmrDp2jOm9e2NrZkZMcjITt2+nmaMjp+/dIzQujkWDBqGhrk5iWlqFchb99RffDx6Mo4UFkYmJfLxuHZ516rCiSPHv7P37bPXzU7h4JZPJ+GbGKravnU5dZ1vCnsXQtd9EunVqxrQF6xn/aX+6tG9CYlIqXftNpFPbxjg72iiU8/XUlfz+6wxc69gRFh5D517f0K1Lcz4dv5Tv539Km5b1eRwSwbCxCzi+fyk6OlrlzklISGT06K84cmQH9eq54Od3iY8++oorV44xc6YPzZs3Zt++LQQE3ODDD8dw966fQpNIJiWnMn7qSv78dSZ1nGpx+ep9vp76M0d2f49nC3fef7cVk2atKXe7L+QkpTJ+8k/4/jY7PyfgHuMn/8Q/+36gW+fm+Mz5BA0NdY6fCuDzCT/id/RnhXJSMjKYu2M3P388CgdLC26EPGHujl389tUXfNm9GwYFi5A8fBbB+I2bOTB1kkLng+S0dGb8+jtrvvmU2jWsuPYomJm//s4fM78BIDUjg5V7DtHava5Cx1EoMyeHv69f58OWLTEzMCAsPp6/r19nVLt2AHR0dcXZyqpCGQDp2dn8fuECn3XpgpWREY+jo9l+4QLfdu/OuYcPiUhM5Jv33kNDXZ3kgnkfyishIYEhQ4Zw5swZ3NzcOHv2LEOGDOH27dtcunRJfr2dO3cyZ84chYtXZeWMHTuWuXPn4uXlRXx8PHXr1qVnz57Uq1dPaTm3bt2iT58+bNq0iS5duvDw4UO6dOnCgwcPXnkRnP79+zNp0iTatGlTbPsnn3zC2LFjGTlyJDt37mTkyJH4+/u/9LJX5eXlhZeXl/zvxMREmjVrxty5c1+4bm5uLurq6uVqXxAEQRDeBn369KFNmzacO3eOxMREevbsSadOnfjoo4/o2LEjVq/w3iwyMpJTp07x66+/cvz4cfnouDZt2tCnT59KOIryUWkBa8eOHcycOZOHDx++ULiC/A9g7u7uzJ8/v9gbFUFQNolEQmJiIgDJycmYmpqira1d7HnXsmVLwsPDkUqlaGgo9l+jtBwtrX8LB0lJSQofx8tyAMaNG8f06dPZvXu3SnOUSQKkZWcDkJGdTTUdHTTV1Tlw7RrTevdGo+DDiXHBhIIVyin49j49OxtDXV00n3usD9+8STcFP7DKcyQSklPyi22paRmYGFVDS0uzYHt6fn5GFlqa6hgbKj7pokQiITk5v72UtHRMjKuRmZlNfEIybVrWB8DR3hoDAz1OnbvOu12alzsjOPgJ1aubUK+eCwCeni0IC3vGtWu32L37ADdvngGgSZOGWFtbcvbsRTp1Kn8vnydPozA2qkYdp1oANPeoy7PIOG7fC6ZRBXpBlZRjYmzwb04TV55FxHH77mO6dvq352/jhs5ERccjleaioVH+D8fh8fEY6uniYJlfCG1ob0dUUhIPnj3Dpca/vaPSKtibJCw2DiN9PWrXyH+D0tjZgaj4RO6HhlHX1obv/9jHR907cfLa7QrlJKaloaupiZmBAQA21auTkplJlBLOZ0XFpaSgp62NVUHvTkcLCxLT0giLj+f0vXt80qmT/HxgqOBKxEFBQZiamsp7BbVt25bQ0FCuXr2Kh4eH/HobNmxg9OjRCh9LWTlFz61paWloaWlRvXp1peb4+/sTExNDly5dAKhTpw7GxsYcOnRI/kXEy7QrKFAWFR0dzZUrV+RLa/fr149x48YRGBiIoaFhqZc5OSn2/zgvL48hQ4bQuXNnRo8ezaZNm9i8eTPVq1fn4cOHrF27llatWinUtiAIgiC8ySQSCVu3bqVjx44EBwcjk8k4ceIEJ06cAMDS0hJ7e3ssLS3R1dVFS0uL7OxsMjIyiIqKIiQkhKioKHl7hTUbBwcHtmzZUiXH9DIqKWAdOXKEadOmce3atVILV46OjsyZM4fBgwcXu0wQlE0ikfDnn3/St29f9PX1SUhIYPfu3cWKSgDLly+ne/fuFSpelZUzZcoUduzYQUJCArt27VKot8XLcnbu3ImamhpeXl4VLmC9yvHMmDGDevXq4e3tjaOjYkOgJBIJX3brxo+HDqGtoUFaVhZfv/ce2bm5JGdkEPD4MZeDggB4r1EjWjk7K5zzXe/ezN2zBx1NTVIzM5nRty+aRb65j05O5lZoKJN69lQoozBnhfeXfP7tj+jqapOcksaq779GS1ODRbPG8smEpSxdtYP4xGTmfzcaczNjhXN++v4rPpuwFF1dHZKT01i97GvMTI0wNzfmwJEL9OzWihu3gwgOiSDsWYxCObVrOxAfn8DFi1do2bIpf//9DykpqTx58pScHClWVv/2VLOzs+Hp02cK5djbWpOYlErA9Yc0aVSHo6eukJqWQVh4DO6uig9HeyHHzpqExBQCrj2gSWMXjp4oklPv3+fwxi2H6NC2sULFKwAbU1OS0zO4FRpKfVtbzt27T3pWNpEJibjUqMEvR45y8vZdUjIzmD/oA4XPB7YWZiSlpXMzKIQGte05c+MOaZlZRMQlEB4Tn7+0ckO3ChewTPT1ycjJITwhgZomJgRGRZEtlZJU0Avq7IMH+D18iKmBAW1dXDDW01Mox8zAgPSsLEJiYrA3N+dOWBhZUimRSUmkZGZyJzycmxcvAtDOxYVGCsyR6ezsTFxcHOfPn6d169bs37+flJQUQkJC5AWsp0+fcvr06Qq9eSsrZ+PGjfTq1Yvp06cTExPDmjVrXulb0vLkhIWFYW1tja+vLwMHDsTf358HDx4o3Mu40NOnT7G2tpa/VkokEmxtbQkNDcXIyKjUyxQtYM2aNYv4+Hj27Nkj33bp0iWuXbuGi4tLhY5FEAThTSdGEAq2trZcunSJYcOGceTIEXn9BfJ7VxUtUD2vaK2m8Pd3332XzZs3Y25urtodV5BSC1jnz5/nu+++4+zZswDy7meFZDIZVlZWzJgxgzFjxihcKBCE8pBKpcyfP5/du3fTrl07/P398fLy4tatW5iZmQGwdetWfH19OXPmjMpyfHx88PHx4dixY0yaNAk/P78XimgVyfH392f+/PmcOnVK4WN41ePZsmULtWrVQiaTsXLlSnr27Mndu3cVysnNy2PvlSuMf+89XGvUICgqiqUHD7Lwgw/IzcsjOzeXuQMGEJOczOxdu6hhYoJdweNW3pzf/fyY2acP9W1teRARweydO/ll9GiMCj5sH711i+ZOTvK/FSGV5rJyw15WLRlPcw9Xbt4JYuzXSzn4pw+/bPqLieM+wOs9T0LDohk0dh716zkoNIRQKs3l57V7WL10Ai2aunLjdhBjvlrC4V2LWLv8WxYt287qDftwrm1D08YuCg+xMTIyZOvWX5g1axGpqWm0aNEEV1dnUlMVH85ZEkMDPVYtGc/iFb+Tnp5F4wbOODvWRF1DuWuNGBrosWrZ1yz68XfS0zPxaFgH59o2xe6fPX+d5e8jF/hz82yFc6rp6DBv0EDW/HOcjOxs3GvZYG9hjnpBoerTbl35tFtXrgQGsfrIUVaN+eiF3oCvlKOri8/Yoazce4iMrGzqO9jhYG1JelY224+d4ZcJnyp8DEVpa2ri5eHB2QcPyJFKsTYxwbRaNdQkEro3bIihri4ymYxrT56w+8oVPiqh586r0NXSYlibNhy6cYMsqRQ7MzMsDQ0ByJPJyMnN5at33iE+NZWVx45hYWhIDROTcmUYGRmxc+dOpk6dSmpqKq1ataJevXrF3pNs2rSJnj17yl8jFFFWjo+PD97e3gwePJjHjx/Tvn17mjZtqtAQwrJy9u3bx+TJk/H29sbNzY02bdq8Ue+99u3bx4YNG7hy5Uqx18vWrVuL4pUgCIIgFDAzM+PQoUOcOHGCn376iX/++YeMgi8ZZa9QadTR0aFbt258+eWXr/2UTkp5F3Pz5k2mTZvGwYMHAUqc58rExITJkyfz5ZdfvvLcC4KgDNevX+fZs2fyoRDNmjXDxsaGa9eu0bVrV/7880/mzJnD8ePHsbS0VFlOoS5dujBu3Dhu3bpFkyZNlJYTEBBARESEfJLd2NhY9u/fT0xMDAsWLFDJ8UgkEsaNG8e3335LXFwcpqam5c55EhtLQloargXDqmpbWlK9WjVC4+LQ0dSkTZ06AJgbGlLH2prH0dEKFbCCoqKIS02lvq0tAC7W1pgZGBAYFUUTBwdkMhn/3LzJl926lbvtou4+fEJUTALNPVwBaOBWGyvL6ly8cpejJ6+wwvtLAGxtLGjs7kTA9YcKFbDuPgghKiaBFk3zcxq618basjp37ofQtlUDNv8yVX7dLr2+oU7t8mcUat++Ne3btwYgKysLR8cmtGrVDA0NdSIjo+W9sJ48CaNWrRplNVWmVs3daNU8fxhUVnYOzTt9ptB98zKtW7jLJ7XPys6hWftPcC64f/46dJ7lq3aybcMMhXvHFfJwdMDDMb/3WLZUSi+fJdhbFP82q6lTbZYdOMjjqGhcaip23zV1caKpS37vluwcKe9NnkdKWgZxSSkMnf8jkD8E8OzNuySkpPF573cVyrE1NcW24P+4NDeX1cePY1qtmnwon0QiwcPentP375ORnY2uAgV6ACdLS5wKzsXS3Fzm7tmDvZkZ2hoaeNjbA1C9WjXszcx4Gh9f7gIWQMeOHeVv0LKysrCyspIXjwrn7ly9erVC+/+ynBo1arBnzx7++OMPABwdHWnZsiV+fn4KFbDKOh4nJycOHz4sv56rq2u5J1R/Xq1atYiIiJAPt5fJZISGhmJra4uhoWGpl5XXgwcPGD16NHv37qVGjeL/N6pVU3zotSAIwltFdMESiujUqROdOnUiIyODCxcucOfOHR48eEBcXBypqalkZGTIFy8zNTXFxcUFNzc3WrVq9cbUaJRSwCpcXrGkwpW+vj7/+9//mDhxonzFMkGoTIVvtu/du4erqyuBgYEEBQXh4uKCr68v06dP59ixYwq9wX6VnDp16hSb/+Py5ctER0crPOSutJzGjRsX6yI6cuRIGjVqpPAqhGXdb1FRUfJi365du7C0tFSoeAVgWq0aienphMfHU7N6dSITE4lKSsLa2JhWzs7cCA2la/36pGZmEhQVRU8Fl3M1NzQkPi2N0NhYbM3MCE9I4FliIrUK5p25/uQJuTIZHhVYPQ2ghqUpMbGJBAaH4+RQk5CnkYSGRdHQ3RFdXW3OX75D6+ZuxCekcP12EB8NVWyyfWsrU2JiEgl8HI6TY01CQiN58jQKR/saRMckYGGe/6H+953H0dPVpnULxT+0RkREYW2d/3j7+KygfXtPate2p0+fHmzYsJVp0yYQEHCDZ88iadu2pcI5Rff7p7W7ad3cDXvbik8MXmbO6l35OXZWHDh8gR9W/MnWDdOpWUPxnjeFYlNS5HNGbT55miaODlgZGxMWF4dNwf+Xu2FhJKSlUaN6+Ysw8pykZMyM8nspbTh4jKYutfmwcxs+7PzvxNtzNv1JnVo1KrQKYWpmJtV0dAC4GBiIrakpRrq6pGVloV8wN97DiAj0tLQULl4BJGdkyItix+7cobalJWYGBjSys+NBRAStnZ1Jz8oiNC6O9q6uCmVERERgbW0NwLx58+jUqZP8HH3ixAmkUmmxLx4UVVJO48aN0dfX58SJE3Tq1InY2FguXbrEhAkTlJrj5ORUbPu6devQ19cv1yqEJbGwsMDDw4OtW7cycuRIdu3ahY2Njfz+K+uyV5WSkkKfPn2YM2fOCxPIC4IgCIJQNl1dXXkx622jlAJW4VDBooUriURC3759mTZtGpaWlqSlpZFWgRXEyuP5b+qE/zZLS0vWrl3LwIEDUVNTIy8vj59//hlbW1tq166NlZUVvXr1kl//+PHjChVjSssxNzena9euJCUloaGhgb6+Pjt37sREgV4DLzseZSotx9TUlPbt25OVlYWamhpmZmbs379f4RwjPT1Gd+jAiiNHUJNIyJPJGNGuHWYGBnzQqhVrjx/n2O38+Xve9/CgtoK95Ez09fnfu++yYN8+JIAM+KJrVywKCuuHb97knfr1UavgnHxmpkbMnzaaLyevkN9vsyeNoKa1OT/5fIXP8u3k5uYhlUoZNfhdPBooNqeXuakxC2d+zLhvlyNRkyDLkzFn6ihqWpuxfPVO9h70AxnUdqjBLz9+U6G5BufP/4Hz5/2RSqU0b+7BqlWLAZg3byoffzyeBg3aoaWlyYYNyxVagbDQ0lU78L/6gNzcXBo3cGbR7LFAfjFr+47jxCckMyXwKbO8N3HgT29MqxsqlvOTL5ev3idXmotHozosmpc/zG785J8wNzNmzLjv5dfd/usMTIwNFMrZcOwkN588ITcvD7datZjcxwtpbi4Ldu0lLTMTdTU1dLS0mPfhQPmqhIpYs/8frgcGk5uXR31HO6YPG6BwW2Xxe/SI8Ph48mQyahgb061BA6R5eez29yc3Lw+JRIKulhZ9mjZ9eWNlOHLrFsHR0eTJZNiZmTGwRQsA3mvYEN9Llzj/6BEAHevVk/cIK6+ZM2dy9uxZpFIprVq1YsOGDfLLNmzYwKhRoxSel+xlOerq6vj6+jJx4kSkUik5OTmMHz++QhORl3Y8a9euZdu2bchkMlxdXdmzZ0+5zgWffPIJf//9N5GRkXTr1g0DAwMCAwNZs2YNI0eOZOHChRgaGrJx40b5bcq67FWtXLmSBw8esG7dOtatW1fssoEDB5a7PUEQBEEQ3g5KnQih6PhKmUzGnj17ik26WRkkEglSqbRSM4XX36BBgxg0aNAL23Nyciolx8/Pr1Jyitq0aZPKcq5cuVLhtotqXacOrQuGChZloKPDNz16KC2nY716dCxliM5UJa6E6vVua7zebf3Cds8W7uzfVv7hnKXmdPfEq7vnC9v/91l//vdZf6XlrFy5uMTtlpbm/PXXNqXl+MwaW+L2L8f25cuxr7Zq2ivlzP2kxO2BN7YrLQNgcp+Sn1Orxyq+sl1Jpg17+WM9a+QHFc7pVr9+iduHKbmHzIDmJa+Wqa+tzSgF59Z63vNFkaK2b1fe86C0nC5duhAQEKDynFmzZjFr1iyF212zZk2J211cXLhw4UK5L3tVU6ZMYcqUKRVqQxAE4T9BDCEU/mNUOpPnq0wYJgiCIAiCIAiCIAiCIAhlUWoBqyJDVJRBFMwEQRAEQRAEQRAEQRDePkorYInikSAIgiAIgiAIgiBUDlle/k9VZQtvp7Vr1xIZGQnkz7P5OlFKAasi8ysIgiAIgiAIgiAIgiAIVW/16tXcvHkTEAUsQRAEQRAEQRAEQRAqSkYVTuJeNbFC5ZDJZFU+RVRJKr5GtCAIgiAIgiAIgiAIgiCokChgCYIgCIIgCIIgCIIgCK81pa5CKAiCIAiCIAiCIAiC6slkVTiCUAwhrHKhoaEqaTc7O1sl7SqDKGAJgiD8B4WGRb2w7c6d+3Ts2FupORkZGS9se/AolL7DlDshZGZG1os5D0PpM3i6UnMePFTNG4VXEfQsko8W/az0NqtKZFISP/3zj9LbFARBEARB+C+wt7d/LeepUiVRwBIEQfgPysh88ZuVtLR0Ll++qvLs9Iwsrt18VDk5N1SfU1kysrK5HVx1BTRly5ZKCY2Lq+rdEARBEIQ3l+iC9Z8nU8Hj8DoXxUQBS1C50NBQYmNjVZpx7949AA4ePCj/XRX8/PyK/fsm51T2sTyLj1dpTkxBz4unKv5AHJmYCEBQ8DOV5oQ9iwEgMDhcJe3n5eWppN3/oozsbB48U+7zIaMKu27n5OYSpeSeTDm5uUptrzxiY2PZtm2bStp+m14TirYfHBzM1auqK2ar8nVaEARBEP5LCotNyixkqaIopiwS2eu8d8IrSU5OxsjIiKSkJAwNDat6d4oJDQ3F1dWV9PT0qt4VoQpJJJJKORGqSSTkVUaOmoS8vLcnRxAEobLp6elx7949bG1tq3pXBEF4y73On5UUVXhMZ9b5UE1Pp0r2ITU9k3ZjprxV9+ubxsjIiJSUFCQSCb/99hs2NjZKaffjjz8mKCgIiURCbhV+CVkS0QNLUKnY2FjS09PZunUrrq6uKss5ePAgM2bM4LPPPsPT01NlOX5+fqxevbrScprZ22Ogq6uSjMjERO5GRNCmTh2M9PRUkgEQHh/P9dBQxnbvSg0zE5Xl3Ax6wm6/S3za511qmldXWc71R8HsOnmBCeMGUqumhcpyrlx7wDbfo3zz1QfUslF+zqTpv5CdnaP0dv+LnJycmD17tlLbnD17NoGBgUpt81WJ43l1lf2aoOqc4OBgZsyYofLXbAAzMzNRvBIEQagoMYTwP83Dw4PTp08DoKOjQ/v27ZXSbrVq1ZTSjiqIApZQKVxdXfHw8FBZ+4XDETw9PRkyZIjKcgBWr15daTm2ZmaYGxioLONuRASOFhZYGRmpLAPgemgord1cqFurpkpzdvtdwrNBXeraKefbh9LsOnmBjm0b417PQaU523yP0rFdY+q7OSq97Xk+m4mLL17AUlOToKvkgmla2ou9L9XV1XBzslNqTlhkDJlZOUhzc8nOkaKloYGupiaWxsZKzSmUnJ5OZFISTk5OdOjQQenng1OnTmFmZkZsbCyBgYE4OTlhZmam1IyiiuaI4ymfynxNUHXO1atXmTFjhspfswVBEARBqLgmTZrIC1hXrlyhX79+VbxHqicKWIIgCP9BtrUsiYtPLratSZMGHD/+u1JzOncehL//jWLb3Jzs2PbDJKXmFDpw8jJTf9jIgoEDqW1pqZIMgNP37rH88GFmz56tkoLCunXrANi2bRtDhw5VWU4hVee8bccjCIIgCIJQ1Zo2bSr//cqVK1W4J5VHFLAEQRAEQRAEQRAE4Q0jk4GsitblESMIq16TJk3kv6ty8ZXXiShglSE5OZmDBw/i7+/PlStXCA8PJyYmhoyMDIyNjalXrx7du3dn9OjRmJqaltlWVFQUP/30E4cOHSIoKIisrCysrKxo164dn376Ka1ataqkoxIEQRAEQRAEQRAE4U3m7OyMoaEhycnJJCYmEhQURO3atSvcbtOmTTFW0TQcFSUKWGW4fPkygwYNKvGymJgYTp8+zenTp/n+++/ZunUr3bp1K/G6+/fvZ9iwYSQnFx+uExISQkhICFu2bGHy5Ml4e3sr/RgEQRAEQRAEQRCEt5CYxP0/7/jx46SmpgIobX7RwqkfXkeigPUStWrVomPHjjRp0oRatWphbW1NXl4eYWFh7Ny5k927dxMbG4uXlxeXL1+mYcOGxW5/9uxZ+vfvT05ODtra2nz55Zf06NEDAwMD7t+/z7JlywgICMDHx4fq1aszceLEKjpSQRAEQRAEQRAEQRDeFEWHEf4XiAJWGTp27EhoaGiplw8cOJC9e/fSp08fsrOzmTNnDrt375ZfLpPJ+Pzzz8nJyUFdXZ2///6bzp07yy9v0qQJAwYMoGfPnhw9epSZM2fy4YcfUqtWLZUelyAIgiAIgiAIgiAIwptErap34HWmrq7+0uv07t0bFxcXIL+3VVEBAQHcvn0bgA8//LBY8aqQlpYWK1euBCAzM5Ply5dXdLcFQRAEQRAEQRCEt1zhCMKq+hGEyiYKWEpgYGAA5Begiiq6lOV7771X6u2dnZ3lk63t2rVLBXv4+jp48CAeHh40atQId3d3Nm/eDEB0dDTvvvsuzs7OuLu7c+bMGZXkLFy4EBcXF9TU1Ni7d29FD6fUnFGjRlGnTh0aNmyIp6cn/v7+Fcp5EhfHTn9/dvj78+flyzyIiADg5L17+F6+zA5/f3ZduUJYfHyFcoKio9l09iybzp7l19OnuR0WVnw/YmP5/u+/uRIcXKGc83fuM3zxTwxbtILB3j/y96UAAD5bsZY+sxczbNEKhi1awe8nz1Uox+/mPYbOXsbgWUv5YMb3HPDLfxxkMhlr9x6h31QfPpyxhE8Xr65Qzskz1+g5cArd+0+mW59v2bXvNAC9B0+je//J8u0O9T/k3oMnCuecOH2V7n0n816fiXR9/xt27j0FwPWbgfT+YBrv9Z1Epx5f88v6fRU6niNHTtO2bT88PfvQooUX27btBSAg4BZduw6hdes+eHr24fTpixXKORdwhw/Ge9N33HyGfLOIB4/zn29xicl8OvMneoyZSZ/P53Ll9qMK5VwNCWHitm18vWULk3//neCYGAB2Xr7MuE2b6LdsGZcCAyuUAXD48GGaNm1KgwYNaNmyJTdu3ACUfz4oK6dBgwY0atSIZs2acfz4cZXkFDpx4gTq6ur8+OOPKsnp0KEDDg4ONGrUiEaNGrFs2TKlZ8hkMmbPnk2dOnWoX78+HTt2VMmxtGjRQn4c7u7uSCQSbt68qfScy5cv07JlSxo3boyrqyuLFy+u0PEUGjJkCN99912xbT169GDJkiVKaV8QBEEQBKEkYghhBT148IDr168DULdu3WKXxcXFyX+3tLQssx1LS0uCgoIICQkhNDQUW1tbpe/r60YmkzF06FBOnTpFgwYNCAkJoW7duvTt25cpU6bQsmVLDh8+jL+/P3369CE4OBhNTU2l5nTp0oUPP/yQjz76SKXH06dPH9atW4eGhgYHDhxgwIABhISEKJxz4u5dvBo3xrRaNZIzMvjz8mUczM1p7eSEdsF9FJuSwl/XrzOyTRskEolCOX9fv86HLVtiYWhIUno660+fxtnKCm0NDbJycjh9/z6OFhYKHUfRnNlbfFn55Rica1rzLC6BDxcspUNDdwDG9+1B+wZuFcoozJm5bju/TPoM51o1eBYbz4DvFtPRoz77z/nzKCyCP+Z9i6aGBrFJyS9vsIycr6f+zO+/zsTVxY6w8Gg6e31Dty7N2bt9gfx6B/+5yIrVu3B1sVM4Z/zkn/hz82xcXex4Gh5N5+5f827XFkydtYYJX35A105NSUxMpVOP8XTq0IQ6TjYK5YwZM5mDBzfj7u7CkyfhNG3aAy+vrgwZ8hWrVy+gY8fWPHoUQq9eHxEQcBBdXZ1y5ySlpjFlyUY2+UzAya4GAbcfMWXJr+xZNZMfN+2lgYsDv8z9ktsPQ/jfgjUc3jAfTY2X95J9XmpmJj8eOsT8AQOwNTPjblgYPx46xPLhw2loa0ubOnVYefRoudt9XkJCAkOGDOHMmTO4ublx9uxZhgwZwu3bt5V6PigrZ9myZfIVZK5du0bnzp2JjY1FTa38312VlQOQlJTElClT6N69u0LH8ao5y5Yto3fv3irLWLFiBTdv3uT27dtoaWkRGRmpkpxLly7Jr7dz507mzJlDgwYNlJ4zduxY5s6di5eXF/Hx8dStW5eePXtSr149hY8L4Oeff6ZRo0b06dOHZs2asWHDBpKTk5kwYUKF2hUEQRDKSUziLvzHiB5YCkhPT+fRo0csXbqU9u3bI5VKARg/fnyx61WrVk3+e1JSUpltFr387t27ytvZ15xEIiExMRGA5ORkTE1N0dbWxtfXl08//RSAZs2aUaNGDU6fPq30nObNm+Po6FjRw3hpjpeXFxoa+fXili1bEh4eLn/eKCqr4PY5ubloa2igrqYmL14VvbyisnJy5O3pamqiUfDh9+idO7RydkZXS0spOakZ+T0Y0zIzMdLXQ0uB4sTLSJCQkp6Rn5ORiVE1PbQ0Ndh6+BTj+vdAs+AxMjMyrFiOREJySjoAKakZmBhXQ0urePHVd/dJBvatWO8OCRKSk9MASE3NwNi4GlqamiD5d3t6RiaamhoYG1Urq6mycyQSkpJSAEhJSaV6dWMyMzOJjY2nY8fWADg722NkZMjRo2fLaqpUYRGxGBvo42RXA4Am7s5ExCRwNzCUI+euMrB7WwDc69hjUd2IK7cfKpQTmZiIgY4OtgWrtNSzsSE2JYWgqCicraywUtKSwUFBQZiamuLmll98bdu2LaGhoVy9elWp54Oycoouf/yy16CK5ACMGzeO6dOnY2pqqtIcZSgr4/vvv8fHxwetgvOalZWVSnKK2rBhA6NHj1ZJTtHXpLS0NLS0tKhevbrCWYVMTExYs2YNI0eO5NGjR8ycOZPNmzcrVBwVBEEQBEF4VaIH1ivatGkTo0aNKvXyKVOmMHjw4GLbXF1d5b+fPn2afv36lXjb6Oho7t+/L/+7rInj3yYSiYQ///yTvn37oq+vT0JCArt37yYlJYWcnJxiHxzs7e0Vvl9Ky9FSUuGlvDnLly+ne/fu8g+wiuR0dXPjn9u30VBTI0sqpZu7O+oFHxwuBgXxODqaLKmUdwqGpiia4+Xhwd6AADQ1NMjMyaF3kyaoq6nxICICCeBsacmjCvRQKMyZP2owUzZsRVdLi+T0DHw+HiovJq3af4S1fx/F3sqCz99/l5pmin34kkgkLPh0KJNWbkZXW4uUtAwWfTGCrBwpcckpnLl2m+NX8ofwDO7WnneaN1I456fv/8dnXy9FV1eb5OQ0Vi+bgJbmv4/3s8hYLgXcY6n3FwplFOasXDqeT776AT1dbZKS01iz4hu0tDRYsuBzxnyxmCUr/iAuPhnv2WOxMDdWOGfTph8YMuQr9PV1SUxMZuvW5Zibm2JlZc7u3Yfo2/c9AgJu8ehRMKGh4Qrl2NawIDEljev3gmjkWpuTl26QlpFJeFQsUmkuZiZG8uvWsDQlMjpBoRxrExNSMjO5/+wZdWvU4HJQEBnZ2cQkJ1P7JT1ly8PZ2Zm4uDjOnz9P69at2b9/PykpKYSEhODh4SG/XkXPBy/LmTJlCjt27CAhIYFdu3YpXGAoK+fx48eoqanh5eVVbCETZedA/mvtjBkzqFevHt7e3gp9AVFaxu3bt4mKimLfvn3s3LkTgAkTJvDBBx8o/VgKnwNPnz7l9OnTbNmyRaGMl+Vs3LiRXr16MX36dGJiYlizZk2FinJFvfvuu+zdu5dmzZqxaNEipX4ZJAiCIAiCUBJRwKqgRo0asXbtWpo1a/bCZW3atMHExISEhAQ2btzIl19+ibOz8wvXmzFjBrm5ufK/U1JSyszMysoiKytL/ndysuLDnaqSVCpl/vz57N69m3bt2uHv74+Xl5d8SKaqc27duoVZQS+MysrZunUrvr6+FZrTKy8vj4AnT3jH3Z0axsZEJydz+NYtBjRrhq6WFi1r16Zl7dqExcdzMSiI3h4e8uJWeXMuPHpE7yZNqGVqSkRiIruvXGG4pycXAgP5sGVLhY+hKGluLhuPnMBn9FAaOzlw98lTJq7bwrYp/2P2sIFYmhgjk8nYefYC36zZzB/TvlY459cDx1j8xQg8XGpzJziUb1ZsZPucCeTm5pGZk8OmGf/jWWw8oxf8jL2VBXVsa5Q/R5rLz2t3s3rZBFo0deXG7SDGfPk9h3cvprpJfs+unXtP06mdh/xvhY5HmstPv+xmzYpvaNGsHjduBTL688X8s38Jq9ftZdKEwfTu2YbQp1EMHD6b+u61FRpCKJVK+f77NWzbtgJPz6YEBNziww+/4OLFffz++8/MnLmUpUvXUbeuE61aebzS4hclMdDXZenUMfy4eR/pGZk0rOtIbVtr0jOzXn7jctDX1mZiz55sPXeOzJwcXKytqVW9utJ7jhgZGbFz506mTp1KamoqrVq1ol69esUKVco4H7wsx8fHBx8fH44dO8akSZPw8/NTqHhfWk5qaipLly7l1KlTCh/Dqx7Pli1bqFWrFjKZjJUrV9KzZ0+FeiyXlgH5z/eMjAwuXbpESEgIrVu3pm7dujRs2FCpx1Jo06ZN9OzZs0KvRWXl+Pj44O3tzeDBg3n8+DHt27enadOmFR5CWGjixIls376dTz75RCntCYIgCOUjk8mQVdFQvqrK/S/47bffVNa2uro6BgYGGBsbY2JigouLi9I7dqiSKGC9ot69e9O0aVMAMjIyCAoKwtfXlz179jBo0CB+/PFHevbsWew2enp6TJs2jW+//ZbU1FTat2/PokWL6N69OwYGBty/f5/Fixezbds2tLS0yM7OlrdfFm9vb+bMmaOaA61E169f59mzZ7Rr1w7IHypoY2PDzZs30dDQIDIyUv5NcUhIiMLzgpWWc+3aNbp27aqcg3mFnD///JM5c+Zw/Pjxl86JVpbY1FTSs7KoUTA8yMLQEH1tbWJTU6lVZGiITfXqnHv0iPi0NMwLFhooj6jkZFKzsqhVMCTI2tgYAx0dIpOSSM3MZFPBqpsZ2dkERkWRnpVFu+fmgXsVj8IjiE1KprGTAwD17GphYWzIg7BntKibX/CVSCQMaNean/YeIiktDSN9/XLnPAx9RmxiMh4u+QsmuDnYYmFixKOnEehpa/NeyyYA1DCrTkNne+6GPFWogHX3QQhRMQm0aJrfA7Ohe22sLatz514IbVs3yC/G7T3NvBmKDxkCuHs/hKjoBFo0y/8g2rC+E9ZWply4dIcjxy7z89LxANjWsqRxQ2cCrt5XqIB18+Z9IiKi8fTMP/81aVKfGjWsuHHjHp06tWbPnrXy6zZt2hNXVyeFj6l5AxeaN8hf1TU7J4cOQyfT2LU2GupqxCYkyXthPYuKw8rCROGc+rVqUb9WLQBypFI+WrtW/jxXpo4dO8onAc/KysLKykpeOFDW+eBlOYW6dOnCuHHjuHXrFk2aNFFaTkJCAhERETRq1AiA2NhY9u/fT0xMDAsWLCijtfIfT62Cx0wikTBu3Di+/fZb4uLiFBq2WFJG69atqVatGkOHDgXye/4WTrKvSAGrrGOB/Df+GzduZPXqii0aUVpOjRo12LNnD3/88QcAjo6OtGzZEj8/P6UVsNTV1cWwQUEQBEFQspEjRyo8iqa8NDQ0cHNzo02bNnz00Ufy93Svq9fqXUd6ejoRERGEhoZW6EcVjI2NcXd3x93dnWbNmvHhhx+ye/dufvvtNx4/fkyvXr3YtGnTC7ebMGECH3/8MQAREREMHz4cMzMztLW1adiwIdu2bcPBwYFJkybJb2PwkmLD1KlTSUpKkv88ffpUqcdaWWrVqkVERAT37t0DIDAwkKCgIFxcXBgwYAC//PILAP7+/oSHh9O+fXul5yhTWTm+vr5Mnz6dY8eOVXiC/mo6OqRnZ5OQlj/HUVJ6OskZGRjr6ZGUni6/XlRyMhnZ2RjqlH9CbQBDXV1SMzOJK+gRmJCWRmJ6OpZGRozr2pVPO3Xi006dcLG2prWzs0LFKwALYyPiklMIjowG4GlMLOGx8dhZmBOX/G9vxBPXb1PdoJpCxSsAy+rGxCamEPwsKj8nKpbwmDjsrMx5p0UjLtzOH8ablJrOneBQnG2sFcqxtjQlJiaRwMf5Q+lCQiN58jQKR4f8Ytj5S7fJzc2lbav6CrUvz7EyJTomgUdB+Sv1hTyJ5MnTSBrWd0JXTxu/i/mTXscnJHP95iPqOCv2vLOxsSIqKoYHD4IACAp6QnBwKM7O9kRGxsivt2nTDvT1dWnfXvGeeTHx/87T9MsfB2nR0AXbGhZ0beOB78H8gunthyFExyXS1L2Owjnxqany33dcukT9WrWwVtLcV0VFFKwOCjBv3jw6deqEk5OTUs8HpeXY2dkRWGQlxcuXLxMdHV2hYV4l5fzvf/8jKiqKkJAQQkJC6N+/PzNnzlS4eFVajr29PVFRUfLtu3btwtLSUuE5t0p7bAYNGsThw4cBiI+P5/LlywpPrl5WDuSv2iiVSpXyRUpJOY0bN0ZfX58TJ04A+cXFS5cu4e7uXuE8QRAEQRBUr7CHnSp/cnJyuH79OitXrqRJkyZ4enq+sNL066TKemClp6ezY8cOjh49ytWrVwkMDCw2jE5REomkwpNjl8ewYcM4cOAAvr6+jBs3Di8vr2ITpEokEtatW0e3bt1YtmwZly5dkh+nkZERQ4cOZf78+axZs0Z+GxOTsnsWaGtro62trZoDqkSWlpasXbuWgQMHoqamRl5eHj///DO2trYsWrSIYcOG4ezsjJaWFlu3blVoBcKX5cyfP59ffvmFmJgYbt++zbhx47h27Rrm5uZKzalduzZWVlb06tVLfv3jx48r9OFLT0uLdi4uHL1zBwkgA9rUqYOOpiYHrl8nOzcXNYkEDTU13nF3Lzaxe3noa2vTrX599l27Js/p4uaGoa6uQu2VxtTQgCkf9mH6xu1IJBJkMhnf9PfCSF+Pz1asJUcqRSKRYFxNn+/HDlc8x8iA70b0Z+rqLahJJOTJZEwc0gcrUxO+6N+dub/+yc6T5wEY/l5H3BwVKyyYmxmzcNYYxn3zIxI1CbI8GXO+G0VN6/whQr67T9K/d4cK91owNzPGe+5Yvvh6mfz5Nnf6aGxqmrNq6dcs/H4Lubl5+T2MhvegSWPFCj4WFmYsXz6HESMmyHOWLJlOrVo18PZeia/vAWQyGS4utdm2bUWFvi1aufUvAu4GkpubR8O6Dsz5ahgAX4/sw3dLN9FjzEw0NTXw/naUQisQFvrjwgXuhYeTm5eHi7U1XxQUEHZcusSRmzdJzsggNDaWdSdP8sOQIRjp6SmUM3PmTM6ePYtUKqVVq1Zs2LABgCFDhijtfFBaTk5ODiNGjCApKQkNDQ309fXZuXPnS19fFDkeZSspJysrix49epCVlYWamhpmZmbs379fqRmQ38N51KhRrFq1CoDJkyfTvHlzpedA/uTto0aNUkoPppJy1NXV8fX1ZeLEiUilUnJychg/fjytWrWqcJ4gCILwmsgr+KmqbEGlKqsXFvw7JPTChQu0aNECHx+fFxapex1UegFLKpXi7e3NkiVLSC34FvxNHz/bq1cvfH19SUtL4/Dhwy9M5g7Qv39/+vfvT3p6OpGRkWhoaFCzZk35fDGPHj2SX7dwJaH/gkGDBjFo0KAXtltaWvLPP/+oPGf69OlMnz5d5Tk5BSv5KYuzpSXOJQw76qPg0KDS1KtZk3o1a5Z5ne4KDq0p6p0mjXinSaMXtm+aOK7CbRfVrWVjurVs/MJ242r6LP3qI6XleHX3xKu7Z4mXLV/8ldJyevVoQ68ebV7Y3qZ1A/5urXivkecNGNCDAQN6vLB96tQvmDpV8Ynonzf7q6ElbjczMWTtPOXdb5+X0uNlQIsWDGjRQmk569atK3G7ss8HpeX4+flVSk5RJfVEVlbOlStXKtz2yzJMTU0rVBh71RyA7du3qzynS5cuBAQEKC3nefb29vJVDgVBEARBUJ7nayRFi1mvWj8pz22KXjc7O5tvvvmGatWqyUeTvS4qdQhhQkICrVq1Yvbs2aSkpMi7rUkkEqX8VJWivXWePHlS5nX19PRwdHTE1ta22GTHhW8wdXR0KjRcQRAEQRAEQRAEQfgPkMmq9kdQiby8PPmPj48POgVTwshkMjQ0NPDy8mL16tWcP3+eZ8+ekZqaSk5ODnFxcTx69Ig9e/YwdepUHBwc5IUriURCy5YtuXv3Ljk5OcTExHDr1i02bNhA//79UVNTK3ZdmUzGF198ofQF1iqq0gpYubm5vPfeewQEBLxQtFLW+M2qEh7+77Lx1apVK/ftAwMD5U+MPn36KDxUThAEQRAEQRAEQRCEN1tubi79+vVj6tSpZGXlr8r90UcfERYWxt69e/nkk09o2bIlVlZW6Onpoa6ujomJCbVr16ZXr14sWLCAwMBA9u7dKy9kXbp0iVatWnH69GlMTU1xc3Nj1KhR+Pr68vDhQzw9PYvVVXJycl67xeMqbQjh6tWruXz58gvd2PT09OjRowfNmjXD0dERQ0PDN66As2PHDvnv9euXf2LmmTNnyn//4gvlDccRBEEQBEEQBEEQBOHNMmbMGPbs2QOApqYmv/76K0OGDCl3O15eXnTo0IHu3btz/vx5kpKS6NWrFxcvXiw2dZGDgwOnT5+mR48eHDlyRN7RaP/+/Tx8+JA6dRRfQEmZKq2A9f3338uLV4VVvfHjxzNnzpyXrrpXVTZt2sSHH34o77JXkmXLlnHw4EEg/0Fv27ZtsctTUlKQSCSl9sxatGgRv//+OwDDhw/H07PkeXMEQRAEQRAEQRAEoVBVjuQTIwhV59ChQ/J5RSUSCbNnz1aoeFXI0NCQAwcOUK9ePaKiokhLS2PUqFFcvny52PXU1NT4/fffcXJyIiEhQb79n3/+eW0KWJUyhPDOnTs8ffoUQD58cOHChSxduvS1LV4BzJ49m5o1azJ27Fh+++03/Pz8uHHjBufOnWP16tW0adOGCRMmAKClpcXatWuLzWsF8ODBA2rVqsWYMWP4888/8ff35+LFi2zatIn27dszZcoUAJo0acKKFSsq/RgFQRAEQRAEQRAEQXg9LFy4UP57jRo1mDRpUoXbNDY2ZubMmfLORAEBASUummZsbMznn38ur9sAnD59usL5ylIpPbCen/irbt26TJ48uTKiKyw+Pp5169aVuZKQjY0Nv/76K126dCnx8sTERNavX8/69etLvPz9999n8+bNGBkZKWWfBUEQBEEQBEEQhLdcniz/p6qyBaULDw/Hz89PXjzq27fvC51kFDVgwADGjRsnL2Lt2LGDd95554Xr9enTh/nz5wP5HZDu37+vlHxlqJQCVkxMjPx3iURCv379qnTVwFd15MgR/v77b/z8/AgMDCQqKoq4uDh0dXWxsLCgUaNG9OzZk4EDB6Knp1diGy4uLvz8888cP36cW7duERUVRW5uLlZWVnh6ejJ06NASnzSCIAiCIAiCIAiCIPx3+Pv7A/+OXCs6T1VFmZqaYmFhQVRUFDKZ7IUhhIUaNmyIrq4umZmZQH6nntdFpRSwMjIygH8fBGdn58qIrTAXFxdcXFzkwwQVYWBgwBdffCEmZxcEQRAEQRAEQRAEoVQhISHF/q5evbpS2zcxMSEqKgqAJ0+elHgdNTU1zMzMCAsLA/6DBazn73Rtbe3KiBUEoQodvnmT2JQU0rOzAZi3dQe62loqy0tMTQdgzoY/cHO0Y/rIAUptf/6mHTwOjyQxJRWAb6evQk+39AUeFBUaFkVGZjZSaS4A/YfORF9PB9talkrNuXX78Qvb7t59SOfOg5Sac/fuwxe2hUXGKjVDEARBEAThv0gmk8mHg1VFtqB8hZ1/ChUdzaYMcXFxpWYVZWRkJC9gvU6PdaUUsAq7vRUOG4yOjq6MWEEQqlBsSgrPEhPlfwdFRFVKbmBYJLoqKJI/Do/kVtC/31I8ePRU6RklyczMJjMzm7j4ZJVnpaVl4O9/Q+U5mVnZKs8QBEEQBEEQhDeNubk58G/t5Nq1a0pr+9mzZ8UKYmZmZqVeNy0tTf57adMlVYVKKWC1aNECQ0NDUlJSALhw4QLjxo2rjGihDKGhocTGqrYnxL179wA4ePCg/HdV8PPzK/bv25KTUOTEoWwpBRX3uNRUlbSfnZurknZfRUZWFvefhCm9TUE58vLyuBsYqpK2w6Pyz2lhKu7qHJ2UBLx95xyRo1hOcHAwV69eVVlOcHBwpeSo8nVaEARBEISXq1mzpvx3mUzG3r17Wb58Obq6uhVue9u2bcVWFyya9byiPbXKKnRVNomskvqDjR8/nhUrVgD5SzOGhIRgaGhYGdFvveTkZIyMjEhKSnrl+zQ0NBRXV1fS09NVvHeCoiSAqv9zVkaGIFQ2iUTyWnV1FoQ3iZ6eHvfu3cPW1raqd0UQBEEpFPms9LorPKbjP8yhmgqmtHgVqRmZdP5m1lt1v74OkpOTsbCwICcnR15s+t///sfSpUsr1G54eDhubm6kpKTI2504cSI+Pj4vXPfp06fY2dnJC12dO3fmn3/+qVC+slRKDyyAadOmsW3bNuLj40lKSmL27NkVfhAExcXGxpKens7WrVtxdXVVWc7BgweZMWMGn332GZ6enirL8fPzY/Xq1bSvWxdjFXZxfBofz9WQEHo2boxptWoqy3kcHc3ZBw+Y8PkAatmYqyTjyrWHbNtxjK8/7YdNDQult79i7W6ehFXOsMHnOTjUZNKkUUptc/HijQQHhyu1zf8qLS1NvKd/rJK2A248YPuuE3zcuSPW1U1UkgFwKySUvf5XKu3cJnJez5zg4GBmzJih8tdSgKysrEqZQ9TMzEwUrwRBEAShihgaGvLOO+9w4MAB+Zeyy5cvx9LSksmTJyvUZnh4OF27diU5OVlelAL44IMPSrz+86sT1qtXT6FcVai0Apa5uTm//fYbXl5e5OXlsXz5clxcXPjkk08qaxeEEri6uuLh4aGy9guHI3h6ejJkyBCV5QCsXr0aJ0tLrI2NVZpzNSQENxsbbE1NVZpz9sEDOrRthLurg8oytu04RvvWjXCva6/0trf4Hn2hgKWvr0u9espdhfTu3UekpRWfgNDU1IgBA7oqNWfDht0vFLD09fVxd1fuCd3fP4C8vLzncvRwc3NRas7lyy+Op1dTU1P6GPf09PQXjqeavi693m2t1Jyitu86QUsXZ1xq1FBZBsBe/yuVdm4TOa9nztWrV5kxY4bKX0sFQRAEoUQyWf5PVWULKjFz5kwOHTpEXl6evIj13XffcfLkSZYsWYK7u/srtZOVlcX69euZOXMmiYmJ8rYkEgleXl40bty4xNvt27cPQH7d1q1V9769vCqtgAXw3nvvsX37doYPH05WVhaff/45Fy9eZN68edjY2FTmrgiCUAXq1XPm6NHflNpm167D8fe/qdQ2X5W7ez3Onj2m1DarV69Bamrxuc/c3Fw4cWKXUnMsLd1JSys+hLh582b4+Z1Rao6nZzsuXrxUbJttTeX3+BMEQRAEQRCEt0HTpk0ZP348P/zwAxKJRF54Onr0KA0bNqRhw4a8++67NGrUCHt7ewwNDdHS0iIlJYX4+Hhu377N5cuX+euvv+RDBuHfieGNjY1ZuXJlidmpqans379fnqmmpkanTp0q7dhfptIKWGfO5H8osrS0ZOHChUybNo3MzEx+++03tm3bRteuXWnbti1OTk6YmJigqampcFa7du2UtduCIAiCIAiCIAiCIAiVZvHixURHR7Nly5ZiRSyA69evc+PGy1cOf75wJZPJMDY25siRI9QoZaTC+vXrSU7+d/Xz9u3bv1aTuFdaAatDhw7FxlvCvxPtSqVSDh8+zOHDhyucI5FIkEqlFW5HEARBEARBEARBEF5beTJkeVU0lK+qcv8jJBIJmzZtwtramh9++EE+nLDQqyxY9Pz1XV1d2b59Ow0bNiz1Nn379qVr13+nYjE3V818zIqq1CGE8OIdXbQaKAiCIAiCIAiCIAiC8F8nkUjw8fFhwIABfPXVV1y4cKHYZS9TWGMxMjJi/PjxTJ06FS0trTJv87ov5FLpBazS7uhXeQBeRhTBBEEQBEEQBEEQBEF4WzRp0gQ/Pz9u377Nr7/+ysmTJ7lz506ZI8/MzMxo0aIF/fv3Z+DAgejq6lbiHqtOpRawRIFJEARBEARBEARBEJRAVvBTVdlCpXJ3d2fp0qUAZGRkcP/+feLj40lMTCQrKwtDQ0OMjY2pVasWdnZ2Vby3qlFpBazg4ODKihIEQRAEQRAEQRAEQXgr6erq0rhx46rejUpXaQWst7UCKAiCIAiCIAiCIAiVTYasykY5yUQXLKEKVPocWMKbIS4ujs6dO8v/Tk9P5/Hjx0RHRxMYGMhXX31FVlYWmZmZjBo1ikmTJik1IygoiPHjx5OamopEImHp0qV06tRJ4eMJjIri1L17yGQy8mQyWjo50dDWlrSsLPZdvUpCWhoaamq826ABdhVYJvR2WBgHrl4lryCni7s7LZ2cOHzzJpcCA4lJTmZMx440rGBB9+TZayxduYO8PBm5ubmMGdGTfl7tmDjzFwKuP0RHRwt9XR2mTxxGQ/faCuec8rvO0l92IsuTIc3NZczQHvTt2ZbJc9dy+34IahIJGhrqTPziA1o3d1M4559/zjJ//kry8vLIzc3lyy9HMHiwl/zy06cv06fPp8yfP4HPPx+qcM7RoxdZuHB9weqnuYwb9yEffvguXl7/IywsEkPDagB88EE3PvtsoMI5hw79w6xZ88jLy19ldcKErxg+fDAymYx583z4448daGtrY2ZmytGjBxTOOXLkJHPnLiUvLw+pNJfx48cwZEg/OnToQ1ZWNgBSaS737j3k4sW/cXd3VSjn4MFDzJw5uyBHyjffTGDEiGFcvuzP+PET5OeCkSOHM3HitwofT2nPt5t3HzN/6VbS0zORSCR8N34wrZop/ny79PAR646dICc3Fx1NTSb2eh8naysSUlOZv2sPz+IT0FRXZ8L7PWjkYK9wzuHDh5k+fTrZ2dno6emxZs0aGjZsyMKFC9m8eTOPHj1i9+7d9O7dW+GMsnJGjRqFn58furq6VKtWjR9//JFmzZqpJCcgIAA1NTU0NTXx8fEpdm5XRkahEydO0LVrV3744QfGjx+v9GPp0KEDT548wcjICIARI0bw9ddfK5xTaPfu3SxYsIDc3FwyMzOpUaMGx44dQ01NrcJtC4IgCIIg/FeIApZQIlNTU65fvy7/e8mSJZw+fZrq1aszduxY5s6di5eXF/Hx8dStW5eePXtSr149pWSYmJjQp08fNm3aRJcuXXj48CFdunThwYMHCk0+J5PJ2BsQwDBPTyyNjEhMT2f18ePUtbbmxN271DQxYXCrVjxLSGDH5cuM69oVdQU+VMhkMjafOcP4d9+lZvXqxKWkMHfPHhrZ2VHX2pqmDg5sPXeu3O2WlDNh2iq2r5+Bax1bwsJj6NLnW7p1bka3Ts3wnjkGDQ11jp+5yriJyzl7aIXCOd/M+oVtq7+jrrMtYc9ieGfgZN7p2JRpXw/B0EAfgDsPQhj+hQ/+/6xS6MOYTCZj7NhpHDiwHnf3Ojx5Ek7z5n14//3OGBjok5SUwpw5y+natY1Cx1E057PP5rNv33Lc3GoTGhpBq1bD6dGjHQDz54+je/e2FcoozBk5cgxHj/5NgwbuhIQ8oX79ZvTp8z6bNm3l1q3bXL9+ES0tLSIjoyqU8/HHEzh0aDvu7q48eRKGh0cXvLy6cerUHvn19uw5iLf3CoWLVzKZjOHDR3HixFEaNKhPSEgI9eo1oG/f3nz66efMnj0TL6/3iY+Pp169BvTo0YN69cqfVdbz7bNJP7J45lg8m7sT/CSC4eMWcXTHYnR0yl5FpSQpGRnM3bGbnz8ehYOlBTdCnjB3xy5+++oLfvnnGG42NvwwYhj3wsKZtv0PfL8Zj4a6erlzEhISGDJkCGfOnMHNzY2zZ88yZMgQbt++TZcuXfjwww/56KOPyt1ueXL69OnDunXr0NDQ4MCBAwwYMICQkBCl5yxbtgxjY2MArl27RufOnYmNjS33+aCsDICkpCSmTJlC9+7dFTqGV81ZtmxZhYuKRUVERDB27FgCAgLkvdGvXr36wuI1UqkUDQ3xtkwQBEEQFJWamsrVq1e5fPkyly9fxt/fX/7ex87OTuH3QYU++OADfH195X8HBwdjb29foTaF8hFf/QmvZMOGDYwePRrIXzEyMTERgLS0NLS0tKhevbrSMuLi4oiJiaFLly4A1KlTB2NjYw4dOqRw2xIgMycHgKycHPS0tNBQV+dueDhNCk46NUxMMNDR4UlsrOI5Egnp2fk9XzJzctDX0UFDTQ17c3PMDAwUbreknJSUNABS0jIwMaqGlpYmXTo0QUMj/8N24/pORMUkIJXmKp6DhOSUdABSi+QUFq8AUlIzKnAkBTkSCUlJKfntpaRRvboR2tr5xYmJE3349tsxVK9upKSc1IKcdExMDNHW1qxwuyXnJAGQnJyCqWl1tLW1Wbp0BQsWzJEvX2tlZVnhnMTEwvstherVTeT3W6HfftvBiBGK9yb7NycRKDweU7S1tQu25x/nv+cCE8VzSni+ZWVlE5+QgmdzdwAc7KwxNNDj9IUbCmWEx8djqKeLg6UFAA3t7YhKSuLBs2ecvH2HXs2bAuBqUxMzAwOuB4colBMUFISpqSlubvk9xdq2bUtoaChXr16lefPmODo6KtRueXK8vLzkBZGWLVsSHh5e5mo1iuYUFq8A+fNe2RkA48aNY/r06Ziamiqc8So5yhYVFYW6unqx10kPDw8kEgn29vZMnjyZ5s2bM2LECJXkC4IgCG+xvCr+ec28//77tG/fnokTJ7Jjx44KF6yKOnDgQLHilVA1xFd9wkudP3+ehIQEevbsCcDGjRvp1asX06dPJyYmhjVr1mBlZaW0DA0NDaytrfH19WXgwIH4+/vz4MEDhU9AEomEPk2bstPfH011dTJzcujfrBlZUil5MhnVdHTk1zXS0yM5Q7GCjEQi4aP27Vl38iRaGhpkZGczpmNHhXpvvCxnxaIv+eybZejq6pCcnMaqH8ajpVn8v/Om7Yfp0KaRvKClSM7yhV/wxeTl6Opqk5SSxqpF/5PnLP75Tw4dv0xySho/+3yl8FAYiUTCxo2LGDbsG/T0dElKSmbLlh/Q0tJk376jqKlJ6N69A3/9dVyh9ovmrF8/i5EjZ6Cnp0NiYgqbN89DSyu/gDV37lq8vTdQp449M2aMxd6+hsI527ZtZODAoejr65OQkIiv7xYyMzOJiormr7/+ZvfufQD8739fMHBgP4VzNm9eweDBn6Gvr0tiYjLbt6+SF8cAwsKece7cJdat+0GhjMKc33/fSv/+HxQcTwI7d/6JlpYWGzaso0+f/sycOZuYmBhWr16p8LmgtOebaXUjLMyM+fvoJXp0bcHNu495/CSCsGeKFZptTE1JTs/gVmgo9W1tOXfvPulZ2UQkJCLNzcO0SKHZysSYKAULMs7OzsTFxXH+/Hlat27N/v37SUlJISQkBA8PD4XarEjO8uXL6d69u8I9fF6WM2XKFHbs2EFCQgK7du1S6HxQVsbjx49RU1PDy8uL3bt3K3QMr5IDMGXKFGbMmEG9evXw9vaucLGxQYMGtGnTBjs7O9q3b0/r1q0ZPHgwNWvWBPKH01+6dOmFHlmCIAiCIJRP0fnAqlevTtOmTTl//jypqakVajc1NZUvvvgCAAsLC6KjoyvUXkU8ffqUkydPcuHCBa5du0ZsbCyJiYmkpKRgYGCAsbExZmZmeHh40KpVKzp27IiNjU2V7a+yiQKW8FIbNmxg+PDh8g8+Pj4+eHt7M3jwYB4/fkz79u1p2rRpuYcQlpWxb98+Jk+ejLe3N25ubrRp00bhD155eXmce/iQ/s2aYWdmxrOEBHwvXeLjDh0U3t+S5Obl/Z+9+46K4mrjOP5dQJCiVEXFXsHeG3aNLfbejRqNRmOMJlETezexJbGXiIq+FuyJGnsJGkGxoCIWQBHpvePCvn8gqwQ1ugyQ6PM5Z4/MMHt/c5dlZZ+99w7HbtxgZMuWVChShEdhYaw9dYrvu3bNVCTLLrU6lVUbDrBm6VfUr+PAjVsPGTVhKUf3LMLKsiAAB37/k9+PX2bnrzOyl/PrQVYt/pL6te25eceHzyYt4/f/LcTKogDfjuvLt+P64up2ix9+2cmujTOyFNHeLkfNjz9uYNu2pTg61sHD4xb9+0/g9Ont/PjjBn77baPOffh7ztKl23BymkvjxjXw8PBi0KDvuHBhM2vWfI+dXWE0Gg2bNu1nwIApXLy4VeechQuXsHu3M02bOnLlylV69OjPlSuuqNVqEhOTcHU9jZ/fI5o3b0ulShWpUaOaTjmLF69ix441NGlSn6tXb9CnzyguXz6KjU36SA9n5720b99Ku61rfxYsWISLyy6aNWuKu/sVunXryY0bV1m8+Efmz5/LgAH98PHxoWXLj6hbt45OUwjf9Hxb++MEfli5i7VbDlOhrB11a1TEwEC3gqlZ/vzM7d+HdcdPkZiSQtUSxSlduBCJz9cMU4q5uTkuLi5MnTqVuLg4GjVqROXKlRWfIvY2Oc7OzuzevZvz58/nWM6iRYtYtGgRJ0+e5Ntvv8XV1TVTMTU7GXFxcSxbtoyzZ8/qfP5v25dt27ZRokQJNBoNq1atolOnTty5cydbeXp6euzdu5e7d+9y7tw5jh49yvz587ly5QoAn3zyiRSvhBBC6ESjycNF3PMo900GDBjAZ599Rr169ShfvjwApUuXznYBa9q0aTx+/JjWrVtTvHhxtmzZosTpvpPTp0/z008/ceTIEdLS0oe//f1nEBERQUREBD4+Pri7u7Nu3Tr09PTo1KkTX375JS0Ufv+bF/4VBaykpCTc3NzeuopYv359jIyM8vq0PwhxcXHs3r0bd3d3AMLCwti/fz87d+4EoGzZsjRs2BBXV1edC1h/zwCoUaMGx44d0247ODhop3u8q6DoaOKSkrSLsxeztKSAsTEhMTHoqVTEJSVpC0zRCQkU1GGdLYAnERFEJyZS4fkIlFI2NliYmOAfEYFDMd1G87zKHe9HBIdGUr9OepGgRtVyFClsxe27j2jaqBq//XGJn9buxXn99xSy1n3ande9R4SERlG/tj0A1SuXpUhhK+54+9GkwYuCi2P9qsz+cSv3HvhT1aHMO+d4enoTFBSKo2MdAGrXrkqxYoW5fv0OwcFhNG3aF4CIiCiOHj1HeHgk06d/oUPOA4KCwmjcuMbzHAeKFSuEp+d9WrRIX9hapVLx6ac9mDlzDRER0TpNW7xx4yZPnwbStKkjAHXr1sHOrhg3b3piZmbGgAHp0/lKly5Fo0YNuHrVQ6cC1s2bdwgKCqZJk/oA1KlTAzu7Ity8eZtWrZqi0WhwdnZhxYq579z2y65fv8HTp09p1ix9fbB69epSvLgdZ86c48CBg/zvf85A+mtBgwb1cXW9qFMB65+eb5t/fnGhiHZ9JlOhjO6fJNUuW4baZdOfqylqNV0XLaFaqRLo6+kRHhurHYUVFBmFrbnuv0MtW7akZcuWACQnJ1OkSJFsFfp1ydm1axezZ8/m1KlT2Npmb8rq2/SnTZs2jBs3Dk9PT+rUqaNIRmRkJIGBgdSsWRNI/3/o0KFDhIaGMn/+fEX7UqJECSD9tWDcuHF8/fXXhIeHZ3vaIoC9vT329vZ89tlntG/fnkOHDgFgZmaW7baFEEIIAaNGjVK8zStXrvDLL79gZGTE6tWrWbBggeIZbxITE8PYsWPZsWMHkLlo9aYPwDKOS01N5dChQxw6dIhBgwaxcuVKCii4tE1uy9M1sO7fv8+XX35JkSJFaNmyJd999x179uzhzJkzeHh4cP/+fTw8PDhz5gx79uxh6tSptGjRgiJFivDVV1/x4MGDvDz9D8KuXbuoUaMG9vbpbyotLS0xNTXl9OnTQPobicuXL1O1alXFMiB90dsMGzZswNTUVOerEBY0NiYuKYmw2PS1giLi4oiMj8fazAyHYsW4+nzayNPISGJfKnS9K0tTU6ITEgh6vlZQSEwMYbGx2BYsqFN7r1O0iDWhYVE88AkAwO9xEI+fBFO2dFF+/+Mvlq7cjfO677ArqvvVFAGK2loTGh7FA9/nOf7BPA4IoUzJovj5v1h8/Mbth4RHxlDCrrBOOXZ2RQgODsPb2wcAH5/H+Po+oXp1e+7fP42n51E8PY/SpUsbvv12lE7Fq/ScwgQHh3Pvnt/znCf4+T2lfPmShIREaI87fPgchQpZ6rzmVvHixQkKCsbLyxuABw8e4uPjS8WKFejbtyfHj58E0j8huXLFg2rVdPvdsbMrSlBQKHfvpr8OPnzoh6/vYypUSJ/udPbsRdRqNa1aZW/x+xIlihMYGISXl9fz/jzg4UMf6tev+/y14AyQ/lrg5uZO1aq6FZpf93wrW6ooIWFR2uN2HjiDcX4jGtXTvRCU8VoAsOXMOeqULUNxa2taVK3MQbf0UTFeTwIIjYnN1lUIX34dmzt3Lq1atdJ+Gqik1+Xs3r2badOmcfLkSUqWLJkjOaVKlcr0f7GbmxshISE6T7t7VcaXX35JcHAwfn5++Pn50atXL2bMmKFz8ep1OaVLlyY4+MVr2969e7G1tc128SogIABXV1ftdmRkJL6+vpQrp/sVYoUQQgiR89RqNSNHjiQtLY0pU6ZQsWLFXM1/8uQJtWrVYseOHdrRdiqVSnuDF6PwXr4BmY7L2O/s7EytWrUICAjI1X4oKU9GYKWmpjJr1iwWL15MamrqK4cfvlxN/Pv3o6Oj+fnnn1m1ahVTp05lxowZ6Cu8zpBIt2nTJkaOHKnd1tfXZ/fu3XzzzTeo1WqePXvGhAkTaNSokWIZAOvXr2f79u1oNBocHBzYv3+/zlMszPLnp2PNmux1d9f+ArevXh1zExNaVa7MQQ8PVp08ib6eHl1r19bpCoSQXigb0Lgxm86e1eb0adgQKzMzjt64wZ/e3sQlJfH04kV2X77MlC5dKKDD1MJC1ubMn/4p4779GT09FWlpGmZN+QS7oja07PwVhazNGTVhmfZ45/XfYWnx7lV2G2tz5k0dzvjvVqKnUpGm0TDz6yFYWRZg6LjFxMYlYKCvj7GxESsXfoF5QdN/bvQVChe2ZsWK6Qwb9i0qlR4aTRo//jiFEiWK6tTe63OsWLbsa0aMmIWenh5paWksWvQllpYF6dLlS1JSUtDT08PKyhxnZ90/WbG1Lczq1T8xYMAn2pwVK5ZQsmQJ5s2bxaeffs7atZsA+PrrL6lX791HqaTnFOLnn+czZMg4bc7SpbMoUSJ9XZ2tW3czaFAvndcme5Fjy9q1q+nXb6A25+efV1CqVCl27tzO5MlTta8FX345jkaNGuqU87rnW7EiNvy8YR+Hjl1Cg4ZypYux+scvszXlatPJM9x89IjUtDSqlCjB5O5dABjT7iPm7dlH/+U/Y6Cvz/TePbK1ht2MGTO4cOECarWaRo0asWlT+s993rx5rF27ltDQUG7dusW4ceO4du0ahQoVUjRn4MCBFClShK5du2qPPXXqlM4FmVflPHv2jKFDhxIdHY2BgQGmpqa4uLhgaanbYv6v64vSXpWTnJzMxx9/THJyMnp6etjY2GhHSWWHWq1mzpw5+Pr6YmJiglqtZujQoXTt2pUvv/xSgd4IIYT4YKVp0m95lf2eW7ZsGdevX6dChQpMnTo1V7PDw8Np27Ytvr6+AJkKVhns7OxwcHDAwsICU1NT4uPjiYqK4u7duzx58kR73Mv39fHxoW3btly4cEGRC7HltlwvYEVFRdG+fXvc3d0zVQf/7p+Gxmk0GtRqNfPmzeP48eMcO3YM82xM9RCvdvHixSz72rRpw9WrV3M0Y+bMmcycOVOxjKrFi1P1FYvXmeXPz8DGjRXLqVu2LHVfMfKgQ40adKhRQ7GcLh0a06VD1vO+d2WbYhkAnds1onO7rMXJ3Rt1X1vrVXr16kCvXh3eeMyaNdmbCgfQs2cbevZsk2X/qVPrs932y/r160W/fr2y7Le2tmL//p2K5fTp04U+fbq88nubN/+kWE7//n3p379vlv1t2rSmTZvWiuW87vk2fmQPxo/soVhORsHq76zMzFg2bIhiORs2bHjl/mnTpjFt2rQcz3n2/MqrOZ3z8uiinMp4mZOTU47lZKxLpaRSpUrxxx9/vPJ7Sl4dSQghhBDK8fX1Zfbs2QCsXr0615cwGjNmDHfv3s0ysKdmzZp8+umn9OrVi8KFXz8DJjQ0FBcXFzZt2oSHh0em0Vh3795lzJgx7Nq1Kze6oqhcnUKYlJRE586dcXNzyzT8DV4MfdPX16dcuXLUrVtXuzh4uXLl0NfXf+WQOI1Gg5ubG507dyYpKSk3uyOEEEIIIYQQQoj3zOjRo0lISKB///60aZP1A/CcdPHiRVxcXDLVSkxMTFi/fj1Xr17l888/f2PxCqBQoUKMGTOGK1eusHHjRkxN02fLZNRQXFxc+Ouvv3K8L0rL1RFYX331Fa6urlmqiEWKFGHQoEH06tWLGjVqvLK6mZKSwo0bN3BxcWH79u08ffo0UxHL1dWViRMnsnr16tzskhBCCCGEEEIIkfs0z295lU36IuMvMzIy+s9fcM3Z2Znjx49jbm7O8uXLcz1/6dKl2q81Gg0WFhYcPXqUBg0a6NTe8OHDqVq1Ku3btyc6Olq7f8mSJbi4uGT7fHNTro3AunPnDhs3bsxURdTT0+O7777j4cOH/PDDD2+8uqChoSH16tVj8eLFPHjwgGnTpmnXvcooYm3cuDHbl7sWQgghhBBCCCHEPytRogTm5uba28KFC/P6lLIlPDyciRMnArBgwYJsX8X5XT179owTJ05oaxwqlYqff/5Z5+JVhvr16/Pzzz9r29RoNJw4cQK1Wq3QmeeOXCtgLVq0iNTUVCC9eJU/f35cXFyYN28exsbG79RW/vz5mTNnDi4uLpkKXqmpqSxevFjR8xZCCCGEEEIIIf5tXnUFuty8Afj7+xMdHa29/dNi5y9fHU/XmxLrYb7OpEmTCA0NpX79+owePTrHcl7n8uXLxMXFabft7e0ZNGiQIm0PGjQIBwcH7XZcXNx/bhphrhSw0tLSOHLkSKYq4rx58zJdGUkXXbp0Yf78+ZmqiEeOHHnlVQ2FEEIIIYQQQgihnIIFC2a6/ZenD54+fZotW7agr6/P2rVrs301b134+/trv1apVPToodyFjAB69uyZqV7yct5/Qa6sgXX16lUiIiK00wdLliypHZaXXRMmTODnn3/m8ePHAERERODu7k79+vUVaV8IIYQQQgghhBDZ5+Xlle02ihYtqsCZZJUxm6tu3bp4e3vj7e2d5RhfX1/t14cPH6ZQoUIA9OvXT5FzCAkJAdAO0ilXrpwi7WYoW7bsK/P+K3KlgPXyD1mlUtGrV9bLy+sqo72XFzrz9fWVApYQQgghhBBCiPdXmib9llfZOrC3t1f4RJSTnJwMpE/j69+//z8eP378eO3XShWwMs4hw7sut/RP8ufPD6AdXPT3vH+7XBkT93IVEZR/0v69vf9aFVEIIYQQQgghhBAftowRXRmePn2qaPuBgYHAi9qMjY2Nou3ntFwZgfXyImSQPk9WSQUKFABeVBHj4+MVbV8IoYw7d+7z0UdDFG8zN/j5Zf3P49atOzRt2kbRnISExCz7bt/2plWrnormJCYmZdnn6XkLR8dmiuZ4et7Kss8/QD5kEEIIIYTILo0m/ZZX2e+bs2fP/uMxn3zyCVu2bAHSZ36VLl1a0XMoXLgw8KK2cerUKb766ivF2j99+nSm7dy+ymJ25UoB6+9VvYyqn1KCg4OBF/NEra2tFW1fCKGM+PhE3N1v5vVp6CQxMevw2vj4eC5fds/x7Pj4BNzcruVCTjx//XU5x3MSk/5bQ5WFEEIIIYTIDXXr1tUWrzQaDSdPnsTHxyfL2lW6ePjwIcePH890cb26detmu93clCsFrL9XEV1dXTPNF80uV1fXV+aJf3bkyBFFFtJ7nYyfzd9/RjmVExYbm6M5UQkJAARFReVoTvjzUYsPfAJyLMP/SSgAD/1yJuNVBZ/cEh+fxI0b9xRtMy0tTdH2PmRpaRpu3fXLkbafPE0f3fUoJCxH2s8QGBEJ5N5rm+ToluPr64uHh0eO5eTk/59CCCGEeDcPHjzgzz//zLQvYzZYXFwcTk5Omb7Xvn17ihQpklun91ZsbW2pXbs2Hh4eqFQqUlJSGD58OCdOnCBfvnw6t/vs2TOGDx/Os2fPUKlUqFQqatWq9Z8bgaXSaHJ+8N+jR48oU6aMttJnYmKCj4+PIoWmkJAQypQpQ1JSkraK6OPjQ6lSpRQ48/+GmJgYzM3NiY6OfuvpmZcuXaJx48Y5fGa5SwXkxkjWjOdxTtPTU5GWw4sy5kaGELlNT6Ui7X0c1y7+lUxMTPDy8qJkyZJ5fSpCCCFeQZf3Sv92GX36Y/pUTJ8vyp3b4pOSaDd34b/qcXVycmLYsGFvffyZM2do0aLFO2Xk9BRCgBUrVjBx4sRMI6U++ugjdu3ahbm5+Tu3Fx0dTZ8+fThx4kSmNpctW8aXX36p+PnnpFwZgVWqVCkqV66s/aQyMTGRMWPGsHfv3my3PWbMGBITE7WjuxwcHD6o4pWujIyMAJg7dy5lypTJsRxXV1fWrFnDmDFjcHR0zPGckW1aUdTSIsdyPB/5s9/NnREtW1LUIgdz/P05eOUKE0b1pESxQv98Bx1cvXmPHftO83mfjtgVUn7a7VqXo/gH5+womNcpVdyW8Z92V7TNqQs2kZLyTNE2P1SGBvpM7dsjR9r29H3Evotu1C5VCrMc/IMuJDqau0FBufbaJjnvxtfXl+nTp+Ps7IyDg0OO5UD6MglSvBJCCCGEUsaOHcsvv/yCn5+ftuB04sQJKlWqxJw5cxgwYABmZmb/2E58fDzOzs7MnDmT0NBQ7X6VSkWZMmX4/PPPc7IbOSJXClgAvXv3Zvbs2dofwIEDBxg+fDgbNmxAX1//ndtLTU1l5MiR7N+/P1MVsW/fvjlw9u+vjh07Urt27RzNWLNmDY6OjgwcODDHcxpWrEAlu2I5mrPfzZ2G5ctTqWjRHM05eOUKLRrXoEql0jmWsWPfaZrUrIxDmRKKt33lzgMsCpoRFROHf3AY9pVKYWJipHhOhoiIGPweBVGpXHFqVClHl3bKjjCc/9N2Iv5WwNLTU2FsrGyRJD4+6yLuBgb6VK9WXtGcmzcfoE5NzbLf1FTZS/UmJiZlGeVnkj8/7erUVDTnZfsuulHcygqbt/iPPTvuBgXl2mub5LwbDw8Ppk+fjoODQ47/HyeEEEKIf4dPPvmETz75JEcznJycskxFVFq+fPlYvXo1nTt3JjU1VVvvCAkJYcyYMUycOJHWrVtTp04dKlWqhLm5OaampsTHxxMdHY23tzdXr17l1KlTJCYmamcPZbRjYGDA6tWrszUlMa/kWgFr0qRJrF27lpCQEO0Dt2XLFtzd3Vm6dClt27Z967b++OMPJk2alGXticKFCzNx4kSlT10IoYMZo/oBcOTPK3y/ahsrln5Btarlcixv34FzfDFhBYunj8qRol9Ju8JERGZeY6127SocP75B0Zy2bUdy5UrmK/dVr1aewwcWK5rTudtkPK55Z9pXr141jh//VdGctm2H4+7umWmfnbWVohlCCCGEEB8ijUaTK0ubvC5b5Jx27dqxfv16RowYAZBpYfeEhAR+++03fvvttze28XLhKmNbpVKxYcOGd6q//JvkWgHLzMyMH3/8kSFDhmgXDdNoNNy+fZsOHTpQokQJunbt+o9VxEOHDvH48eMsVUSVSsWSJUswNTXNrS4JIYQQQgghhBBCKO6TTz7B1NSU0aNHExkZqa2jwNsVEDOOzTjeysqKdevW0bNnzxw755yWawUsgEGDBuHn58eMGTMyFbE0Gg2PHz9m5cqV/9jGyz+ol38gs2bNyvFpD0IIIYQQQgghxL9C2vNbXmWLHNe7d28cHR2ZNGkSe/fuRa1WA5lrIa+TUTvJly8fvXr1YsmSJRTN4WVwclquFrAApk2bRv78+Zk2bZr2Eo4ZdKkiGhoasmDBApk6KIQQQgghhBBCiPdKsWLF+N///kdgYCAbN27k5MmTXLlyhcTErGvnZjAxMaFu3bq0adOGESNG/OcLVxlyvYAF8PXXX/PRRx8xevRoLl++DJBpONw/ySh0NWrUiLVr11KtWrUcO1chhBBCCCGEEEKIvFS0aFGmT5/O9OnTSU1Nxdvbm7CwMCIjI4mLi8PMzAxLS0tsbGyoVKmSThfL+7fLkwIWQI0aNbh06RLu7u6sXbuWkydP4u/v/4/3K1myJG3atGH06NHUrVs3F85UCCGEEEIIIYT4d9Fo8m4xdVnDPW/p6+tTuXLlvD6NXJdnBawM9erVo169egAEBgZy7dq111YRa9Wq9d4MfRNCCCGEEEIIIYQQbyfPC1gvK1q0qBSo/iXCw8Np3bq1djshIQEfHx9CQkLo0KEDycnJAKjVam7fvs2NGzeoXr26YhkPHjxg/PjxJCcnk5SUxLBhw/j222916kt0QgJfbtqi3U569ozAyEgOT/2GgIhIfv79KAkpKahQ8UXHdtQpV1anHIBL9++z8cwZNBoNqWlp9GvcmA41ahAZH8/8AwcIiIzEUF+frzp2pGapUjrnnL14g+XrXEjTaEhNTeXTAR3p8XFT1jgdYv/RP/HzD2bVwvF81LyOzhkAF67dZvXuI9qcIZ1a06V5fWau3c51b1+MDPNhkt+Ib4Z0p0o53ftz6sxVfliyg7S0NFJTUxk9qht9erXiq69/wfPWQ1QqFfnyGTB18mCaOr7b8+xlr3vcMly6codPvlzMlC/6M6xfe51zTpy4yPz560hL06BWp/LFFwPo3/9jOnf+HH//IAoWNAOgX78OfP55f51zTp2+kv64adJIVacx+rP0x02j0bBsxU72H7yAkaEBlpYFcdk1T+ec48ddmT9/DWlpaajVqYwfP5j+/TvRps0nJCenAKBWp3L3rg8XLuygatUKOuVcvOPN+qMn0Gg0qNPSGNiyKR3r1ebOI3+W7/+dlFQ1Kc/UfFy/NoNaNdO5P/4REXj4+aEB0jQaqhUvTgVbW0JjY7ns48Oz1FRUQP2yZSlmYaFzzrFjx5g2bRopKSmYmJiwbt06atSoQUhICEOGDOHhw4cYGRmxevVqmjXTvT+vy1mwYAFbtmzh/v377Nu3j27duumc8aacYcOG4erqirGxMWZmZqxYsUL7wZTSOVevXkVPT498+fKxaNGiTP+HvIvSpUtjZGSEsbExiYmJDBs2jClTpnD27FkmTJjA9evXdT5/IYQQItdoNJCWR0OhZAiWyAP/qgKW+PewtrbO9Af8kiVLOHfuHFZWVtp1ywBcXFyYPXv2Oxev/ilj1KhRzJkzhy5duhAREYG9vT2dOnXSaZikuYkJTl+M0W7vuODKdV8/Chgb8932NXzXsxv1ypfjcVgYE37dyv+++gKjfPneOUej0TBv/35+HjqUcra2BEZFMXjVKprb27Pu1Ckq29mxZOBAvAICmLZ7N7vGj8dAh3nJGo2Gr2etxXn1VOzLl+RJYCjt+k2hbYu6NK5XhY8/asjU+Rvfud1X5Uxb5cyG6eOoWMqOp6HhdJ+0gNb1q9OybnWmj+yHgb4+5z1u8c0KJ478MlPnnPETVrBn51wqO5TG3z+E5q3H0bF9I2ZNH465uSkAt2750HfgTDyvbUFPT0+nnNc9bmamxsTGJbBk9W6aN6qhUz9ezvnss1kcPryaKlXK8/hxIA0a9KNTpxYAzJ//JR9/3DxbGRk54yesYM+uec8ft2Dt47Zz90m8vB5x+vhPGBrmIyQkMpv9mcHhw2upWrUCjx8/pX793nTq1JKTJ520xx08eIrFizfoXLzSaDTM3r6HVWM/pXyxIgRGRNJ/0QqaV6vC4j0H+LR9G5pWdSAmPoF+i1fgWNmeMkUK65RzztubjtWrY2VqSmxSEvuuXKG0tTWn7tyhacWK2FlaEp2QwLFbt+hZp45Ov6eRkZEMHDiQ8+fPU6VKFS5cuMDAgQO5desWU6ZMoWHDhhw7dgx3d3e6d++Or68v+XR43XlTTps2bejXrx/Dhw9/53bfJad79+5s2LABAwMDfvvtN3r37o2fn5/iOcuXL8fieUHx2rVrtG7dmrCwMJ1eDwB27dpFzZo1CQgIoHLlyrRq1UqndoQQQgghRO7Q7a8+8cHZtGkTI0aMeOv92c1QqVRERUUBEB8fj6GhIVZWVork/H7Vg051axOdkEBUfDz1ypcDoKSNDQXy5+eve/d1blulUhGblARAQnIyBU1MyGdgwJnbt+n6fM02Bzs7rAsU4PqjR9nIgZjYBADi4hOxLGiGoWE+alQpR0m7d39T/6ac2IT0q1vEJSRhbmaKYT4DWtStpn1TX618aUIjo1CnpmYjCGJi4gGIjUvA0rIAhoYG2uIVvOhvdrzucQOYvXQrnw/rgoW5mQI5KqKjYwGIjY3HyqogRkaG2W73FUEvPW6JWFqkP25r1h1g6pTB2r4VLmyZzZgX/YmJicfKyjxLf7ZtO8jgwV2ymQOxz6+mEp+UTEETYwwN9EGlIi4x/fcqMSWFfPr6FDQx1j0HSHl+CeJnqakY5cuHOi2NpGfPsLNMf6zMTUww1NfnSaRuxb+HDx9ibW1NlSpVAGjatCmPHz/Gw8OD3bt3M3r0aCB9Gn2xYsU4d+6c4jn169enbFndR5S+bU6XLl0wMEj/PKxhw4YEBARoL/GsZI7FS6PhoqOjs9ehl9jZ2WFvb8+j56/JarWaIUOGULVqVerUqSOjsYQQQggh/iVybQTWy59sli9fnvXr1yvW9qhRo3jw4AGQ/kbr1KlTirUt4OLFi0RGRtKpU6dM+/39/Tl37hzbtm1TPGPz5s107dqVadOmERoayrp16yhSpEi2czwfPSY2MYnGlSpioK+PdYECnPK8RetqVfF6EsDjsDACI6N0alulUjGrZ0+m795NfkNDYhMTmdenDwnJyajT0rA2e1EYKWphQbCOb8BUKhUr5o5l3NSfMTY2IjomnlULx2OYT9lfZ5VKxaLxn/D1sl/Jn9+Q2PgElnw1gnwGmXN2HDuHY83KOo1SychZs/JrPh29GBOT/ERHx7Fh7WRt8WXBoq38duQi0dHxrF/zrc6jLd70uB097YaeSkXrprX54+wVndp/OWfTprkMGTIVExNjoqJi2Lp1obY/c+asZsGC9VSqVIYZM8ZQurSdzjlrVn3Np58tevG4rZtCcvIzwsKiOH7cjd+PXgRg5Kdd6dq5ic45v/46nyFDvsXExJjo6Fi2bl2s7Q/AkydBXLzowbp1c3TKyMiZO6Qf3zntSP/9SUhk4bAB5DMw4Pt+PZj863bWHz1BZFw8k3t3w7pgAZ1zWtjbc+rOHQz09UlRq2nl4ICxoSEmhob4hIZStlAhQmNjiU5MJO55QfpdVahQgfDwcC5evEjjxo05dOgQsbGx+Pr68uzZs0yvZ6VLl+bx48eK5vj5+VG7dm2d2sxOzk8//UTHjh21BS2lc6ZMmcKePXuIjIxk7969Or8evOzu3buEh4fTokULbt++ze3bt/npp5/YunUru3fvpl+/fnh5eb31lZKFEEKIXKN5fsurbCFyWa4VsM6ePav94y9jZI1S3N3duXnzJhqNRv7AzAGbNm1iyJAhWd6QODk50alTJ2xsbBTPWLRoEQsXLmTAgAH4+PjQvHlz6tatm+0rLfx21YP2tWpoiy0LB/VnzR8ncD53gTKFC1O9VEn0dXxDpE5LY+uFC8zt04eapUrhFRDA1F27+HXUqGydc5YcdSqrnQ6xcuF46tey5+YdH0Z/u5zfnBdgZaHbm/pX5qSmsnH/cZZMHE4dh/LcfviICUs2snvxZCyfr+H0+wV3Tvx1nU0zvtA9R53Kz7/sYePayTRsUIXrN+4z7NOFnPpjBVZWBfluyhC+mzKE83/eYP6irRxwWZCpePIuOa963Pb+OpvVTofYvmqqzn3InKNm6VIntm5dSOPGtfDwuMPAgd/y55/OrFkzk+LFbdFoNGzc6EK/fl/z11//0zEnlZ9/2c3GdVNePG4jFnDi2HLU6lSSklP47eCP+PsH07XHFMqXs6NK5TI69WfJkl/ZuvUHHB1r4+FxmwEDJuHquhNrawsA/ve/32jXrql2W6f+pKbidOIsCz4ZQK1yZbjz+AmTN21j2zfj2XbqPGM6tqVtnRoEhEcwdtVG7EvY6TSFME2j4Ya/P60rV6aIuTmhsbGcvH2b7nXq0LpyZa74+XHT3x9LExNsCxbU+f8Uc3NzXFxcmDp1KnFxcTRq1IjKlSsTFxenU3vvmqNrASk7Oc7OzuzevZvz58/nWM6iRYtYtGgRJ0+e5Ntvv8XV1RVDQ91GN/bt2xc9PT28vb1Zvnw5hQoVAtILihlra/Xp04dRo0bh7+9PyZIlde6XEEIIIT5s+jp+2J+TVCqVzqPm80qur4GVV5f5FLqJi4tj9+7duLu7Z9qv0WjYvHkza9asUTwjLCyM/fv3s3PnTgDKli1Lw4YNcXV1zVYBKyE5mdOet9n4+YuCUoWiRVj2yWDt9sAVv1DGVrcpeA+CggiLjdUuzu5gZ0fhggV5GByMvp4e4XFx2lFYgVFR2Jqb65Tjdf8RIWGR1K9lD0D1ymUpUtiKO/ce0aR+VZ3afBVvvwBCI6Op41AegCrlSlHYyhxvvyc0rG7PH5c8WLfvGOu+H4u1RUGdc27f8SUoJIKGDdKnDNWsUYGiRa25dduHZk1rao9r1qQG02Zs4K73Y6pXK/fOOa973G7f9SU0LIouQ6YDEBkdy+kL14iMimXi6N7vnOPpeZ+goDAaN64FQO3alSlWrDA3b96jZcv6QPp/FiNH9mbGjJVERERjZfXuz4Xbd3wJCo7M8rjd8fLD1DQ/Pbqnr7NVooQtdes6cOPGA50KWJ6e9wgKCsPRsfbz/lR53h9vWrZsgEajYfv2wyxdOuWd237Z/aeBhMXEUKtc+jlWLlmcQhbmeDzw4bznHeYO6QeAnbUVVUqV4KbvI50KWBFxcSSkpFDk+e9foQIFMDUyIjwuDjtLS9pVffE7tPfKFSxNTHTuU8uWLWnZsiUAycnJFClSBEdHRwwMDAgKCtKOwvLz88tWceRVOTlxWeU35ezatYvZs2dz6tQpbG1tcywnQ5s2bRg3bhyenp7UqaPbxSoy1sA6efIknTt3fu0aWCqVSj4cE0IIIUS2SB1EGbIGlnijXbt2UaNGDezt7TPtP336NGq1mo8++kjxDEtLS0xNTTl9+jSQXtC6fPkyVatmrzhz2vMW5YsWodTzT9kBwmJitV8fcr9C/nyG1Cn77m/yAQoXLEh4XBx+oaEAPImIICAigpI2NrSoXJmDV9KnpnkFBGQqdL2rorbWhIZH88AvAIBH/sE8fhJC2ZLZn2L5siLWFoRFxeATEATA46BQngSHU6pYYY5fusaq3b+z9ruxFLXJ3tpkxYraEBISyf0H/gD4+gXy6FEQZcsUw9cvUHvctev3CA+PpmRJ3d4cv+5xq1yxFH8dWcnZ/cs4u38Z7VrWY+zwrjoVrwDs7GwJDg7H29sPAB8ff3x9n1ChQklCQiK0xx06dIZChax0Kl5BxuMWwf37mR+3cmXt6NalKWfOegAQGRXL9Rv3cXDQ7fmW3p8wvL19X+pPAOXLp7d3/rw7anUqLVs20Kn9DLYWFoTHxOIXHALAk9BwAsIicChZnPyGhly5/xCAqLh47jzyp2xR3Z4HpkZGJKSkEJWQvhZaTGIiMUlJmBsbk5CSoj3OOzAQA319imbjKoSBgS+ev3PnzqVVq1aUL1+e3r17s3btWiB9BHFAQADNm+u+sP/rcpT2upzdu3czbdo0Tp48qcgopVfllCpVSrtUAICbmxshISGKrPHVpk0bxowZw7Rp04D0guKZM2eA9AuV2NraUrx48WznCCGEEErTaDR5ehPvJuNDsX/D7b9KrkIo3mjTpk2MHDnylfuHDRumyPojf8/Q19dn9+7dfPPNN6jVap49e8aECRNo1KhRtnJ+u3qNznUzf1J/yP0Kx294AhpKFSrEgoH9dP6FtjIz45tOnZi5dy96KhVpGg0TOnTA1tyc0a1bM+/AAfqvXEk+fX2mdeum85pRNlbmzJ08jC+/X4Wenoq0NA0zJg2mWBEbVm0+yP/2nyYiKpb7Pk+YvXQrB7fMxdry3UdIWVsUZNqnfZn8kxMqlQqNRsOUYT0pamNFlwlzsTYvyFdLX1ztcN33Y7EoYPqGFl+tUCELfljwOaPHLkGl0kOjSWPenJFYW5vTb9AsYmPj0dfXx8QkP+vWfKPzIutvetyUVLiwFcuXT2b48O/R09MjLS2NH36YhKWlOZ07f05ycgp6enpYW5uzY8cPOucUKmTBDws/Z/TYH1Hp6aFJS3/c7OwKMWXyYCZ+/Qtbtx0D4PPR3alVs6KO/bFm+fLvGDZs6kv9+YYSJdILptu2HWLgwM7Zfi2wKmDGt727MW3LTu3vz6QenSlqZcm8of1YdfgYqalpqNNS6dOsMdVK61YoMTY0xLF8ec54eaWvGq/R0KhcOczy5+fao0c8DA0FjQZzExNaV66crf/gZ8yYwYULF1Cr1TRq1IhNmzYBsHjxYgYPHkyFChUwNDTE2dlZpysQ/lPOvHnzWLt2LaGhody6dYtx48Zx7do17VQ5pXIGDhxIkSJF6Nq1q/bYU6dOYW1trVjOs2fPGDp0KNHR0RgYGGBqaoqLiwuWltm7QEGG6dOnU758eZo1a0aVKlVwcnJi/PjxGBoa8r///e8//YeeEEIIIf4dpOiXfe9FASvppUV2jY11vzKVyOrixYuv3L9jx44czWjTpg1Xr15VLANg7WefZtk3vHVLhrduqVhGm6pVafOKkWJWZmYsGzRIsZzObRvRuW3Wgt7YYV0ZO6zrK+6hmw6OdejgmHV6jrvzcsUyALp1bUq3rk2z7D+4d6GiOa973F72w/Tsr1nWs2dbevZsm2X/6dObs932y7p1bUa3rs2y7LeyLIjTpu8Vy+nVqx29erV75fc2bpynWE7b2jVoW7tGlv31KpZn80TlRhSVK1yYcoWzTj+sVaoUtXQcGfkqGzZseOV+W1tbjh8/nuM506ZN044qysmcZ8+eKZbxphxXV1fFMvz8/DJtW1paEh4eDsCkSZMUyxFCCCFyUl6OhJJizLvZvFnZ9wEfqveigBUQEKD9ukAB5RaxFkIIIYQQQgghhMiOoUOH5vUpvBf+82tgXbp0KdNVnWSdCiGEEEIIIYQQQoj3y396BJa7u7t27SSNRoNKpaJ69ep5fFZCCCGEEEIIIUTOSnt+y6tsIXKbYgWs111++lUePHjwTse/LDU1lbi4OPz8/IiKigLQLjAN0K7dq9dpEUIIIYQQQgghhBD/TYoVsM6ePfuPV+nJKDLFx8dz7tw5nbP+vmBcRm7RokXp1q2bzu0KIYQQQgghhBD/BbKIu/jQ/CenEP69UKbRaDAyMmLLli0YGhrm0VkJIYQQQgghhBBCiJyg6CLuGRXgV93e9rh3vQG0bt2aixcv0rp1ayW7I4QQQgghhBBCCCH+BRQbgfVPl4XcsmWLdq0qKysrOnfurFOOgYEBZmZmWFpaUqVKFRo0aCBXHhRCCCGEEEII8UGRKYTiQ6NYAWvz5s1v/P6WLVu0X5csWfIfjxfibYwcOZJbt24RFhYGwPy9+zHOwWmkUfEJACw8eJDKdnZ8q2Mh9nV+OHwY35AQohLScybPXY+xsZGiGRkio+IAmLFmO9XKl2bGqH6Ktj9n/U4ePAkkKiY9Z8KkXzAxUb4vjx4HkZSYglqdCkC/z+ZhamJECbvCiuZ4evlm2efl9ZC2bUcqmuPl9TDLvkePgxTNeF2bd+48oG3b4Yrm3LnzIMu+p+ERimYIIYQQQggh3n+5vgbWPy30LsS7uHXrFn/99Zd22yc4JFdyfUJCMM6XT/F2fUNCuB0QoN32fvhE8Yy/e+AfiHF+5QtLD54E4nnfT7t91/uR4hmvkpScQlJyCuGRsTmeFR+fyJUrt3I8JykxOVfajI9PxN3dU/GsLNkpz3I8QwghhBBCCPF+ybUCVsmSJbXFq2LFiuVWrPgHR44cwcvLK8fad3V1zfSv0jJGXuWFxGfP8A4MVLzNvJCYlIyXr7/ibQplpKal4emZdWRWdtvMK2kaDd5PAv75QB0ERkQCEP18FGNOiUtKAnLutS1DTr+G5lWOr68vHh4eOZaTk/+vCSGEEP8Wmue3vMoWIrepNDJ59T8vJiYGc3NzoqOjKViw4Fvd59KlSzRu3DiHz0wIIXKfCvmjSoCJiQleXl6ULFkyr09FCCFEHtLlvdK/XUafDkyahKlRziw38k/ik5PptnTpe/W4in+/XJ9CKP4djJ6/0I0b0Bk7W+scy7nm9ZDdxy4wfmhX7Ioon7Nq22EePw1VvN23UaaMHZMnj1C0zcWLN+HrmzMjU96kTJniTJkyStE2Fy1aj69vzk+B/BAYGuZj8ezPFG1z8sx1pOTRVL58+vpM6dE1R9r29HvMAfcrWOrpkS8Hp6wnpqURq9EwZswYHB0dcyzH1dWVNWvWvDc5vr6+TJ8+HWdnZxwcHHIsB8DGxkaKV0IIId5rsoi7+NBIAesD16ROFSqXy9k/8Hcfu0DTelWpXKGU4m3vOHQ2SwHL1NSEypUrKppz58494uMzT0mytragd++2iuZs3Lg3SwHL1NSUqlWrKJZx69Zt4uPjM+1L70t7xTIANmzYnaWAld4XZd+0urt7kPa36XAmJvlxcCitaM7Vq3ez7NPT08PYOL+iOYmJSVn6U8DMmG6dmiiaM+/HrYRHZC5g6empMDY2VjQnMTGRtLTMf+CY5s9P2xrVFc152QH3K5jq6WGkp5djGQCxqak4OjoycODAHM1Zs2bNe5Pj4eHB9OnTcXBwoHbt2jmWI4QQQggh3j//ugJWYmIi4eHhREVFERsbS4ECBbCwsMDa2lrxN1bi/VS5ckVOn96taJutWvXB3f26om2+rapVq+Dqekax9hwdW3L5spti7b2LqlUdOH/+D0XbtLYuSVxc5oKcg0NpjhxZqmhO2bI9iY9PyrSvbt0anDmzX9Gcli274+Z2LdO+ksVtFc3IaDM8IibTvjp1qnHixFZFcz76aAju7jcz7bOzslQ0QwghhBBCCPH+y/MCVkpKCnv27OHUqVNcunSJ+/fvv3I4okqlomLFijRq1Ig2bdrQq1cv8uXAVeCEEEIIIYQQQoh/O5lCKD40eVbASkxMZOHChaxbt057Jbk3/RJoNBru3r2Lt7c3Tk5OfPXVV4wePZopU6aQP7+yU3gyxMTEcOTIEdzd3bly5QoBAQGEhoaSmJiIhYUFlStXpmPHjowYMQJr67db38nNzQ0nJyfOnDlDQEAAaWlp2NraYm9vT+vWrRk8eDCFChXKkf4IIYQQQgghhBBC/BflSQHrypUrDBo0KMtoK9VbLLibcXxISAhz585l9+7dbNu2jTp16ih+nm5ubvTv3/+V3wsNDeXcuXOcO3eOH3/8EWdnZ9q1a/fatpKTkxk3bhybNm3KUqjz8fHBx8eHI0eOULZsWbp166ZkN4QQQgghhBBCCCH+03K9gHX69Gk+/vhjUlJS0Gg0WYpWbxqFpVKpMh2fMSqrSZMmHD16lBYtWih+viVKlKBly5bUqVOHEiVKULRoUdLS0njy5AkuLi7s27ePsLAwunTpgpubGzVq1MjSRkpKCt27d+fo0aMAtGrVioEDB2Jvb0/+/Pl5+vQpFy9exMXFRfHzF0IIIYQQQgjx/pEphOJDk6sFrOvXr9O9e3eSk5MzFaMynvz29vbUqVMHBwcHLCwsMDU1JT4+nqioKO7evcvVq1fx8vICMhezkpOT6dq1K+fPn39lAUlXLVu25PHjx6/9fp8+fThw4ADdu3cnJSWF2bNns2/fvizHzZs3j6NHj6JSqVi9ejWjR4/O9P3atWvTqVMnFixYwLNneXNZeyGEEEIIIYQQQoh/q1wtYH366afExsZmKlwZGBjw+eefM2rUKCpXrvyPbdy9e5d169axevVq1Go1kF7Mio2N5dNPP8Xd3V2x89XX1//HY7p160alSpXw9vbmwoULWb7v4+PDokWLAPj888+zFK/+ThamF0IIIYQQQgjxTzTPb3mVLURuy7UClrOzMx4eHqhUKu2Iq0qVKrFv3z4cHBzeuh17e3uWL1/OZ599Ro8ePbh79662IObh4cH27dsZOHBgjvThdQoUKABAUlJSlu+tX7+eZ8+eoaenx9SpU3P1vLIjKiaOkTN+1m4npaTwJCiMs1sWU9DMhDU7f+fohSvkMzDAsqApm+Z9pVPG8MnLXmQkp/AkMIzzu5YyetpPpDxLL1Cmpqbx4NFT9q2ZQaWyxd85Jzw8ks6dh2q3ExKS8PPzx8fnEj4+j/jmm3mkpKSQlJTMoEE9+eqrke+cARAREU337l9qtxMTk/DzC8Tb+zC+vgF8//3PxMcnoFKpmDv3C5o1033dtiNHjjFz5hzS0tJQq9VMmjSBIUMGERISwiefjMTHxxcjI0N++WUFzZo10TnnxAlX5s9f+zwnlS++GET//p1YtmwzO3f+zsOH/mzdupiPP26hcwbA0aMnmDVrgbY/EyeOY/Dg/owcOY6LF90wNs6PmZkpS5bMp27d2jrnnDzpzqJF257npDF2bA/69m3Dl18u58aNB+jpqciXz4Dvv/+EZs1q6pxz7NgZ5sxZon3cJkwYxaBBvbTfP3v2Ip07D2Lhwu8ZN26Ezjlnzl9j6cpdpKVpSE1NZdQnnenZtTn9hs0mIDCMAmYmAPTs0owRQz7WOef48QvMm7eKtLQ0UlNT+eKLoQwY0AWNRsOiRWtxcTmKkZEhVlYW/PbbRp1zLnnfY8PJ02g0GlLT0ujfxJEOtWsyau0Gnj3/wCI1LQ3fkFA2jxtN+SJFdMqJT0sjIjUVSP/jy0JPj4L6+iSlpRGWmpr+x6BGQwF9fSzf4oOM1zly5AjTpk3TPq+/+eYbhg4diru7OxMmTCAuLg6VSsWyZcto1aqVzjnHjh1j2rRppKSkYGJiwrp166hRowYhISEMGTKEhw8fYmRkxOrVq2nWrJniOQsWLGDLli3cv3+fffv2ZXsdx9KlS3PgwAFq1qxJUlISffv2xdDQkO3bt2NoaJittoUQQgghxH9XrhWwNm7M/KbG3t6eCxcuvPXV+/4u4/5NmzbF29tbW8TasGFDrhawvL29uX79uvac/m7Pnj1A+jRBOzs7IP2NUVBQEImJidja2mJqappr5/u2LAqasWfFd9ptpwMnuHLrPuYFTHE+fJr7jwLY99M08uUzICwyWueMfWtmaLc37zmOu+c9LAqasvPnF9l/XLjKGufDOhWvAKytLbl48ZB2+6efNvHnn25YWVnQqdMQvv/+Sz7+uDUREVHUqdOeDh1aYm9f/p1zrKzMOXfOSbu9cuUOLl68joVFAYYM+Y6VK7+jRYt6PHjwmB49JnD58v8wNjZ65xyNRsPQoZ9y6tRRqlevhp/fI6pUqUX37l357rsZNGhQnyNHDuLufpVevfrx4MEdnUb2aTQaPvtsJocPr6FKlQo8fvyUBg360KlTS5o3r0+PHm354ou579zuq3KGDRvNiROHqFatCn5+j6levSHdunWiS5ePWbNmBQYGBvz++x8MGDCce/eu65wzduwS9u1bRJUqZXj8OJgmTT7j448bM2fOSMzNzQDw9HxIr17f4eX1P/T09HTK+fTTCRw9upNq1Rx49MifWrVa07VrewoUMCM6OoYZMxbTrl1Lnfrxcs5XU1fyv19n4FCpFE8CQmjdZRLt2tQHYPo3Q2jbul62MjJyRo36nt9+20jVqhV59CiA+vW707lza5ydD3D79n0uXdqLoWE+goPDspUz12UfP4/4hPJFihAYGcmgn1bSvIoD60e/KCqfuXUbpzPndC5eaTQaQtRqihkYYKSnxzONBv9nzzDT0yM0NRUrfX1M9fRI1Wh4/OwZpnp6GL7FBUZelTNo0CDOnj1L9erV8fPzw97enh49etC9e3ecnJxo06YN9+7do02bNnh7e2NsbPzOOZGRkQwcOJDz589TpUoVLly4wMCBA7l16xZTpkyhYcOGHDt2DHd3d7p3746vr69OrwdvymnTpg39+vVj+PDh79zum8TGxtKlSxcqVKjA2rVrM/0+qtVqDAzy7ELKQgghhBAiD7z7uzMdREdHc/HiRe3oKz09PbZs2aJz8SqDtbU1W7Zs0W5rNBouXrxIdLRuBZW3lZCQwP3791m2bBnNmzfXTmWcMGFCpuNCQ0Px8fEBoFq1atp1sooVK0axYsUoV64cBQsWpHHjxq9cO+vfZP/Ji/Ro0xgApwMn+XJwN/LlS3/zYGNprkjGvj/+pGd7x6z7j/1Jj3a6jyL6u61b9zBkSPpoGJVKRXR0DAAJCYkYGubDUqH+ODv/zsCBnYiIiCY8PIoWLdKLCeXLl8TcvAAnT/6lc9sqlYqoqPTneUxMDNbWVhgZGbFnzz4++yx9RE+9enUoWrQo585lndr69jkQHR0LQGxsPFZW5hgZGVKnThVKl7bTud2sOS/6Exsbi7W1JUZGRnTu3EH7JrVBg7oEBARqf990zYmJiX+ek4ClZUEMDfNpi1eA9vvZ8fLzKiYmDisrS4yM0keOTJw4k8mTx2FlZaFITkxsAgCxcYlYWphhaKj8NOT0/mR9HvzyyxZmzfpSm2lra5O9HFTEJaaPZI1PTqagsQn5/jYC6ver1/i4Tq1s5QCkZfyr0aAHqF7ahvSRWSqy959k+vM6Csj4PbUmMTGR0NBQ2rRpA0DFihWxsLDQXuTjXT18+BBra2uqVKkCQNOmTXn8+DEeHh7s3r1bO229Xr16FCtWjHPnzimeU79+fcqWLatTu68THh5Oq1ataNCgAevXr0dPT48WLVowfvx4GjVqRNu2bRXNE0IIIf6Tni/inhc3ZBF3kQdy5ePLy5cvo1artQuvN2nShHr1sj8yANL/KG/WrJn2j/LU1FT++usv2rVrp0j7GZycnBg2bNhrvz9lyhQGDBiQad+dO3e0X5uYmNC8eXP++itz0SItLY1Lly7Rs2dPxowZw+rVqxU9byVcv/uQmLhEmtWrRlxCIhFRMZxxu8mJi9cAGNK1Fe2b1M1WxrXbD4mOS6B5g+qZ9geGRHDF8x6LvlXmk/2//vIgKiqGDh3SR7+sWbOQfv0+Z+7cFYSFRfDTT3OwtS2U7Rw3N0+io2Np164xBgYG2Npac+DAKbp1a42HhxcPHjzG3z9Qp7ZVKhU7dmyhd+8BmJqaEBkZxZ49O4iNjeXZs2cUeWlkSunSpfD399c5Z9OmBQwZMhkTE2OiomLZunWx4gUSlUqFs/NG+vYdqu3Prl1bskwVWrlyHe3bt9F51IVKpWLduskMHz4fExMjoqLi+PXX77X9mTt3M4cP/0l0dBybNn2n0+irjJwtW1YyYMBoTExMiIqKZseOtRgaGrJ//xH09FR8/PFHHDx4TKf2X8755ccvGfPVMoyNjYiJiWfN8okYPi8sL17xP5at3E35cnZ8+2V/Spaw1Tln8+bFDB48CRMTY6KjY9i2bSlJScmEhERw5MgZDh48CcDYsYPp0UO3116VSsXsvr2Y9r9d5M9nSGxSIvP79yXfSz/v4Khorvv5Ma1Xd50yMnJsDQwIUqvRA1KBIgYGqFQqCuvrE6RWE5GaSipQSF8fAx1GX2Xk7Nq1ix49emBqakpkZCT79u2jcOHCFC1alN27d9OnTx/c3d3x9vbGz89Pp5wKFSoQHh7OxYsXady4MYcOHSI2NhZfX99XvB6UfuOFSXTJ8fPzo3Zt3af1vk7fvn0ZOXIkCxcuzLT/3r17nD9/XtaLFEIIIYT4AOXKCKygoKBM2x07dlS0/Q4dOrwxLyfVrFkTNzc3Fi5cqJ3GmCEiIkL79aZNm/jrr7+oX78+p0+fJiEhgcjISHbs2EGxYsUAWLNmDT///DP/JDk5mZiYmEy3nLT/xEU6t6iPgb4+qalpqFPTSE55xo4fv+XHr0fw46a9ePs+yVbGvj/+pEubhhj8bbTFgRMXaV6/OpbmBbLVfoatW13o37+btgiybNl6Zs2ahJfXOdzcfmfOnOXcvfsg2znOzr/Rt297bY6z80K2b/+dFi2GsW7dHho0qP5WFwl4FbVazYIFP7Bnzw58fO5y/PjvfPLJp9kamfS6nKVLf2Xr1sXcvHmIAwdWMWbMTMLDoxTPWbRoGbt2beH+/RscO7af4cM/JywsXHvMjh27cXE5wOrVy7ORk8qKFbv49dfvuXrVCReXBYwbt5Tw8PSRX9OnD8PNbRPr109h7tzNpKTodkVQtVrNDz/8wo4da7l715Xff9/Op59+RUBAIIsX/8KPP87UuQ9/78/K9ftYs3wirsdX4rxxGhO/W0VEZAzLFo7l1OFlHN33A/Vq2zNi3A/ZyFHz448b2LZtKbduHeXgwXV89tk0kpNTUKvVJCYmc+qUM7/+upjvvluCp6e3bjmpqWw5e555/fvi8s1XrBg2lLku+4mKfzEi7ui16zSuVBGLbEy71mg0RKamUsTAgFKGhhQzMCBErSZVoyEqLQ0rfX1KGRpSIl8+wlNTSdHx00W1Ws28efPYt28fjx494tSpUwwePJiwsDAOHjzIr7/+Sq1atfjpp59o0qSJzoVZc3NzXFxcmDp1KnXq1OH48eNUrlyZuLg4ndp715ycmsb38ccf4+LikqUAP2jQICleCSGEEM/l1egr7SgsIXJZrhSwgoODAbRP8hIlSijafvHi6WsjZRSQQkNDFW0f0q826OnpiaenJ25ubvzvf/+je/fuXL9+nf79+/Pbb79luU/8S2+8kpKSqFq1KmfOnKFly5YYGxtjYWFB//79OXv2rHYdrNmzZ5OQkPDGc1m4cCHm5ubam9KP58sSEpP4w9WD7s+nD5oXMMUkvxGdmqevs2Nna01Nh7LcevBI54z4xCSOnb9Cj7aZpw9qNBoOHL9Ij/bKTB+Mi4tn//6jDB7cE4CwsAgOHz5Bnz6dAShTpiT16tXk0qWr2cxJ4MCB0wwY8GLR7KpVK7BnzzLOnt3MunUzCAoKw96+jE7tX79+k8DAQO3i7PXq1aF4cTtu3ryFgYFBpgKun98jnZ8fnp73CAoKpXHj9NEVtWtXplixwty8qVuB4nVu3PDk6dMgmjZNf47VrVsbO7uiXL9+E4A9e/Yzb96PHDmyD1vbwjrn3LrlQ1BQOI0aVQWgVq2KFCtmw61bPpmOa968FnFxiXh5+emUc/PmHQIDQ2jSpAEAderUwM6uKNeueRIUFEqjRh1xcHDkwIGjLFr0M7Nm/ahTzh1vP4JDI2lQN/0iGDWqlqOorRW3vfwoViR9Kp9KpWLogPY8fhJCZFSsTjment4EBYXi6Jh+0YHatatSrFhhbt3yxszMhL5905/npUrZ0aBBDa5du61TzoOgIMJiY6lZpjQADsXtKGxekPuB6c9njUbDEY9rfFwne6N9kjUaUjUajJ+PsMuvp4eBSkWiRkNcWhoFnheW86lU5FepSEpLe1Nzr3X9+nWePn2qXTS9Xr16FC9enGvXrlGjRg2OHTvGtWvXcHZ25unTp9qpebpo2bIl586d4+rVqyxdupSnT5/i6Oj4itcDP0qWLKlozttcPVgXX331FWPGjKFFixaZRo2ZmZm94V5CCCGEEOJ9lisFrL+PNHn2TLeRDa+TmnE1qecFMl2n/ryJhYUFVatWpWrVqtSrV49+/fqxb98+tm7dio+PD127dsXJySnTffLnz59pe86cOZiYmGRpu0KFCowZMwZIH7V18uTJN57L1KlTiY6O1t50nSL2No79eZVKZYpTpviLaSgdmtblT4/0N6nRsfHcuv+IiqV0Xw/p2LkrVCpbnLIli2baf/n6XdSpqTSu/fZXqXyTvXuPULVqJSpVKgeApaU5pqYmnDt3CUgvaF25coPKlStmK+fAgdNUrVqeihVLafcFBb1Y3Hrr1kOYmOTX+SqEJUrYERgYhJfXXQAePHjIw4e+VKpUkV69urNu3SYA3N2v8vTpU5o3b6pTjp2dLcHB4Xh7+wLg4+OPr28AFSqU+od7vpvixe0ICgrCyyu9MPbggQ8+Pn5UrFgBF5cDzJy5gKNH91GypG6L+GcoVsyG4OBI7t1LfzPs6/sUP79Aypa1w9f3qfY4Dw9vwsKiKFVKt0XC7eyKEhQUoh3J9/ChH76+j6hRowp+flfw8nLFy8uVbt06MGXKeGbN+kannKK21oSGRvHAJwAAv8dBPPIPpmyZYoSGRWmPO3riMjbW5lha6DaK0c6uCMHBYXh7pxf6fHwe4+v7hPLlS9OzZ3tOnnQFIDIymqtXb1OlSgWdcgqbmxMeG4dfSPoHEE/CwwmIiKCkTfpaiVd9fElNS6NeueyttWSgUqEG7ciqZxoNzzQajFQq9ICE5wWrVI2GZI1GpwXcIf2DmsDAQLy8vAB48OABDx8+pFKlSgQGvpg+vGHDBkxNTbN1FcKX25s7dy6tWrWifPny9O7dm7Vr1wLg7u5OQEAAzZs3Vzwnp0ycOJEvvviCFi1a8OiR7h+SCCGEEEKI90OurIFVuHD6qImMEVJK/yH69/Yy8nLD4MGD+e2339i9ezfjxo2jS5cuWFlZAVCgwIs3jCqVSrto76u0a9eOJUuWAOlvNLp06fLaY42MjDAyever1+li/8mL9GybeQTUl4O7Mv2Xbew6dh6AYd0/olrF0jpn7Dv2J706ZC2y7D3mSve2jooVJLdudeGTT/pot/X19dmyZQXTpv2AWq3m2TM1n38+lAYNsrdAtLPzbwwe3Plv2YdwcTmORgMVK5Zi27YFWaacvi1bW1vWrv2F/v0Ho6enR1paGj//vJSSJUuwcOFchg79FHv76hgaGrJlyyadp9sULmzN8uVTGT78O/T0VKSlafjhh68pXrwIS5ZsYvPm/YSHR+Ll9ZBvv13CuXPbsLGx1KE/hVm9ejkDB47Q9mfFisWULFkcB4c6FClSmF69BmmPP3ZsP9bWVjr0x5IlS8YxcuQibc6CBWOwti5Inz7TiIlJwMBADxOT/Gzc+B0WOhZ8bG0L8csvCxg8eKz2cVu6dA4lSii36D1AIRsLFswcybhJK1DpqdCkaZj93TAszc3oN2wOKSnPUOmpsLIswIZfdCuSQfrzYMWK6Qwb9i0qlR4aTRo//jiFEiWKMnPmeD7/fCabNu0GYMKET6hTp5pOOVZmZnzbtTMzd+3RXvDjq04dsbWwAOD3qx50rF0r268HBioVhfT1CX5pyq2Nvj75nq+NFZ6aSnhqKhqNBnN9ffLrmGdra8v69evp06eP9vm2cuVKSpYsyezZs9m+fTsajQYHBwf279+v8+sBwIwZM7hw4QJqtZpGjRqxaVN6EXvx4sUMHjyYChUqYGhoiLOzc7am370uZ968eaxdu5bQ0FBu3brFuHHjuHbtGoUKZX89wQkTJqCnp0fz5s1lqoIQQgjxN5rnt7zKFiK35UoBK2ONJ0gfJXX48GGmT5+uWPuHDx/OtF20aNHXHJkzunbtyu7du4mPj+fYsWPaxdxfnrplYWGRqaD1dy8fmxNTIHW1bXHWN74WBc345fsximVsXzHllft/nPqpYhkAp07tyrKvZUtHLlzIeuXD7Dh2bG2Wfd9+O5xvFVqIHqBfvz7069cny35bW1uOHTv8invopmfPdvTsmXVR7q+/HsHXX49QLKdv35707dszy/74+GDFMgB69GhBjx4tsuz/7bcliub06dOVPn26vvGY9euXZjunS0dHunTM+vw9tGtBttt+Wa9eHejVq0OW/VZWFuzc+ZNiOW1qVKNNjVcXwGb26aVYTgF9fe1UwZeZ6OlhouAI3v79+9O/f/8s+2fOnMnMmcqshQbpo7hexdbWluPHj+d4zrRp05g2bZpiOX9f0H78+PGMHz9esfaFEEIIIcR/U65MIWzYsGGmEUNXr17l1KlTirR96tQp3N3dtZ9eGxoa0qhRI0Xaflsvf8r88miwChUqaD/tzpjm+Dovfz+nFsUVQgghhBBCCCGE+C/KlQKWiYmJdvh/xtSQESNG8ORJ9q5c5+/vz4gRI7RtqlQqmjdv/sp1pnJSQECA9uuXF5jNly+ftpgWExNDWFhYlvtmePjwofZrOztlpxoJIYQQQgghhHi/yFUIxYcmVwpYgHaRckhfD+rx48c4Ojpy6dIlndq7ePEiTZo0yXR1IoCxY8dm6zx1sWfPHu3X1aplnv7Ss+eLaVEHDhx4bRv79u3Tft20qW6LbgshhBBCCCGEEEK8j3KtgNW1a1eaNWumrdSqVCr8/f1p0qQJAwYM4PTp02/VzpkzZ+jfvz9NmzbF398/0+irZs2a0blz539u5C05OTmRlJT0xmOWL1/OkSNHAChTpkyW4tPw4cO1i8rPnDmTp0+fZmnj3LlzbNu2DYCqVavi6KjsmkxCCCGEEEIIId4vMgJLfGhydbGlTZs24ejoqF2kPKP4tGvXLnbt2oW5uTk1a9akUqVKmJubY2pqSnx8PNHR0Xh7e3P9+nWio6MBtEWrDIUKFWLjxo2Knu+sWbOYNGkSPXv2pEmTJpQrVw4zMzNiY2Px9PRk+/btuLqmX0Le0NCQ9evXo/+3hYHNzMz4+eef6d+/P0+fPqVevXpMnTqVBg0akJyczLFjx1i2bBmpqakYGBiwdu3abF2NSgghhBBCCCGEEOJ9k6sFrHLlynHkyBFatWpFbGws8KKIBRAVFcW5c+c4d+7cK+//cpU3o8ij0WgoWLAgx44do1y5coqfc0REBBs2bHjt1ZcAihcvzq+//kqbNm1e+f2+ffsSFhbGxIkTefr0KV988UWWY8zMzHB2dpbRV0IIIYQQQgghhBB/k+uXu6tduzZXr15l8ODB/PXXX6hUqkwjjt40FPFVxzVu3Jht27ZRpkwZxc/1jz/+4Pfff8fV1ZUHDx4QHBxMeHg4xsbGFC5cmJo1a9KpUyf69OnzjwvHjx07lhYtWrBq1SpOnDhBQEAA+vr6lC1blvbt2zNhwgSKFi2qeB+EEEIIIYQQQrx/8nIqn0whFHkh1wtYkD4S688//2TDhg388ssv3LlzR/u9N02fe/mXpEqVKowfP54RI0agp5czS3lVqlSJSpUqMXHiREXaq1KlCqtXr1akLSGEEEIIIYQQQogPRZ4UsAD09PT47LPP+Oyzz7hw4QInT57k0qVLXL9+nYiICNLS0jIda2VlRa1atWjUqBFt2rShSZMmeXXq4l/uzp17tGrVR/E2c4OfX9ZF/m/duo2jY0vFMm7duv2K3ADF2n9Tm7duedGsWTtFcxISErPs8/Lyo2PHSYrmJCYmZ9l3+7Y3LVt2VzTn9m1vRdt7F3fu3Oejj4Yo3qYQQgghhFBe2vNbXmULkdvyrID1sqZNm2a5el90dDRxcXGYmZlhbm6eR2cm/ovi4xNwd7+e16ehk8TErFe9jI+P5/Jlt1zPzYk20/tyRfGsv0tISOLq1bs5nhMfn4Cb27Ucz8kt8fGJuLvfzOvTEEIIIYQQQogscqWAFRQUhJtb5jfgHTp0IF++fK+9j7m5uRSucoHvk6AcbT8gOBwAH/+cyUl4xaiY3JKQkMiNG8qOlnl55GFuSktL48YNZQs+edWX91FCYhK37vgq3mZeSUxJwftp1tGGSgiMiAQgRaOBHHwOPns+pT3jSrQ5JaP93Mrx9fXFw8Mjx3K8vLxyrG0hhBBCCPF+U2lyYfW19evXM2bMGO125cqV8fT0zOnYD0ZMTAzm5uZER0dTsGDBt7rPpUuXaNLEkbS0nF98T09PlSs5Qggh/v1MTEzw8vKiZMmSeX0qQgghPgC6vFf6t8vok/Pnn2NiZJQn55CQnMyg1avfq8dV/Pvlygis8PBw7QLsKpWKXr165UaseAMjIyPS0jSM7t4eu0JWOZZz/b4ve89cYnTXdtjZKJ+z/tBx/EPDFW/3bZQoYsOYPh0VbXPWmh2kPFMr2ubbMDTMx8LvRija5tQFm0hJeaZomx8qO0tLPmnWTNE2nc6fJyAyUtE231b58uWZNWtWjrTt6urKmjVrGDNmDI6OjjmS8T7m+Pr6Mn36dJydnXFwcMixHAAbGxspXgkhhBBCiHeWKwWsv18lUP5w/fdwrG6PfaniOZqx98wlHKvlTM6Vew+xKGBKVGw8/qHhVKpQAhPj/IrnZIiIjOGRfzAVShajaoVSdGxaT9H2lzjtI+JZXKZ9enoqjI2V+2QlMTE5y4g4M9P8dGnXWLEMgPk/bSfibwWs9L4o+/OJj8+6iLu+vh7V7MsomvM4IISk5BTU6lRSnqnJn98QU1NjSpWwVTQnQ0RkDH6PgihbqBAOdnZ8VK2aou1ff/QIcxMTohMSCIiMpFxRW/IbGiqa8bLo+HiehEVQvnx5WrRowcCBA3Msa82aNTg6OuZoxvuW4+HhwfTp03FwcKB27do5liOEEEIIIYSucqWAZWlpmWnb1NQ0N2LFB2DakN4AHPvLg+mb/seSuWOo6qBs4eJlB478yVdTVzFn7CAcypZQvP3itjZExGQuYNWqVYkjR5YpltGx48QsC5yXtCusWPsvtxkRGZtpX+3aVTh+/FdFc9q2Hc6VK7cy7atmX4Zda6crmpPh0PGLfDN3Pft2zqda1bI5kgGw/+B5xk/6iSldulCxaFHF2/+mUycATnh6Mv/gQab170ml4naK52T44+p1Zm/fw6xZs3K84COEEEII8SHQaDTkwopAr80WIrfp/fMh2VehQgUgffogQEhISG7ECiGEEEIIIYQQQoj3QK6MwGrQoAGGhoY8e5Y+nejKlSu5ESuEEEIIIYQQQryXZASW+NDkyggsExMTOnbsqP0F+/3330lMzLpujRBCCCGEEEIIIYQQf5crBSyAqVOnoqenh0qlIiIignnz5uVWtBBCCCGEEEIIIYT4D8u1Ala9evWYNGmSdqjh4sWL2bx5c27FCyGEEEIIIYQQ7w1NHt+EyG25VsACWLRoEZ988gkajYa0tDQ+/fRThg0bRmBgYG6ehhBCCCGEEEIIIYT4D8mVRdwBHj9+DMCsWbMoXLgwS5cuJTU1la1bt7J9+3Y++ugjWrRoQc2aNSlUqBAFCxbEwEC30ytZsqSSpy6EEEIIIYQQQvyryCLu4kOTawWs0qVLo1KpMu1TqVRoNBrUajXHjh3j2LFj2c5RqVSo1epst/Ohi4qL5/Mf12m3k1NSCAiN4I8Vs/h2lRNB4ZGYGhsD0MmxLgPaNtM9Z+nLOc8ICIvgj2UzKWhizIbDJ/jj8jXy5TPAwsyUtV+PfueMyKhYBo6ar91OTEzGPyCEK2fW8cnni0h5lv58SVWncu/hE47sWYRDxVLv3pfYeEbN/kW7nZSSQkBwOKc3LuBxUCg/bN5LyjM1Kc+e0aVlQ4Z1bfPOGQARETH06vXdS/1J4tGjIG7f/h9+foFMn76O+PgkVCoVs2d/StOmNXXKATh78QbL17mQptGQmprKpwM60uPjpoRHxPDNnHU8DgjB0NCAWV8PpX4te51zTpxwZf78taSlpaFWp/LFF4Po378Ty5ZtZufO33n40J+tWxfz8cctdM4AOHfpBis27CNNk0Zqahoj+nege4cmTF2wEQ/P+xgZGWJibMR34wdQ3aGszjmnz17lx2X/I02jQa1OZfTIrvTu0ZKJk1fieeshenp6GBjoM/WbQTRpXF3nnL8ePGDT2bPpP5+0NPo1bEj7GjW03/fw9eXrHTsY06YNvRs00Dnn4h1v1h89kf56nZbGwJZN6VivNmNXbSQoMgqz/EYAdKhXm37NHXXOOXLkCNOmTXv+PFDzzTffMHToUDQaDbNnz2bHjh0YGRlhY2PDmTNnFM9p0KABycnJAKjVam7fvs2NGzeoXl23n9Hrctzc3Bg/fjzJyckkJSUxbNgwvv32W8X74+7uzoQJE4iLi0OlUrFs2TJatWqlc07p0qUxMjLC2NiY5ORkatWqxYYNGzA1NdW5TSGEEEIIId5WrhWw4NVV2oyillRw/10szEzZMXuidnvbsbN4eD/E3MwEgK/6daVF7arK5Mx8KeePs3jc88Hc1IT/nbzA/SeB7Jw9iXwGBoRFx+iUYWlRgCO7F2m312/5jctXvLAwN+PA9hcXEzhy4jI/r92rU/EKwKKAKbuXTNFubzl0iqt3HmBewJS5s3/h874f06JeNaJj4+k2YR7NalehXImi75xjZVWQ06dXardXr97LxYueWFiYMWzYXH76aSLNm9fi4cMn9O79Pa6u6zE2NnrnHI1Gw9ez1uK8eir25UvyJDCUdv2m0LZFXX5cvYuaVcvx64pvuHnHh8+n/MSZfUvJp8OoSY1Gw2efzeTw4TVUqVKBx4+f0qBBHzp1aknz5vXp0aMtX3wx953bfVXON3PXs/XnKdiXL8GTwFA6DJrKR83r0KZZHeZ+OwwDA33OuF5nwoxVnN6zVOec8ZN+Zs/22TjYl8b/SQgt246nQ9uGzPx+GOYF09/s37rtQ78hs7npvhk9vXefza3RaJh/4AArBg+mnK0tgVFRDFmzhmb29pgYGRGXlMT6M2doUL68Tv14OWf29j2sGvsp5YsVITAikv6LVtC8WhUAxnftSPNqlbOVkZEzaNAgzp49S/Xq1fHz88Pe3p4ePXrw66+/cvPmTW7duoWhoSFBQUE5knP58mXtcS4uLsyePVvn4tWbckaNGsWcOXPo0qULERER2Nvb06lTJypXfvfH8U053bt3x8nJiTZt2nDv3j3atGmDt7c3xs8/fNDFrl27qFmzJmlpaXTu3BknJyfGjh2b6ZjU1FT09fV1zhBCCCGEEOJVcnUNLJVKleX2pu+9603knEMX3OjaVPcRHG+d86c7XZvUB8D5j3OM69FRWxSxMS+oSMbu/Wfo273FK/f3ecV+XR04fYlurRoC6c/v2IQEABKTU8hnYIC5mTKjFnbsOM6AAW2JiIghPDya5s1rAVCuXHEKFjTl9OkrOretUkFMbPp5x8UnYlnQDEPDfBw97Ub/7ukjOapXLoutjSVuHnezlRMdHQtAbGw8VlbmGBkZUqdOFUqXttO53VflxMZl9CcJi4JmGObLR+smtTAwSH/DXaNKOYJDo1CrU7OVEx0Tn54Tl4CFZQEMDQ20xSuA2OePa3aoVCrikpIASEhOxtzERPv78tOxYwxu0oSC2ShWvMiB2MREAOKTkiloYoyhgfIFCpVKRVRUFAAxMTFYW1tjZGTEjz/+yKJFizA0NASgSJEiOZLzsk2bNjFixIgcyXl5f3x8PIaGhlhZWSmak5iYSGhoKG3apI/0rFixIhYWFhw9ejQ7XdJKSUkhISEBS0tLnJycaNmyJT179qRatWq4ubkpkiGEEEKIN9PwYhphrt/yuvPig5TnI7DEv9+NB37ExCfSpIaDdt9Kl99Zu/8YZYrZMrZnR4oXtlYmJyGBJtUdiEtMIjw2lvM3bnPq15sADPioGW3r1cxWxtXr94iOiadVs9qZ9j8NCufyVS+Wzf88W+1nuO7tQ0xcAs3qpI9Sm/35QL76YT2r/vc7kTFxTPusLzaW2S/IubvfISoqjrZtG2BgoI+trRUHD56na9dmXLt2j4cPn+DvH6xT2yqVihVzxzJu6s8YGxsRHRPPqoXjiU9I5Jk6lULWFtpj7Yra8DQ4XOecTZsWMGTIZExMjImKimXr1sUYGubTqb035Syf/Tnjpv2CSX4jomPjWTn/CwzzZX4Z3OpynGaNqmsLWrrkrP5pIqPG/oiJsRHR0fGsX/2Ntj8Lf9jGb0cvER0Tz/qVX+s0+iojZ0b37kx3ccE4Xz5ik5KY06sX+fT1OevlhZ5KhWPFipy/q3thMSNn7pB+fOe0g/yGhsQmJLJw2ABtoWzN73+w4ehJyhQpzOiP22JnrVshRqVSsWvXLnr06IGpqSmRkZHs27ePpKQkgoODOXjwIC4uLgBMnDiRvn37KpqTURwD8Pf359y5c2zbtk2njH/K2bx5M127dmXatGmEhoaybt06nYtyr8spXLgwRYsWZffu3fTp0wd3d3e8vb3x8/PTuU8Affv2xdjYGD8/P+rUqUOfPn1wdnbm8uXLXLt2jUqVKmWrfSGEEEIIIV4n1wpY2VmvROStQ+fd+LhxHQyeTwmZPXIARaws0Gg07DntysSfNrF7vu7rt2hz/nTj40bpOalpyaSmppGU8gyn78bzNCyCEYtWUbpIYSqWKKZzxu79Z+jRuWmW4oTLwXO0alYLKwWKSgAHTl2iU/P62sds84ETfDGgCx2b1uVJcBgjZv5E5bIldZpC+LLt24/Tp08rbX+2bJnB3Lmb+fnn3VSqVIr69avoPJVHrU5ltdMhVi4cT/1a9ty848Pob5dzaOu8f77zO+WoWbr0V7ZuXUzjxrXx8LjDwIGT+PPP/2H9UpEs+zmprNlyiJXzvqBezUrc9Eqf+nhoyzysLAoAcPCPixw97c72lVOzlfPzqr2sX/UNDetX4frNB4z4bCEnfl+OlVVBpn47mKnfDuaC6w3m/7CN/bvm61SsU6else3PP5nbqxc1SpXi7tOnfLd7N2uHD2fbn3+yYvBgnfuQKSc1FacTZ1nwyQBqlSvDncdPmLxpG9u+Gc+MAb2wtUx/Ldj75198s3ErOyZP0C1HrWbevHns27ePZs2a4e7uTpcuXbhx4wZqtZrExEQuX76Mn58fjRs3xt7enhovrfeV3RxPT09sbGwAcHJyolOnTtptJfvj6enJokWLWLhwIQMGDMDHx4fmzZtTt25dnaYQvinn4MGDTJ48mYULF1KlShWaNGmi88VRMmRMIVSr1Xz22WdMnjyZatWq0bhxYyleCSGEEEKIHJVrBazmzZvnVpRQUEJSMifdb7BlxpfafUWsLID0T/77tG7CT7t+IyouHotsTIlLSErm5JWbbPl+PADmpiaYGBnRoWH6SKliNlbUKF+aO37+Ohew4hOS+P34XxzckbkAo9FocDl4jrnfD9f5/F+WkJjM8UvX2L7oawAiY+I47XaTxV8NA6C4rQ3VKpTmurdPtgpY8fGJHDp0gT/+WKHdV6VKWXbufLFeVJMmn1Gpkm5renndf0RIWKR2cfbqlctSpLAVdx/4Y6CvR2h4lHYUVkBgGMVsdRuF5+l5j6CgUBo3Tv9Z165dmWLFCnPzpjctWyo3bdXrwWNCwqKoVzP9TXZ1h7LYFrbC6/4jHOtV5cipy6xyOojTim+xsTLXOee2ly/BIRE0rJ++RlTN6uUpUsSaW3d8adbkRcGlqWMNps/eyN17j6letdw75zwICiI8Lo4apdJ/vvbFilGoQAHuBQYSERfHpxs2ABCdkMDFe/eITkjg05Yt3znn/tNAwmJiqFWuDACVSxankIU59wICqV8pfX0tlUpFr6aNWHn4GNHxCZibmrxzzvXr13n69CnNmqVfEKJevXoUL16cGzduYGZmxqBBg4D0hcQdHR1xd3fXqYD1upxr167x0UcfodFo2Lx5M2vWrHnntt8m58yZM+zfv5+dO3cCULZsWRo2bIirq6tOBax/6s/LF0dxcHCgSpUq2epXBgMDA3r27Mk333xDtWrVMDMzU6RdIYQQQry9NI2GtDya5ZRXueLDlqtrYIn/nhNu16lQoiilixYG0kdjhD9fqwjg9JWbWJmbZat4BXDC/UamHIC29Wty6ZY3ANHxCdz2fUyF4roXfH47dgmHiqUoVybzmkoX3W6TmppK00bVdG77ZX9c9KBiKTvK2KVPCSpoaoKxkSFunul9iYyJ49b9R5TPxkgygAMHzlOlShkqVCih3RccHKH9etu2Y5iYGNG06bu/yQcoamtNaHg0D/wCAHjkH8zjJyGULVmE9q3q87/9pwG4eceH4NBI6tfW7SqEdna2BAeH4+3tC4CPjz++vgFUqKBb4e11iha2IiQ8mod+TwF49CQY/4AQypQsypHTbqzYuI/Ny7/RuRCXoVhRG0JCI7n/4AkAvn6BPHocTNkyRfH1C9Qed+3GfcLCYyhZwlannMIFCxIeF8ejsDAAnkRE8DQykgpFirD/q6/Y9cUX7PriC5o7ODCkaVOdilcAthYWhMfE4hcckp4TGk5AWAQlC9sQERunPe7MjVtYFjDTqXgFUKJECQIDA/Hy8gLgwYMHPHz4kEqVKtG/f39tISYiIgI3NzedF1d/Uw7A6dOnUavVfPTRRzq1/0859evXx9TUlNOn039/wsLCuHz5MlWr6nZRjDf1JzDwxfMt42qB2bkK4d+dPn1aRl0JIYQQQohck6trYIn/noMX3OjW7MUomGdqNV+t2ESKWo2eSoV5AVOWfpH9kUsHXd3o9rdF4sf26MAcp924nL0IwJD2LalSpqTOGbsPnKFfj6xv3nbvP0Ovrs11Xovo7/afvkSPNo212/r6evwwcRjLtx0kNS0VtTqNgR+3oEalMtnK2bHjOIMGtcu0b9u2o+zdewaNBipUKMHmzdN1vsCBjZU5cycP48vvV6GnpyItTcOMSYMpVsSGb8f25evZ62jT+xvy5TNgyazPdLoCIUDhwtYsXz6V4cO/0+b88MPXFC9ehCVLNrF5837CwyPx8nrIt98u4dy5bdjYWOrWn28/YcLM1ahUKjQaDdO/GkQxW2s+6vstNtbmfD71J+3xTismY2n+7qNKCtlYsGjeaMaMX6rtz9yZn2JtZc6AobOJiU3AwEAfE2Mj1q38GgsdMgCszMz4umNHZu3di55KRZpGw5ft22NrrvvosVfmFDDj297dmLZlpzZnUo/OmJuYMHbVBlLUqemvBWYm/DB8kM45tra2rF+/nj59+qCnp0daWhorV66kZMmSLFy4kGHDhrF69WoAJk+eTP369RXPgfTF24cNG5bt14PX5ZQqVYrdu3fzzTffoFarefbsGRMmTKBRo0aK92f27Nls374djUaDg4MD+/fvz/YFTzLWwFKr1ZQqVYq1a9dy6tSpbLUphBBCCN1ont/yKluI3CYFLPFGv37/RaZtYyMjts6coHzOlHFZ9lmYmbJs3DDFMvZunfPK/T8t+uKV+3W1df7ELPsaVren4Q+6jVB6nd9/X5pl39dfD+TrrwcqltG5bSM6t836xtrGyhynn7K/7lmGnj3b0bNnuyz7v/56BF9/nb0rwb2sU5uGdGrTMMv+22c3KZYB0K1zU7p1bppl//7dCxTNaV21Kq3/YeTO1C5dsp3TtnYN2tbOOpLv14ljs932y/r370///v2z7Le2tubQoUM5ngOwY8eOHM9p06YNV69ezfGcmTNnMnPmTMVyXrcA/CeffMInn3yiWI4QQgghhBCvkqMFrOTkZC5cuMC1a9cICwsjOjoac3NzbGxsqFmzJs2aNcty6XIhhBBCCCGEEEIIIV6WIwWsgIAAZs2axfbt20lOTn7tcUZGRgwYMIBZs2ZRvHjxnDgVIYQQQgghhBDivaPRaNDk0WLqeZUrPmyKL+J+4MABKlasyK+//kpSUpL2l+pVt6SkJDZv3kylSpXYt2+f0qcihBBCCCGEEEIIId4Dihawdu7cSe/evUlMTESj0aBSqf7xptFoSExMpG/fvuzatUvJ0xFCCCGEEEIIId5Lbxoskhs3IXKbYgUsf39/Ro8eTWpqqrY4leFNT/aMY1NTUxk9ejT+/v5KnZIQQgghhBBCCCGEeA8otgbWd999R0xMTJbCVZEiRWjfvj1VqlTB3Nyc6Oho7ty5w9GjRwkKCsp0fExMDN9//z1bt25V6rSEEEIIIYQQQgghxH+cIgWs8PBwXFxctMUojUaDvr4+c+fOZeLEiRgaGma5T0pKCsuXL2fatGmkpaVppxO6uLiwYsUKrKyslDg1IYQQQgghhBDi/ZOXU/lkCqHIA4pMITx48KD2aoMZa19t2bKFKVOmvLJ4BWBoaMjkyZPZunVrpl+65ORkDhw4oMRpCSGEEEIIIYQQQoj3gCIjsNzc3LRfq1QqunXrxoABA97qvv3792fv3r2ZrkLo5ubG8OHDlTg18TcjR47k1q1bxMfHAzB7006MjYxyLC8qNi49Z/MuqpQtybQhvRVtf97WPfgEBBEVm96fr6evwcQ4v6IZAI+fBJOYlIJanQrAsOnLMc5vRAlbG0Vzbvs8zrLPy8uPjh0nKpbh5eWXZZ9/QIhi7b+pTS+vh7Rtq+zvtpfXwyz7HudAf6Yt/pX7vgFERMUCMHHyLznyXMsQERkDwKJDh3Cws+ObTp1yLEsIIYQQQggh/u0UKWB5eHgAL0ZfffHFF+90/y+++IJ9+/ZppxFeu3ZNidMSr3Dr1i3++usv7faDJ0G5kvsgIAhjo1ePxssOn4AgPF8q+njfz52LACSlPCMp5RmRMXE5npWQkMTVq3dzNCMxKSVX2oyPT+TKlVuKZ/1dUrLy/bnvG8D12y+KZXe9sxYbc4JPaCj5XzOSVQghhBBCfLjSNBrS8mgqX17lig+bIgWs4OBgbfHJ0NAQR0fHd7p/o0aNMDIyIiUl/U1nUFDuFFVE7kpMTuHuoyeKtymyLy1Nw21vP8XbzCs50Z+ExGRF23sXSSkp3AsMzJG2A6OiAPALDs2R9rU5EZEAuLq65mhORvvvW46vr6/2w6Kc4OXllWNtCyGEEEIIoQSVRoFV3ywsLIiNjUWj0VCqVCl8fX3fuY2yZcvy6NEjNBoNBQsWJOr5myrxz2JiYrRXeCxYsOAbj23UqFGmEVhCCKGnUsmnaAITExO8vLwoWbJkXp+KEEIIoZh3ea/0X5HRpzXDhmGcRyP1E1NSGLN583v1uIp/P0VGYMXGxmq/trCw0KmNl5/0cXE5Py1L5L4yZeyYPHmEom0uXrwJX98ARdv8EBkZ5uOH+WMUbfPb79eQnPJM0TbflmE+A+ZNHKpomyu3HeLx05wdpfQ6xSwsGNSkSY60fTsggN+vXaNPgwYUysE/Pu4FBnLi1i3GjBnzzqN034Wrqytr1qx5b3J8fX2ZPn06zs7OODg45FgOgI2NjRSvhBBCCCHEv5YiBayMta8A7b/v6uX75dmlQD9QpqYmVKlir2ibt2/fJT4+IdM+a2sLevduq2jOxo17sxSwTE1NqVpV2Td67u4epKWlZdpnYpIf+4rKvtnzuH4vyz49PT1MTIwVy0hISMzSFzMzY7p3bqpYBsCchU4kR2QuYOnpqTA2Vq4vAImJiVmmK5qZGtOpdUNFc7YfOpOlgGVikh8Hh9KK5nh5+ZGQkJRpX0ETE1pVqaJozst+v3aNmqVKUaZw4RzLADhx6xaOjo4MHDgwR3PWrFnz3uR4eHgwffp0HBwcqF27do7lCCGEEEII8W+nSAFL/LdVqWLP2bMHFW2zRYuuuLnl3Hotb1K1qgPnzx9XtE1r6xLExcVn2mdfsSQH9yxQNMe+xiDi/1a8qFevFufO/a5YRvPmH3P58tVM+0qVsFWs/ZfbDI+IybSvTp3qnDq1Q9Gc1q0H4O5+I9O+EkULKZrxOg4OpTlyZKmibXbsOCnHF+0XQgghhBD/fZrnt7zKFiK36eX1CQghhBBCCCGEEEII8SZSwBJCCCGEEEIIIYQQ/2oyhVAIIYQQQgghhPiP0Wg0ebZ+tKxbLfKC4gWsoKAg5syZo9P9XqZLGxlmzJih832FEEIIIYQQQgghxL+L4gWs4OBgZs+erdN9M6q4Go1G5zZAClhCCCGEEEIIId5vaRoNaXk0EiqvcsWHTfECllJDCXVtR6VSKZIvhBBCCCGEEEIIIf4dFC1g5XXxSObhKic8PJKOHftptxMTE/H1fcyjR9ewsrIE4OxZVzp1GsCiRdMZN+5TnXIiIqLp3v3Ll3KS8PMLxNv7MEOHfoe/fzAFC5oC0K9fB8aM6atDXyJo376bdjshIRFfXz+ePLmHpaUF8+YtZufOvRgZGWJjY83x44d06ktkZCz9hrwYOZiYlMxj/2Cu/bWJISPmk5KiBkCdmsq9+/4cP7wEB/vSOvWnQ4fef+vPI/z9b/HwoS+TJk0jOTmFpKRkhgzpy6RJ43TuT/9hL/UnMYXHT4K55rqRR/7BzFrgREJCEioVTJ8yFMeG1XTKAfjjj/PMm/czaWlpqNWpjB8/jIEDuxEaGs6oUVPx9fXHyMiQZcum4+hYV+ecc26e/Ox0gLS0NFJT0xjeux3d2jZm3f9+5+CJSzwKCOGnGWNo41hL5wyAkyfdWbRo2/P+pDF2bA/69m3Dl18ux83tDvnzG2Fqmp+5c0dRq1ZFnXPcHj5ky4ULaDQaUtPS6FW/Ph9Vq8bS33/nfnAweioV+np6DG/enFqlS+ucc83Pj92XL2tzOtWqRXMHB+33bz15woKDBxnk6EjHmjV1zjly5AjTpk17/rip+eabbxg6dCgtWrTg0aNHmJubAzB06FC++uorxXMyRv/u2LEDIyMjbGxsOHPmjOI5DRo0IDk5GQC1Ws3t27e5ceMG1atX1yln3759zJ8/n9TUVJKSkihWrBgnT55ET0+u0yKEEEIIId4fihWwpHj0frG2tuTy5T+02ytWrOXChcva4lV0dAzTpy+kXbtW2cqxsjLn3Dkn7fbKlTu4ePE6lpYFAZg37ws+/rhZtjKsra1wdz+v3V627BLBBkoAAI1QSURBVBcuXLiIlZUlv/yyFk/PO1y75oqhoSFBQcE651haFuCPw0u022s3HuSy2x0sLQpweO8i7f7fj15i+co9OhWvMvrj5nZKu718+WouXLiElZUl7dv3YsaMb+nUqR0REZHUqNGEjh0/wsGhkk79OXbgRX/WbTrEX+53MDc3Y2TXr1m6cCxNG1fHx/cpA4bP4ezRn8if3+idczQaDSNHTubIESeqVq3Eo0cB1K3biS5dPmLmzOXUq1eD/fvXc/WqJwMHfomn5x/ky5dPp5zJizey5cdvqFS2OAFBYXw8YjofNalNo1qV6diiPtOWOr1zu6/KGTt2Cfv2LaJKlTI8fhxMkyaf8fHHjenQoRFLl47HwECf48fdGDlyIVeubNY554fffuOH/v0pW7gwQdHRjNywAceKFfmsdWvM8ucH4EFwMFN27mT3+PHo6fAhg0ajYdWJE0zv3p1SNjaExsQwaft26pcrh7GhIQnJyey8eJFapUrp1I+XcwYNGsTZs2epXr06fn5+2Nvb06NHDwCWL19Ot27dspXxTzm//vorN2/e5NatW89fD4L+uUEdci5fvqw9zsXFhdmzZ+tcvAoMDGTUqFFcvXqVUs9/Bh4eHnn+gZIQQgghcp4s4i4+NIoUsLLzCbX4b9iyZRezZ0/Wbk+cOJ3Jk8dz6NBRRXOcnX9n+vTPFG3z75ycnJk7N32dtOXLf+HYsYMYGhoCUKSIrWI5u/acZvLXA7Ps3+lyin69slf4e5mT0/+YO/c7IH0UZFRUNADx8QkYGhpiaWmpSM6uvaeZPHEAkVGxRETE0LRx+hvusmWKUbCAKWfOX6dD2wY6ta1SqYiOjgUgNjYOKysLjIzysX//Ma5fT3+O1alTjSJFCvHnn1do2bKRbjmoiI1LACAuIQmLgmbky2dAdfsyOrX32hyVipiYeABiYxOwtCyIoWE+2rdvqD2mTp1KBAaGo1anYmCgr1sOEP98JE9CcjIFjY3JZ2BAPv0X7WV8PztUz9sHSEhJwSx/fm3G5vPn6VavHu4PH2Y/R6UiKioKgJiYGKytrTEyeveiqK45P/74I6dPn37p9aBIjuS8bNOmTYwYMULnjODgYPT19bGystLuq127NgD3799nwoQJhISEkJyczKhRoxg3TrcRmUIIIYQQQuQ1RQpYzZs3V6IZ8S/1119XiIyMpmPHNgDs3/87enp6dOrUVtEClpubJ9HRsbRr11i7b86ctSxcuJFKlUozffpnlC5tl62MS5cuExUVzccftyMmJobg4FAOHz7C/v3p0wa//PJzevfuka0MgCsed4mOiadNyzqZ9j8NDOMvtzv89OP4bGcAXLrkTlRUFB07fgTA+vUr6NVrKLNmLSYsLJyVK3+gSJHC2c654uFNdEwcrVvUwcBAn8KFLDl89CKdOzTmhucDfHyf8iQgRKe2VSoVTk5LGTjwS0xNjYmKisHZ+SdiYxN49kyNrW0h7bGlStnx5EmgzjlLvx/F+DlrMM5vSExcAj/NGINhPmWXAlSpVKxbN5nhw+djYmJEVFQcv/76PYaGmUeNbdhwiNat6+pevFKpmNq1K3P37yd/vnzEJSUxrXt3bWHp17NnueDtTWxSEtO7ddNp9FVGzvj27Vl29Cj58+UjPimJrzp2xEBfn8sPHqAC6pYpk+0ClkqlYteuXfTo0QNTU1MiIyPZt2+ftpg0ZcoUpk+fTuXKlVm4cCFly5ZVNCcpKYng4GAOHjyIi4sLABMnTqRv33eftvw2/QHw9/fn3LlzbNu2TacMgOrVq9OkSRNKlSpF8+bNady4MQMGDKBIkSL0798fZ2dn7O3tSUhIoGHDhjRo0IB69erpnCeEEEKIfw8ZgSU+NIov4i7eP05OOxk4sCcGBgYEBYWwaNHP/PHHbsVznJ1/o2/f9hgYpD8t16yZjp2dLRqNho0b99G//2QuXXLOVoaTkzMDB/bFwMAAtToVtVpNUlISf/55Ej+/x7Ro0Z5KlSpSvXrVbOXs3HOant2aZylO7N57hjYt62BlVTBb7WdwctrBwIG9tY/ZkiW/MHfu9/Tr1wMfn0d89FF36tSpodMUwpft2nuKHl1f9Gfj6m9ZuMSZ1ev3U7F8CerWsUdfX7dCjFqt5scf17F9+084Otbl6lVP+vUbh6vr3mydc5ac1FTW7fidn2eMoW71inh6+zJ25ioOrpuJpXkB5XLUqaxYsYtff/2eRo2qcu3aPYYMmcPZs6uwtk5fw8nF5TSHDl3gwIHFOuekpqXxv4sXmd69O9VKlMA7MJBZe/eydvhwzE1MGN6iBcNbtMDDz4+NZ8+ybNCgTCOz3iVnv7s7Ezt0wMHOjofBwSz5/Xfm9enD/itXmN69u859eJlarWbevHns27ePZs2a4e7uTpcuXfD09GTbtm2UKFEifTrjqlV06tSJO3fuKJpz48YN1Go1iYmJXL58GT8/Pxo3boy9vT01atRQtD82NjYAODk50alTJ+22LvT09Ni7dy93797l3LlzHD16lPnz53P+/Hlu375Nv34v1jKMjY3lzp07UsASQgghhBD/SbLCq3ijuLh49u37jSFD0kchXLvmSXBwCA0btsfevhH79x9h4cIVzJyp+xvx9JwEDhw4zYABH2v32dmlT+dTqVSMHNmTR4+eEhERnY2MOFxcDjJ0aPq0PisrS8zMzOjfvw8ApUuXpFGj+ly54pGNnkB8fCK/Hb1I379NE9RoNOzZe4a+vVtnq/0McXHx7N17iKFD+wMQFhbOwYNH6dcvfQRZ2bKlaNCgNhcvumcrJ70/l+jb80V/KtuXZtvGaRzd/yM//TiekJBIKlYooVP7N2/eJTAwRLs4e5061ShWzJZbt+5hYGBAcHCo9thHjwIoXryoTjl3H/oTEh5F3erpi6ZXq1SGIjYWeD3w16m917l1y4egoHAaNUovgtaqVZFixWy4dcsHgAMHzrNkyf/YvXsehQvrPr3zYXAwEXFxVCuR/rhXKloUmwIFeBiceR232qVLk5iSgl9o6Kua+Ud+oaFExsfjYJc++rGcrS1WZmb4hoQQGR/PlJ07+WLLFi4/fMg+d3d2XbqkU87169d5+vQpzZqlr3lXr149ihcvzrVr1yjxvI8qlYpx48bh4+NDeHi4ojk3btzAzMyMQYMGAVC6dGkcHR1xd9ft9+dN/YH014PNmzdna/rgy+zt7fnss884cOAADRs25PDhw1hZWXH9+nXtzdfXl6FDhyqSJ4QQQgghRG6TApZ4IxeXw1SrVplKlcoD0KFDa/z8rnH37iXu3r1E9+4dmTp1Qqb1sXRx4MBpqlYtT8WK6YsQq9VqQkIitN8/dOgshQpZYmVlrnPGnj37qV69Cvb2L6761qdPD44fT18QPSIikitXPKhWrYrOGQCHj1yksn1pypfLPN3R9ZIn6tQ0mjnqtljz3+3Zc5Bq1apQqVIFACwtLTA1NeHMmT+B9IKWm9s1qlSxz1bO4aMXcbAvRfmyL/oTHBKp/XrH7pMYGxvh2FC3UWvFixchODgUb+/0KWgPHz7C19efChVK061bWzZtSh/td/WqJ4GBITRpottVCIsUsiI0IpqHj9OnID4KCOFxYCilSyi37hlAsWI2BAdHcu/eYwB8fZ/i5xdIuXJ2HDx4gUWLtrFnz3yKF8/e1M5CBQsSER/P47AwAJ5GRhIYFYWdlRVPI1/8fLyfPiUqIYEiFhY65VgXKEBUQgIBEem/j0FRUQRHR1O6UCHWjRjBL0OH8svQoTQoV44e9erRt5Fu65OVKFGCwMBAvLy8AHjw4AEPHz6kUqVKBL9UlNu7dy+2trZYW1srntO/f3+OHTsGQEREBG5ubjovrv6mHIDTp0+jVqv56KOPdGo/Q0BAAK6urtrtyMhIfH19qVq1KgULFmTz5hcXCXjw4AERERGvakYIIYQQ/0EZUwjz6iZEbpMphOKNtmzZybBh/XM8x9n5NwYP7qzdTk5+Rr9+35CS8gw9PRVWVhZs377oDS38MycnZ4YPH5Jp37x5Mxg5chzr1m0CYNKkL6lXr86r7v7Wdu45Rf8+bV6x/zR9erZU7NL2W7bsYNiwF4vE6+vr4+y8nu++m4NarebZs2d88cVIGjbUreCTYZfLafr3ztyfHbtPcuDwBTRoKF/Wjg0rv9H5qmeFC9vw00+zGDp0Enp6KtLSNCxZ8j0lShRjzpyJjBw5lZo1O2BomI8NGxbpdAVCABvLgsyeMJiJ89Zpc6aNHUCxwtas3f4bu34/R0R0HPf9tjJ/1Q72rp6BlcW7Ty0sXNiSJUvGMXLkIvT09EhLS2PBgjEUL16YBg0+pXBhS4YOnaM93sVlgU5TSi1NTRnfrh0LDh5EpVKlX/3wo48wNzHhu127iE9ORl9Pj/z58jGtWzcKPL8q4buyMDHh05Yt+enYMW3OsGbNsCmg3LRLAFtbW9avX0+fPn20j9vKlSuxtramefPmJCcno6enh42NDYcOHVI8p2TJkixcuJBhw4axevVqACZPnkz9+vUVz4H0xduHDRuW7dcDtVrNnDlz8PX1xcTEBLVazdChQ+natStVq1ZlwoQJLF++nNTUVGxsbNixY0e28oQQQgghhMgrUsASb3TmzIE3fn/9+uWK5Bw7tjbTtqmpMadPb1Kk7Qznzv2RZZ+1tRX79in7hu7A7gWv3L9y+QRFc86e/S3Lvtatm9G69XFFc/bvnJ9l31fjevPVuN6KZfTu/TG9e3+cZX/hwjYcPLhBsZyPWzbg45ZZr5Q4emAnRg/spFhOjx4t6NGjRZb9AQG6F15epWXlyrSsXDnL/mXPp8EpxbFiRRwrVnzjMWPaZC3avqv+/fvTv3/WgvmVK1ey3fbb5FhbW2erOPa2OYBihaRSpUrxxx9ZX9sAypUrx+HDhxXJEUIIIYQQIq9JAUsIIYQQQgghhPiPSXt+y6tsIXKbrIElhBBCCCGEEEIIIf7VZASWEEIIIYQQQgjxH5OXi6nLIu4iL8gILCGEEEIIIYQQQgjxryYFLCGEEEIIIYQQQvynxcXFcf78eZYsWUKfPn0oU6YMKpUKlUpF6dKl36qN0qVLa+/ztjc/P78c7Zd4QaYQCiGEEEIIIYQQ/zEyhTCzzp07c/bs2VzNNDc3p0iRIrma+SGTApYQQgghhBBCCCH+014uqllZWVG3bl0uXrxIXFzcW7dx/PhxUlJS3njMyZMn+eqrrwDo06cP+fPn1+2ExTuTApYQQgghhBBCCPEfk6bRkJZHI6HyKvdNBgwYwGeffUa9evUoX748kD4l8F0KWBUrVvzHY+bOnav9esiQIe9+okJnUsAS3L59lxYtuireZm7w83uaZd+tW140a9ZW0ZyEhMQs++7ee0zX3t8pmpOYlJxl361bXjRv/rFiGbdueSnW1ru6c+cerVsPULzNvOLl5UfHjpMUb1MIIYQQQgjxbkaNGpXjGdHR0Rw6dAiAsmXL0qRJkxzPFC9IAUsQH5+Am5tHXp+GThITk7Lsi4+P5/LlKzmenZCQhMf1nC+exMcncPny1RzPyQ3x8Ym4u9/I69NQTEJCElev5k6xVgghhBBCCJG3du/eTVJS+ntQGX2V+6SAJXJNQkIiN254K9pmWlqaou19qBISk/G87aN4m3klMSmZO/cfKd5mXkl69oz7QUE50nZQdDQAAZGROdJ+htCYGABcXV1zNCejfV9fXzw8cq4w7+vrmys5Xl55N2JSCCGEEP9usoh77tu6dSsAKpWKwYMH5/HZfHhUmg/1mfceiYmJwdzcnOjoaAoWLPjGYxs1asRff/2VS2cmhPgvUKlUH+wfIf8FJiYmeHl5UbJkybw+FSGEEOI/513eK/1XZPRpcb9+GBsa5sk5JKakMHnnzn/941q6dGkePXpEqVKl8PPzy1Zbvr6+lCtXDo1GQ9OmTTl//rwyJynemozAErmmVAlbvvysp6JtTpmzgZSUZ4q2+SGys7JieMsWirb565mzBEREKNrm2zIzMqKKnZ2ibd4OCCAuOW9GYZUvX55Zs2blSNuurq6sWbOGMWPG4OjomCMZuZnj6+vL9OnTcXZ2xsHBIcdyAJKTkzEyMsrRDAAbGxspXgkhhBBC5LGtW7dqP/SV6YN5QwpYH5iqVasC6etEeXp6Yl+xJCbGOfcGLCIyFr/HQVQqX4Ia1crRtaOyb1znL3Um/G8FLD09FcbGxormxMcnZNmnr69H1YqlFc3xDwwlKTkFtTqVlGdq8uc3xNTUmNKliiiaAxAeEYOfXyBlbQtTuXhx2taormj71/z8sDAxISohgYCICMrbFcE4B9/sR8XF4R8SjrmxMdZmZpS2sVG0/dDYWIwSEkhWq4lLTsbK1JR8+vqKZrws8dkzYhITKV++PC1atGDgwIE5lrVmzRocHR1zNCO3cjw8PJg+fToODg7Url07x3KEEEIIIfJcHk4h5HluzPNlIjIYGRnlygd8eWHbtm0AGBsb06dPnzw+mw+TFLA+MBs2bADS3+TVqVOHpQvHUq1K2RzL23/4Al/+v737joriasMA/uzSi3S7YEFBjV2xYWLDGEvEXmKPmkSjxsTP2EXsRhM1ibFFxRYVFXvvBQsooNhQaSoqSJHelp3vD8OGdalbWITndw4nO3dm7nuHu2xmX++9M+13/OL+LRrUq6n2+u2qVUBMnPyHZvPmDXHu3C61xnFxGQpf33tyZQ0camD3mplqjZPt2Pmb+Hn5Zhw6uAyNGtprJMaBg5cxadJvmNWnNxyrVFF7/dNdewEAzty9h4UHvOD29WDUrV5N7XGynbrph7l//4OWtWrBysRE7fU71Xz//g2LjsatkBB0ql8f5cuVU3ucbE/evMH5hw8xf/58jSeWiIiIiIiUYWtrK7ft5uamsZkD2nT9+nUEBwcDAFxdXUv0tMnSjAksIiIiIiIioo+MVBAg1dIIrOy4L168kEvmFDT6SiQSqRx769atGDVqlMr1FEX24u0AMHLkyGKNTf9hAisfCQkJOHHiBHx9fXH79m1ERETg7du3SE1NhYWFBerXr4/u3btjzJgxsLa2zrWO8PBwnDlzBj4+Prh79y4iIyPx9u1bCIIAGxsbNG3aFAMGDMDgwYOhp6dXzFdIREREREREpBwzM7NSPxopPT0dnp6eAIDKlSujS5cuWm5R2cUEVj58fHwwZMiQXPe9ffsWly9fxuXLl7FixQrs3LkTXbt2VThu06ZNWLx4ca51vHz5Ei9fvsTRo0exYsUKHD58GDVrqn+aHREREREREZG2PXr0SOU6KleurIaWFN7Ro0cRFxcHAPjqq6+go8F1cCl/TGAVwNbWFh07dkTz5s1ha2uLypUrQyqV4uXLl9i/fz+8vLwQHR2NXr16wcfHB40bN5Y7XywWo3HjxmjXrh2aNGmCypUro2LFikhMTERwcDC2bt2K69evIzAwEC4uLrh37x5MNLB+DxEREREREZUeAqC1RdyVjVq3bl21tqM4cPpgycEEVj46duyI58+f57l/4MCBOHToEPr06YOMjAy4u7vDy8tL7ph58+ZhwYIFedY/duxYTJkyBWvWrEFISAg2b96MyZMnq/U6iIiIiIiIiKho3r59i1OnTgEAmjRpgoYNG2q5RWWbWNsNKMkKMzSwd+/ecHR0BABcvXpVYb+ubsE5whkzZshe51YHERERERERUU6CIGj1pyzYvXs3MjMzAXD0VUnAEVhqUK5cOQBAWlqaSuerUoe6xcUlYshod9l2amoGnr+MhL/331i4fDsCH4RALBZBV1cXM6YORbs2Rc9Ex71LxPDvlvwXIy0DLyKi4HNuHSzMTQEA130eYOSEpZj141CMHtpNqWuJjX2HXr3GyrZTUtIQFvYSz55dxvDhU/D8+WuY/xtvyJBe+P77EUrFeZeQhNE//yrbTkvPwMvX0bjq+RvMyxlj7Y6jOH7xFvT19GBpbgqPFf9T7nriEjBw0Lz/4qSmI/z5G9wL2I5hw92RniEBAGRlZSEo6DnOnVmD+vVrFDlOfEoKpnhs+y9OZiZex8XhyM/T8DI2FmtOnESmJAsZEgm6NW2CoZ+2U+p63iUlY8KvG2Tb6RkZiHgbi9O/zcfLt9H4bc8RpKanAyIRfhz4JZzq1VEqDgC8evcOgS9fAnj/5JS6lSqhZvnySMvMxK2QECSlpUEsFqN59eqooMJilOHR0fAJCYHwb5wmdnaoW7ky7oSFIejNG8SnpOCLhg1Rs3x5pWMAwIkTJzBnzhxIpVJIJBJMmzYNI0eOxOjRo+Ht7Q0jIyOYmppi9erVcHJy0kicO3fuQCwWQ09PD8uWLUPnzp3VHifbhQsX0KVLF/z666+YMmWK0nESExNRuXJlDBo0CJs3b1a6HiIiIiIq3bKnD+rq6uKrr77ScmuICSwVBQUFISAgAIDy83n37Nkje11S5gRbWpbDqUMrZdsbNh/BTd+HsLAoh3kzR8Hc7P06XfcfhmLIaHfcvbEFYnHRBvRZWpTDsT1LZdubth+Hz51HsuRVYmIKVvyxBx2cm6h0LVZWFrh2bb9s+/ffPeDtfRtWVuYAgKVLp6FnT+W/dGezMDPFwfVusu0t+07j9r0nsDAzwY6D5/Ak9CUOb3SHvp4u3sbGKx3HytIM586slm2vW38QN24+gKVlORw/9l+fHTvmjd9W7VUqeQUA5sbG2DphvGx79zVvBISFw8zYGCs8tmFMp45oV7cuElJSMPSPP9HW0QE1K1QochwLUxP84/aTbHvH6UvwCwqGmYkRfnbfhnmjB6FVfQeEv3mL73/bgP2LpsNQv+hP7BQEAbeCg9GxXj1YGBsjOT0dJ+7dQzUrK9x78QLWJiZo7+iImKQkeD99ip6NGxf5PZ0d5/zDh3Bt1gzWpqZISE3Fnlu3UKt8eVSzskKdihVxUQ2LVwqCgGHDhuHSpUto1KgRwsLCULduXfTt2xd9+vTBpk2boKuri2PHjmHAgAEICwtTe5xVq1bBwsICAODv74/OnTsjOjpa6d9bXnHKlSuH+Ph4zJgxA927d1fqOnLau3cvmjdvDi8vL6xZswampqYq10lERERE2vXs2TNcu3ZNriwpKUn2Xw8PD7l9X3zxBSpVqpRnfQ8fPsSdO3dkx1ZQ4rsOqRcTWEpISUlBREQEjh49il9++QUSyfsRL0UZERAXF4ewsDDs2LEDf/75JwBAX18f48ePL+BM7dh74AKm//Q+45ydvALeJ5nUZd+hS/jfpEGy7fnLPfD92N44fcFXbTEAYMcOL7i5/aDWOnPjdeoapnzdF8D7ZNbWX6ZCX+/9n1z5f5Nn6rB7zznMnDE81/IhQ1zUFue4nz++6fI+0SeCCEn/jhZMzcyEno4OzIyM1BLnyFUffN+vO+KTUhCXmIRW9R0AANUrlUc5IyNcD3yMTs2Vn3ue8e/fa2ZWFgx0dSEWifAiNhbdGzUCAFibmsJIXx9RiYmoZK58P6X/O9Q4MysLhrq60BGLUVHNjxgWiUR49+4dACAhIQHW1tYwMDBAr169ZMe0bt0aERERkEgkhZrSXJQ4+vr6smPi45VPyhYUBwAmTpyIOXPmKKwzqIzNmzdj7ty52LBhA/bu3YsxY8bg5s2b+P7775GVlQWJRILvv/++xH4eExEREQHvR/pLtTSVT1tx83Pt2jWMHj06130xMTEK+y5evJhvAivn4u0jRig3S4fUiwmsQvLw8MjzjwF4v45VQUMKR40ahW3btuW6z9jYGDt27ECtWrVUaqcm3PYLQnxCEjp3aC4rW/rrThw/dRPxCUnYsOZ/So24yOnO3SeIT0xGp0+bAgBOnrsFkVgMl/bN1ZrAunUrAO/eJeCLL9rLyubPX43Fi/+Eo6M93Nx+QM2atirH8X/wDPFJKejQuhGSklMRE5eI89fv4szVLQCAUf26oFsH5ad0ZfO9/Qjx8Uno4iJfV8Srt7hx8z5+//1HlWMAQODz50hMS0Vbh/fJpJl9XDHznz3YdP4C3iWnYFqvnrDOMRVWWXefhSEhJRXtGtWDro4ObMzNcNY3AF2cmuBB6HOER0bhdUysUnWLRCK0qV0b3s+eQVcsRoZEAuc6dSDJyoJUEGCUIxljYmCAlIwMpeN83qABTt+/D12xGOkSCb5o2BA6Kv6N5BZn79696Nu3L0xMTBAXFwcvLy+5pBIArFmzBt27d1cpeZVfnBkzZmDfvn2Ii4vDgQMHlP4syC/O/v37IRaL0atXL5UTWA8fPsSLFy/QtWtXSCQSLFu2DGPGjMHSpUvxv//9D0OGDAEA2aOSiYiIiKjskUql2LVrFwDAwsJC7h+ISXuYwFJRkyZNsHHjRpXWlxk8eDB++eUX2NoWLnGSnp6O9PR02XZCQoLSsQtj74Hz6OvaHrq6/y1qP3PqMMycOgxXr9/DkpU74fXPQugrMa0r275Dl9CnRzvo6urgbfQ7rP37EP7ZNEcdzZezfbsXBg/uJfsyv2HDUlSrVgmCIGDTpt0YNGgifHwOqxznwKlrcHVpA10dHUiypJBkZSE9IwN7/5iFiDfR+GrKMtS0rYS69qoly3bvPof+/TrK9Q0AeHpeQBcXJ1hbqWfEz3E/f3Rt3Bi6/z7YYOfVa/i2S2d0adQIr2JjMWmLBxyrVFFqCmFOR675oEeb5rI4KyeOxh/7j8PjxAXUqlIJjWvXVDoRJBUEPHz1Cs61a6OCmRlikpJw7elTdG3QQKU2K8SRSnEnLAxdGzRAFUtLRCUk4OS9exjYsqVckkxVEokEixYtgpeXFz777DP4+vqiV69eCAwMhI2NDQBg586d8PT0xJUrVzQWZ9myZVi2bBnOnTuHn3/+Gd7e3gpJNFXi+Pr6YtGiRbh06ZLS15DT5s2bMWLECOjo6KB79+749ttv8ejRI3Ts2BELFy7E06dP0alTJ7Rrp9yabkRERESkHaNGjcKoUaPUUpdYLMaLFy/UUhepD59CWEi9e/dGYGAgAgMD4ePjg927d6NPnz4ICAjAkCFDcOzYsQLrWLx4sawOb29vrFu3Ds2aNcOePXvw1Vdf4enTp4Vqy9KlS2Fubi77KWziSxnJyak4dvIGBvXrlOv+T9s2QnJyKh4/ea58jJQ0nDh7CwNcOwAA7j8KRVT0O/QcPAuf9fgBp8754I9NB7HyT0+lYwBAUlIKDh06jeHDe8vKqlV7P2RUJBLhm2++QljYS8TGvlMpTnJqGk5duY2+XZ0BABZmJjA2MsCXnVsDAKpWskHTT2rj/pMw1eIkp+LosWsYPFh+mqAgCNjreR5DBqtn+mBKejou3H+AHs3ej457l5yMq48eo8u/U+6qWFmhvm01BD5X7QM+JS0d53zvole7lrIyB9sq+OPHcdjl9hMWjvsK0e8SUKtq3sN88/MuORmpGRmyxdmzpwq+S0mBSCRCao4RV8np6TBWMtkUnZSE5PR0VLG0BABUMDODiYEBov+df68uAQEBePXqFT777DMAgJOTE6pVqwZ/f38A79d5cnd3x9mzZ1GxYkWNxcnm4uKCxMREBAYGqjXOnTt38Pr1azRp0gQ1atTA/v37sWDBAsyePbvIMTIzM7Fjxw5s27YNNWrUQO3atZGSkoLNmzdjypQpOH78OCpXroxZs2ZhwoQJSl0HERERUXHhUwiprGECq5AsLCzQoEEDNGjQAE5OThg8eDC8vLywfft2hISEwNXVVWFRuA9VrVpVVkfbtm3x3XffwcfHB99++y2uXbuGVq1a4e7duwW2ZebMmYiPj5f9aDIzfPTkddSrWx21a1UFAGRmShAW/lq2P+DeU0THxsPOVvkvyMfP3ERdBzvY16wCAOj4aVP4nFuHK8fX4MrxNfjCpSUmjeuD/00cqNK1eHmdQoMGjnBweD9NUyKRICoqWrb/8OGzqFDBGlZWFirFOXXJF3Vr2aKWXWVZWY8OLXHN9z4A4F1CMgKDQuFQs5pKcQ4fuYb69WuiTm35eq5534NEkoXPPmuiUv3ZLtx/gNqVKqL6v0/MK2dkBEN9PdwJCQHwPjH08OVL1FJx9NVZ3wDUsa2MGpX/qyf63X+jCw9euQkjA3041a2tVP3GBgZIy8xEQmoqACAxLQ3JaWkoZ2gIWysrBEdFAQBikpLeJ7qUnBJpamiIlIwMxCUnA3j/NMeE1FRYGBsrVV9ebG1t8fr1azz6d0H4Z8+eITg4GI6OjvD09MScOXNw7tw52NnZaSSOg4MDnj17JjvOx8cHUVFRSk+DzitO06ZNERkZibCwMISFhaF///6YN28eFi9eXOQYR44cQa1atRARESGr7+bNm9ixYweCgoJQs2ZNjBs3DrNmzcLNmzeVug4iIiIiItIMTiFU0fDhw3Hs2DF4enpi4sSJ6NWrF6ysrAp9vo6ODn7//XecOHECL168wPjx43H9+vV8zzEwMJAtbKxpe/dfwJAB/43kkUiy8OOMtUhMSoGujhhGRoZYv2aq7MmByvA8dAmD+3RUR3PztWOHF0aO7CfbTk/PwIAB3yMjIwNisRhWVpbYvfsPleMcOO2N/t0+lSv7cUxfzF7pgd1HLwEAxg78Ao3q1lQpzu49ZzH0q88Vy3efw6CBnVVelyzbcT8/9Gz+3/pnOmIxFgwcgL9On0WWVAqJNAsDWrdGAzvVRgIevuaD3p+2kis7eOUmTt3ygyAANSpXwC/fj4JIJFKqfkM9PbSoWRPXcyRdmlWvDhMDAzS2tcXN4GAcv3sXYrEYreztlf79Gevro72jI87cvw+RSARBENDOwQHlDA1xJzQUD169QmpGBmKTk3H1yRMMcHJSamphxYoVsXHjRgwcOBBisRhSqRR//vkn7OzsYG9vj0qVKsHV1VV2/Pnz52Ftba22OOXLl0eXLl0QHx8PXV1dmJiYYP/+/bD8d+SZOq9HXTZv3oyhQ4fKldWrVw9Vq1ZF//79IZVKoa+vDx0dHfz6669qi0tERESkCVzEncoaJrDUwNXVFZ6enkhOTsapU6cKXMz9Q/r6+vjiiy+wadMm3LhxAxEREahataqGWls0B/fIj3IwMjLAwd2L1Bpjv8f8fPevcP9OLXHOnt0pt21iYozLl/eqpe6c/lk9Q6HMwswUaxdMVGuco4d/ybX8r7VT1Rpn3bixCmUt7O2xeby9WuNsmTlJoWxcr88xrpdikk5Z1a2tUT2XJI6hnh461K2rtjh1KlVCnVyeaNK8Zk00r6la4jKnIUOGyBYdzynz3ycgajqOt7d3scTJqaCRrvk5ceJEruV+fn5K10lERERERMWDUwjVoPy/U6sAIDw8XOU6nj9Xfj0pIiIiIiIiIqLShiOw1CAiIkL22tRUual06qiDiIiIiIiIygZtLqbORdxJGzgCSw327dsne92wYcMin5+cnIyTJ08CAIyMjFC7tnKLVBMRERERERERlUZMYOXDw8MDaWlp+R6zatUq2boqNWvWxKef/rd4d3R0NA4cOJDv+Wlpafj6668R9e8T0Pr37w8jIyMVW05ERERERESlWfYi7tr6ISpunEKYj/nz52Pq1Kno168f2rVrB3t7e5iamiIxMRGBgYHYtWuXbBFjfX19bNy4ETo6OrLzk5KS0L9/f9SuXRv9+vVDy5YtUbVqVRgYGCA6Oho+Pj7YvHkzQkJCAABVq1bF8uXLtXKtREREREREREQlFRNYBYiNjcWmTZuwadOmPI+pVq0atmzZAhcXl1z3P3v2rMDEVJs2bbBz505UrlxZpfYSEREREREREZU2TGDl4/Tp0zh+/Di8vb3x7NkzREZGIiYmBkZGRqhQoQKaNGmCnj17YuDAgTA2NlY4387ODlevXsWZM2fg4+OD8PBwREZGIjExEaamprCzs0OLFi0wYMAAdO3aFSKRSAtXSURERERERB8bLuJOZQ0TWPlwdHSEo6MjfvrpJ6XOF4vFaNeuHdq1a6fmlhERERERERERlR1MYJUx48aNw/3795GcnAwAmDpzLYyNDNQeJ/xFJNLSMiCRZAEABn29ACbGhrCrVkGtcQIfhiqUPXz4FC4uQ9Ua5+HDpwplL16/VWsMAJi3ajuehkUgLj4RADDlxzUwMTZUexwAiIlNAAAsOXgI9atVw3TXXhqJQ0RERERERKQqJrDKmPv37+PmzZuy7cdPnhdL3LT0DKSlZyAmLkHjsZKTU+Hre0/jcdLSM9Re59OwCNx9FCLbfvw4XO0xPhQSGQUjPX2NxyEiIiIiIvXR5tMA+RRC0gYmsIiUJJVK8fCpehNMqWnpaq2v0HEzMxD06pVG6n4dFwcACH0dpZH6s0VExwIAElJTNRonOf19H8X9O4pRU7KvI/tJp5qSXX9xxQkNDYWfn5/G4jx69EhjdRMRERERkfaIBK6+9tFLSEiAubk54uPjYWZmlu+xbdq0kRuBRVQcxCJRqfpXGhGA0nM1pY+xsTEePXoEOzs7bTeFiIiItKwo35U+FtnXNPPLL2Gop6eVNqRlZmLp0aOl6vdKJR9HYBEpSV9PF4t//lqtdf7hcQjPIzQ7Uik3Va2tMKZzR43UHRj+HAdv+eKbHl1QxdpSIzEA4F5IOLyu3cL48ePh7OyssTje3t5Yt24d4xRRaGgo5s6di507d6JevXoaiwMANjY2TF4REREREZUyTGARTExM0KBBfbXW6et7B1KpVK7M2NgAjnXU+6XS/67i4upisRhGRkZqjZOamqpwPaYmRviyS2u1xtl58LxCAsvExAj16tVSW4xHj0KQnCw/zc7C2BifN22sthgfOnjLF20/cURd26oaiwEAXtduwdnZGUOHqncR/w+tW7eOcYrIz88Pc+fORb169dCsWTONxSEiIiIiotKJCSxCgwb1ce3aBbXWaWlZCUlJ8msEOdaxw6G9i9Uap16zEUhJSZMra9GiCS5dOqLWOB069IKPj/y6PbZV1PtExbzUq1cLp06tU1t9X3wxHrdvP1BbfUREREREVPwELS7izpWISBvE2m4AERERERERERFRfjgCi4iIiIiIiOgjIwiC1kZCcQQWaQNHYBERERERERERUYnGBBYREREREREREZVonEJIRERERERE9JGRanERd23FpbKNI7CIiIiIiIiIiKhEYwKLiIiIiIiIiIhKNE4hpFzFxMTg88+/lG2npqYgJCQMr16FYNq0Wbhx4yYMDY1gamqCX39dDien5krFiYtLxFejF+SIk4HnLyPh5/03Fi3fjsAHIRCLRdDV1cX0qV+hXZuGSlxLHLp3H5QjRipCQ58jPDwAVlaWAIBLl7zRs+cQLFs2DxMnjlXuWuKTMPqnFf/FSc/Ay1dv4X1oNSbNXYtXkTEoZ2IEAOj9hTNGDfhcqTixsfHo2/dH2XZKShrCw1/j8ePDsLAoh19+2YoDB87BwEAPVlYWOHx4jVJx4pNT8MNmD9l2WkYmXsfF4ejsnzF16w5kZmUBALKkUoRGRsFj8gTUrlxJiTjJmPjH5hxxMvAqJg4nlszGy7cx+O3AUWRKJEjPlKBn6+YY7tJeqeuJiYlB586dZdspKSkICQlBVFQUgoODMWXKFCQlJUEkEuG3335Dp06dlIoDACdOnMCcOXMglUohkUgwbdo0jBw5ElFRURgxYgSCg4NhYGCAv/76C5999pna4yxZsgTbtm3D06dP4eXlhd69eysdI784o0ePhre3N4yMjGBqaorVq1fDyclJqRiZmZlYsmQJdu/eDR0dHejr66N69eqYP38+mjRpolL7iYiIiEojPoWQyhomsChX1tbWuHPnumz7t9/W4MqVa7CyskLv3l9iw4Y/oauri+PHT2LIkBF49uyBUnEsLcvh5KH/kj4bNh/BLd+HsLAwxdyZI2FuZgIAuP8wFF+NXoCAG5shFhdt4KC1tSVu3Toj2169ej2uXr0pS17Fxydg7twl6NpV+YQFAFiam+LQZnfZ9uY9p+B7NwgWZqYAgJnfD4bLp81UigEAVlbmuHRpi2z7zz934/r1u7C0NMOGDfvw8GEwrl3bBn19PURGxigdx9zEGB6TJ8i2/7lyDQGhYTAzNsam77+VlV8MfICt5y8qlbx6H8cEO2ZMlm3vOn8Ffs9CYW5ijIl//I1xPVzwWcP6iE9OweBFv6HdJ3VRs3LFIsextrZGQECAbHvlypW4fPkyLC0t0adPH3h4eMDFxQVPnjyBi4sLgoKCYGRkVOQ4giBg2LBhuHTpEho1aoSwsDDUrVsXffv2xYwZM9C6dWucOnUKvr6+6NOnD0JDQ6Gnp6fWOC4uLhg8eDC+/vrrItdblDh9+vTBpk2boKuri2PHjmHAgAEICwtTKs7o0aORlJSEGzduwNLy/d/muXPnEBQUxAQWERERERFxCiEVztat2zF69AgAwJdf9oCu7vvcZ6tWToiIeAWJRKKWOHsPXMSg/u8TSdnJKwBITExRS/0AsG3bHowcOVi2/dNPczB9+g+wtrZUWwwAOHDiKvp3/1StdeZm167jGDasBwDgzz/3YO7c76Cv/z4hUrGitdriHL/th54tFEfaHbt9Bz1bqJ6Yy3bkxm30at0CACASAUkpaQDej8zS1dWBmYmxWuJs3rwZY8aMQUxMDN6+fQsXFxcAgIODAywsLHDy5Eml6xaJRHj37h0AICEhAdbW1jAwMICnpye+++47AICTkxOqVKmCy5cvqz1Oy5YtUatWLaXrLWycXr16yT4LWrdujYiICKU+C54+fYqDBw9iy5YtsuQVALi4uGDQoPejJ1euXImWLVuiWbNm+OKLLxAeHq76hRERERF9xLIXcdfWD1Fx4wgsKtD16zcRF/cOPXp0U9j3xx/r0K3b57Ivsaq47ReEhIQkdO7wX5Jk2a+7cPzUTcQnJGH9mqlFHn31oZs3byMuLh7du79PVhw8eAxisRg9e36OI0eUT1h8yO/+MyQkJqNDm8aysl837seaLQdRu0YV/DSuH2yrVFA5jo9PIOLjk/D5522QmJiMt29jcfLkNRw9egkAMH78QPTp0znfOgojMPw5ElPT0Laug1x55Lt4BISGY+7AfirHAIB7IeFITEmFc4O6AIA5Q/vj5407sOH4GbxLSsb0QX1gbVZO5TjXr19HXFwcevbsCV1dXVSuXBmenp4YOHAgfH19ERQUpPRIIpFIhL1796Jv374wMTFBXFwcvLy8kJiYiMzMTFSq9N9ItRo1auD58+dqjaOvr69UfarGWbNmDbp3767UZ4G/vz9q164NKyurXPf/888/CAoKwo0bN6Cjo4MdO3ZgwoQJOH78uFLXREREREREHx8msKhAW7dux7BhQxS+mO7atQf793vhwoXTaomz98AF9HVtD11dHVnZjKlDMWPqUFy7fg9LV+7CgX8WQl9f+beth8duDB3aD7q6unjzJgrLlv2O06f3qaP5cg6cuALXrm1l1/LL7HGoXMEKgiBg18EL+G7mGhzftljlOLt2HcfAgV2hq6sLiSQFEkkW0tLScebMBjx//hrduk1AnTrV0aBBbZXiHLvthy+aNYaujo5c+ck7/mhb1wEWJiZ5nFk0R2/cRreWzWRxtp+9jPG9uqJriyaIiI7F+DUbUc+uqlJTCHPavHkzRowYIXtPHz58GNOnT8fSpUvxySefoF27dkonZSUSCRYtWgQvLy989tln8PX1Ra9eveSmL6pDXnECAwNhY2NTrHF27twJT09PXLlyRS0xg4OD0a9fP6SmpqJt27ZITk6Gr68vmjd/n9zO+nf9NSIiIiIiKjs4hZDylZSUhP37D2LUqOFy5Z6eB7Bo0TKcPHkEFSuqPpIoOTkNx0/ewMB+HXPd365tIyQnpyLoiXKjVQAgKSkZXl7HMGLE++mD/v6BiIyMQuvWXVG3bmscPHgcS5eugpvbcqVjAEByShpOXvRFv27/TR+sXOH9yBKRSIRhfTvjxau3iItPUilOUlIKDh26iKFDuwMALC3NYGJihAH/Lg5vZ1cZrVo1hL//Y5XipKSn48K9++jRXH6aoCAIOH7HX23TB1PS03He/x6+bP0+SfEuKRmX7z1A1xZNAABVbazQoIYt7oaoNnUsKSkJnp6ecutDNW7cGKdOnYK/vz927tyJV69e4ZNPPlGq/oCAALx69Uq2OLuTkxOqVauGe/fu/Zs4fSM7NiwsDHZ2dmqN4+/vr1R9ysbZu3cv3N3dcfbsWVSsqFxisWnTpnj27Bni4uIAAPb29ggICMDMmTMRFxcHQRAwc+ZMBAQEICAgAIGBgQgMDFTPBRIRERF9pDiFkMoaJrAoX56eB9CoUQPUresoK9u3zwtubgtx6tQR2NnZqiXO0ZPXUa9uddSuVRUAkJkpQVj4f1/0A+49Q3RsPOxslU+W7d9/BA0b1oej4/vRSN26dUZYWAAeP76Jx49vok+fHpg580e4u09X6VpOXvRBXXtb1KpeGQAgkWQhOjZetv/05duwsTKHpbmpSnEOHbqABg1qo06d6rKyvn1dcOHCLQBAXFwC/Pwe4ZNPVFsL6cK9+6hduRKqVygvV34nOARZUimcaturVH+2c373ULtqZdSo9L6PyxkbwUhfH7eDggG8T2g9CH8B+yqqjb7au3cvGjdujLp168rKXr9+LXu9adMmmJiYKP0UQltbW7x+/RqPHj0CADx79gzBwcFwdHTEgAEDsH79egCAr68vIiIi0L69ck9VzC+OOuUXx9PTE3PmzMG5c+eUTsQBQJ06deDq6ooxY8bI1toCgOTkZABA7969sX79esTGxgJ4/8RCdSfqiIiIiIioZOMUQsrX1q3bMWbMKLmyESPGoFKliujb97+F0M+cOQpra+UXDN+7/wKGDPhvrSaJJAs/zViLxKQU6OqIYWRkiHVrpsJchaTPtm17MHr0V0qfX1j7T1zFgJ6fybYzMiX4dsZqZGRKIBaLYGleDn8tnqRynF27jmP48C/lyubO/QaTJi3Fli2HAACTJ3+FZs3qqxTn2G0/fOmU2+LtfujRvKnK65JlO3rjNlzbOsm2dcRiLBr9Ff44fAJZWVJIpFIM6uCMhjWr51NLwTZv3oxx48bJlW3cuBG7du2CIAioV68eDh48CJFIpFT9FStWxMaNGzFw4ECIxWJIpVL8+eefsLOzw/LlyzF8+HDUqVMH+vr62Llzp1JPICwozqJFi7B+/Xq8ffsW9+/fx8SJE+Hv74/y5csXXHER4tjb26NSpUpwdXWVHX/+/HmlPgs8PDywePFitGrVCrq6urC0tET58uUxffp0tGnTBjExMejY8f0ITYlEgq+//hpNmzYtchwiIiIiIvo4MYFF+bp69bxCWWpqnNrjHNyzSG7byMgAXrsXqjXGxYuH892/ceMqtcTZs3a23LaxkQEObHRTS905nTy5TqHMysocu3YtU2uc9ePH5Vo+f/AAtcbZ9NN4hbKWdWujZV3Vk305Xb9+XaHMzc0Nbm7q66MhQ4ZgyJAhCuUVK1bEmTNnNB5nzpw5mDNnjsbjZGZmqi2Gvr4+3N3d4e7unuv+yZMnY/LkyWqLR0RERPSxEwQBgpam8mkrLpVtnEJIREREREREREQlGkdgEREREREREX1ktLmYOhdxJ23gCCwiIiIiIiIiIirRmMAiIiIiIiIiIqISjVMIiYiIiIiIiD4ynEJIZQ1HYBERERERERERUYnGEVhEREREREREHxlBECBIpVqLTVTcOAKLiIiIiIiIiIhKNI7AKmNCQkIUyu7ff4h27TqpNU5KSqpCWdDT5+g9aLZa46SlpSuUPXjwGB069FJrnAcPHqu1vqJ49CgEX3wxXq31EREREREREX1MmMAqY1JSUhTKkpOTceuWbzHETof/3acaj5OcnAIfHz+NxykuycmpuH37gbabQUREREREJQgXcaeyhgksIiWlpqXjwZNwtdepDakZmQiKeKWRul/HxQEAwt5EaaT+bK9i3sfx9vbWaJzs+osrTmhoKPz8NJeQDQ0NLZY4jx490ljdRERERERU+okErr720UtISIC5uTni4+NhZmaW77HlypVDUlJSMbWM6D2xSMR/pSEYGxvj0aNHsLOz03ZTiIiIqIwoynelj0X2NX3XqRMMdLUzJiVdIsH6CxdK1e+VSj6OwCJSUvly5dCjSRO11nk8IABvExPVWmdh1K5dG/Pnz9dI3d7e3li3bh3Gjx8PZ2dnjcQojXFCQ0Mxd+5c7Ny5E/Xq1dNYHABIT0+HgYGBRmMAgI2NDZNXRERERGoiaHEKIcfBkDYwgVXGGBsbK4zAEotFMDIyVGuc5GTFRdx1dMSoX1O9X15fRkUjLT0TWdIsZGRKYGigD2NjA9hVqaDWONni4hMR/jIKVSwtUbN8ebSsXVut9T+NjISpoSGS0tLwNjERlS0soK+hf1VJTktDdFISateujQ4dOmDo0KEaiQMA69atg7Ozs0ZjlLY4fn5+mDt3LurVq4dmzZppLA4REREREdHHgAmsMqZWrVqIipJfi6h58wY4e3abWuN06TISvr6BcmX1a9ph24If1Ron24lrtzHnrx3YvW42PnGsoZEYAHDkzHX8z30DRrRrBzsbG7XXP/TfET0+z57B4+pVDGnTBtWsrNQeBwDuhIZi1/XrmD9/vsYTPkREREREpF5cxJ3KGrG2G0BERERERERERJQfJrCIiIiIiIiIiKhE4xRCIiIiIiIioo+MVCqFVCrVWmyi4sYRWEREREREREREVKJxBBYRERERERHRR0YQBAhaWkxdW3GpbOMILCIiIiIiIiIiKtE4AotyFRv7Dr16fSfbTk1NQ1hYBJ49O4ctW/Zj9+5jCA5+jh07VqJnz45KxXiXmIzvlqyVbaelZyAiKgbn1i/CbzsP4e6TUBjo68HY0AD/G94Hn9hXVypOXHwSRk5eniNOOl68eosbx/7Asj9240FQGEQiMXR1dfC/8QPQtsUnSsVJSkvD76dPy7YzJBJEJyZi+ZAhMDEwAAAEvXqF38+cQT8nJ3T6RLk4yenpWHf+vGw7UyJBTFIS3Pv1g8eVK4hLToahvj4AwKlmTbSvV0+pODExMejcubNsOyUlBSEhIYiKioKlpSXc3d3xzz//wMDAADY2Nrh48aLa43Tr1g3p6ekAAIlEggcPHuDu3bto1KiRWuM8e/YMkydPRnp6OtLS0jB69Gj8/PPPar+e4OBgTJkyBUlJSRCJRPjtt9/QqVMnpeJkZmZiyZIl2L17N3R0dKCvr4/q1atj/vz5aNKkiVJ1EhERERERlVRMYFGurKwscO3aHtn2H39sx7Vrd2BpaY4OHVqhX7+u+P57d5ViWJQzwZ6l/yUJth+7gDuPnsHc1ASdnBph7rjB0NXRwRW/+/h5jQeO/+6mVBxLc1Mc2bZQtr35nxPwCQiChZkpZk3+CmblTAAAD5+EY+Tk5bh14k+IxUUfnGhqaIhZrq6y7bOBgXgaGSlLXqVmZODQnTv4pFo1pa4jm4mBAf7Xvbts++LDhwiOipLFcW3eHA1tbVWKAQDW1tYICAiQba9cuRKXL1+GlZUV1qxZg3v37uH+/fvQ19fHmzdvNBLn1q1bsvL9+/fD3d1dqeRVQXG++eYbLFiwAL169UJsbCzq1q2Lnj17on79+mqLY2lpiT59+sDDwwMuLi548uQJXFxcEBQUBCMjoyLHGT16NJKSknDjxg1YWloCAM6dO4egoCAmsIiIiIjKAKkgQKqlqXzaiktlG6cQUqHs2HEIw4f3BgA0b94ANWqoloTJzaFLN9G7Q2sAQPvmDaGrowMAaFi7Bt7GvYMkK0stcfYdu4L+PT8DAFnyCgASk1LUUn+260+fom2dOrLtvTdvolvjxjD9N9GkLreCg9HK3l6tdeZm8+bNGDNmDABgxYoVWLZsGfT/HelVqVIljcQpTLk64ohEIrx79w4AkJycDH19fVhZWak1TkxMDN6+fQsXFxcAgIODAywsLHDy5Mki1/n06VMcPHgQW7ZskSWvAMDFxQWDBg1CYGAg2rVrh2bNmqF+/fpYtGiRWq6FiIiIiIhIW5jAogLdunUX794l4osvPtVYjLtPQpGYnIJPmylOq9t96jKcm9SXJbRU4Rf4FAmJKejYtomsbMU6T3Qe8D9MnPUH/lg8SanRVx8KjoxEakaGbCSUX1gYRAAa2dmpXHdOoW/fIjUjA/WrVpWVHQ8IwC/HjmH71auISUxUS5zr168jLi4OPXv2REJCAiIjI3H48GG0atUKrVq1wt69e9UeJ6cXL17g8uXLGDZsmEbibN26FXPnzoWdnR0cHBywZMkStSTlcsaxsbFB5cqV4enpCQDw9fVFUFAQwsLCilyvv78/ateunWeSrUaNGjh//jz8/Pxw584dHDhwADdv3lTlUoiIiIiIiLSKCSwq0I4dhzB4cA/o6mpuxumhSzfQ41MnhSTV8Wu+OHsrAHPGDlJLnP3HrqD3F87Q1f0vzrTxA3F+30qsXvg9fvlrLzIyJSrHuf70KVra20NHLEZ8SgpO3b2LAa1aqVzvh24FB6NFzZrQ+Tfp9lXbtpjx5ZeY1qMHalaogL8vXVJLnM2bN2PEiBHQ1dWFRCKBRCJBamoqbt26hb179+LHH3/E3bt31RonJw8PD1kSSB0+jLNs2TIsXboUz58/x4MHDzB79mw8fPhQ7XEOHz6MLVu2oGnTplizZg3atWunlr+r4OBgNGnSBI6Ojhg9ejRSU1MxduxYNGzYEK1bt0Z4eLjctEYiIiIi+vhJpVKt/hAVNyawKF9JSSk4dOgshg1zLfhgJaWkpePszQC4tm8tV376hh82HjiFv2aOh7W5mcpxklPScPK8D/r1zH0kmbPTJ0hOScOT4BcqxUnLzIRfaKhs+uDzmBjEp6RgyZEjmLNvH/zDwnAiIACH79xRKU56ZibuhoejZY7pg5Ym76dEikQifOroiJikJCT/uwi6spKSkuDp6Ymvv/4aAGBlZQVTU1PZaKgaNWrA2dkZvr6+ao2TTRAEbN26VW3TBz+MEx0djYMHD+Krr74CANSqVQutW7eGt7e3WuMAQOPGjXHq1Cn4+/tj586dePXqFT5RYjH/pk2b4tmzZ4iLiwMA2NvbIyAgADNnzkRcXBxmzZoFGxsb+Pv74+7du+jQoQPS0tJUuh4iIiIiIiJtYgKL8uXldQYNGjjAwaGmxmKcueEHB7sqqFm14n9lN/3xl+dxrJv1PSrbqGctohPnb8Gxji3sq1cB8P7pfeEvI2X77z4MRmxcAmyrVFApzp3QUFSzskIlCwsAQENbWywfMgSLBgzAogED0LRGDXRv0gSuzZurFMc/PBxVLC1R0dwcAJAllSIxNVW2/+7z5yhnaChb3F1Ze/fuRePGjVG3bl1Z2ZAhQ3Dq1CkAQGxsLHx8fJReXD2/OABw4cIFSCQSdOnSRaX684pjaWkJExMTXLhwAcD7hNatW7fQoEEDtcYBgNevX8teb9q0CSYmJko9hbBOnTpwdXXFmDFjZGt3Ae/X7wKAuLg4VKtWDbq6uggKCsLZs2eVvxAiIiIiKpGyF3HX1g9RceNTCClfO3cewogRfeTKVqz4G1u37kd0dBwePQrGzz8vx5Uru2FjY5lHLfk7dOkm+nRsI1c2Z+12WJub4aff/paVrZ/1PSxyLLpeVPuPXcHAXu1l2xJJFqYv2ojEpFTo6OjA2Egfvy+eCHMz5WMAwPUnT9DO0VGlOgrDJzgYrWvXlm1LpFJsunQJkqwsiEQimBoY4OsOHVSOs3nzZowbN06ubOnSpRg9ejT++usvAMD06dPRsmVLtcfJLh89erRa1ibLLY6Ojg48PT0xbdo0SCQSZGZmYsqUKWjTpk0+tRQ9DgBs3LgRu3btgiAIqFevHg4ePAiRSKRU/R4eHli8eDFatWoFXV1dWFpaonz58pg+fToMDQ0xfPhwbNu2Dfb29kolyYiIiIiIiEoSJrAoX2fOeCiUTZs2FtOmjVVbDA/3HxXKfHasUlv92fZumCu3bWRogD3r5+ZxtPKmfbAA+YdGfKqexfAnd+0qt22gq4ufunVTS905Xb9+XaHM2toaR44c0XgcAPjnn380HsfFxQV3VJzSWZg4bm5ucHNzU0v9+vr6cHd3h7u7e67779+/r5Y4REREREREJQETWEREREREREQfGW1O5eMUQtIGroFFREREREREREQlGkdgEREREREREX1kpFIppFKp1mITFTeOwCIiIiIiIiIiohKNCSwiIiIiIiIiIirROIWQiIiIiIiI6CMjFQRkcRF3KkM4AouIiIiIiIiIiEo0JrCIiIiIiIiIiKhE4xTCMiYkJESh7OHDZ+jSZaRa4zx8+Eyh7GVUtFpjEBERERERlVV8CiGVNUxglTEpKSkKZcnJqfD1DdR47LT0TI3HICIiIiIiIqLShwksKjZSQYpHoS80UvertzEAgOCwVxqpP9vLV28BAG/i4zUaJyYpCQAQqcE4sf/G8Pb21liMnPUXV5zQ0FD4+flpLE5oaGixxHn06JHG6iYiIiKij58U2ltMneOvSBtEgsDHB3zsEhISYG5ujvj4eJiZmeV7bLly5ZD0b+KitBGLRZBKNf92FolEKI4/GxEA/nGWbcbGxnj06BHs7Oy03RQiIiKij1JRvit9LLKvqW/z5tDT0dFKGzKzsuB1506p+r1SyccRWFRs9HR0MLOvq0bqDgx/gYM+vpg47EtUrWijkRgA4P/wGTxPXsX48ePh7OyssTje3t5Yt26dRuMUR4zijBMaGoq5c+di586dqFevnsbiAEB6ejoMDAw0GgMAbGxsmLwiIiIiIiICE1hljrGxscIILLFYBCMjQ7XGSU1NUxgNZWJoiM+bNFZrnJwO+vji0xYNUL+2Zr/we568CmdnZwwdOlSjcdatW6fxOMURo7ji+Pn5Ye7cuahXrx6aNWumsThERERERCWBVCqFVCTSWmyi4sYEVhlTq1YtREVFyZU1a1Yfp09vUmucrl3H4fbtB3JlVa0s1RqDiIiIiIiIiMoGJrCIiIiIiIiIPjJZUinEWhqBlcURWKQFYm03oCRLSEjAnj17MHXqVLRv3x61a9eGubk59PX1UaFCBXTo0AG//PILYmJiClXf9evXMWzYMFSvXh2GhoaoVKkSunbtit27d2v4SoiIiIiIiIiIPl4cgZUPHx8fDBkyJNd9b9++xeXLl3H58mWsWLECO3fuRNeuXfOsa/78+Vi4cKHcXOHIyEicOXMGZ86cwa5du7B//34YGqp3LSoiIiIiIiIioo8dE1gFsLW1RceOHdG8eXPY2tqicuXKkEqlePnyJfbv3w8vLy9ER0ejV69e8PHxQePGiouUb9iwAe7u7gAAe3t7zJo1Cw0bNsSrV6+wZs0aXLx4EcePH8fXX3+Nf/75p7gvkYiIiIiIiD4yUkGAVBAKPlBDsYmKGxNY+ejYsSOeP3+e5/6BAwfi0KFD6NOnDzIyMuDu7g4vLy+5Y2JjYzF9+nQAgJ2dHW7evAkbGxvZ/p49e6JPnz44evQodu/ejW+++QYdOnTQyPUQEREREREREX2MuAZWPnR0dAo8pnfv3nB0dAQAXL16VWH/33//jfj4eADA8uXL5ZJX2TH++usvWawVK1ao2mwiIiIiIiIiolKFI7DUoFy5cgCAtLQ0hX2HDh0CAJiZmaFv3765nl+tWjW4uLjg9OnTOH/+PBITE2V1aktsbDz69Jks205NTUNY2CsEBR2HRCLBhAkLERYWAX19PaxY8T+0bdtUqTjxKSn4YfM22XZaZiZex8Xh6MxpOORzGyf9A/AyJhaLvxqEz+rXUyrGu4QkjJ295r8Y6Rl4+SYal3f9ghWbDyDgYTAM9PVgbGSA6eMGoIFDDaXixMTEoHPnzrLtlJQUhISEICoqClOnTsWdO3cgFouhp6eHZcuWyR2rrjhWVlYAgAsXLqBLly749ddfMWXKFLXH6du3L8LDw2Fubg4AGDlyJH788Ue1x7G0tIS7uzv++ecfGBgYwMbGBhcvXixyjCNHjmDevHlyZW/fvkVMTEyuf7dERERERCUdn0JIZQ0TWCoKCgpCQEAAAKBu3bpy+zIyMuDj4wMAaNOmDfT19fOsp3379jh9+jTS09Nx+/ZtdOzYUWNtLgwrK3NcvvxfYunPP//B9ev+sLQ0w6RJi9GixSfYt28V/PweYsSImfD3PwA9vaK/ncyNjeExabxs+5+r3ggIDYOZsTFa2NdC50YNsNTrsErXYmFmiv1/zJZte3idxe3ApzAvZ4LObRpj/qSh0NXRwWWfQExdtgmntyxWKo61tbXsvQAAK1euxOXLl2FlZYVVq1bBwsICAODv74/OnTsjOjoaYnHRB0HmFwcA4uPjMWPGDHTv3l2p6yhsnFWrVqF3794qxSgozpo1a3Dv3j3cv38f+vr6ePPmjVIxevXqhV69esm23717BycnJyxYsEDV5hMREREREVEx4BRCJaSkpODp06f47bff0L59e0gkEgBQGOny5MkTZGVlAVBMbn0o5/5Hjx6pt8FqsHPnUQwd2hMAcPjwBYwa1QcA0KxZfVSqZANvb3+1xDl+xw89WzQDANS3rYaq/yZL1MnrzHX0+bwtAKBjq8bQ/Xf6ZiPHmoiKeQfJv32mqs2bN2PMmDEAIEteAZBNKVWXnHEAYOLEiZgzZw6sra01GkdTcsZZsWIFli1bJkv+VqpUSeX6pVIphg4dis6dO2PMmDHw8PCAi4sLhgwZgoYNG6JFixYICQlROQ4RERERkSZJpVKt/hAVNyawCsnDwwMikQgikQgmJiZwcHDA1KlTERkZCQCYMWMGvvrqK7lzXr58KXtdrVq1fOu3tbWVvX7x4oUaW646H59AxMcnomtXZ8TGxiMzU4KKFf9LjtjZVUZERKTKcQLDnyMxNQ1tHR1UrisvAY+CkZCUgvYtGyrs23nkAtq1aCBLaKni+vXriIuLQ8+ePWVlM2bMgL29Pfr27YsDBw4oNfqqoDj79++HWCyWG22kDnldT8OGDTFo0CC1JXxyxklISEBkZCQOHz6MVq1aoVWrVti7d6/KMdzc3BAbG4vff/9dVubr64slS5YgMDAQLi4uWL58ucpxiIiIiIiISH2YwFJRkyZN4OPjg6VLl0L0wfzjxMRE2WtTU9N86zExMZG9TkpKyvfY9PR0JCQkyP1o0s6dRzFoUDfo6mp2xumxO374omljtSSQ8uJ15jp6dWqlEOPoxVs4c+0O3CYOVUuczZs3Y8SIEXK/s2XLliE4OBienp74+eefkZGRodY4b968waJFi7BmzZqCT1QhDgDs2LEDjx8/xr179/Dpp5/KJbbUFUcikUAikSA1NRW3bt3C3r178eOPP+Lu3btK13/48GFs3rwZBw4ckJvS26ZNG9SsWVP2Ojg4WOVrISIiIiIiIvVhAquQevfujcDAQAQGBsLHxwe7d+9Gnz59EBAQgCFDhuDYsWMK5+RcHDq/9a8AwMDAQPY6NTU132OXLl0Kc3Nz2U/O0VvqlpSUgkOHLuCrr3oAeL82lq6uDiIjY2THPH/+GlWrVlQpTkp6Oi4EPkCP5sotBl+oGKlpOH3tDnp3aStXfurKbaz/5zg2LvwBNpZmKsdJSkqCp6cnvv7661z3u7i4IDExEYGBgWqNc+fOHbx+/RpNmjRBjRo1sH//fixYsACzZ88uoKaixQH+GzEoEokwceJEhISEICYmJq8qlIpjZWUFU1NTDBs2DABQo0YNODs7w9fXV6n6g4KCMGbMGHh6eqJKlSpy+wwNDWWvdXR0ZNOCiYiIiIhKKqlUiiwt/XAKIWkDE1iFZGFhgQYNGqBBgwZwcnLC4MGD4eXlhe3btyMkJASurq7w8PCQOyfnl+KCRtukp6fLXhsZGeV77MyZMxEfHy/70eSUw0OHzqNBg9pwyPFkvl69OsHD4yAAwM/vIV6/fgtnZ9USTxcC76N25UqoXr68SvXk59TVO3CsWQ21bCvJlf2x4wg2Lf4BlSuoZ72tvXv3onHjxrJ1zTIzM/Hs2TPZfh8fH0RFRaFWrVpqjdOjRw9ERkYiLCwMYWFh6N+/P+bNm4fFi5VblD6vOBKJRDZ1FgAOHDiAihUrqrzm1odxAGDIkCE4deoUACA2NhY+Pj5o1KhRketOTExEnz594O7ujnbt2qnUTiIiIiIiIip+fAqhioYPH45jx47B09MTEydORK9evWRPaStXrpzsuIKmBSYnJ8teFzTd0MDAQG7Elibt3HkUw4fLr6fk5jYB48e7w8lpIPT09LB+vZtSTyDM6dgdf3zZorlcmcfFyzjscxvvkpOxPDIKq46ewJaJ38Eyx3TLovA6cx39ujrLlc1cuQXWluaYvHC9rOzvxT/Awiz/PsjP5s2bMW7cONl2ZmYmRo4cifj4eOjq6sLExAT79++HpaWl0jFyi6MpH8ZJT09Hjx49kJ6eDrFYDBsbGxw5ckTtcYD3ow1Hjx6Nv/76CwAwffp0tGzZssh1r127FkFBQdi0aRM2bdokt2/gwIHKN5qIiIiIiIiKBRNYauDq6gpPT08kJyfj1KlTssXccy7cnnNB99zkHEWlySmBRXXq1EaFsgoVrHDggHrXWVr/7ViFslEd22NUx/Zqi7Fz5TSFMv/Da9VWf7br16/LbRsbG8Pb21vjcT704YhAdcUxMTHB7du31VJ3fnEAwNraWi3JsRkzZmDGjBmFOrZnz55qW9OLiIiIiEhTsqRShXWYizM2UXHjFEI1KJ9j2lt4eLjstYODA3T+XSz88ePH+daRc3+9evXU3EIiIiIiIiIioo8XR2CpQUREhOx1zul/+vr6aNmyJW7cuIEbN24gIyMjz8XcL1++DOD99MAWLVpotsFERERERET0UeMILCprOAJLDfbt2yd73bBhQ7l9vXv3BgAkJCTAy8sr1/NfvnyJc+fOAQA6d+4st3YWEREREREREVFZxwRWPjw8PJCWlpbvMatWrcKJEycAADVr1sSnn34qt3/s2LEwNzcH8H4dnpiYGLn9WVlZmDBhArKysgAA06YprtNERERERERERFSWcQphPubPn4+pU6eiX79+aNeuHezt7WFqaorExEQEBgZi165dssW59fX1sXHjRtmaV9msrKywfPlyfPfddwgPD0erVq0we/ZsNGzYEK9evcLq1atx8eJFAMCQIUPQoUOH4r5MIiIiIiIi+shIpVJItTSFUMophKQFTGAVIDY2Fps2bcKmTZvyPKZatWrYsmULXFxcct3/7bff4tWrV1i4cCGCg4Px9ddfKxzTvXt3bNmyRW3tJiIiIiIiIiIqLZjAysfp06dx/PhxeHt749mzZ4iMjERMTAyMjIxQoUIFNGnSBD179sTAgQNhbGycb13u7u7o2rUr1q5di6tXryIyMhIWFhZo3LgxRo8ejSFDhhTTVREREREREdHHTqLFUVDajE1lFxNY+XB0dISjoyN++ukntdTXtm1btG3bVi11ERERERERERGVFVzEnYiIiIiIiIiISjSOwCI8ehSCrl3Hqb1OIiIiIiIi0oysrCyIBEE7sTmFkLSACSxCcnIqbt9+oO1mEBERERERERHligksKjapGRkIinilkbpfx70DAIS8eKOR+rNFREYDAEJDQ+Hn56exOKGhoRqPUxwxijPOo0ePNFY3ERERERERaZdIELQ05pDUJiEhAebm5oiPj4eZmVm+x7Zp0wY3b94sppYVL7FYBKmUb+eyzNjYGI8ePYKdnZ22m0JEREREJUBRvit9LLKvqVnVqtARa2dZ6yypFH4REaXq90olH0dgUbFp2LAhPDw8NFZ/eno6DAwMNFZ/aYxTmq4FAGxsbJi8IiIiIiIiKoWYwCpjGjRooNXYzZo101p8IiIiIiKi0iIrKwvgIu5UhjCBVcZs2rRJ200gIiIiIiIiIioS7UyYJSIiIiIiIiIiKiSOwCIiIiIiIiL6yGSmp0OqxUXcS5qwsDAcPXoUly5dwr179xAREQGpVAobGxu0aNECgwcPRv/+/aGrW7g0yP379/HHH3/g3LlzePXqFUxNTVG3bl0MHToUY8eOLXQ9pD58CmEpUBqfrEFERERERKSq0vhdKfua6ltaavUphA/j4krM73Xu3LlYvHgxCkpvODk5Yf/+/QU++GnTpk2YOHEiMjIyct3fsmVLHD9+HDY2Nkq3mYqOKUMiIiIiIiKij0xmZiakIpFWYmeVsHEwr1+/hiAIMDExQZ8+fdC5c2fUqVMHhoaGePToEX7//Xf4+vrC19cXLi4u8PPzg6mpaa51nThxAt999x2kUikqVqyI2bNno1WrVoiNjcWmTZvg5eUFHx8f9OnTB5cuXYKOjk4xX23ZxRFYpUBp/FcFIiIiIiIiVZXG70rZ11TH1BQ6WkxgPU1KKjG/1+nTp8Pa2hrjx49HuXLlFPZnZWXhq6++gqenJwDA3d0d8+bNUzguMzMTdevWRUhICMzMzODn5wd7e3u5Y77//nv89ddfAICtW7di1KhR6r8gyhUTWKVAafxQJiIiIiIiUlVp/K7EBJZyYmJiUKVKFWRkZKBhw4a4d++ewjGenp4YNGgQAGDp0qWYMWOGwjEpKSmoVq0a4uLiUL9+fTx48EDjbaf3OIWQiIiIiIiI6CMjSU/X2hRC6Uc4Dsba2hqNGjXC7du3ERwcnOsxhw4dkr3Oa2SVsbExBg4ciA0bNuDhw4d48uQJHBwcNNBi+pB2VnwjIiIiIiIiIipG6enpAJDnulXXrl0DADg6OqJSpUp51tO+fXvZa29vbzW2kPLDBBYRERERERERlWpRUVF49OgRAKBevXoK+5OSkvDixQsAQN26dfOtK+f+7DpJ8ziFkIiIiIiIiOgjk5mZqbURKVItxVXFihUrIJFIAAADBw5U2P/y5UvZ62rVquVbl62trex1dtKLNI8JrFIgex3+hIQELbeEiIiIiIio5Mj+jlQan12mzSRSduwPv4MaGBjAwMCg+BtUgFu3bmH16tUA3ienxo8fr3BMYmKi7LWpqWm+9ZmYmMheJyUlqaeRVCAmsEqB7D+0nFlgIiIiIiIiei8xMRHm5ubaboZa6Ovro1KlSnj15o1W22FqaqrwHdTNzQ3z58/XToPyEBkZif79+0MikUAkEmHbtm0wNjZWOC4tLU32Wl9fP986cybpUlNT1ddYyhcTWKVAlSpV8OLFC5QrVw4iDT6FIiEhAba2tnjx4sVH86jUsoT9U3Kxb0o29k/Jxv4p2dg/JRf7pmRj/xQfQRCQmJiIKlWqaLspamNoaIjQ0FBkZGRotR2CICh8/yxo9JU6vq9u3bo1zycEfigxMRE9evSQTQ9ctmwZOnXqlOuxhoaGstcF/W6zF4MHACMjo0K1hVTHBFYpIBaLC5yjq05mZmb8H20Jxv4pudg3JRv7p2Rj/5Rs7J+Si31TsrF/ikdpGXmVk6GhoVzChRSlpaXB1dUVd+7cAQD873//w88//5zn8eXKlZO9LmhaYHJysux1QdMNSX2YwCIiIiIiIiIijVPHE/sqV65c4DESiQQDBw7ExYsXAQBjx47FihUr8j2natWqstc5F3TPTc6F27mUT/FhAouIiIiIiIiINK5u3boajyGVSjF8+HAcPXoUADBo0CBs2LChwPPKlSsnm9r7+PHjfI/Nub9evXqqNZgKTVtP3aSPkIGBAdzc3ErkUyWI/VOSsW9KNvZPycb+KdnYPyUX+6ZkY/8Qac63336LPXv2AAC+/PJL7Ny5E2Jx4VIf7dq1AwAEBQXhTT6L5F++fFn22tnZWYXWUlGIhNL4PFEiIiIiIiIiKlN++uknrFq1CgDQuXNnHD9+vEiJYk9PTwwaNAgAsHTpUsyYMUPhmJSUFFSrVg1xcXGoX78+Hjx4oJ7GU4E4AouIiIiIiIiIPmrz58+XJa/atm2Lw4cPF3mUY58+fVCrVi0A7xNYwcHBCsdMmzYNcXFxstdUfDgCi4iIiIiIiIg+Wn/88QcmT54M4P1i7Hv37i3w6ZOOjo7Q09NTKD9x4gS+/PJLSKVSVKxYEXPmzEHLli0RFxeHTZs24cCBAwDeTze8dOkSdHR01H9BlCsmsIiIiIiIiIjoo9WhQwe5dakKIzQ0FDVq1Mh136ZNmzBx4kRkZGTkur9ly5Y4fvw4bGxsitpUUgGnEJLM9OnTIRKJZD+XLl0q8JyTJ0+iT58+qFatGgwMDFCtWjX06dMHJ0+e1HyDyxhl+ienlJQU1KpVS3Z+Xh/WpJyi9k9YWBimT5+O5s2bw8LCAnp6erCyskLbtm2xYMECREVFFU/DS5mcfZDfT4cOHXI9PyUlBV5eXhg/fjycnJxgaWkJPT09WFtbo02bNpg/f36+C3pS3lTtmw+dO3cOo0aNQu3atWFiYgJzc3M4ODigf//+WLduHZKSkjR7QaXc8+fP4ebmhhYtWqB8+fIwNDSEra0tPv30U8ybNw/379/P93zeH2iWqv2TE+8P1EuVvuG9AVHJMW7cONy5cwfjxo1DrVq1YGhoCGtra7Rr1w7r1q2Dt7c3k1faIBAJguDv7y/o6uoKAGQ/Fy9ezPP4rKwsYcyYMXLHf/gzduxYISsrq/guohQrav/kZurUqXLnV69eXSNtLYuK2j/bt28XjIyM8v37sbKyEs6cOVN8F1FK5Pc7zfnTvn17hXPv3r0rmJqaFniumZmZsGfPnuK/uI+cKn2TU2xsrODq6lpgPf7+/sVyXaXR77//LpiYmOT7+/3hhx9yPZf3B5qnSv/khvcH6qNK3/DegIioYLr5p7eoLJBKpfjmm28gkUhQoUKFQv3rzuzZs7F582YAQNOmTfHzzz/D3t4ewcHB+OWXX+Dv74+///4b5cuXx5IlSzR9CaWaMv3zIX9/f6xevRqGhobQ09NDYmKiBlpaNhW1f7y9vTFq1ChIpVKIxWKMHDkSrq6uqFKlCp4/f45t27bh6NGjiI2NhaurK+7fvy9bSJIKb/z48ZgwYUKe+01MTBTKEhISZKN2nJ2d0bNnT7Ro0QLW1tZ4+/YtvLy8sGnTJiQkJGDo0KEwMzNDt27dNHYNpZUyfZMtPj4eXbp0wZ07dwC8X2i1f//+sLe3h46ODl68eIHLly/L1qagolu0aBHmzp0LAHBwcMC4cePg5OQEc3NzxMTEwN/fHwcPHszzceS8P9AsVfvnQ7w/UB9V+ob3BkREhaTtDBpp36pVqwQAQt26dYWZM2cWOIIkKChINtqkRYsWQkpKitz+5ORkoUWLFgIAQVdXV3j69GkxXEXpVdT++ZBEIhGaN28uABAWLFggVK9enf/CqkZF7Z8ePXrIjlm7dm2ux/z000+yY77//nsNtr70yf69ubm5Fflcb29vYeDAgcKDBw/yPObQoUOCSCQSAAj29vaCVCpVobVliyp9k2348OECAMHAwEA4fPhwnsdJpVIhMzNT6Thl1blz52T9NGLECCEjIyPPY9PT0xXKeH+gWar2z4d4f6A+qvYN7w2IiAqHCawyLjw8XDZl5tKlS4Kbm1uBX8DHjx8vO+bGjRu5HnPjxg3ZMRMmTNDgFZRuyvTPh3799VcBgODo6Cikp6fzBlWNlOkfS0tLAYBgbW2dZ73v3r2T1dOsWTMNtb50UkeSpCD9+vWTxblz547G4pQ2qvbN1atXZXWsWLFCvY0jISsrS6hTp44AQGjcuLFSCUDeH2iOOvrnQ7w/UA919A3vDYiICoeLuJdx33//PZKSkjBy5Ei0b9++wOMFQcDhw4cBAHXr1kXr1q1zPa5169ZwdHQEABw+fBgCH3aplKL2z4fCw8Mxb948AMD69euhr6+v7iaWacr0T/aTTGrWrJnnMebm5rJFIfN68glpT8eOHWWvg4ODtdiSsuXPP/8E8P7vY+LEiVpuTelz5swZPH36FMD7h1Lo6hZtlQneH2iWqv3zId4fqI86+ob3BkREhcMEVhnm6emJY8eOwcrKCitXrizUOaGhoXj16hUAFPiFPXt/REQEwsLCVGprWaRM/3xowoQJSE5OxvDhwwv9ZC8qHGX7J/uLW2hoaJ7HJCQkIDo6Wu54KjnS09Nlr3V0dLTYkrIjIyNDlhzp0qULDA0NAQBZWVl48eIFwsLCkJaWps0mfvT27dsH4P3TInv27Ckrj42NxdOnTxEbG5vv+bw/0CxV++dDvD9QH3X0De8NiIgKhwmsMurdu3f44YcfAADLly8v9CNAHz58KHtdt27dfI/Nuf/Ro0dKtLLsUrZ/ctqzZw9OnDgBS0tL/Prrr+puYpmmSv989913AICYmBisX78+12MWLlyocDwVzb59+1C/fn0YGxujXLlyqFOnDkaOHImLFy+qXPfly5dlr+vVq6dyfWWNMn1z9+5dWYKqYcOGSEhIwJQpU2BjYwM7OzvUrFkT5ubm6NKlCy5dulRMV1K63Lx5EwBQo0YNlCtXDv/88w8aNmwIa2trODg4wNraGo6Ojli5cqVcEjcb7w80S9X+yYn3B+qljr7hvQERUSFpdwYjacu4ceMEAIKzs7PcIsQFreGzbt062f59+/blG2Pfvn2yY9evX6/uSyjVlO2fbLGxsULFihUFAMKGDRvk9nGNC9Wp0j8SiUQYMWKEAEAQi8XC2LFjhSNHjgi+vr7CgQMHhN69e8vqmD17djFdUemR/bvL76d3797Cu3fvlKo/ICBA0NHREQAIDRs2VHPrSzdV+sbDw0NuDa3s9WZy+xGJRMKyZcu0cIUfr6ysLEEsFgsABCcnJ2Hy5Mn59lPbtm2FuLg4uTp4f6A56uifbLw/UC919Q3vDYiICocJrDLoypUrgkgkEnR1dYXAwEC5fQV9Af/ll19k+0+ePJlvnBMnTsiOXblypTovoVRTpX+yjRkzRgAgtGnTRuEpabxBVY06+kcQ3n+Ba9q0aa43uB07dhTOnj2rwasovYyNjYXBgwcLmzZtEq5evSr4+/sLZ86cEWbPni1YW1vLfsft27fP9ylRuUlLS5M9QQ2AcOTIEQ1dRemkSt/89ttvsv2GhoYCAOGLL74QfHx8hLS0NCEqKkpYt26dYG5uLjvu0KFDWrrSj09sbKzC77dy5crCzp07hdjYWCElJUW4fPmy0Lp1a9lxffr0kauD9weao47+ycb7A/VSZ98IAu8NiIgKwgRWGZOeni7UrVtXACBMmzZNYX9BX8AXLFgg23/+/Pl8Y50/f1527MKFC9V1CaWaqv0jCIJw+fJlWYLl7t27Cvt5g6o8dfSPIAjCw4cPhS+//FL2uPkPfwwNDYXBgwcLL1++1ODVlE55jToQBEF48+aN3BeDNWvWFKnusWPHys4dOXKkag0tg1Tpm4ULF8r9jXTp0kWQSCQK9Vy9elU2GqJevXoKX9Apdy9evJD7/RobGwuPHz9WOC4lJUVo3Lix7LibN2/K9vH+QHPU0T+CwPsDTVBX3wgC7w2IiAqDa2CVMUuWLMHjx49hZ2cHNze3Ip+fvXAuUPATUHLO8zcyMipyrLJI1f5JT0/HN998A0EQ8MMPP6BRo0YaaGXZpWr/AMDVq1fRpk0bHD16FFWrVsWOHTvw5s0bZGRk4MWLF1i7di2MjY2xZ88etGzZEg8ePFDzVZRuFhYWee6rWLEi9u/fDz09PQDAH3/8Ueh6ly5dir///hsA4OTkhLVr16rUzrJIlb7J+f8e4P3ac7ktoN+uXTv07dsXwPu1lQIDA1Vsddnw4e937NixuS4SbWRkhMWLF8u29+7dm2sdvD9QL3X0D+8PNEMdfQPw3oCIqLCYwCpDHj9+jKVLlwJ4/+XAxMSkyHWUK1dO9jopKSnfY5OTk2WvTU1NixyrrFFH/yxevBhBQUGwtbWFu7u7uptYpqmjf9LT0zFkyBDEx8ejUqVKuHnzJoYNG4aKFStCT08P1apVw4QJE3DlyhUYGhri1atXGDlypLovpUyrVasWunTpAgB49uyZ7Klp+dmwYQNmzZoF4P3i0ydOnFCq/yl/+fVNzv/3lC9fHk2bNs2znq5du8pe+/r6aqClpU/O3y8AfP7553ke27lzZ+jq6gKQ//3y/kBz1NE/vD/QDHX0De8NiIgKT1fbDaDis2rVKmRkZKBWrVpISUnBnj17FI65f/++7PWFCxfw5s0bAMCXX34JExMTVKtWTbb/5cuX+cZ78eKF7LWtra2qzS/11NE/y5cvBwC4uLjg6NGjucbJ/uKQnJwsi1GhQgV06tRJrddT2qijf06dOoWIiAgAwKRJk1CpUqVcY33yyScYNmwY/v77b9y5cwd3795F48aNNXBVZVP9+vVx4sQJAEBERASqVKmS57G7d+/GhAkTAADVq1fH2bNnlXoqKBVOXn2T8/8hOf8/lJucx759+1YDrSx9DAwMUL58ednvK7//ZxsaGsLGxgZv3ryR+/3y/kBz1NE/vD/QDHX0De8NiIgKjwmsMiR7yH5ISAiGDBlS4PE5H9cbGhoKExMT1K9fX1b2+PHjfM/PuZ+Pmi+YOvone9rG1q1bsXXr1nzPj46OlsVp3749b1ALoI7+yfm4+GbNmuV7fvPmzWVT1h4/fsybVDUSiUSFOu7IkSMYMWIEpFIpKleujPPnzxeYPCHV5NU3n3zyiex1VlZWvnXk3J892oEK9sknn+DSpUsACv87zvn75f2BZqnaP7w/0BxV+4b3BkREhccphFQkNWvWlP2L+OXLl/M99sqVKwCAqlWrokaNGppuGlGJl/OGVSKR5HtsZmZmrueR6h4+fCh7ndfoq/Pnz2PgwIGQSCSwtrbG2bNnYW9vX1xNLLPy6pvq1avDzs4OABAWFgZBEPKsIzg4WPa6atWqGmhl6fTZZ5/JXoeEhOR5XEJCAqKjowHI/355f6BZqvYPaY6qfcN7AyKiwmMCqwzx8PCA8P7Jk3n+5FyY+uLFi7Ly7BtMkUgEV1dXAO//5efmzZu5xrp586bsX1hdXV0LPeKhLFNH/xR0viAIqF69OoD3Xwizy7L/5ZDypo7+qVmzpmz/1atX842X8wtgzvNINaGhoTh79iwAwN7ePtcveNevX4erqyvS09Nhbm6O06dPy40AIs0oqG/69esH4P2XwPPnz+dZj5eXl+x1u3btNNDS0in79wsABw8ezPO4gwcPyhKIn376qayc9weapWr/8P5Ac1TtG94bEBEVgboeZ0ilg5ubm+xxvRcvXsz1mKCgIEFHR0cAILRo0UJISUmR25+SkiK0aNFCACDo6uoKT548KYaWlw2F6Z+C8DHZmlNQ/8TFxQnGxsYCAKFcuXLCvXv3cq3nxIkTglgsFgAIVatWFbKysjTc8tLhyJEjQmZmZp7737x5IzRt2lTWR7/++qvCMf7+/oKFhYUAQDAxMRGuXbumySaXGerom/DwcMHQ0FAAIDRs2FCIj49XOGbHjh2yOnr06KHWaygLunXrJgAQxGKxcO7cOYX9r1+/FqpVqyYAEPT19YWXL1/K7ef9gWap2j8F4f2B8lTpG94bEBEVHseeUpE5ODhg2rRpWLZsGW7fvg1nZ2dMnz4d9vb2CA4OxvLly+Hv7w8AmDZtGurUqaPlFhOVDBYWFpgxYwbmzZuHxMREtG3bFpMmTUKXLl1gaWmJyMhIHD58GJs2bYJUKgUALFu2DGIxB8sWxqRJk5CZmYl+/fqhTZs2qFGjBoyMjBAdHY1Lly5hw4YNsukb7dq1w/fffy93fnBwMLp27Yp3794BABYtWgRzc3O5xfk/VKFCBVSoUEFj11RaqNo3AGBnZ4cFCxbg559/RmBgIFq2bInp06ejUaNGSEhIgJeXF9atWwcAMDMzw6pVq4r1GkuD1atX48aNG3j37h169uyJKVOmoHv37jAyMoKPjw+WLl0qW6B94cKFCqPkeH+gWar2D2mOKn3DewMioiLQdgaNSpbCjvDJysoSvv76a9mxuf2MGTOG/zqkZhyBVbIVpn+kUqkwZcoUQSQS5fv3o6enJ6xYsaJ4L+Ajl/3eLuinX79+QlxcnML5W7duLdT5OX/c3NyK/To/Rqr2TU4zZszI9++nQoUKwvXr14vnwkqhq1evChUrVszz9ysSiYQ5c+bkeT7vDzRL1f7JD+8PVKNK3/DegIiocDgCi5QiFouxefNm9OvXDxs3boSvry+io6NhY2MDJycnfPvtt+jWrZu2m0lU4ohEIqxatUr2KOxr164hPDwcKSkpMDU1Re3atdG+fXt8++23cHBw0HZzPyrbtm3D5cuXcePGDYSEhCA6OhoJCQkwNTWFra0t2rZti5EjR6JNmzbabmqZo86+Wbp0KXr16oV169bh6tWreP36NQwNDeHg4IBevXph0qRJMDc3L4arKp3atWuHBw8e4I8//sChQ4cQGhqKjIwMVK5cGR06dMCkSZPQtGnTPM/n/YFmqdo/pDmq9A3vDYiICkckCPk8yoeIiIiIiIiIiEjLOHmaiIiIiIiIiIhKNCawiIiIiIiIiIioRGMCi4iIiIiIiIiISjQmsIiIiIiIiIiIqERjAouIiIiIiIiIiEo0JrCIiIiIiIiIiKhEYwKLiIiIiIiIiIhKNCawiIiIiIiIiIioRGMCi4iIiIiIiIiISjQmsIiIiIiIiIiIqERjAouIiIiIiIiIiEo0JrCIiIiIiIiIiKhEYwKLiIiIiFTm4eEBkUgk90NERESkLkxgERERERERERFRicYEFhGRki5duqQw2iD7Z82aNSrVraurK1ffqFGj1NNoohJo/vz5uf4dicViBAQEKF3vtWvXFOr08PBQW7uJiIiIqPgwgUVEpAFLlixBUlKStptR6n2Y+KhRo4a2m0RqJAgCZs+ere1mEBEREVEJwAQWEZEGREVFYfXq1dpuBtFH78SJE7h27Zq2m0FEREREWsYEFhGRhqxcuRKxsbHabgbRR2/WrFnabgIRERERaRkTWEREGhIfH4/ly5druxlEH72rV6/i5MmT2m4GEREREWkRE1hERBr0xx9/4NWrV9puBtFHb/bs2RAEQdvNICIiIiItYQKLiEiN+vTpI7edmpqKhQsXaqk1RB+vD/+W/P394enpqaXWEBEREZG2MYFFRKRGffv2hZOTk1zZ5s2bERISoqUWEX2cZs+eDRMTE7myefPmISsrS0stIiIiIiJt0tV2A4iISpvFixfj888/l21nZmZi3rx52LlzpxZbBcTGxsLX1xeRkZGIioqCIAgoX748qlSpgjZt2qBcuXJabd/HIjw8HH5+fggPD0dSUhIMDAxgZ2eHQYMGFer8sLAw3L17F1FRUYiOjoapqSkqVKiAmjVronnz5tDR0dFo+zMyMnDr1i08ePAAsbGxMDIyQvny5dGkSRM0aNBAo7GLomLFivjhhx+wZMkSWdmTJ0+wdetWjB07Vost0z5BEHD37l3cvXsXkZGRyMrKQvny5dG0aVM0a9YMIpGoUPW8fPkSPj4+CA8PR2pqKmxsbFCrVi189tln0NfX11j7IyIi4OPjg7CwMKSmpqJ8+fKoWrUqnJ2dYW5urpGYoaGhCAwMxNu3b/H27VsYGhqifPnyqFmzJlq2bAldXc3eEqv6uUFEREQABCIiUsrFixcFAHI/O3bsEARBEDp27ChXLhaLhXv37hW6bh0dHbnzR44cqVQb09LShNWrVwtt2rQRxGKxQnuzf/T09IQOHToIhw8fLnKMkSNHytXVvn17pdravn37Ql3zh8cV9ad69epFvg6JRCJs2LBBaNiwYa51mpub53ttCQkJwvz584X69evn2zYrKyth2LBhwv3794v8+wsNDVWo7+LFi7L9kZGRwg8//CCYmZnlGd/W1lb4/fffhczMzCLHV4Wbm5tCW168eCHExcUJlpaWcuXVqlUTUlNTC1Xv1atXFerdunVrgecV9r1YkOrVq8vV4+bmplLs9PR0YcWKFYKtrW2efWhvby9s27Yt3xjHjx8X2rZtm2cd5ubmwvTp04Xk5OQiXe/WrVsV6srpxIkT+cY1MDAQevfuLfj7+xcpbl7evHkjTJs2TXB0dMz3787MzEwYOHCgcPfu3SLH0OTnBhEREcnjFEIiIg3IOWoEAKRSKWbPnl2sbdi7dy8cHBwwZcoU3LhxA1KpNM9jMzMzcenSJbi6uqJdu3Z48eJFMba0ZHvx4gVatWqFb7/9FoGBgUU+f+fOnahTpw7mz5+Phw8f5ntsbGwsdu7cicaNG+O7775Damqqss2Wc/LkSdSvXx9r1qxBQkJCnse9ePECkydPhrOzM2JjY9USWxUWFhaYPn26XNnLly/x119/aalF2hMaGooWLVpg2rRp+f59BgcHY+TIkRg6dCgyMzPl9qWkpGDYsGHo0aMHrl+/nmcd2U9QbdasGd68eaNy2zMzMzFmzBh0794937jp6ek4dOgQnJycMGfOHKUX7ZdIJJg/fz7s7e2xYsUKBAUF5Xt8QkICPD090bRpU4wdOxbp6elKxc1J1c8NIiIiUsQEFhGRBrRu3Rq9evWSKzt69Chu3rxZLPFnz56NwYMH4/nz50U+19vbG61atYK/v78GWvZxiYiIgLOzM+7cuaPU+YsWLcLw4cMRGRlZpPOysrKwYcMGdOnSBXFxcUrFzrZv3z58+eWXiImJKfQ5Pj4+6NKlCzIyMlSKrQ6TJk1CpUqV5MqWLl2KxMRELbWo+D1//hzt2rUrUiLkn3/+waRJk2TbaWlp6NmzJ3bt2lXoOoKCguDi4oK0tLQitTcnQRAwePBgbNmypdDnSCQSLF68GN99912R4yUmJqJnz55wd3dHcnJykc6VSqXYvHkzOnXqVKS/lw+p+rlBREREueMaWEREGrJ48WIcO3ZMbuTTzJkzcfHiRY3GnTRpEv7880+F8mrVqsHFxQVNmzaFjY0NxGIxoqKicPPmTRw/flxuZM7r16/Ro0cPBAQEoEKFChptb1HVrl0b7969AwC8efNGLjmkp6eH+vXr53t+lSpVChVHKpViwIABcqNdGjZsiO7du8Pe3h7m5uZ48+YNHjx4gFOnTimcv3LlSsydO1eh3MjICD169ICzszMqV66MhIQEPH78GPv371dIOHp7e6Nr167w9vaGnp5eodqdk5+fH2bNmiVb+Nzc3BzdunVDmzZtUKFCBaSnp+Pp06c4cOAAHj9+rHDu0qVL4ebmVuS46mRsbIy5c+fi+++/l5VFR0fjt99+03rbikNmZiZ69+6NV69eAXj/Hu/cuTM6deqEKlWqQCqV4tmzZ/D09FToww0bNmDgwIHo1KkTJkyYIPfZ06JFC3Tr1g01a9aEsbExIiIicOzYMYXPpwcPHmDp0qVwd3dXqv0rVqyAl5eXbNvGxgb9+/dHo0aNYGVlhaioKPj6+uLQoUMKScmNGzeiUqVKhY6dlpaGTp064fbt2wr7GjdujPbt26N+/fqwtLREeno6IiIicPnyZZw9e1bu4QDXr1/H4MGDcfr0aYjFRfu3XlU/N4iIiCgf2p7DSET0scpvDaxsw4YNUzjm9OnTBdat7BpYe/fuVYhXuXJlYc+ePYJEIsnzvNjYWOH7779XOLdLly4FxizuNbBy+nDtpLzWtyqMD68jZx9UrVo13/XB0tLS5LYDAgIEfX19hd+nq6ur8Pr161zryMrKElasWCEYGBgonDdr1qwC25/bGliGhoay15MnTxbi4uJyPVcikQiLFy9WON/U1FRITEwsMLaq8loDK1tGRoZQq1Ytuf3lypUToqOj8623NKyBlfP98NlnnwlBQUG5nieRSIQZM2YoXK+zs7Nw6NAh2badnV2+n0H79+9XeO8aGxsX6n2Q2xpYOd+DP/74o5CSkpLruTExMcJXX32lcL6urm6h16YaP368wvlOTk7CzZs38z3v6dOnua6tt3jx4gJjqvNzg4iIiPLHKYRERBrk7u6uMHJGU2thRUVF4ZtvvpEra9SoEe7du4dBgwbl+3Q7S0tL/Pnnn1i5cqVc+dmzZzU+Yqykyh6RYWtri6tXrypMCc3JwMBAbvu7775TmH43YsQIHDx4UGE6XDaxWIz//e9/2LNnj0JfLV++vMB1fHKTPfVr7dq1WLNmDSwsLHI9TkdHB7NmzcKUKVPkypOSkrBv374ix1U3PT09hVE4iYmJWLp0qZZaVHyy12Pq1q0bzpw5AwcHh1yP09HRwdKlS9GnTx+5cm9vb4wbNw4AULNmTXh7e8s9JfVD/fr1w7Jly+TKUlJSsH//fqXan/0eXLZsGX777TcYGRnlepyVlRV27dqFb7/9Vq5cIpFgwoQJBcY5c+YM1q1bJ1c2fPhw3LhxA61atcr33Nq1a+P8+fPo3bu3XPny5csRHx9fYOycVPncICIiovwxgUVEpEG1atXC2LFj5cpu376NAwcOqD3W2rVr5b5smZub4+TJk7CxsSl0HVOnTkWPHj3kyj5MapU1W7duRc2aNQt9vI+Pj8JaZ/Xq1cPff/8NkUhU4Pm9e/dWWLg8Kysr12mhhTF8+PBCJQCA9wlXY2NjubKzZ88qFVfdvvrqKzRo0ECubO3atYiIiNBSi4pPpUqVsGPHjkIlPHKbVvn27VuIxWLs3LkT1apVK7COiRMnKnxunD59uvAN/kD37t0V3tN5Wbt2LRo2bChX5u3tjYCAgHzPW7x4sdx2q1atsHXr1nwT9znp6Ohgx44dqFixoqwsISEBGzduLNT5Hyrq5wYREREVjAksIiINmzt3rsKog7lz58qtuaKqtLQ0hSezzZgxo9DrPeX04Qixs2fPqu1peB+brl27onPnzkU6Z/369Qplv/76a5HWsJo9e7bCSK1t27YhJSWlSG3R0dHBokWLCn28mZmZQgLTz8+vSDE1RSwWK1xLWlqa0mszfUymTp0Ka2vrQh3buHHjXBMn3bt3R9u2bQtVh56eHnr27ClXVlACKS8ikQi//fZboY/X0dHJNWmeXyLp9u3buHLlilzZ6tWrC528ymZqaooffvhBruzw4cNFqgNQ7nODiIiICsYEFhGRhlWuXBmTJ0+WK3v06BG2b9+uthhXrlxBdHS0bFskEmHkyJFK1dWqVStYWlrKtjMzM3Hjxg2V2/gxGj16dJHPOXfunNy2ra0tvvjiiyLVYWxsjGHDhsmVJSYmwsfHp0j1dOnSBXZ2dkU6x8nJSW772bNnRTpfk1xdXRWmg23duhVPnz7VUos0T5m/5caNGyuUjRo1SqU6lP0dt2vXDo6OjkU6p0uXLrC1tZUry28EWM5F4gHA0dERrVu3LlLMbN26dZPb9vX1LfJTGJX53CAiIqKCMYFFRFQMpk+fDnNzc7kyd3d3hXWSlHX16lW57erVq6Ny5cpK1SUWi1G9enW5MmVHX3zsOnToUKTjX716Jff0MeB90qUwUwc/1L9/f4WyoiYSP/300yLHrVWrltx2VlYWkpKSilyPpixZskRuWyKRYN68eVpqjeY5ODigfPnyRTont6Sls7Nzker48DNA2feBq6trkc8RiUQKa0eFhITIJelz+vDzr02bNkWOme3D0WsZGRl4+PBhkeoo6ucGERERFY6uthtARFQWWFpaYtq0aZgzZ46sLDw8HOvXr1cYnaWM69evy22/ffsWTZo0Ubq+D0fdxMTEKF3Xx6pSpUpy6+EUhr+/v0JZ8+bNlYrfuHFj6OrqQiKR5Ft/fmrXrl3kuGZmZgpl8fHxMDU1LXJdmtCpUye4uLjIjXTbu3cvpk+frtJ7vqSyt7cv8jkf9pWxsXGeDw8obB2Acu+Dpk2bFun4bLn1pb+/P7p06SJXJpFI4OvrK1d28uRJtb4XivL5p8znBhERERUOE1hERMVkypQp+P333xEVFSUrW7x4McaMGQMTExOV6v5wIevk5GTcvXtXpTpzKosJrKKOegGQ6wiRok6fymZoaIgaNWrIJRPzGoGSl5xTQQsrt7W6MjMzi1yPJi1ZskQugSUIAmbPno3jx49rsVWakdeTI/PzYR+qow5AufdBXk9NLEhufzc5PzuzRUdHy57UmC0yMhKRkZFKxc1NUT7/lPncICIiosLhFEIiomJiYmIiNwILeP+FbPXq1SrXHRsbq3Id+SnqGjClQW4jkQoSFxenUPbh1NGi+DDx8O7duyKdX5SF4z8mTk5O6Nu3r1zZiRMn4O3traUWaY46+lCb7wNl3/+5/f3l9v7X9GcfULTPP2U+N4iIiKhwmMAiIipG3377rcLaMitWrFD5S1hRExtUMF3dog9Szm2NIFVG1314bmJiotJ1lTYLFy6EWCx/GzNz5kwttYbyYmxsrNR5uf3d5Pb3VdI++5T53CAiIqLCYQKLiKgY6evrY/78+XJl8fHxWL58uUr1GhkZyW23atUKgiCo7cfDw0Ol9pUVua0PlJycrHR9H55brlw5pesqberXr4/hw4fLlV29ehUnT57UUosoNykpKUqdl9vfTW5/Xx9+9gHvH5qhzs+/oj7BkYiIiDSDCSwiomI2fPhw1KtXT67sjz/+wOvXr5Wu09raWm67OKbVqFtJW2dJGbmtORUfH690fR+OLlFmLaPSbP78+dDX15crmz17NgRB0FKL5JWG97SqlH3/JyQkKJTl9v7/8LMP+Dg//4iIiKhgTGARERUzHR0dLFy4UK4sNTVVoawoKlSoILf96tUrZGVlKV1fUXy4vo6yX9pLw5dOGxsbhbKgoCCl6kpPT0dYWFiB9ZdlNWrUwDfffCNX5u/vj3379qlUL9/T6vPkyROlzsvt7+bDzzng/aLpIpFIruz58+dKxSQiIqKSjQksIiIt6NevH1q0aCFX9vfffyMkJESp+pycnOS2k5OTERAQoGzziuTDaW3KrNOUmZlZKr50Nm3aVKHszp07StV19+5dSCQSubJmzZopVVdpNmfOHIX1kubOnatSAlcd7+lXr16VyYcffMjf31+p83L7/Mrt78vIyAiffPKJXNnNmzchlUqViktEREQlFxNYRERasmTJErntzMxMzJs3T6m6OnXqpFB26NAhpeoqqg+fMhYWFlbkKVx+fn5KrZXz4YLJxTXqLC9VqlSBnZ2dXNmRI0eUmtJ24MABhbI2bdoo3bbSqmLFivjhhx/kyp48eYKtW7cqXeeH72llEstXr15VOn5pcvjw4SKfIwgCjh49KldWq1atPEcgfvj5Fx8fj4sXLxY5LhEREZVsTGAREWlJly5d0LFjR7my3bt34/79+0Wuq1OnTgqjUNatW6fSAuKF5eDgILedmJiIx48fF6mOzZs3KxX7w0Wdc3tKWXFzcXGR237+/DlOnTpVpDpSU1Oxc+d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REACNUMNUM1INPUT1NUM2INPUT2NUM3OUTPUT1NUM4OUTPUT2TYPEVVARidx1idx2
1151161.0H-20.0OOOOO1.0H-11.0Neutron-1(g,n)[67293200000.0, 67202000000.0, 67013400000.0, ...1.02-99
1181191.0H-30.0OOOOO1.0H-21.0Neutron-1(g,n)[2068.03, 2060.77, 2045.8, 2022.91, 1984.16, 1...1.050-99
1311321.0He-40.0OOOOO1.0He-31.0Neutron-1(g,n)[9.71002e-23, 9.60607e-23, 9.39407e-23, 9.0759...1.04-99
1531541.0Li-80.0OOOOO1.0Li-71.0Neutron-1(g,n)[166899000000.0, 166685000000.0, 166241000000....1.052-99
1801811.0Be-110.0OOOOO1.0Be-101.0Neutron-1(g,n)[2218420000000.0, 2217430000000.0, 22153800000...1.054-99
.............................................
21098210991.0Al-270.0OOOOO1.0Al-26m11.0Neutron-1(g,n)[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, ...1.032-99
21126211271.0Kr-860.0OOOOO1.0Kr-85m11.0Neutron-1(g,n)[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, ...1.0478-99
21152211531.0Cd-1160.0OOOOO1.0Cd-115m11.0None(g,n)[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, ...1.0721-99
21178211791.0Lu-1770.0OOOOO1.0Lu-176m11.0Neutron-1(g,n)[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, ...1.01305-99
21204212051.0Ta-1810.0OOOOO1.0Ta-180m11.0Neutron-1(g,n)[0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, ...1.01358-99
\n", "

1623 rows × 14 columns

\n", "
" ], "text/plain": [ " REACNUM NUM1 INPUT1 NUM2 INPUT2 NUM3 OUTPUT1 NUM4 OUTPUT2 \\\n", "115 116 1.0 H-2 0.0 OOOOO 1.0 H-1 1.0 Neutron-1 \n", "118 119 1.0 H-3 0.0 OOOOO 1.0 H-2 1.0 Neutron-1 \n", "131 132 1.0 He-4 0.0 OOOOO 1.0 He-3 1.0 Neutron-1 \n", "153 154 1.0 Li-8 0.0 OOOOO 1.0 Li-7 1.0 Neutron-1 \n", "180 181 1.0 Be-11 0.0 OOOOO 1.0 Be-10 1.0 Neutron-1 \n", "... ... ... ... ... ... ... ... ... ... \n", "21098 21099 1.0 Al-27 0.0 OOOOO 1.0 Al-26m1 1.0 Neutron-1 \n", "21126 21127 1.0 Kr-86 0.0 OOOOO 1.0 Kr-85m1 1.0 Neutron-1 \n", "21152 21153 1.0 Cd-116 0.0 OOOOO 1.0 Cd-115m1 1.0 None \n", "21178 21179 1.0 Lu-177 0.0 OOOOO 1.0 Lu-176m1 1.0 Neutron-1 \n", "21204 21205 1.0 Ta-181 0.0 OOOOO 1.0 Ta-180m1 1.0 Neutron-1 \n", "\n", " TYPE V VAR idx1 \\\n", "115 (g,n) [67293200000.0, 67202000000.0, 67013400000.0, ... 1.0 2 \n", "118 (g,n) [2068.03, 2060.77, 2045.8, 2022.91, 1984.16, 1... 1.0 50 \n", "131 (g,n) [9.71002e-23, 9.60607e-23, 9.39407e-23, 9.0759... 1.0 4 \n", "153 (g,n) [166899000000.0, 166685000000.0, 166241000000.... 1.0 52 \n", "180 (g,n) [2218420000000.0, 2217430000000.0, 22153800000... 1.0 54 \n", "... ... ... ... ... \n", "21098 (g,n) [0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, ... 1.0 32 \n", "21126 (g,n) [0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, ... 1.0 478 \n", "21152 (g,n) [0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, ... 1.0 721 \n", "21178 (g,n) [0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, ... 1.0 1305 \n", "21204 (g,n) [0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, 0.0, ... 1.0 1358 \n", "\n", " idx2 \n", "115 -99 \n", "118 -99 \n", "131 -99 \n", "153 -99 \n", "180 -99 \n", "... ... \n", "21098 -99 \n", "21126 -99 \n", "21152 -99 \n", "21178 -99 \n", "21204 -99 \n", "\n", "[1623 rows x 14 columns]" ] }, "execution_count": 60, "metadata": {}, "output_type": "execute_result" } ], "source": [ "looking_at" ] }, { "cell_type": "code", "execution_count": 142, "id": "db6a4d83-4188-4c95-964e-0d987505e05d", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/user/scratch14_csa/jissa/coshellmerger_josh/notebooks/multizone.py:510: ParserWarning: Falling back to the 'python' engine because the 'c' engine does not support regex separators (separators > 1 char and different from '\\s+' are interpreted as regex); you can avoid this warning by specifying engine='python'.\n", " networksetup = pd.read_csv(self.networksetuppath, skiprows=skip, header=None, delimiter='->', names=['INPUT', 'OUTPUT'])\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " reading ['iso_massf']...100%" ] }, { "name": "stderr", "output_type": "stream", "text": [ "/user/scratch14_csa/jissa/coshellmerger_josh/notebooks/multizone.py:548: UserWarning: Pandas doesn't allow columns to be created via a new attribute name - see https://pandas.pydata.org/pandas-docs/stable/indexing.html#attribute-access\n", " networksetup_processed.FLUXES = networksetup_processed.apply(calculate_flux, axis=1)\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ " reading ['iso_massf']...100%" ] }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "54994d892fb44495abec463f6dbcb2f2", "version_major": 2, "version_minor": 0 }, "image/png": 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", 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", "text/html": [ "\n", "
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\n", " Figure\n", "
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\n", " " ], "text/plain": [ "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "mzp.plot_reactions(1, MLT, 11000, \"S-34\", plot_isos=[\"S-34\",\"Cl-35\"], minFij=-5, maxFij=-3, minX=-4, maxX=-0, ignore=['(+,g)','(-,g)'], legend_fontsize=11, ncol=2)" ] }, { "cell_type": "code", "execution_count": 87, "id": "2c51002f-1d1d-438b-9854-4f392268a1d5", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " reading ['iso_massf']...100%" ] } ], "source": [ "iso_massf = MLT.get('out', 11000, 'iso_massf')\n", "\n", "\n", "iso = np.zeros((404,1623))\n", "for j, spe in enumerate(looking_at.INPUT1.to_numpy()):\n", " i=(MLT.all_isos) == spe\n", " \n", " iso[:,j] = iso_massf[:,i].squeeze()" ] }, { "cell_type": "code", "execution_count": 92, "id": "635f6d8c-8c74-4d41-9ce7-9c251a9aa7f0", "metadata": {}, "outputs": [], "source": [ "gn = np.sum(iso * np.vstack(looking_at.V.to_numpy()).T, axis=1)" ] }, { "cell_type": "code", "execution_count": 127, "id": "f8785e0a-1990-4514-8bca-6e40fd268ec8", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/usr/local/lib/python3.6/dist-packages/ipykernel_launcher.py:1: UserWarning: Boolean Series key will be reindexed to match DataFrame index.\n", " \"\"\"Entry point for launching an IPython kernel.\n" ] } ], "source": [ "looking_at = (MLT.networksetup_processed[MLT.networksetup_processed.TYPE == '(n,g)'])[MLT.networksetup_processed.INPUT1.str.find('m1') == -1]" ] }, { "cell_type": "code", "execution_count": 130, "id": "0d29c8c7-8bc3-4701-bde9-a3031f7a3140", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " reading ['iso_massf']...100%" ] } ], "source": [ "iso_massf = MLT.get('out', 11000, 'iso_massf')\n", "\n", "\n", "iso = np.zeros((404,1628))\n", "for j, spe in enumerate(looking_at.INPUT1.to_numpy()):\n", " i=(MLT.all_isos) == spe\n", " \n", " iso[:,j] = iso_massf[:,i].squeeze()" ] }, { "cell_type": "code", "execution_count": 131, "id": "881f6027-53c6-48ad-80e0-8b15fa2c4da1", "metadata": {}, "outputs": [], "source": [ "ng = np.sum(iso * np.vstack(looking_at.V.to_numpy()).T, axis=1)" ] }, { "cell_type": "code", "execution_count": 94, "id": "b8b3bbb5-3e52-498c-b0c6-c8129bd9bd25", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " reading ['mass']...100%" ] } ], "source": [ "mass = MLT.get('out',11000,'mass')" ] }, { "cell_type": "code", "execution_count": 118, "id": "11e35a0c-32dc-4dd0-b8e5-a2a69c2ad36c", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/usr/local/lib/python3.6/dist-packages/ipykernel_launcher.py:1: UserWarning: Boolean Series key will be reindexed to match DataFrame index.\n", " \"\"\"Entry point for launching an IPython kernel.\n" ] } ], "source": [ "looking_at = (MLT.networksetup_processed[MLT.networksetup_processed.INPUT1 == 'C-12'])[MLT.networksetup_processed.OUTPUT2 == 'Neutron-1'][MLT.networksetup_processed.OUTPUT1 == 'Mg-23']\n", "\n", "C12 = iso_massf[:,MLT.all_isos == 'C-12'].squeeze() * iso_massf[:,MLT.all_isos == 'C-12'].squeeze() * looking_at.V.to_numpy()[0]" ] }, { "cell_type": "code", "execution_count": 124, "id": "d292600a-cc8e-4b92-9deb-6f4ddb033092", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/usr/local/lib/python3.6/dist-packages/ipykernel_launcher.py:1: UserWarning: Boolean Series key will be reindexed to match DataFrame index.\n", " \"\"\"Entry point for launching an IPython kernel.\n" ] } ], "source": [ "looking_at = (MLT.networksetup_processed[MLT.networksetup_processed.INPUT1 == 'O-16'])[MLT.networksetup_processed.OUTPUT2 == 'Neutron-1'][MLT.networksetup_processed.OUTPUT1 == 'S-31']\n", "\n", "O16 = iso_massf[:,MLT.all_isos == 'O-16'].squeeze() * iso_massf[:,MLT.all_isos == 'O-16'].squeeze() * looking_at.V.to_numpy()[0]" ] }, { "cell_type": "code", "execution_count": 125, "id": "457e5a3c-d612-4bd1-b684-30b88f99397a", "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "/usr/local/lib/python3.6/dist-packages/ipykernel_launcher.py:1: UserWarning: Boolean Series key will be reindexed to match DataFrame index.\n", " \"\"\"Entry point for launching an IPython kernel.\n" ] } ], "source": [ "looking_at = (MLT.networksetup_processed[MLT.networksetup_processed.INPUT1 == 'O-16'])[MLT.networksetup_processed.OUTPUT2 == 'Neutron-1'][MLT.networksetup_processed.OUTPUT1 == 'Si-27']\n", "\n", "C12O16 = iso_massf[:,MLT.all_isos == 'C-12'].squeeze() * iso_massf[:,MLT.all_isos == 'O-16'].squeeze() * looking_at.V.to_numpy()[0]" ] }, { "cell_type": "code", "execution_count": 134, "id": "54a00565-df6e-4ab6-865a-5d4196b2a260", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 134, "metadata": {}, "output_type": "execute_result" }, { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "8c1c7daeb01c4ce0ac383a8291cf0d4a", "version_major": 2, "version_minor": 0 }, "image/png": 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", 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\n", " Figure\n", "
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\n", " " ], "text/plain": [ "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "ifig=1;plt.close(ifig);plt.figure(ifig);\n", "\n", "\n", "plt.semilogy(mass, gn, label='(g,n)')\n", "plt.semilogy(mass, C12, label='C-12+C-12')\n", "plt.semilogy(mass, O16, label='O-16+O-16')\n", "plt.semilogy(mass, C12O16, label='C-12+O-16')\n", "plt.semilogy(mass, C12+O16+C12O16)\n", "plt.legend()" ] }, { "cell_type": "code", "execution_count": 40, "id": "43db757b-fd21-4347-985d-76958ea34a78", "metadata": {}, "outputs": [], "source": [ "def format_iso(x):\n", " ele, A = x.split('-')\n", " \n", " return rf'$^{{{A}}}\\mathrm{{{ele}}}$'\n", "\n", "def format_bit(bit):\n", " \n", " if bit == 'H-1': return r'$p$'\n", " elif bit == 'He-4': return r'$\\alpha$'\n", " elif bit == 'Neutron-1': return r'$n$'\n", " elif bit == 'OOOOO': return 'v'\n", " else: return format_iso(bit)\n", "\n", "import re\n", "\n", "def flip_reaction(reaction):\n", " return re.sub(r'\\((\\w+),(\\w+)\\)', r'(\\2,\\1)', reaction)\n", "\n", "def format_vv(x, row, flip):\n", "\n", " def checkboth(iso1, iso2):\n", " return (row.ISO1 == iso1 and row.ISO2 == iso2) or (row.ISO1 == iso2 and row.ISO2 == iso1) \n", " \n", " if checkboth(\"He-4\", \"C-12\"): return r'$\\rightarrow$'\n", " elif checkboth(\"He-3\", \"He-4\"): return r'$\\rightarrow$'\n", " elif checkboth(\"He-4\", \"B-8\"): return r'$\\rightarrow$'\n", " elif checkboth(\"He-4\", \"Be-8\"): return r'$\\rightarrow$'\n", "\n", " reactor = format_iso(row.ISO2) if flip else format_iso(row.ISO1)\n", " product = format_bit(row.INPUT2) if flip else format_bit(row.OUTPUT2)\n", " \n", " return \"(\" + reactor + \",\" + product + \")\"\n", "\n", "def format_rtype(x, flip=False, info=None):\n", " \n", " if x.find(\"+,g\") != -1: x = '(+)'\n", " if x.find(\"-,g\") != -1: x = '(-)'\n", " \n", " if flip:\n", " x = flip_reaction(x)\n", " \n", " s = x.translate(str.maketrans({\"a\": r\"$\\alpha$\", \"g\": r\"$\\gamma$\", 'p': r'$p$', 'n': r'$n$', '+': r'$\\beta^{+}$', '-': r'$\\beta^{-}$'}))\n", " \n", " if s == '(v,v)': s = format_vv(x, info, flip)\n", " \n", " return s\n", "\n", "\n", "def plot_reactions(ifig, obj, cycle, reactive_isotope, plot_isos=[], reaction_type=\"all\", minFij=None, maxFij=None, minX=None, maxX=None, **kwargs):\n", " '''Plot the reactions and mass fractions of an isotope as a function of mass.\n", " \n", " Parameters\n", " ----------\n", " ifig: integer\n", " The figure number.\n", " \n", " obj: mppnp_reader object\n", " The mppnp simulation to plot read in as a mppnp_reader object\n", " \n", " reactive_isotope: string\n", " The isotope to plot reactions for\n", " \n", " cycle: float\n", " The cycle to plot the reactions for.\n", " \n", " plot_isos: string or list of strings\n", " The isotopes to plot mass fractions for.\n", " \n", " reaction_type: string\n", " Possible inputs:\n", " production: only reactions that produce reactive_isotope\n", " destruction: only reactions that destroy reactive_isotope\n", " all: all reactions involving reactive_isotope\n", " Default: all\n", "\n", " minFij: float\n", " Minimum log10(f_ij)\n", " \n", " maxFij: float\n", " Maximum log10(f_ij)\n", " \n", " minX: float\n", " Minimum log10(X_i)\n", " \n", " maxX: float\n", " Maximum log10(X_i)\n", "\n", " kwargs: \n", " figsize: The size of the figure (tuple).\n", " label_fontsize: The fontsize of the x-axis and y-axis labels (integer).\n", " legend_fontsize: The fontsize of the legend (integer).\n", " colours: Colours for the markers and lines (list).\n", " markers: Marker shapes (list).\n", " edgecolours: Edgecolour of the markers (list).\n", " linestyles: Linestyles for the connecting lines (list).\n", " ''' \n", " \n", " if isinstance(plot_isos, str): plot_isos = [plot_isos]\n", " \n", " figsize = kwargs.get('figsize', (6, 4))\n", " label_fontsize = kwargs.get('label_fontsize', 14)\n", " legend_fontsize = kwargs.get('legend_fontsize', 12)\n", " colours = kwargs.get('colours', None)\n", " markers = kwargs.get('markers', None)\n", " edgecolours = kwargs.get('edgecolours', None)\n", " linestyles = kwargs.get('linestyles', None)\n", " \n", " plt.close(ifig)\n", " fig, ax = plt.subplots(num=ifig, figsize=figsize)\n", "\n", " handles = []\n", " labels = []\n", "\n", " relevant_f_ij_m = obj.get_relevant_fluxes(reactive_isotope, cycle)\n", " \n", " mass = obj.get('out', 11000, 'mass')\n", "\n", " rtypes = ['(g,n)', '(n,g)', '(g,p)', '(p,g)', '(g,a)', '(a,g)', '(n,a)', '(a,n)', '(p,a)', '(a,p)','(p,n)','(n,p)', '(+,g)', '(-,g)']\n", " \n", " rstyle = [utils.linestylecb(i,a=max(3,int(len(mass)/8)), b=5) for i in range(2*len(rtypes)+20)] \n", " \n", " vv = 0\n", " counter = 0\n", " \n", " if reaction_type != \"destruction\":\n", " for idx, row in relevant_f_ij_m.iterrows():\n", "\n", " with np.errstate(invalid='ignore', divide='ignore'):\n", " log_fij = np.log10(row[\"f_ij\"])\n", "\n", " valid = ~np.isnan(log_fij)\n", "\n", " if minFij is not None:\n", " if np.all(log_fij[valid] < minFij):\n", " continue\n", "\n", " if row.TYPE != '(v,v)':\n", " if row.TYPE not in rtypes: continue\n", " q = rtypes.index(row.TYPE)\n", " else: \n", " q = 2*len(rtypes) + vv\n", " vv+=1\n", " \n", " if colours is not None: colour = colours[counter]\n", " else: colour = rstyle[q][2]\n", "\n", " if markers is not None: marker = markers[counter]\n", " else: marker = rstyle[q][1]\n", "\n", " if linestyles is not None: linestyle = linestyles[counter]\n", " else: linestyle = rstyle[q][0]\n", "\n", " if edgecolours is not None: edgecolor = edgecolours[counter]\n", " else: edgecolor = 'none'\n", "\n", " label = format_iso(row.ISO1) + format_rtype(row.TYPE, info=row) + format_iso(row.ISO2) \n", " h, = ax.plot(mass, log_fij, label=label, linestyle=linestyle, color=colour, \\\n", " marker=marker, markerfacecolor=colour, markeredgecolor=edgecolor, markevery=rstyle[q][3])\n", " handles.append(h)\n", " labels.append(label)\n", "\n", " counter += 1\n", " \n", " if reaction_type != \"production\":\n", " for idx, row in relevant_f_ij_m.iterrows():\n", "\n", " with np.errstate(invalid='ignore', divide='ignore'):\n", " log_fij = np.log10(-row[\"f_ij\"])\n", "\n", " valid = ~np.isnan(log_fij)\n", "\n", " if minFij is not None:\n", " if np.all(log_fij[valid] < minFij):\n", " continue\n", "\n", " if row.TYPE != '(v,v)':\n", " if row.TYPE not in rtypes: continue\n", " q = rtypes.index(row.TYPE) + len(rtypes)\n", " else: \n", " q = 2*len(rtypes) + vv\n", " vv+=1\n", "\n", " if colours is not None: colour = colours[counter]\n", " else: colour = rstyle[q][2]\n", "\n", " if markers is not None: marker = markers[counter]\n", " else: marker = rstyle[q][1]\n", "\n", " if linestyles is not None: linestyle = linestyles[counter]\n", " else: linestyle = rstyle[q][0]\n", "\n", " if edgecolours is not None: edgecolor = edgecolours[counter]\n", " else: edgecolor = 'none'\n", "\n", "\n", "\n", " label = format_iso(row.ISO2) + format_rtype(row.TYPE, flip=True, info=row) + format_iso(row.ISO1) \n", " h, = ax.plot(mass, log_fij, label=label, linestyle=linestyle, color=colour, \\\n", " marker=marker, markerfacecolor=colour, markeredgecolor=edgecolor, markevery=rstyle[q][3])\n", " handles.append(h)\n", " labels.append(label)\n", "\n", " counter += 1\n", "\n", " \n", " ax.set_xlim(mass[0].value, mass[-1].value)\n", " if minFij is not None and maxFij is not None:\n", " ax.set_ylim(minFij, maxFij)\n", " \n", " ax.set_xlabel(r\"Mass ($\\mathrm{M}_\\odot$)\", fontsize=label_fontsize)\n", " ax.set_ylabel(r\"$\\log_{10}(f_{ij})$\", fontsize=label_fontsize)\n", " ax.tick_params(labelsize=legend_fontsize)\n", " \n", " if plot_isos != []:\n", " \n", " ax2 = ax.twinx()\n", " \n", " Xs = np.log10(obj.get(\"out\", 11000, plot_isos))\n", " for i, iso in enumerate(plot_isos):\n", " \n", " cbstyle = utils.linestylecb(i, a=max(3,int(len(mass)/8)), b=5)\n", " \n", " label = r'$X$(' + format_iso(iso) + ')'\n", " \n", " if len(plot_isos) == 1:\n", " h2, = ax2.plot(mass, Xs, color='black', label=label, linestyle=cbstyle[0], marker=cbstyle[1], markevery=cbstyle[3])\n", " else:\n", " h2, = ax2.plot(mass, Xs[:,i], color='black', label=label, linestyle=cbstyle[0], marker=cbstyle[1], markevery=cbstyle[3])\n", " \n", " handles.append(h2)\n", " labels.append(label)\n", "\n", " if minX is not None and maxX is not None:\n", " ax2.set_ylim(minX, maxX)\n", " \n", " ax2.set_ylabel(r'$\\log_{10}(X_i)$',fontsize=label_fontsize)\n", "\n", " ax2.tick_params(labelsize=legend_fontsize)\n", "\n", " ax2.legend(handles=handles, labels=labels, ncol=1, loc='lower right', fontsize=legend_fontsize)\n", " \n", " for artist in ax2.get_children():\n", " if isinstance(artist, plt.Line2D):\n", " artist.set_rasterized(True)\n", "\n", " \n", " else:\n", " ax.legend(handles=handles, labels=labels, ncol=1, loc='lower right', fontsize=legend_fontsize)\n", "\n", " \n", " for artist in ax.get_children():\n", " if isinstance(artist, plt.Line2D):\n", " artist.set_rasterized(True)\n", "\n", " \n", " plt.tight_layout()\n" ] }, { "cell_type": "code", "execution_count": null, "id": "a58a380b-cdcd-492f-bf18-017544c36ee6", "metadata": {}, "outputs": [], "source": [] } ], "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": "3.6.9" } }, "nbformat": 4, "nbformat_minor": 5 }