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4923 lines
922 KiB
4923 lines
922 KiB
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o6jhcXHQtKlIvIwMsfnr1ROmcPjw5ZlDq1ZC2E88IUxo0iSRugEBQpT+/vDaa+IrWLVKNIbo6KqN8fbbb5Obm0unTp2oVq1kXHxgILzyiqj5qiofm63k8qMWNayqcrz4+ZwcuU8eHiWTIO12OxMnTiQ6OppXXnnl4uoqlAGVy1foqEIGcOedd9KlSxdmzZpFdFWfwFXA0KFDefDBB3nyySev9lSuSWRkiBo+bJi82OnpQvh79kjIb+PGsHu3SNvLrcF6ecFnn4lf7q67ZBVg3z5hOjVrivaRlSUrBxYLrF5dtf5bt25NUlISS5Yswc/PD4A//xT/QkaGXK9G5Hq9rGwoxaisuDagaQEGg4thKIr4UV55Be6Q7GYMBgPPPPMMTqeTN954o0Ts/7WKchmAqqrMmTOHNWvWcPfddxMWFnYl51VlOBwOJk2axMyZM5kwYcKFc63/H6JfP1FlLRbx6A8dKlItLg5iY8Xh9/vv4ky/UtCI8ssvRaLGxQkjSE8Xc2D5cll1GDtWiLYq8PLyKiL+6GipWQKliV+T8uBiBNpYGg07nXLvNGahqnJMp5MiSOdKEhThevGjlcuiFEWhV69eWK1W8vPzr3mnmV6vZ/To0YwePRpVVVGUf1N1yEuDfftEzf7+e3lx33xTnF7e3qLWrlkDJhMMHHhl5zVypKwEhIfLMuTRo6KB6HTiJ0hPF+bw88+yIlBVxMcLc9OkN8h1gpgXBoMwxLw819K7BDe5GIOHh5gBqiptDAb5326Xtm+/LfN8//1/fj+uJCrFptwvuAZzbeEG8ZfGvn0i+Rs0gAEDhNgCAuQF7tDBFen39ddXfm6ffSZS19NTCH7XLglHNpkkVFiLKdi8+eL6r11bCFcTyhrxOp1iAqmqjAviGymuAWgaQl6eyw+gMQE3N+nTahUn4qRJwgiuJ1wfesoN/GO8+aZI+agokVTe3rIEGBMj0vfoUQnAadSoav2eOXOGBx98kOHDh3PXXXexuqrG+jnUri0xCYsWQY0aEikYGSkrEzVrCmFeTMrwPfe41HWHw2Xn63Tyd36+nPfxcTkDizMLu11+ozEG7bvBIH1qTEBr+957F3X5Vw03GMD/E8TFidMqMVE861u2iAYQFibawC23SLubbqp8n9999x3h4eEkJycTHByMt7c3Y8aMISgoCKvVWpSUUhncfrusubdoIQygQQPRWCwWYVwa0R04UPn5rV7tWrdXVdEoNHtfq8SlEW9mpou4obQGYLW6Vk+0c06n3NPivgmH4/woyWsb176b8gYuCRITZVnNYhHCP3nS5QzLyJDjbdpUvr/vvvuOSZMmkavpzsUwb9483N3dadasGfsrGUjQvbsExsXGygpBXp5EBrZsKZqKqkpeQVycBA9VBv/9rzANm02IW5PsqipOQXd3IWyns6RNryiiCR054pL6er0Qd0GBLFNmZUk/2nGLRcwInU5MmIICiaW41vHv0wD27xdx8sQT8uRvgK1bXVl7mic7PV0IKjpaCMBo3MnIkZXrLyEhgTFjxhQVtzwfQ4YMwWazERQUxJgxYyrVZ79+Yo44nSrp6fDf/84kLk4eZ2ysnMvLExOhMtDyCTS4ucnroKnuZrOLAWpawcCBciwuTvIfnE4xEc5FWRdpC2lpLrNCu58FBcIoNKfggw9Wbp5XGzqQJb+MjAzGjx9/VSrfXFK0aiVrS99+Cw4H+/fv5/HHHyc1NRVVVcnJyeHXX39l3LhxV3umlxQFBQU0bNiQqKgo7HZ7CfXb4ZAXMzdXgl8OHgRvbyevvfYeERFRjBr1Dr17/8HDD1durBdeeOGCkW46nY5XXnmFX375pShNuCKYTPDeex8xbtwEpkz5jdq1T/H889OJj5d6AhkZMvdzlbIviMceE0LUpL/V6mKAiiJORqvV1f7I1+v4ZWcd2LeP0FDXccPZBCbOrY8tvDEeFiF2bYVA0w40ZqItGep0Em9xPUAHsjtL7969mTBhAg888EDFv8jOLl+yxsaW/LuyT+tSQVvbURT49FMwm3nuuef44YcfqF27Nna7nbfeeotBgwYxceLEMtXX6xWffvopx44do3nz5hw5cqREFaFbbxXv9IkTEnl37BjEx+swmWyMGPEbiqKi1+sr6L0kLBYLN1XCWdCuXTvS0tIICAioVL8hISEANG8ua/e33x7MqlVSnSg2Vtbx9+2r3BxXrxZiBZdX391d/tfseu38dp/biXiih6gZ7dpJBhJIEELt2mIvHTlCZraCxexirBqP1TbOsttd2sQVquT2j6ED6NixI1lZWbRp04bJkydX/At/fyG0wYPP9aBzscJ69WDxYvGoBAVJwTftXHGdyM9PfhcUJDmhd98tpWgHDZI3dPBgCa969llZB/LxEYMMJGm8Vi1xExffsqxuXRe779MHnn8egG+++QY/Pz9ycnKKNIAxY8YwfPhwPDxKFkrcu3cvaWlp/+iGXgkcLiNGV0sEOnbsGOvWraNGjZIbQo4bJ7b15MliW3t5QfXq1enevTtBQUHUrFmz0uOfPn2aEydOXLBdTEwMZrOZM2fOVKrfbt26odfrufXWW9Hr9bRr15aePcX77+0t9FjZ4DqtoGnxFWFN4mvHHQ64tWU2HTL/lBOal2/SJPn76aelUXKyBCYYjSyp8ViJ4sJ6fUmmojEbVZUqStc6SvgAmjdvXnH4os3mipTQjDHtqkGuvH9/Ic7k5JK/XbDA9T0jQ36XlASffy760v/+J22mTIFffhEWPmWKZKdkZYlXZtEiyc+MixMmY7G44jRPnZK+/fxg6dISQ58fC163bt1SWXPLli2jTZs2F9aArjKys7Pp2LEjFoulVK1Ag8FQFPlWHPHxQjj33uvKeBswIJqkpCTGjz9DYmIiMTExZGeX3lKrLIwePbrMBJvzsXHjRrp27Vok2S+E6dOn43A4ePfdd3E4HIwatZnAQJE3bdsKkVXWttaksfbR1uuLq++qCvPqvSY/0IIMtO26dDrRCIxGEUCtWoHDQbeEn3BzczEiNzf5XwuV0Y7r9fIaX+uo2iqAdrWat6Pw3DbixTMniiMiQtKtfvvNxSTOk7ol1lC0p6JBe1ogqtnu3WXPq/hvyquwUg6sVivZ2dns27cPRVGIioq6pk0Du91OTk4Oer0eh8NRNNeKqgdrL+LatUJMycmwZEk9YmPvZdeulhiN7Vi8uDr9+yu0aHHhOdx+++0MGzaMX3/9lYEVhA2++OKLfP/995W+tlWrHqV795/55JOnefLJKSxe3A+7XWjw6FF5/bZsuXA/gweXjPor/l2L7NNeq5RxX1Djt2/ETjIaJSyxXj2xNdq3l5tWt65kL6kqfPEFjlEuBqO9Khrv1Kxjh0Os0I8/rvTlXxVUngGMG1ea0H/4oey2Wt0ozUucng5//CG2VHkvqhb3qbHSwYNF4mt62+7drnGTkuR88Y0TFEWM2yrizTff5NNPP8VoNBbtLHy+xnCtwWAwoChKiXkWFhZiMpnKbP/88/DBB/IYVFUejZ8fHDjQAk9P+OOPIPR6WYevzMbKBoOBuLg4LBYLNputzLj3xo0bM3z4cB6spMh++23Yvj2EzZufP6eFj8HNTWivWjVX5F5lSoT9/LO8OprDD1w+gPx8YYJWq1iSzVqc8wxqYYizZ8NLL0l0VM2aonLMmiUdjR8PI0awoZnETWhLh9r/ZrOsBnh4SFfnb+pzsbicoe2VZwDvvFP62Msvu76fL72Lw89PbPqKVEGj0WXng4SsFU+n1Po2m+WNmDPH1Z+iiN12EaW72rdvT79+/Vi1ahWBgYGYTKbrJpfA6XSSk5NDYGAgqqoSe74TthiaNRPitlpFWsn6tYKqCmG4uVVt3drNzY0mTZrQp08fXnnlFdq0aUNsbCybNm3ihRde4JFHHuGrr76qQn9SD1BbXlNVob+9e2W+BQXyqUwMwLPPuiRx8VdScxlpMiU2VuSRxYI4DZo3FyHy+usivj09hSGYTHD2bFEhw+7dXUpw8f81i0zTCho0uPYrHFeOAbRsWfqYopR0whW/04oiT2DaNOjbV5x97u4VFzkMCpJKkxoiI0szFO0uZ2aWrJemqsK1zzn+Lga1a9fmnXfeYcCAAbz++utMmDDhovu6ErBarQQFBWEymWjdujV79uypsH2zZvJiai9/TIzY1Skp4mKx2SRY6OTJypeiO3DgAKNGjWLYsGGkpKRgNpvp1KkT3377LUOHDq3S9cyfLzEJZrMwJ0VxLVsajUKobm6yZ8GF8Pnnkl2oOeQ02aT5o4srsunp5xiAXJDLqf3mm6736Y03XFVMz0ELMHJzE0vYYpE5Fh/z2WerdAuuCioXCPT3367vJpPrLpYn8bU8yUcfFZezlk2hoSxHY//+ErGiobCwZFA2uJ6ir6/L/6DB4ZBqlv8Aminw9dXIiKkiEhISyMjIIDk5uVLayrFjEtySliaPwsdHHmVOjry8mu9Q86VWFl999RXbtm0jJyeHgwcPsmTJkioTPwghgjzGjAz5OzFRCEwjKJOpci4erW3xuH8o6anXjt9//3k/HjRIBmzaVBp6eAgzOIc1a4SJFo8nAJcsLM5wLlcwkNPuxJZjIzsqG1uOqDpOqxN7rh1rphXVIXRpz7NjL7Bjy7GReaTskkoXZgBF7BF5a5YsEdFxPoq/hFq4VZkjFovOKI7hwyVCRYO2JFOZDBCtr2++ufiUMWQpzel08tJLL3HnnXcy/Brcq+quu+5i2LBh1KpVi2rVqlXawz5okEj2W24RIsrMlKIbyckiZWNj5bG89FLJAJnKICQkBEVRCA4OrvoFIf6JzExRNBs3Fn/vqFHyqjRvLkGdERFyrpIhBXh6llyhBleYSHH5s337ecVPtGIIPXsKN8rJEUfgOfTr5+qvOCMpLqs0DaYqeRVVwYF3DzDXZy6ZxzIxWORi/rzrT37y/gnVoRZtBLKg7gJ+a/gbTpsTn0Zll/u/MAMoruZnZYmnaOfOklevhUdpH+24dveLf2bNkvNLl8pN7t5d3sQPPhDRpPWlmREPPyx/9+sn67ItW5bsu/h4derIqsNFombNmlitVqKioli9ejU//vgjixcvvuj+LjVeffVVVq5cyZw5c1i4cCFJSUm8V8n0s0ceERfL/Pnw0EOSdz9njjCGxo3FQqtfXxjBlawH8PvvUsw3J0eKgW7ZIsVCIyOFUe3YIUzK17dqCl737i4/gBaem5/vstk16HSSA1FhwatduwBX7oCm+GqSXvOdFFdWi8vNS42AtgGE9gplaOFQjF6SvRTUJYgWb7ZgcOJgFJ3QZkCbANq814YHc8tXRSr2ARRnle3bl7TRNZw+LR76OXPkCTqdrmJrILZ9UpIr9Oqxx6QmlfZUtHYxMWXb/NpdPp8QFUWYRoMGYj5cQnz88cesWbOGGjVq0LNnz0vad1WxcOFCCgsLOXnyJK+99hoLFy7E39+f3r17A1Qpgu+hh8QMsFjEqgsJkRLhubny2Lp2FWkYEyN1Aa5EZbXBg8Ub/+uvwoxq1pRHu2+fBP80aiR+OKezckuAGr74QsJKtNdH26bMw0Ocim5urqU8nU78xw89BDMefJDd3MRNs5/H2aUbTp2BjwvG8LZZGIqm2BqNrldYk1vFnYKXpZT4OWQdzyJpaxKLwhcVhXynH0gncUMiCX8muNpFZZG8LZnTf57mjlV3lNlX+Qxgzx6XC1NRJFhnyxb5f+VKIfzERGljNMpb5e0tElhbM73vPjk3d65LY9DYsMEg+pzDIU8+Pl5Yf/Hyr5rBVrOm5IhOmOCq63QZ4ePjU6lItyuBd999F5vNxsGDB3nxxRc5evToRa9QNGkij+7QIVdY7MiRYnkpisRY+fsLcbz5pjCEf6BQXRC1a8vi0PHjovLXri1zSk2V6sHvvSe+i6ZNq953cLAU/0xLczkUjcaSDjuTSV4/LY7/xx9hliIaassWo9i3yShLfBtKyiofH9FYNIXXZnMxALNZxric20iG3hGKs9DJvvH70FtEAESMjCCwTSC739ZZrIgAACAASURBVNyN0UO0ghZjW5B5OJNDXxwqt6/yTYDz7fyAAHkjPv5YntDAgSIm4uJEL8rIkFIzq1a57urSpeLYCwqS9pMmCatPSHC5nZOT5fuSJUL8JpPoZB9/LE/J4RC99K+/rgjxX2to0qQJL7/8Mnq9Hp1O94+WJ59/Xl7ib74R4sjKErV/40Zxnfj5iTSOj5dw+JYtL19CZXi4WHeKIitsBQXymGvUkBW4d96RpM4hQ+RVevfdqo/x5ZelA1VtNnldtT0QtPPadWqOwr1/G4uWJMElC81mYSaK4tIitGQj7f/mzSsfsnwx8GniQ7NXmhHaKxS9mzCAkNtDaDa2Ge41XNW7wh8Jp/HoxpgDy1/fLTHNAwcOyBbPWjRDXp7cjd69JV7//vsr9sL8+afolS+8IDH+lcWPP4ohumfPJU+iLiwsJEmrKXUOR44cuS5i/qsKm812wSjGmTOFmG65RSTuk0+KRbZ0qShur7wiYRaffirE8NprJUtfXwrUrSsFSSMjJUg0NVUWixo1koSlH36Q12/FCrEsU1NlNbmqGDRI/AsrV7qCSrVKQBkZ0kbz2nt7l8xz0/L8NQZgMrkYiE7nYgRacJEGs/nS76VwOWEA2LZtG8p9UiIlLi6OF154QfSvZ56pWm9VKddSHOfFtF9KTJw4kfT09DIl548//njZxr3SSEhIwGazSRKQbwB1e/Urs12PHhLkdtttri23YmOFv6eni+R//31x2wwYIEU6Dh+GZcv++RyXLxei7NFD+ly4UByTdetK3lh+vpgj1auLGv3CC2Ia/BNrbPlyl6TWmIDBIK+cTueKCszKclmmDkfJKsE2m4sxaDZ+To7LrwDSl9EoMUTXEwwAZrOZ7QcOsH//fhppReGqSvzXKD7//HM6duzImDFjMJlMTJkyhdatWxMdHX1d1G2vLEJDQ/Hw8GD9+vV0uac/tvNzLorhkUdEmfv+e3jqKdEIXnpJ7P/u3SXA87//lTXvBQuEEXh4yCvxwQcXN78PPhBpXLOmBHmePSuSvU4dIarNm0Utj4yUXYobNpSYhIgIV4xChdi4UTyYdeqUOnXyGzMtn+1Caq57EQEbjaLcFhQIkZvNLouzeKUfTcW3WFxOQIfDxURAiN/NTazWUaMqeUMOHpTw+PI2B01JkUEvpgxyFVCCAq71TLiLQXBwcKmqNO3bt6f9dVK4zeFwUHh+0FM5mD17Np6enhdsd/fdQpDbt4tJ0KmTvLxjxojD7fPPRfoGBYkfd9YsMQMmTZJztWqJO6ZHD+krJyez1LbyH3wgRPTzz6Jup6aKyrx8uTAgEEl/663iW/b1FR/Fc89JqvK0aTBiROXz/5k3T2yGMrKZQoCdQR8TcXIFjnOvvGaza4SuSXLNmXe+BqBZVgaDK/Zfa28yyfVWmvhBzOVPP5X457IQFycDXUkGcAPXHvbs2cPChQtxOBw4q7ozRgUYPVpCVZOTRdqPGydOv5gYscHff1+swIED4fHHRRjVry+awKFD4ih89lk5/9ZbU2jQoAFdu3bl22+/Zfnyp9m9O4AOHcTDbzTKeKtWiTupTh0RcA0aiKofHCznf/5ZQkyyssTVVKWiGk2biij+8suiQ06nk/z8fDw8PKjz9tv8ePA3/rtgYIkkU4fD5c3XJD64iFyLWdPCXYo7DjWr8pZbSof9XnCH7QYNxNFe3nbmM2eWTHa7TPj31QT8l0Gr7uN0OsvN9rtYfPGFLL78+qs4BEeMELXWaIS33hLi3LVLpJvdLotAWp5AbKyWOajicDg4cuRIkU/l1lt/KiKkwEDp76uvROMICZG+WrYUp9v27aIJL18uxH/mjIzxT/clTElJwd3dnf79+xetlQ9pehCHw1WPRoNG+MXDUIqvgGtVfjStQfutySQJgn/+6frdpk2b0Ol0/HIJiwFczuS0Gwzg/zlWr4apU0XqfvWVOAKPHJGXvH9/IdgXX5TQ2gMHxKMeGipE7ecHdrtCbm4HunbtynPPPQfA118/WWRjZ2eLCdCokUvlzsyU8N6wMGEEd94pzCQnR5KWfv9dGNI/wYkTJ7Barfz1118liEdRROt55x3RPMDlwNNCeLVjGvR613lVdcVJ5OeXTk/+8MMPURSFTz/99J9dwBXCDQZwA/znPyLRw8KEqOfOlXX6JUvk7549hWi1jTNyc+V7Zibo9SoFBcfZsGEDX3zxBQAjRnyN06lVGxZ1+pZbxG9QUCC28sMPix8sMlLG+OknCbDZvr3sVJOqol27doSHhzNixIgyz7/2moSj/PWXBCNpSUeaFqCZCMX3AGzaVOaZl1f+DkDTp0/Hz8+PaRezi8lVwA0fwA0UYeVKUfP79ZOyim+9JWZBWpqsEJw6JQwgP1+8+F5ekJGh4OOTS6tWbejc+RZGj17N/PlDMJnE46+trf/4o9j93t7iW+jdW1T/MWNE7X/wwUu7GqzT6TheiYocbduK+aHhwAGJek9KEq1l8mQppVZZ66tatWqVqoJ8reAGA7iBEtiwQUqIjR4tDKFDB4nPCgkRVf3QITEbwsKkTF5kJEye/AwnT3oQEADLlg3B6RQzYd8+Ue3d3CQ6LjlZ4r2OHRNH4Pz5og3UqlUyEfRqonlzV2BPQkLFbf8NuMEAbqAU7r9fPlOmiHc7IkKIYeZMkfzVqom0Pn1azIHcXA9WrJDovtxckZbVqhWvPAQ33yyO71mzJL9gyxZhCJGR0vYfIzFRuNPUqWWf37PHZfRfC0hOFrvr22/LPr9tm1zTZcYNH8ANsG7dOjIzM7HZbEwtRkDPPCMVgu67T9T9atUkNiAtTY6npgojsFgkks9qlbgWLYTWahX1v6BA1P1jx1yBNOPGiQZQrZqsdMSfK0a4adMmrFUtSABio6gqX9um07HxWBL/XitEpH3y80moVg1VVVFVleTzq1ZfBozPHE+f5D44kCWF+GIFF1fn5eH09ZXgpbI+mZmiZl1m3NAA/p/jzJkzbNy4kY0bNxYdW7ZsGX369AFEVX//ffls2SJFnrQ99Czndso5elTMhccfFyFsNrv20QOJHfD0lEzwjRtLethtNhs/a0U4zuHvv/9mVJWiapAoouefZ1SMDhWV595wMK+aq2jtqVOnmDlzJuaPPkJVVQoLC3nkkUeope0SeomR6kxlQsYEVFRW5q+kh9KDqVOnoigK/v7+pKamoh8/nh49elyW8SuLGwzg/zmCg4MJDQ2lY8eO+Pr6MnXq1KJaA+ejUydX3daUFKkpMHeuMIFBg0Ta33uvePJfeUWC8iIixKFWvXrZ4xuNRiIiInA6nTzwwANMmDCh3PErg7VBa5mcNZk51eaUOF6rVi2MRiNt27bFZDKxffv2Km2GUlUE6AKYEziHrYVb6e0u1+Pr64uvry/du3dnxowZtKnKbqyXCSVMgA0bNhAXF3e15nJZkJ2dzdLzNgpJSEj4110nSInzivYHKAtnz57l9OnTLFmypCh4JaES3q/AQAkF/v57seN9fWXJb8EC8RcMHCjED+UTv4bo6GhOnDjBjz/+iKqqHKyKR7DQKgOcYxrdzN1YXH0xekoWStHpdNhsNvbu3cvOnTvJy8urOFLvEuA/Hv9hiv+Uor8zMzOJi4vj6NGjqKpK6oUKHE6fLrbXZYwI1IGkzHbu3Jnu3bvTvLJ7L18n6Nu3L/fccw/e3t7YbDbGjBlDWFgYtWrVqtDW7NKlC/+5zHHYF4Pu3bszaNCgUsdPnz7Nr7/+SmBgIAcOHKg0IwgKCsJsNtO4cWO6dOmCwWAgKCjoUk+7Qnh7e1OjRg3at2+P2WymbmXLEmdkiFeyf3+xPbQ9/SqAm5sbbtoGN1cYiqKg1+uLdnSqMCV99Wrhrp06iap1qPyiHv8EBoDWrVszdedO7r33Xu65557LMtDVwttvv03fvn3ZtWsXaWlphISEMGbMGLKzs8uNrR8xYgRbtmxBURQGDRpE/0tccuxi8fLLL7NhwwZ0Oh3z5s1jyJAhReeCgoLIy8tj7dq1HEpK44PfljNnbenNWXNyckolDIW2vZk84EhmHnVu7sL8Tdsv96WUgH/TVgDsPp1MzXa3sD8pnf1lzP18HDybTK7BwNHlK2Xtrm59iD9dbvve9w/G29sbgKysLI5W0PZy4LZ77i3aKLVBqzYoilL+HMIj4Ohx6NOH5Nj92EJC4Oyln5MBhCs2aBBG+/btaVheeuJ1iho1ahASEkKEpo8iUvTw4cOl9gdMSUmhXr16vPHGG2zevJng4OAiZ9i1gAkTJrBs2TICAgLo378/nTt3xmq1EhERgV6vx2Qy0axZM7KPRZOcdJan3ppQStqlp6fj5ubG3Xfffc2mQ8fGxrJjxw7c3d1L5D+oqkp2dnbRdmSxWTlkm93p16ydqMp7j8jnAnDanFjTrejNelSHiqPQgdPqBBV0bjr0bnqprKtQVHTzkkMFe74dnVGHPceOyc+E0+Yk/0w+erMeR74D92590aXlkhnRhPbZl2e7umvzDbhKGDhwIPXr1+fxxx/n7Nmzld7W+krBbDYTGRkJwPDhwzl+/DiZmZmlNJnb27TgP7UCcTr9S2zNNXbsWLbs247TzQ1zRC1mzJhxJadfKWRmZuLv74+qqujNZhYsXVrExHJzcxk4cCCzX954gV5KI21vGrG/xRK3OE5q56sq1TpUw+hn5Pi04yiKgoKCU3US/kg49lw78Uvi8Qr3IqxfGLXurUX+mXxq3l11x+Hf7/xN0tYk9G56bDk2bl91Ozknc1jUcBGedTzJPZlLzX41af1Oa5bfupyW41ry98S/0Rl1DDrjMvc2Db2wVlRV3GAAxdC9e3d+++03mjdvXpRBdq1i8ODBzJw5E71eT3BwMFFRUSXO+/j44OPjQ+fOnYuOGY1GFEXBZDLh4eFBTEzMlZ72BREbG4tOp8PhcKDX6+nSpQtGo0jhzMzMKlVBVp0qik4h5pcYtozYQtMxTek0sxP+Lf1LtDsx8wTuwe4oRoXcmFw6Te1UdC79QDpxi+PYNnIbmUcz8a7nTdvJbQnuUfmgorzEPFAgoH0A+8bt4+AnB4l4NAKTr4n7ou5j98u7yYnNweBpwORtwlngpM7gOhSmFHLixxPUf6gS2yFdJG4wgHNISEjA09OTli1b4unpeU06AM9Hu3btSEtLK99rnww0BloAelhdfTUbq2/kxYIX+WXqLyybeQnqfF0GKE6Fh2o+RFe1axHxVxWnV51G56Yj8qNI7Ll27tp0F37Nyy4tVHtgbWr2rYnOqOPUvFMlzvk198OvuR8t3mhBXnweWdFZ/P3230R+GEm7L9rh07DsDTeKwxJiwWAx4FXXC4+aHiiKQsp2yReYZZqFV30vCpIKWLpqKTqjjt2v7cYSakFn1HF61ekbDOByYv/+/axevRovLy+OHj2Kp6fnhZdnrjIKCgowmUxFkrKwsJCzZ8+WzhkvAI7CAzEP0MzcjNd8XqObWzd2ue2CC7+3VwWzc2eT6pbK6LzRkH5xfUROiiTy00jyz+TT7OVm3PRBxVv0JG9P5tT8UwBYQsvf0cNS04KlpgXnC07W9FvDqp6ruD/u/L3FysbxH44TmRGJZ21Pjkw5QkDrABxWB06bE0VR6Pi/juwYvQOdXpYmA26STT02DN5QuYu+SPy/ZwAjR46kS5cuzJs3j2nTphEYGMi0adPwPW8zyGsFe/bs4fHHH0dVVaZOnUqrVuJBj42NZfDgwSUbm+E+5T62eWxjbupc2v/Snttuu+0qzLpy2LBhAw91fwiAU91P8enmT1GoWiGMzQ9vJmVHCpYQC/mn84lZEHNBBjDg5IAyj5+YeYL6w0pL3x0v7cBpd6Iz6VhUbxH3Hr+3aDuuMqGCziSE3XdfXyInRaI6VM5uOYtqVqn7YF0COwaiM+jQ6XXUH1afFq+2wOm4dBWgykNpBuB0Sgynm1vp/fuuJ2j1mysqbG+zERoSQmhoKIsWLUKv15Obm1vCbr7W4O3tjdPpxOFwMGDAANzd3aGwUMq5l4ED6gEG3zWYlTtXMnfuXNq2bYvdbicgIACr1Vq0Nn25g2IuhPT0dGbMmEF4eDitW7dm1rJZTGZylfpY1HARXvW8yDySiaJTuGvLXRz67BDr+6+n26JuRe2if4pGtallEndxBHYIZEG9Bdz2+234NhGBsGHQBnwb+tJxSkdW91qNalOZHzyfbr92I6hLOfETCtQZVIfA9oEYPUuaNA/mi5M2JyanqG3nGfL+ZURmVOn6Lwaln/rIkRK8fcstl33wywqLRZhYixauIvDFEJacLBFk52qyffXVV3zzzTfs3r37Ss+0SqhVqxbr168nIyNDiB8kCs5spnsZ26+P1I3ku/nfcezYMUaMGEFYWBhdu3Zl2rRpmM1m3NzcipbVrhbS0tKoW7cu69evJyoqilWrVjH7kdlV6mNx88W0eKMFt/1+G55hnoQPDyc7KpukjUnknc2jMNVVWDV6VjSRkyMv2OfWEVtp9EQjdr8i74Q13UpOXA4pO1LIOZVDxOMRWEIt9FzZkxXdVrCk1ZJy+zL5mKg/tD6KoWyhqjpVHAWOor/P/HmG9L/TyY3NJS++atGdVUFJDWDtWqnFFBUlGR1//inlYK5H1KwpIZQDB0rq5Xno89dfstXY228X7S346KOPXulZXhRuKc6cJ0yA9euhXz8WLFqENT1dMm/O4UX9i3iP9aZZz2aMHDmSWrVqERMTw/r162nfvj0333wztf9p/a1/iJ49exISEkJ8fDzPPPMMd955J71iK78L1NZHt9Lk+SbUHyoSfUDsAJa2WUpefB6DEktGTa7rv46IkRG413Dn11q/0u9gP4zeJaWyo9DBoohF3DrrVoK6BOHTxIc1fddw29Lb6LNN4kLW9VtHZlQm98eLD2CYYxgHPzrI5mGb6TyzbA3SnmMndlEscUvjsOe4mPXvbX4n51QODqujSEPY+J+NOPIdWMLE73C5UIIBxNWvz9L160lwd5dg7y1byt4Q9BpBhZVX4+OhWTNSCgrIOK9GvvOvv2gUE0PO2LGYCwpYPmAAf18DiRkXA/fCQkZ4euK+dCk/6XTc4+nJ+TsCPD7ocWgEK1euJCIigrp16zJq1ChGjx59VeZ8PtasWUO9evUIDg7m888/l4PfVO63hz8/jMHLQIPhDUoc77msJwXJJUsMreu/jvrD6lPrXskAbPF6C+aHzKf/sf5YQoTI8s/ms7jpYjp82aFIpdfW/jUmAND63daYfIuVCVKg2SvN2PXiLiInRdL0hdIbGmYczmDrY1vRWXS0/aAte17fA0jwUY3uNQh/NJwdTwm9eYV7ET48nIgREaX6uZQowQBuateO1Bo1WB8Tz+70TEYWFnIs+hQ6BRrWDC31Y1VV+XXTdmoHVaN9w3D+OhpF+4bhZQ40dcVa0nNzGNGrJz4eZXM0p6pyJjWdlbv30aZBPVrVq0N6Ti5+niVf6UKbnaz8PGasWo9Op/DcvX3Qn88IHnuMU+mZVHd3o/rBQ3R9cRz9OnVgTP8++LVrx+i0NMLq10enqjj0ejKyssgrtPLd8tU0CAnmvk4dypzjgs3bGdC5IzuOHic9K5de7VqVe3OvBPIVhclPPIHVaGTz5s0MqGDZLCgoiPj4eGw2W6XKZV0p+Pn5ERMTg70ME6YinFl7hshPImkxrvReAO7B7rgHu/bJO5/4QTbUPPK/I2x/ajs9fpO03B1P78Czjid1h5TMRzifCfg2K9tJ7NvUl71v7cWvuR8hd4SUOGeubsY92J0BpwZQmFpYxADseXYyj2VyerUrLDjzWCY7nt7B0f8dpe/ei9gXrZIowQA+/PBDbnrmJfak2cAriE/2R2M/Vx/ZPfUkeUtdKZZz1m7iwY++QPHw51i2g5jEbI5lO8jNg82T3kFRFJyqyrtzF/L27Pk4AkMhEL46HC/54KrCindfp2cbeXh+Ax/Cw81MQmo6umo1WZZWSLxvIQdOJuBYPh+nqqJTFGo/+BR21cbp1AyoI2HLH+6JonGtUKaOeYqOjUQSDP1oCnNObqSxVxCHA2rBwcNsPHiYat5etO7bjweffhqAL5eu4pmvvpclNFVFrduYw8DMU8ms++htwkNqAPDqtDl8NP83VLMfP5/OICrbCYo7e3Yfw7l8/mV7QJcaXl5eV3sKZUKL0a8KLKEWFKNyQSlZFvFr8GvhR/pB13pj9onscktwl6UJnI/wR8I58P4B3EPdS53LP5NPbnwuswyz6P5b9xJzsGXaOPz5YTxqirDrtbYXSTuS2Pva3gqv7Z+ihNisO2wUCamum6E6JRpOpyjk26w89aUUWAh/5GnemDEXBVcV1RMJiSjA1kNHMfYZjMPpJPSBEYz7cR73dXLtfuLt4Y7DqeJQndw5diKpWdlM/GkBGTn5nE7NQFHAeW7cAydjcKoqxruHkJOfT+tRrxCXkszp1AyCA1wL2Q/d0ZVDsfF0fWEcqqoy+L3JzF4r4aJRp88UtTPo9Tz8yZe0GDmGAydjWbl7H8989T06RZHQU72LHwb5+tFg+DOcSkpizb6DTFqwBC028ORZV9FHVVXp/vJ4thw8WuLGHj58mMTERM6ePVv02bx5MwcPHixx7Pjx46xbt67EsbNnz7Js2TISEhJKHIuKiiI9XZ7Pyy+/TPPmzYmPj+fbb78lIiKCP4sXqP9/gL2v76XtxxWXEK6I+EEChtpPcu0S1eGLDuSdzmPriK1ltq95d00ajmzImr5ryh2z7cdt2ft6acINaBPA3Tvvxqe5D4c+c2X33TrrVtpPaY8l2FLEfPxa+hHUKaiEFgMQvySejUNKhkJvHLyRrU+WnO+Cegs4OetkuXPUUPTG3z9xEqfOJuF1zrPs5+VJenYOoYH+JKSkMfSObnz9+0p+3bSN5Mysog78vb0osFrJKxAvq16nx9NspsWTY0hMz0QBftm0FZ2i8NQ9vfhy8XK8Le5k5eVjNOh5asoPzN+0Fb1OweFUUVQY3b83ny/6o0jq2+0OJv26jP0nT6ICbkYDZ1IzaVanFnHJqcxctR6domB12DH0HkxAMWliczio4edD3aAabDsiRKoArUe9hKqqhFULIC45FV8PTzLycniiz51888dKdkedQEGh3rCnARWT0YDd4USnKDgcDto2qM+u4ycwGfWs/zuSbq+Mw7bMVdmmWbNmBAYGlpAmSUlJGI1G/IptdpeVlUVBQQHVz0ua13IRiifsZGVl8cADD+B0Opk2bRrufu60bt2aXPdcrAus9HqyF8veXcadd955wQd/vePk3JNkRWVRe0D5DswLEf/WR7fS9qO21OhRo+hY9c7V6buvLydnn2TriK3c8n3p1bALaQJh/cLYP2E/0bOjqfdgvaLjOpMO/9b+hN0dhupQSdt3Xjqwcu5TAU4tPIXqVAntHYot24bqVEnZm0LawTRq31sbp92J6lDJOZnD7jd30869Haq9/LD2Ig1gwWZJAc3OzyeiZghpv0xHXfEL8bO/xcfTnVmr1sumCueIX1HAZDQw8q6epM6fzv7/fUKtoEAcTgeZebkcjkkAFVTA3c2EooDZ6Ib9j59xM4rzpNBuZ8Hm7TQMDcbhVNHpFNZ+9BafjXyE0z99T92gIJyqSq/2rfnw14UY9XoMej2FNjsbPpnAgW8mkbFgBk3CwnCqKnqdQt2QGiRnZqJX9IDCnFdGk/DT92z9bCLB/n6YjAZUwKk6caoqccmporlMnsCpGf+jZ+tmfPP04+gUUFHP1ZCDQqsdBZj8xCOoK35h55QPeHvoYKw2MZHsDicdRo8turHe3t4cPXqU2NhYEhMTSUxMpH79+gwdOpTExETef/99EhMTGTduHH5+fiQmJjJjxgzWrVtHYmIiiqKwZcuWEr9/4IEHqFOnDtOnT4d9kL83n9SsVKx9rFQLrgY/c82kLl9OZJ/IZtvwbeQn5uPId5TZ5kLEv33Udvzb+JcZC+Ae5E6TF5pQrUO1i9IE7Hl2sk9ls23ENjKPZFbhyi4Mt0A3dG46Ng/bTNq+NFSHis5Nh8HTwLr+67Dn2FF0ksmoKApbR2zFaSs/oKhMF7rVbkfpdT8Lt+4g9IHHmf/6C+h1uhJbJ8kmEXbe/3kR7Z59BV9PDw58/SmGc2p0cZ5TUGjD4VT5+vcV6HU6zs77XvZWAxyqk6MJoqY/3fcuujYX72mwvy8Hv5uExc3Iir/2Umi1Y7XZsTscDOnWiS7NGhf1v+/rj9Ghw+FUOZFwBkVRcODgjf/cx3+7d0Z3Tgqv/fAtrDY7Hmb3Etcyd+xz5FvteHtYGDhxEk9M+Q5nGUxz2O09eH/eIiYv/B1j7yGMnz2/BMeuW6N06ZuaNWtiMBiIjo4uOjZq1CgeffTREpuWRkVF0bt375JLfED9+vXR6/XsO7dLpr+/P7Xr1cbQ2YCltwVs4Jzl5OyBsziaOFAUpXRE4L8McYvjcKpOCs4WsHnYZg68d4DsE9lF5ytD/H5N/Wg0qlGF4zR4rEGVmEDKjhRW37manwN/xppmxeFwELPo0iVc5Z/Np8VrLRiaPxSAwYmDwQk9FvWg2/xueIR5cN+J+3Dandwfez/1H65PcPdghqQOKbdPHUBeobVE1N/Zc3bmB3MXczo1nTtfm4ijjOIZXVuIEy4kIJDaDz2J38CHsTtKe3J9z3nxfT09MPQezO1jJ6KqJZmEp8XM508+UqQy/7BiDU6nSv2QGiX6UoBPHx/Gil37yMkv4OCpWIwGPd+PebKojXqu82NxZzD1GcJ9Ez4BoFFYKE/0uZPcgvwSff7nvc+56emXqTZoODpFh7vRiKmMXPkZq9eSmJ7OmO9m4lRVzr8IWxlebG1fP4fDJam0SjCJxco+O50SE35+am9eXh6qqhZVLzIajUQfj8bf4k/e4Tx0T+hQPBXU3ire473R79SzbO8ytmzZUmou/xbE/BYDBqh1by3C+oWxd9xeon6UbMgLEv9TQvwNn7pwF43OuwAAIABJREFU3Qt7rp06g+pUmgk47U7OrD3D4JTB1L2/LjqDjtgFsRd/oeehMLmQXS/tYl61eehMOhSDgmJUWNdvHWv6rsGWbcPNxw3VqbK4xWL+fudv7AV2Mg6VH1FoAETdPScSFUWh0CYvsr+PEG7toCDiU1JKvMQ6vY5tR8TJkJwhDCMkwJf45NJljvrc1JzZG7YRVj2QhJRU1u77u1SbnLwCPO8dSm5BAa3q12XfiZM8/tk3nC+IVSDkv48DYDQYsNntWMwm8gpKl/f6ZfNWVGDJ9p20f+ZVBnTuyIpdpfeb9vPyID0nB28PC+nZOeTbnLi7ubm2ij2HiNAQjiWcxmwyUmCVEGO9Xl90X37fsadE+/T0dOLj4zGZTNhsNlRVxel08uGHH9KoUSPuv/9+liyR6LFq1arx3Xff0aJFi6JkpMzMTE6ePInZbKawsLAEc+jcuTOLly7G+YoTUy0Tha8Vkm/Jx+Zhw7OTJzFrY3C2vfyx5FcaFtVCyo4UnFYn8cvi0Zl0BHUOwlLDwu83/U6LN1tUTPzN/cg8kslsy2zu+PMOqt9SdsHC5O3J/HHLH9S+vzbdfu4GcEGfwIlZJwjtFcrx746TsCIBR76DzMhMbD1t6AwXF2ptz7Mz23025iAz+fH5hD8WTl58HonrE/k56GfsuXa6LujKzud3Yk2z8nPQz7hVc6PrT11Z0W0FyduSWdJsCXUfqMuts24t1b8OwGwyFSVdqKrKzRFiF3Vv2QSAgsJ8DOetszsdziJpn3Gu/lxZxA8we8M2AI7FSdqqTqdgMZdeJrHazxGx6gQF/Ly80Smlb1zrBrJG26xerXO/K9sODPKXtVq9XsfO4yd4dfocTp0tXVcpLTsHVYX0bInHVoD8wsJS7WznCN1hd+BmNGA06PEwuSruPNjjVhYvXszNN99MVlYW9evXp3r16nz33Xd4e3sTHR3NjBkzqFOnDm+99RbNmjVj7NixpKen4+/vz+LFi+nVqxeBgYGoqkrHjh0JCAhg7ty5eHt7s3DhQvbu3YuiKHz55ZeYTWaMtxqxjbNhsViw/GzBd7ovtnk2evToUea905CcnExCQgLbt2+/JusClIfuhd0xVzPj19qPXmt6UZhaiCXUgiPfgcnXRGFa6ecGsP1JIf6GTzYkdkEsjnwHcb+VXxj2zNozKCik/iXMuCJzwFHooDCtEKO3Eb27ngMfHSDimQgaP98Yc5CZsxsvvpaXzqDDHGSm1/pe+DTzITsqmzqD6lCjew367OiD3qwn80AmIT1DaDiqIX2296EgsQDfxr6gSqJT05eaknUkq+z+i77oXCbAtmNir05buR6ApIwsCstIqmlRVzyww+4QT2igd+kcUwXo0kwYSdcWTVAUCA7wR3U6SrXT/j2WcAZUSM/JKlW2SgGOxkrAxMFoUa/sdgcGfemXvVX9OihAqH8ACmDS6bGUURDSZJDgGV8PT3SKgtFgKHE/NJxMlAdpczoptNmx2R1k5bvitOvUqE5OTg7Z2dmMHDkSo9FIq1atiqry9OjRg0aNGhVVuPH19SU0NLTIa//0009zzz33oNPpuPPOOzGZTDRp0oQBAwag1+t59913i/wGwcHBxMTE0L1Jd8a/OZ7c3Fz6N+xPgz8asH7demrUKGk6nY8aNWrQunVrwsPDadq0dNTatYokfRI1utfgnj33EHhzIHf8eQe3zpGQ3TvW3EH87/Gk7iqZzr3pgU34tRTiB7hr+110mtqJmz6ULEHVqXLs+2PkxrjKbrV4rQX+bfzp+JVrCbvBYw3wru9N5CeuPIITP55gy7AtnFlzhrYfteWWb29h0OlB3PTuTbT/tD3BtwfjHlRa2FUFOoOOP275A/dq7lgzrRz58giqTWXV7auwhFpIWJVAyl8ppO9PZ9uT29C56dg0TKoHLWu/jNS9qRSmF7KkRelcBQNAXmFhkY2v1+nwcDeTlZtHizq1SEhJ440h9zF25txSVXL2RokJMGvVWgByCkva1hriUpMAOJ6QiKpCfFLpfHsVuPOmVvy+YzdNa9dm5zGJVLParKXa5VuFy5v0euwOOz4eFrJyS4+9Yqeo+zFJSaiIw9GtDKGoaTL51kKcqoq1nIi0xjVrEpeWwh2tW7Jwi4Rs+nl6kZ4jDqjx771Ha7NCfHw8//vf/5g6dSr79+8vqrP40EMP8e2333LkyBF8fX3JycnBzc2Nb775hjp16vDf//6XwnOax4oVK7BYLBw7dowuXbqg1+vp27cvYcV2iwkICGDFihVFf0+fPp3CwkLc3NxYvHhxmdegoW3btkXmx/UEb6d3Udhu8cSagLbnim0+1oA/7/4TjxoemIPNJG9PpumLTWn4hMvm96jpQfhwiVg9u/EsK7qtkBdLgRq31eDm/93M/7F33mFRXekf/0xhgKH33sSCCip2xN6x98Ro6v6yySYxMc2YbNqmbHrdTV1NNsYaNXZFsGJBwS6CKKD0XmeYXn5/XB0cqSqabOLneXwS7py59w7MOfec97zv9+vcyZlJxyY1un7YfWFs6b2F4t3FKLIVmHQmfIb7WCr4ZG7WLqJyfznKS8pb+sz6Oj3aCi11dnV49vekZHcJiksKtBVavAd7I7GXoLyspO5CHXqlnqCJQWgqhDTouot1aCu1dLi/A5nfZjY6txiweiqazGZ6hApPzof+9RnKTctZPHcG6p3riAy1tioK9xNSHe8JDUSb+CuV29bw/bmGdbAI4fd6uVhInKkur+S5KWPJOrgTf21jK9htV9bQmfn5iAB/d7cmt0U7+PoiAjr5eAk21Uq1EJS7rvGvrz7P+3+Zx96P3gTAaDajUFtPEcUiEbptq6nftBzNlpWIAKnYWnbK0d6WMb17kr7kM4pWfM/6117AVmqDRCK2SmuW11ZQVlZGXV0d58+ft6S2VldXIxKJSElJobi4GIlEQm1tLVKpFJVKxd69exGJRCgUCgwGA2azmcuXL6PVarGxsaGoqIj58+db5Q80x28leX2ncDG7WAaApgicEEjM1zHYB9hjUBmIeiWKHn9vnCp8lfgR8YzbPY4HzQ/yoOlBxIjZ0HlDs+0dgh0YvW00BpUBvzF+9H6vt6XzN4XcX46u7iaszq5BKpdiNpsJnRVK1MtRSB2kllnFoCWDCJkZgo2DDRK5BLFEzMitI3GPFmTPRBIRrj1c6f1u7ybjEJYj0itaa2azmYPn0jEDa70bdM9szWY+e+xhq1yFkmphzV+0dj0ykwm50cijBTmUrBIyBq8Mqrz/l3nYyWz48MhePnnyr4TXKyjct5WnuzXUDUgkIkzxv3Dk839SuXklpp3rKFj5H7IPxFssHkRA12B/LvzwJYUrv+fkfz4n/vhBDAnrmF+Ua4nI+7l78Pq8WUwfPJCXZk9jaGQ3wlVKJpaXILtm6TE9diCG7WuQiMWWQdAMGK/byQjy8uLdh4StlKuJUlqDHqPRZBVTiI7qwSuvvEJVVRXz588nOTmZ1157DTc3N0wmE15eXjz22GPo9XpBEjozk+TkZOrq6jAYDHTu3JmpU6eiUCiYM2cOCQkJbNiwgcjISJYuXdpIzvvPSEdDx1aTZYJnBDNq2yjG7x9P5ItN6yQAXFhyAalMinvvBo3AEZtGILYRc/6r5tWFPQd4Mn7/eAZ+NZCwuS17GIikIqulxc0gkoqYeWkmPV5rGMhcI12ZnT/bSpIs6uUopmdb54HcU3YP4/c2X1lpGQAM10T4y35ZyjPTJvDBhQaHlrF9BzPljQ8wI3QSG6kNyo0/Y45fy5L0hhr6eT0GEPzA48I+vwg83JxYNHsa6s0rua+oYUvkpc49+DojB5EI5Ha2eDoJ2XsDIjohvSbaHe/pDVce7nI7WworahCLRPi5C0/DcRUliM1mHirKRWw2IxVLqFPX8+n6rVYfNOtAPFtPHCR3v2AGLxGLiE89gd3k+6zaVa37L6aE9aQmC3u7IiC7uJRBz/6d/PKGpctPzz/Joc5BjK5qGABO5whLoqioKAoLCxk2bJjltbfeeot//OMfvPrqq6xatQoQtgijoqJYuHAhffs2pLT27t2b3Nxc4uLiGv3B/uxo0DRbU38tzSUIXYtZZ0ZkI0Lm0jBtl8qlSOwlmLTts4MikogsakC3gmOoY4NE+ZUHnaVM2CwkrQE4hjhatbF1v2ZGaG5I77+K5c5cHIQ85GBvD7ycnfn88Yfx0TVM06ultmj0OjxcnBGJRYR4NUhmXzthLrG1Ra834OnigggRWu01f4hrcg1y7eQYzWbcHZ3QaPWWnYTr22XLHTGKwM3ZCZ3egOZaN59r2p12csEkEuHqJEer1aG+LnZwtW2yqzDauzk5IwL0Juun/dXKQ8WV4KO7syMSiRijUUgbvsoDY4Yz6L23SUwVgi2BXh7EdBXWmX/5y18oLS1l8uTJlv37WbNm4efnh7u7OwMGCJWGWq2WuLg4vLy8ePrppy3nfuSRRygvL2fs2LE3bPX1RydPmtdq5z795mniR8SzocsGDsxvXkq7yxNdMJvNZP83G0W2guoz1WzougGzwUy357o1+76LP15kY5eNJI5L5Ow/z7Z4L4Z6Aw4B1xdo3xwHHjjAoUcOoS5riHftHLGTU6+dQl0iHKs+Vc3uibu5uKSh2jP58WQSRyVi0pmELMFrsITYa9b/RK+/vcgDY4aSXXzlqZabLxi+AY9ti2dNdi6J773OhNfeI6Zrp4Z2W7dDdDQA/5dxAfXmeA5//i7PfvcjRZW1De02bIL+QuHF/PwCzi5ZzrnvP+PN5b9wIutSQ7ukg+DvD/b2TKmsYvV7X1Cw4lu+2LidrUePN7QrLBacKAcOZKRajdMLr1O+5geWxu9h2e59De0Aft0IAwbQA+Dhpyhfs4RfDx3ltZ9WW7cDSD9PsKsr8r89z6X/fk3qhSye/vbHpl1c8gvxffENDnz8Fm+9vJiqqioefvhh7r//foxGI9999x0GgwEHBwe2bNli5TWgVCr56quvLD+/++671NXVce+99zJt2jRMJhMnT568ObvsPyi1olpURc0PijnLc8heno17tDveg7wp3F7IwQcOMnhZ0+v0KWemsLXPVjAJhiFh88Ja1BCsPV/LmbfO4NzVGbPOTMa/MsjbmMfElKYNZFRFqkaCIzdLaVIpIpOIDvM6oFcKu3Il+0qQB8gJHC3kIqhKVFQcqyBgcoBlm7PufB2aWk2TZdPSU6dOcfZsNQv2fEjx4cO8tns7b0kba68bjCZkUikLlOWcPnSU/Wvq+eSdxu2MJqFgZsGCOrYePU5pdS07l//QqJ3JZMZoMrFgwQIST5wht6ycPr+saLKdzmBgwYIFJKWlk5lfRJ9Naxu1M5uFvfsFCxZwJOMCZy/n0WfbRsvr+rpatJXlOIZ1RKzSsGDBAk7lXCbr/EX6HGy6skur1vDcswvJK6/k4uk0Yg7sabKdQq3mlUUvsS9xJ9XV1bz//vsN59Bq0ev1jTwXzWYzY8eOtRI0qa+v59KlS1ZtjUYjUqmUBQsWNHnt66mpqUGr1RIe3rTeXUVFBSaTqVHx0W9NeXk5JpOpVV9CpVhJ/WVhTW3SmxDbCL+/gm0FBE4MJONfGYzdPdYyFe73aT9Ov32a1GdT6fdZPwDKksvI/CqTgV8PxCnMiblVcyncWYjvcF8ktsJ3WlOuYXPPzUQuiqTbwobZQMa/Moh4MoLuLwhbpxUpFVxac4ntMduZkDyBmvQai36g2WSm/nI9EnnbvQxawsbZBv8R/jh3caYkqSGLNOKJCMsMQOYiw87Djuh3oi0DgNRRipuHGx79GhvdSJVKJTqdji5duvBaG23BXm5ju7bajN2JdgkJCcTHx/POE3+1andPXOuVcz2BySOHt9puUL+W1WfvBJmZmSQlJTU5ANTW1hISEkLHjh05efLkby4EehWlUkl4eDg+Pj5kZma2eF+V4kpyN+SyymkVPd7uQdbSLGzdbOn8WGfWd1jPkGVDGtbBV+j5Wk/SP0+3DAI7YncgEoko2V9ikfUOGGcteLNj4A4kUgmpz6daBoBjLx7DKczJ0vkBPPt74tnfk/Ij5ey/dz+YIG9jHgETAijeVYxRayR8fvvo+utr9WQtz8JQayB4lpAEJ7GVcObdM4hEInq90wtNuYb6wno2RzVs8RrqDVSfqyZvQh73Ke5D6tCQWyN1cXFBJtPz1BWBjLYwd+5cjh07RkZGxm/iL/fqq6/yww8/kJOT08jfrzl0Oh179+69oc+5aNEiVqxYQU5Ozm+yvfbNN9/w+uuvk52d3WbBjN27d5ORkWF1LD4+Hl+NL5mZmWg0GtLS0n43nR/g6NGjKJVK6uvr0Wq1JCcnM5KRTbbNkeTgHeNN2eEyTrx4gu4vdqdkXwm16bV4DfCi/Gg53oMbz266LexG+ufppDydQp8P+pD932wGfjewiSsIxCyJYdf4XXT5vy6YdCZOvnoSO287q85/LRVHK3CPdqdwRyGjtozi0MOHMNQb8BrohVNHpzYFJVtjVu4sqk5XsXv8bsv55mvmc3HpRc68dQaTwUTQlCDuq72Pgw8eJHtZNgDj9o7DUG9gtddqNOUaHB0aBsgb/hZs2LCBNWvWkJeXR58+d/6Jl5SUxPvvv09VVRUdOnRo/Q03yZ49e/j000+prKykY8emZc5uJ1lZWSxYsACVSkVAQGM5trZiNBlZtGgRvXv3plevXjg5OVmCkL8XhgwZgpubGxERETg4ODBnzhyyLmY1277DAx1wCHbAxskGsUxMZWolMk8ZQ1cNRV2s5twnTSv+dlvYDccOjqiL1Ew9NxWfwc0vN3xH+DJfO59+X/Tj5KsnsfWybXZLMeOLDBSXFLhGuFKRUoGdjx0mowmHIAcCJ964l2BriG3FSOytlxU2TjZW+/xSeeMHs0gswjHUenZ0wwPA5MmT6d69O35+fnz//fc3+vZbJjY2lqFDh+Lp6cnSpUtv23WGDRtGbGzsbb9Oc4SHhzN9+nScnJysAoU3gkqlwmQ08dJLLzFixAjmzJlDSUkJO3bsaOe7vTVkMhn5+fnY2NgwZMgQ7rnnHr755ptm/RmDpwajylehrdZSeaKSEZtH0GGu8DDo+3HfVgcBhxAHUp9NbdO9nXrjFLaerXf+/p/3xyXShc6Pdmb3xN1oyjSoClR0fOjOPzxuhBuev0ulUs6ebXnr43YikUjYs6fpYFx7X2f//ttry9QSIpGItWsbBztvBLlc2CdOTEwkuySbMWPGYGdn1+Zl051ELpcTGxvLxo0bSU5O5mW3lxHVNL3fX59Xj9hBTMjUEAb/NLiRK0/fj/u2qM57dTlwbWCwKY6/dBxbD1siF7Xe+QGcw53p/0V/+n3aj6Q5SRTsLECZd2tpwLebP7012B8aDdhgw5cnv0RkI8JpqxO03dT2jvMVX/GR6iNMtiYcNY7QjKmTZ39P/Ef6EzQ1qFlLrrYMAiffOMmJl0/Q+z1rSfiqk1VkfpeJU5hTmzv/tYgkIsLmhaHX6PEe5E3J3pImzvD74O4A8EfGHugDzr2cQSIEQrfv2M5rmtfIrc/FVtJyYFOECFezKy5mF5zMTjjjTLQxmrPis9SIaqgT1aEQKagWVWPk1oNcAAq9Ak87Twa6DWSw+2AWsrDJdv0+7UfiuERCZ4c2e67WBoHof0SzvsN6nLs4W6bqOStyOP7ycQb+ayBBU4MavQda7vxXOfHKCUZsGtHs678X7g4Af2Q8gStLXaPRiJ+3Hx4eHlyquMSCBQt45ZVXGr1FnadG4iShLL6MS99eQpWnwqmrEzZuNqjz1CCBHvTAztcOvVJP/YV6pC5SOjzRAd8Jvtj63NpuiUKhIDw8nIOag2yp3oLval/uvbexpJVTuBO+I3058/YZqxz562ltEPAd6kvGlxmWASD903R8h/reUuc/+95ZvGK82mQd/ltzdwD4g1JdXU1paSk7d+4EhIQkJycnCgsLMRqNdO/eHU9PT0v7soNlJD+WjEgsQlWkImhqEH3f60vQFKEj1KbXsrXfVsLmhpG3KU94bbLwWlFCEXkb8zg05hA2zjaEzQ6j19s3Z5ji6emJVCqlokKoIC0qKrJ8hvr6eivzkP6f92dzr81Unapi+PrhzZ6zpUGg9EAp3rEN24ZuPd0sIiDX05bOv/+e/VSfqmZiatOZgTeCUWPEoDS0WyJRU9wdAG4TWrTUm+qxFdmiMqvwEnvd0evr9XpOnDhBUVFD+nJERAQVFRVER0fz4IMPAkJq6/FFx9FWawm/PxyvWC98hjTeHrNxsUHmJmPQkkFUna5C7tdQkus/1h//sf4M/HogJXtLSHk2hdKDpfT5sA/6Wj1+o28s8JCbm0tkZCRhYWEkJCSQkJAACLOYa23bpXIpMy7M4PQ/TnPqzVP0erNh0Kk9V4syX0nAeGELtalBIGVhCgaVgf5fNHRo70HelB0qayTpfX3nL0oswt7bHreeDSXaZ945g3NnZ4ataSgCa4r6gnoMdQ0D2ak3T2FQGlCVqHDwE+oG1oetR12mRiKT3B0A/hd5oeoFvlV8axkATCF3Vp+vua1LlUpl2R2oSKlg79S9BE4NZOTmphNvrqKr0qGt0LJzxE7qMuuoz6u3iHBci+8IX6acmkLJvhKOPHEEiUxC5neZDF87vM337ufnZ9FFbAs93+jJ3hl7yV2fa/EJSBifgL2PPT6DfZA6Cl/zawcBe197yo+UM6dojlV5caf/60T5kXKKdhURNjcMkUTUqPMb1UZOvX6Kuuw67i0TlieZ32RSvKeYcXuazyytPFlJ/OB4DCoDkS9HUrJfCA5eWnUJvUJPwNgAatMFGXGZm4yAuADC54dz4IHmC5puld9POtgfjIG2A7nH4R5Kg0qRi26fu+uNcrXzA0JlWYWai/9p3SfQIdSBvp/0pecbPen7SV88YzxbbO873BfFBQWuPVyx87BrUo6qPen7YV+OLjhK9Zlqltstx3+MP/2/7M8avzUst2uwGu/7cV9qztWQ/VM2E49MbFJbYNCSQYglYrJ+ymrU+Zc7LGeVxyr6fNCHsJlhLLdbLmQYPpPCuN0tp5XbONsgc5UxPXM6kc837C7IA+R0/r/O9Pu8YUtSX6unKLGInFU5TZ2q3Wg0ANTVNS0eeJcbI12fzl7NXqaXT0djbqx+1N5oNG2/hqZMw892P4MI5qvmM3r7aBLHC+WizWHjZEPEkxH4Dvel86OdrZYA12M2mjn40EH6f9kfbZmgZmzvb89P4p+oz7s1cYzmcOrohM8QH1IWpmDUGsn6bxbZ/83Ga4AXnf9q7R0YMiuErk93beZMAoOWDkJ5SUnZ4TKrNX/E4xF4DfDiwpILnP/+vHCtH7O4X3t/q0IlRpURQ72Bw48fthTvANRdqCPt/TS29d1mOeYzxAf3Xu5kfpVJI2nsdkRcXV2NVqvlueeew8bGhtWrV9++q91hDAYDdnZ29OzZk23btqHRaHjjjTdwdnbmpZdeuq3Xni2fzasur7LQaSH/dPvnbb0WgLe3N506dWLZsmVWfgPXk/drHmsD1zJs1TBMWqGazn+cP0aNkTPvNJZrvxmyl2dTeayS8AfDGb5+OKV7S/Ee7E3QpCCSH09ul2s0xbA1w/Ab6YdrlCuefT258J8LqIpV9P/SOmgXOCHQIuUNoLigoDajlprzNdRlNjwAvQZ4NVrP9/2kL/o6PTk/5+AQ4EDQlCDBvbd1jRJkbjJ8hvlQdaKKhLEJluOzC2Yz6fQkq5yG2P/G0uvNXjh1dGrTuW8WqYeHBw4OItRVagwGA0OHDr19V7vDSKVSPD09KSkpISoqiqCgILRaLUql8rYr4faS9aKXTAhKTbCfcFuvBRAcHExBQQFubm7ExsY22cakM7Fvzj4eMDwAgKpQxdEFR1FkKfDs60m357phNpqbTa5pE2YImhyEulDNtgHbCIgLIPSeULov7I7UUcq6kHXU59XjENw+IhnX0+PVHrhFuXHwkYMA+I/zb+UdsGvSLnTVOhAJM50Z2TMArAaJaxn842C2x25Hr9IzclPLsZNrcQh0YOSmkZx87SQmrYmLPzQsvaRyqVWV3p1C2r17d7rWVfD588P48ccfiYho2S7pf43Zs2cTEhLCwoUNCSXffPMNU6ZM+Q3vqv25//77G2kRXM+myE1My5hm+TniqQi2RG+h6zNd2y9nXSTIUEW9EoV7b3eOPnWUGVkzLC9PTZvK2oC13Fd3XwsnuTWCpgYxKVV4oqZ/ms7awLUM/GagZdvyetyj3QmeHozYRkzOz82vuUv2laDMVnL8zRPUDIJzcfW8+X/PcLmkjFAfL/p16UigpwePxo0m3K9lXYO2yJrdCf6UuwC/p1LYO8W64HX0fq83zp2sy4onHZ/USCaqOXTVOvbP3k/ka5H4DWt9ay9gfIBV5wfhCTtm5xhWu6/m3qrmPetuBL1CT1VaFQ7+DbOKq7OYbs91w3+8P3um7iFkegghs0IInhpspdN3ee1lCuMLEYlF6Gsb8o/NBjN5m/LI35RP3qY8JLYStF3ELO6yE4W9juHV3Xj9vlmE+/tSVlPLfxP28tXmeD5au5k35s/m9Xmz2uXz3U7+lAPAn43jLx3Hf5w/HeY1Lp9ua+dXXlayqfsmbF1tSRydyJTTUyzKNzeKV4wXXZ7swsEHDzL4p+YltVsiZ3kO3sO8cQxyZLX7akQSEfa+zRtwSKQSLq+7jElnEnQCzeDa1RX7AOE9Ro3RstbePXE3qiIVVaeqCJkZQtDUIAb8ewCH96cz5rv3CPf1pWjJ542uMWWgIOz62rKVfPrrVroGBzB7SMxNfb47xd0B4E9A2kdpPGh88NZOYgaRjQi9Wo9ILLKYuN4s0W9H84vvL6hL1TfsnJP6bCrpX6Rj52nHPWX3ILIREfFEBH0/7tvse9I/T+fE4hMMXTGUTb02obyoxCHEgS5/60LQ5CDKksswG814D/TGMdwRuZ8ceaBzuUOSAAAgAElEQVQcOy+hcjK3rJzpyz7F3dGRCoWCl39YwXuPzGt0nZ93J/HPVZuQSsTM/+BLIoJuXsvhTvDnmwv/yTi++Dh93utzy5FkxzBH5hTOIXBcIBOPTsSl663nuff5qA/HXzzeesMrqApUbOq+CYcQB0ZtHYW2SssyyTJ8h/m2OhuRB8rxG+3HCpcV1OfWM3jlYAKnBnL4r4fxHe7LkGVDGLpiKBELIgicEIh7tLul8wOMWPQPBnfvSlltHQq1iofHNl3oM6Jnd8L9fHGws2NqTH/6P724WV2D3wN3ZwB/YEqSSkj/JJ379fe3y/mkDlKGrGrsMHuzhN8fTsrTKZz/+jwRT7QcfL74w0VOvXGKMTvHWDr7kJ+HEDQ1qEn1m+sJnRVK6KxQTHoTl9dctgiIBI4LJGFsAl0e60LXZ5rODXhvza9odDo2v7mY5IwLONrb0Tmw6d2FQE8P0v/zqcVop/eTi/j1UArT+jQ/O/ktuTsDAL799ls+++wzysrKLMd27NjBF198wZEjR27oXKdOneLLL79k3bp1lmNKpZLPPvuMzz77rN3uuS0UxxfjEOrASueVpDyTQv6W5t1w7ySqAhXlR8pJHJuI1FFK+ZHyFtvvv2c/5YfKmZ0/2+pJHzY3rFHnV1xScPmXyxavPF2NtaS62EZsleMvD5QzLX0aiksKdk9sWh367KV8+nURhD1junYmKtTafvzHhL1o9Q25/Vc7P8DQqK5U1ila/Hy/JXdnAMALL7yA2Wyme/fujB07FhA0+jMyMpg4cSIDBzYvHnk9K1asYOnSpXh7ezNrlhAFLioqYvHixRgMBp599tnb8hmaIn9rPhJ7CUNXDiV3fS5Hnzra7FZYc9xyXkATxI+Ix6wzE3pfKDXnaijcVthku4rUChLHJhLzXQyhc0KbbKMqUCF1kLJ90Ha0lYLvo8lgQuYiQ1+vR1+rx3eELw5BDnSY3wHfYU27Jvf/vD8F2wtYZrOMsQlj8R3R0M5shg6+jbf19AYj8z78knUHkln8wwouL/sae5m1OWiXoAAyxDVt+bX8JtwdAAAvLy9kMhn+/g3TuqioKORyOT16NF9r3hSRkZFER0fj5ORkOebi4oKrqyu1tbXtds+tochRoCnVYNQacevpRvay7BaDZE2x1n8trr1cGbN9TLNtsn7IIndDLsN/Gd5IqLI5+n3Sj7PvncUxxBG9Uo+Nsw1lB8us1HwLthWQdF8SfT/p22Tn19Xo2DNlD2JbMRVHK/Ab7UfUy1F49vNs1K7iaAV5m/PYPXk3wVOCMZvM9HyjZ6N6/cAJgcT+EMu+mfvo+kJXer7SE4DLZaXYNGGsaSOVsCk5lQdGDWfF3qRGnR+gqk5BjfL2pD+3B3eXAH9QUp9OxbmbM0FTg9gRu4PLay/jN6rtZbkH5h3AoDJQklDS7NKhLruOw385TOG2QuJHxDfZpin8x/hTkVJBxZEKBvx7AL7DfEl9zlqksyihSKiFlzUeVHaO3Mn6sPXIXGSUJ5djNpspTixme8x2EsclcvL1k5x89SQAMlcZ/uP8GfjVQObVzSMgLoDac7UkjklsUjhUV6NDV6NDmdWg5eft6oqtTdPuPkueeYxV+w8wvEfTmaW2NjIcfocajFe5OwP4g6JT6oh4MoLQ2aEYtUbKDpXdUFHJ4GWDWeOzBp/hPlbS1vo6PZoKDU4dnHAKc6Lvx33J35rPiF/bLn8lthUzt3ouYhtB3to53JlDjx6yvJ4Yl0jsj7FkfpuJrsp6DZ90TxJGtRH3nu7UZNQQ9UoU3Z7uhtRRiqHeQNmhMlKfT0XmIkNbqaXsQBmBkwItmXcd5nWgw7wO1GXWceihQ2jKNPT54Iq8vVkIdDp2cCTypUgSRiYwds9YugT6cy43j6a4f/QwYrtHEObbtNNSdlEJro7tUw1aeawSZb4STYXG4gtQsrcEdYma+nxhlqGr01FztoaKoxWW95UllaGv12PUGqk8XolHn4Yy7vYdAHJzoagIjh6FCxfg669v/BzbtkF2NiQmQlQUTJtm8RO8S9sxKAw4hQvLEImtBL+RNybKIZKIuLfiXowaIyKxCHWxmj1T91B1sgokEPliJNFvR9Pt+W50e755I80mzy0WWfnlOYQ6oK8RMvAqj1VSHF/MWr+1jNszDpl7w7Q6cVwiYfPCSH06lYHfDCTs3jA2Rmwk7f00pp+fjr2/PVJHKTJnGXEH4zj91mkqUiooiC8g5lvrhBznLs4M+HoASfclNQwAIuj0SCe8Y73Z2HUjmIXCpqcmj6fvgpfYcDiFQ2nn6Rjgy+MTx1rO1eG6tN+ymlpMZjPFVdX8cuAwP3Vrn12YhDEJmLQmpA5Sy3Jr58idiCQNev9F8UUcuP+AVapx8t+SURWqsHWzter8ANKsrCyysip4661v0el0XLhwgc6drcsn28THH8PLL4PRKERNAL79FuLiYM0aaIu3fY8ekJ4unEMkgvh4eP99eOEF+PBD4bjkxtRRtm7disFgIDc3l6SkJObMmUNNTQ27du2yBOkKCwsxGAxkZWURGSnUaR84cID09HTs7Ox44YUX2ny9Q4cOsXfvXvz8GjpceXm51Q7D7eDXX3/l8uXLODk5oVKp6FnUE7l/608efZ3Q8ZozsJTYSchalsWJxSdwiXBhStoUxDZidsXtQuogJWpxVJPvA0h9LpWgSUH4jmw68HYVub/cYvhZsK0AnxE+9Hi1B/JAuSV1OfmvyVSeqKTscBlTTk/BqYMwuCkuKzDpTJiMJjDD0aeOErs0Fm2VlowvMri38l7SPkgT8iGuM/10j3Yn5rsY1oetZ9r5aRZfQJmzjDHxY8j4MoPKo5X0nx9O1+AAHv/yO8rr6rCVypg1JAZPZyeuR28w0uUvT1NTr6Kzvx+uDg4Ee3u2izOQU0cnuj7ZFYm9hNwNuZbjs3Jnce5jYTnjFO6EW5Qbk45N4ifRTwC49XAjbG4YPV5tHM8S5+fnU11dTUFBAQCHDx++8TubNw+WLAFfX3j7bVCroaxM6LS7d8OQIfDlly2fQyoFDw8YMQKKi6GyEs6cAQcHWLoUJkwQznuDXL58GaPRSHJyMqdPnyYvLw8bGxuSkxvKUpVKJWq1mmnTGgplTp06hVqtZuPGjU2dtlm+/fZb1Go1ubkNf6DIyEg0Gg1arfaG77+tpKWlYTabSU1NZcvaLUKGXQupsSB4xm3pvYVVrqs48njz252n3zhNwJgAxu0Zh0sXF5w6ONH9ue6c/9f5Zr/Yqc+mcv6r8+yZvgdtVeuf29bDltqMWsoOlRH1chR+I/0snb94dzF1WXXC1L+XO8cXHbfU008+NpkJhybgEOTA5XWXqc+rR1ut5ehTRxnwb8EByXuINznLc0j7II2kuUls7rmZhDEJJIxJIGleEsFTg9kR22CWYu9nj/9Yf6Lfjqb0kOAcveOdv1OlqAezCJGo+bwqiUSM3ijoKhRV17DlrcWtfva2orykJPlvyZx+67TV8XXB66hIEab8ihwFtedqWeHUYLRbeaKSM++c4Re/XxqdU+zp6YmdnR0//fQTJpOJmTNn3thdabWwerUw5V++HP7+d7CzAy8v4cn9yy9w+jR8843QpilmzhQ6ulIpTP19fcHNDbp2BYUCdDphILmJfXS9Xk9eXh5z5szB3t6er776Cp1OxyeffGJpI5PJGnn/SaVSbG1tb7hwSCwWY2tr28gz0dbWFlkTUeL24uosY8GCBYR4hyCWtH7fUgcpylwlIluRRZ6qKeQBcnQK67V49blqZK6yZiP/ihwFdl52mA1mi4NvS5gNZhSXFJQfKcd/jHWSTWJcIrYetsxTziPuQBxhc8PY3GMzR584imuUK16DBL3F0NmhxB2M4/ii4xQlCJJeIOj8OYY44j3EG4mtBO9Yb6JeiiLqpSikcinBM4JxCnci85tMzKaGQIl7tLsQELykRG5ry/klXyASwYhekVwqaXpGl3Y5j48enY+zg5ytby2mW3D7WYMNXTmUqL9HWYmqDF0zlKDpQSiyhVwD/1H+DF01FBvHhhndqM2jGLV9FJqKxqIxjWIA125ftYl77wVXV1i8uOm1+pQpQkfOyAC/Ztahp08LHT21Gbums2chIkJYDrz22o3d35+Ea6W+1HZqpA5SdLU6ZC4tDzpxh+M4/sJxxu8f32ybmO9i2NJrCzkrc+hwXwcM9QYyv81k/J6W37Op6yZC54Ri49T08uJajFojqkKVRdPvKlWnqpDaSinYUsCp10/R661ehMwMIeOLDLwGNxZadYlwIe5AHAU7CjBqjeiqdZh0Jrq/0J0Ti0/gGumKc2dni1Cp2WymNKkUv5F+pCxMQa/QW5mBhMwMIXd9Lt1f6E64nw/V636ix+PPM3Lxm0hEEib0743c1haxSMSGw0fR6g042duR9OE/6Bke2urnvhH8x/pj52NH1pIG38SwOWEYFAYU54UBQOYuI2haEIU7C8n8NhMQ4h3yQLlliXMttx4EzM2FmhpYuBCa2Sph5UqIjhZiBP/+d+PXs7Nh+vTmrxEaCv36weHDwiyhLfGEPzn2/vaoi9StDgBe/bxa7PwArt1dmX5xOr92+JXjLx7HpDfhFuHWpAuv5fq+9txbfW+LMmNX0dXokNhJyN+cT5fHrK3da87VYOdnR+TzkajL1KxyW0X4vHDs/e3pcF9DRl9hQiGOQY64dHVBYi8hZEYIiiwFv3b5FYCwWWEo85RIHaQ4d24oiZb7yqk8VonJZEJiK+HikotWA0DorFCOPnPU4grsLLfn8rKvOZV9mcLKKjYeTuFw+nkGdu3El088QoCHO0MiW5Yb+z1x6wOAm5sQsDO18IfuKSRUcPJk49fOnxf+O7iVslCTCcRi+A1suv8XkfvJURWrrIp2THpTm6bjV0ldmIprL1c6PdQJx1BH5mvnc/LvJ9FV6YhZIkTVVYUq9Co9Lp2aLg66tu6+OVRFKuz97ClOLGbUllFWrx16WPAacOnqQufHOtN1QVd2xe1i6KoG5aq8DXnsm70PkUTE3Mq5FhVgkUSEQ5ADugodngM9sXG1sUyVrzI+SRj8ajNr2Tt1L2bM5K7NJWS2MBPxHOCJqkCFqlCFPKBhltUrPJRe4aFM7G9tK/a/xq0nAtXWCp2zpQDdhQvCzsCJE+DiInRiiQScneGqVfXWrS1f5wZkou8CNek11J6rpep0FcdfOM4q11Woi9seRD35ykkyv8/k8MOHKT8q5OqLbcT0+bCPpfPXXahjXfA6NnbZyP7ZbTdSNagMbO2zldy1QqBUladCeUnZaPqvyFEgD5Qjc5dh1ArBRpmrjAnJE6x2OA7MP0DUK1HYedmRdH+S5bhjmCMzc2Zyn/I+uj3bDYmNBE1Zy+KpHn09KNhRYHXs6jLgdopz/lbc+gxg9mwhWj9jBjTn2puXB+PHQ/fuwlP84kXIyYHRo4WBoKgI3N2bv8YvvwjLhKCg5pcZd7EicEogF5dcJO3DNDr9tRPyYDnqEnWbtfjc+7lj0piQucmQuTa9jBDbinEMcURVrmpyPd4c2nItihwFaZ+kkfx4Mg7BDkhkEoJnWhfZlCaV4tnfE4mdBHWRmvQv00ldmMqYnWOsAoUBkwK48N0FdDVC8tNVKlIqENuIcY8WvluVZypbFUDxH+1P6f5Sq2MhM0M4/NfDhM4Kxd7/xrQLfu/c+gDw0kuwcSMcOwaensI6/fo8gtGjhX83il4PDz4IGzYIs4zf0Jb8f40OcztQcbQCh2AHer7WE0xw5t0zbRaxDJkewuRTkxHbipv1uHMMcRQENG+wVihpfhLu0e4MXTmUw48cpi6vDl2djlN/P4VYIrb48qV9kIb3EG9q0mpw7uRMwVbhyZz2UZrVADB8zXDSPkrDPdod/9ENx3dN2IVLhAuDlgzCJcKFuvN1BM+wHmSux9bLloLtDTOA0kOlHHnyCHWZddRl1d0dAJokORkmToT9+4WIv42N0GGXL4c5c9p2jr//Hd59V/h/Fxch6UenE2YMrq7QgtT1XRrjO9yX+sv1IIb4YfFUn67Ga+CN2ZO59XBrvdFNFAoGjAtAmaNkS/QW1CXCjkWfD/qQ8a8MS0UfgEtXFwLjAhEhoi6rjuG/DOfI40cYsblx2nHki9Y23rsm7CJkRgih94ayd/pePPp4IHOVIbVv+Stv52FnNeMx1BnQlGno9WYvfIa2LPT5v0j7FQNt2gSffiok/djbC7kADz4oTP9bw8cHfhKylnjiCSHS7+wMnToJmYR3n/w3hX2APZ79Pen8aGfm1sxldPxNzMJuAz1e7cGgHwYx+cRkIl+MxMbJhqDJQdi621rlFRgUBswmM30+6kP+hnzkQXJGbhuJSCLi0qpLrPZo2sPCqDair9NTerCU3PW5TEufhp2PHQaVocn212I2mLHzbijekdhJkDnJCJj0+5b2ulnabwCQSuGvf4V9+6C6Gh56CDQaYTBoCR8f6NIFfvxR+HnNmoa4wLlzwvTf684aa/5R6PVaL/Q1eisBjFul6nRVuwXD7P3sqbtYh3sfdzZ234iqUIVB2dBJVUUqyg6VIXORIbYVk/FlhuW1kgMluES4sCV6C/vv2W9JJT72wjEQQdzBOKalT8Otuxs/SX7Cracbswtmt3pP2kottecbyrb19Xo0NRq29dtGytMp7fPBf0e0OAAcP34cT09PvL298fDw4OOPP277md97T5i+r1ol/GwyCXv99dfURo8eDSEhQhLQmDFCVmFtrZBCfJdbJvTeUKSOUop3F7fL+c5/fZ5tfbeROCHRKmPuZqnNqKU2s5bot6MtxUedHu1keb3rM10x1AsDwuz82aQsTAGzsMNRtr+MuENx+I/zF3YL/OUkjksk/bN0tsdst5yjyxNdGBM/hvwNbVND0tXp8OjVUDATNCmIuRVzkTnJ8Ir54z2IGg0ARqOw3ZKRkcGgQYPo27cvW7du5ZFHHmHRokVMmjSpbWd2cICnnmrI3PP3FwKEQdco0jz7rLDWLy0FgwFef13YIrzGxOMut0bfj/py7MVj7XKuE4tPYOttS8XhijbLibfEsReP0fejvnhEe+A73JfiXdYDlWOII6UHhIi8WCZmbtVcVrmvssrzT/sgjUmpwndSYidBJBZZMt7yt+Rb3IBHbGhbuXJNWg1+Y6wzVqtOVeHYwbFZVaL/ZcRKpRK9Xs8PP/yAr68vX14p2snLy8NkMhEfH0///v356KOPiIuLo6ampu3KNv/8J6hUQpJPYKCQMRgc3BDQCwoS0oCjo4Ug4CeftGuqb3V1NX5+fjz00EMcO3YMnU7H6tWr6dGjB2+99Va7Xee3xmAwEBgYyIwZM9i3bx/V1dWW19yj3VEVqJoUv7hRJqVMQlOqocuTXVpv3AoFWwoo2Vti0Rqw7LVfg+9IX1QFKuouCn59MlcZEw9PxHeELy5dXdgzdQ/9Pmlw1B25aST9/9WfwGmBbOiygbQP0qi9UMuYnc0rGm2L2cauCbtIeSYFdZmaS2suYVRZFzhdtR1vb2m03wNSsViMSCRi3bp1lJaWEhIiJGNERkbi42Md9Rw6dCjV1dW4uLRREtrBAQIChBz/X36B774T1vhX6w3mzIG5c+Hnn4WMQrMZXnyx3T6cm5sbNTU1bNiwgW7dumFra8uvv/7K2bNnmd5S6vH/GFKpFI1Gw44dO1Cr1bhfl1Mxp2QOy6TL6P5c90ZR+zPvnqHbwm5t8qVzjnBmvnp+m7MJjWojaR+nCduQ13HwLweZcbHBNShkZginXj/FwG8a9BfFNmJ6vt6TC99foO9HV+TMZILHXmFCIVUnqihKKCL9i3QM9QZMehOGegP2/vb0+Wcf6i7W4TfSz2pfv/pMtZXct65aR8i0EOQBcrxjvEn7II2eb1jfb+76XEasb7vgyf8S0gEDBhBtquDXV37F1dWVGTNmtP6uG2HbNmGt/8knkNSQpcV33wnBwp9/FmoFgoOFwqEbrPdvjccff7yRN6CTk9MdFee8E7z44ovNegOKxCKmpk1lU+QmYv4Tg/cgIYe/7kIdmd9mcv7f5xmbOBbXyNadftra+VVFKhJGJ2A2m/Ed5mu1hZYwKoFhq4dZ7anbednhEuFC6YFSfIY0tDVqjFz4pmEAyN+Yz5n3zuAW6YZjuCOO4Y7oa/WIbcTY+dghlopBBBeWCJWn11c5lh0qQ+IgoWCbsNdvNpnxHOCJ73Bfjr10rNEgWZshzHbbwwehKfQKfaNiqYRxCQz8d9uFaG8Fy7B/q04vzdK9OwwbJtQBJCdDzBVllsceE/4BfPABZGUJSUV3gOtLdf8MuHZzpecbPUl5JgW/kX5Evx1N4rhE4g7EIbGTsGPIDkJmhjQSzbgZzn16jrP/PEvcgTgcwxxZ5baKERtGEDA+gN0TdxM0NahJhaKry4BrB4CoV6I4+cZJ1MVq7P3scYlwwXugN6O2jmr0/raw0nkl9ZfqyfxGqJQzG8xgFOzTcn7KYfoF65nh1en/raIr03Hkb0esZjgAq1xX0WFeB3q9LThJG5QGihOK2XvPXob9PKypU7Urd0YUdPFiIbrf1Ozio4+gsBAefvhuld9tJnROKLFLYzHrzawNWovvcF8cQx2x97FHka0g8oXI1k/SBiKejEAsEyNzlVGUWITZaCb9i3T2ztiLey93uj7ddLVcU3EAkVjE4B8Hc+jhQ400/m8GOx87RmwYwaitoxi1dRQzc2YishFRfqScOSVzGikjtdcAkLM6h8xvMyk73KAjYNQZMZvMFO8u5sjjR9Ar9EjkwgxYX65nc6/NVrX/t4M78yjs1UsIBl5N5426Rkbqm2+E4OC4cXfkVv7suPVwo/cHvfEa4sXB+w9iVBvRVGgYmzgWW8/2qbSU2EoYmziW7THbcevhRtyBOI48foSwBWF0fKR5G3J5oBx7X3tK95eiq9HhGuWKUwcnwh8IR3lJyZbeW+j4cEcU2QrSPkij7GAZg1cMRubccslz5fFKzn10ThD4qNZZZNCusnvibkZubkiR1lZqKd5djGukK7paHe69WqhTaSM2LjboFDp2jtiJSWfCZ5gPEpkEmb8M10hX9Ao9vsN9qTxeyaDvB1GTXoOuRke357qxd/reW75+czQ7AzAajY08zYxGIwZD69lUjbj3XkEdyNdXyBa8SnKysObv1UtQ/ElMvPFz3+WGEduICZkeQt8P+lJ6sBQ7H7tWJcOrz1az3G4568PWs8JhBbm/5rbY3rW7K74jfClKLGL7kO3ELI1psfNfxX+0P/HD4zn40EH2TtmLulSoYOz5Rk9m5szk7D/PInOXoa3WUphY2Chi3xTKy0pKD5Wirdbi1sPNas2d96uQqXqtEci+Wfs49MghNkVuwrOPZ6Pz3Si6Gh3BM4IZu3ssDgEOTEqdRLenu6Gr1RH7QyxyfznqUjUx38agKlSRtSyL9C/T0Sv0bbI9uxWaPbtEIqGoqAiTyWSRxVq2bBkeHh7NvaVpzp4VIv9SqbDnn5srVAJGRkJKilDlJ5cLpcLr10P+78O+6s9Alye7oMxXcvH7i1xcepGAuIBmhURlLjJkbjLG7R3Hnil7kPs1Lzh64bsLnH3vLAETAwTprVei2qQLAND7vd5kLxdMTC6tvsT+OfutBEtm5sxkffh6QmaEILWXIrFrPWhs72uPY4ijVXwjZ2UOB+YfwN7PnvsU91mOH3niCJ79Pen1j17sv2c/Q9cMbeqUlBuNeEkkGIHW7kBVpCJ3bS4VqRUoLimw9bLFvZc79j72JD+VjDJbSeSLkdj72TN6+2iK9xbjNciLvh/0baRf0N40OwAEBAQQExODs7Mzr776KqtXryY7O5utrdXtX09CgvDfq4IhBoOwG3DtjoBKJWwBlrfsEXeX9qfP+32IXBTJ8UXHOb74ODZyG4JnBRM8LdgqGGc2mTEbzagKVZj0JiF4dg0VKRXkbcwjZ0UOElsJ4/aPwzHk5mI6s/Nnc2LRCYp2FtH50c4oshUWiXN7P3vmq+aTdF8S+lo92wdtb3V/3qAyWFKMzQYzieMSsfcVhD/HxDfkCKhL1KiL1FyMv4hRZ2ROceNCNj3wYU0N39XXU2s04iIW86iTE0NsbXESi5ECPa/TfoxdGouuWodnb096vdXL8ntpKjU5IC6AgLg7V3fQ4vxi9+7djBw5kjVr1mAwGDh//jzh4eE3doWrvnpSqaAcpNMJnd3JSUgBFouFn0UioQDoLnccW3dbBi0ZROSiSEoPlqKv0XPy7yepPFWJ/xh/AsYFgAlMOhMpC1LQlGso3ldM7YVaSvaXULC1AOdOzgRPC2b42uF49r/1abMZM2KpGL/RfpbOfy39Pu1H+eFypLZSPPp64BLhgmuUa5MzGKPGiKpIRdZ/s8j4MgOZi4whKxq7HNv72tPp0U4U7y5GmaO0em15fT3v1tZyUa/n6qLDRiSizmjkjZqaK/csrKm7yGSc8fOzdC6JnYTR238fhVjX0+IAYG9vbyWffVPExAjrfHd3IePv0iXhn0IhTP2nToW0NMEPYHzL2nR3uX1oK7U4dXDCubMzCeMTMKgM+I3wo+ZcDbXptRhUBkQ2IipPVSJzk5H2QRoyFxmBEwIZumJouz+1+nzYB5euLhz52xGcwp2sXIFB6KwzL8+k7HCZMFidqERbqUVbpcU5whl7H3vUxWokdhLBJ7FMQ8j0EPp92g/f4U37FNTn1XPs+WNE/zOark8JOxU/KJV8r1BQYDTymqsrjzk64pafT73ZjP5KjEwqEiEC9GYzJiBTr8cmNxeZSMRaT08myeW/Ww++278LIBYL0/5riYoSqv22bIFBgxqO6259m+d2U1NTg1gsxvkPNFupz6tnfYf1eMd60+XxLhTvLCbiyQjce7k36yZceaySzO8zCZgUQM7yHNI/TWdMYvMptzdDx4c74j/Wn8SxiXT6v050e7axA5H3IG/G7R1nSagpPViKMkeJrbH81z8AACAASURBVLstJUkluPd0x2+kHzJ3WZOquFe5uOQip98+zZiEMRYBlP+rrGSLSsUST08mX1PV6ieR0EUqZbNaTT+ZjKM6HS+7uvJeTQ0ioJ9MxjGdDp3ZzPTycqbb27POu3kB1d+S3yYjprn6/tuom98e1NTU4O/vj16v58KFC4SFhf3Wt3TLXFx6kdP/OE2nRzpxYekFXLu7IrGT4BXrRYe5zZcRX41Q52/MJ2dVDiKxiEurLxF2b/v+TuQBcqaem0rqc6nsitvF6B0NU+lrYwNXI/s+g33wGSzELgInNa3Jr8xVWsUn9s/Zj42LDbNyZ1mOOeTl8aarK0uCGg+A4VIpeUYjjiIR4+ztOarTIQVcRCK2+/gQW1KCBKFzGYDtGg1jy8r4wcODwHbOdL1V/nwpcbeAWCxGr9djNBotVZP/y+y/Zz82TjbMyhO++MV7izFqjUxMmYhbVMtqQN2e7YbPMB/OfXwOl24uTEubRtLcJIoSioj9Ibbd77Xfp/0ojC/kJ/FPjE0Yi1NHJ7b224qNow1BU4OIeCKixXRd5WUlGV9kULCtgPqCemZmz0SZq2TX+F3E/CeG0NmhAFwyGOhUWMhBX18GNqNA3cPWlgO1tZiBiwYDMpGIdfX1jJfL+Y9SSbhUigHINRhwEIkwA7vVaoaWlJAdEHAzIkq3DWlZWRklJWWsXr0HvV5PQUEBgYHt52byW3PkyBFSUlJwcXEhOTmZuLg4amtrOXXqFMOHD7+hczk7O5OZmYnJZKJjx9b3tO8khw8fJjs7m4EDB6JWq5k7d26zbStSK0gcm0jMdzFWJa7XFue0BY/eHgxd2bBNNnTVULJ+zGJt4FrGJIxptG6/VQLGB/Cg8UESxiZQuq8Us9lM3IE4tkRvwa2nW8sDQLaS9C/SmXh0IvHD4lkbsBaPfh7MzJ1p5Z3QpaiIwsBAfFp4Uu9Rq6m9sv5fo1JhMpvJ0OuJkEpZp9HwN0dHliiV7Pb25r7KSurNZkxmM7kGA31KSjjh27JX4p1EevLkSXJzDfzn4H8wmUzs2bOHBx544Le+r3YjNTUVe3t73n77bXJzc8nOzgZgxYoVNzwAAHTo0H7qOu1JfHw8IpGIt956i6qqqmYHgDPvniF/Uz4zL81sVu0Xs1A0U3W6ipI9JdScr8Grvxeacg12nnZ0faarRWn3eqzW7Y92otvCG3MObhURjNk5hqR7k4h4KgKpXIrJYOLUa6fI39R8DklNmhCpxyj4CR5/+Tgj1o+wctGV5eay18enxc4P8JmbGy9UVxMjk5FnMLBFo8FgNrNRrcYMfKVU8ndnZyaVlzNLLmedSlArMgGntFpeqK7mY7c26C3eAaT+/v7Icys4ePAgABUVFa285X+LnJwcgoOD+fTTT3njjTfYvXv3b31Lt4Vz587RsWNHdu/ezXvvvdfodbPBzJY+WwiaHMTElIlNnqPsYBn1efUU7y4mZ2UOnf7SCc+BnngO9MTOyw51sZrylHIO/eUQ1Weq8RvlR+wPsdTn1Vup5VjW7c8K6/aoxVF4D/FuFxERgHoRaJYNYGZVNQ42al49MwGHtYV49/Ok2mTCrQk/x8rjlQRNDbKk9V6vjrygqooP3N2JtbNr9N7rGWhry8FrnuI5BgN1JhMJGg3/VigoMhp5p7aWQXZ2bFKrmSOXs0WlQi0SoTGZWFVf//sZAK4/4Ol563u4vyeCg1uWgf6j0NKSRFOuYW3AWjz7eRL9TnSj1xVZCtI+TCN/Sz4yNxlyPzkRT0ZQd6GOqtNV9H6nN96x3lZPS5PWxKm3TrFtwDZsXG3w7O3J4GXW7k79PutH4Y5C4kfEI7WTMqd0Tpt8Apui2Gjkyaoqsg0Gzly7W6TXkeAEPOIGGJGLRAyytSHxipaFAeFL3lxAEOAbhYJV9fVUNBHwawsdrlSX9pLJWOTszJiSEnZrtRzWaPjI1ZVSs5lqs5lZcjl7NBqKjEY+ravjud/BTtLvdXvyLu2ISW+i5z96UnO2ho0R1nbnJXtL2NBlA8o8JV2f6Sq455RrsPO2wz/OH5fOLpx84yQ/2//Mz7KfLYKgYlsxvd/tzeyC2US/GY1DkAO/eP9CbWaDWpRJZyLl2RQkthJ6vN4Dfa11EU5r1JpMKEwmHq2oIKqoCL3ZzM8eHniIxfhd85QPs7FBdqWcXW02s0ujwSY3l+nl5expg6X8yvp6VrTjgy/R15fpcjkSYFFNDcsVCi4HBFBvNFJpNGIvFvP8NapNbaU9dBiv5+4A8AenNKmUdYHrUOYocerihH9cg3FGUUIRx148RseHO1KTVkPVySpilsTg2deTugt1RPwtgkFLBzF+33ginoggclEkiXGJ7JmyB2VuQ6ZcyKwQot+NZvLZySSMSqD8yBUrMZkY70HeeA/xpvJ4JWuD11op7rbEWpWKLxQK/AoLEYvFnPP3Z4u3Nz1kMgKlUnrb2SEB5GIxriIR3a44RpmBrjY2mEQiNqpUTCorY3oLy9qNKhUXDQbGtaZefYOs9/LCVyrFLBLxgZsbg0pK2KnVIhGJUJtMiIC19W0r9TWbzfxs+zOXVl+yHFOVqFjpuNKqsvHy2sv8EvCL1XtXuqwk+f+aT+a7OwDcRn7++WdSUn5bKemkuUkETAig7FAZvsN96f+ZYOGurdJy7Plj2Djb4Nnfk0mpkxi2Zhgl+0rI+m8W2cuyufj9RQDqLtZRuKOQ6HeiCZocRMH2Aux9G3cYex97ZhfM5vBfDlNzTgi6xf4Qi4O/A8psJZ4DPNkztRn7uGt4p7aWd2tqSNVqyfb35zt3d6vAXGeplMt6PVEyGWNsbSk0GJgslyMXiZgml6MwmbC5EqXXA5vq6xnSjLHMGpWKhxzaZpd2o2T5+2MnEvFgZSVD7ez4zM2N/ra2iK5sDe7QtOxTeBVDnSB3duadMxRsKsD0/+ydd5QU1druf1WduyfnPOScFBA4gKAEAUURQVFQRD1GMB3wiIgRxYgBFRMqGDAACiZyUJQchjDkMDmHzrGq7h/d08wwERi+e85377NWr1nTXbVrd3Xtvd/9hudxy5gPm/HavWyZsoXSXaVIbonK/ZU4853smrEryCPgtXjJWZnDwdcOIvtqC/j+/zyAS4T27dtz5swZfD4fnTp1YsmSJXTp0jyEG+cDj9nDoO8GodKrakh1Z/+YjSZCg6fCQ+KQRAyJ/gHdZnIbTi4+ieSQSL0xlcrMSv6c+GeQhXf7tO1Msk3im7BvuGb9NYS1DSNvdV4wIcdV6qL3271Z0W0F47PGY0wx0uf9Pn59v0Inv/b5tcH+/uhwsN7l4pmICMYa66447KHVst7lIi2w9y5XFFJFEYeiMCMsjIGFhXTQasn0eNDgnwSO+nx0LCjgcOLZsmevonDQ42H6JfJ76QWB3lotf7pcLHM4+N5up7NGwyCdjk0uF4tsNj5rQnWtOkQNpX7WrmOfHUPQCJhiTLhL3JTvK0cURRRFQRejQ/JKHJ5/OJjoJGpFtLFaTnxxAlNK7YnugiyAEydOsG/fvgs5tVmQm5tLRkZGLb6C5kZOTg779u077+v079+fPn364Ha7cTgcdO/encGDB7Ns2bLzaqe4uJi9e/decNJR3qo84gfGozapEVRCUHWnMrOSrfduZehvQ7l87uWsvWYtOx/fie2MDVEnMvKPkYw9ORZ9rB5NmAZNuIYDrxxgyx1buOLtK1AZVYzeM5qNYzdSsLGA7VO3s/vfu9n9793sfHQnB189SN/5fdk/dz9A8PrGZCOmVFNwi1AXFtntTDaZ6h38AEWSRLksc9DrZbXTiU9ReLSyknhRZGRxMb11Ok56vVjT0vABz4aHUyJJHPV46FXNEvjIZuOQ10uXSyg4+16AoPVmk4l7Q0PxAZtcLjT4y4gzGkl/95q9uMvd3CHdQWjrUKK6RdH+gfaoTWomy5MRVSLt7mtHRMcI0m5M47YKf2nzFe/4Lb2Jtol0fbIraoOaG4/UJsIVAQRFgSFD4O23G/1CmZmZdOjQgZ49e3Lbbbc1enxzw+l0kpaWRo8ePZoWx9+yBaZOpcW2bTzs9cJbb/n1B1avbvA0s9lMeno6l19+OUPPQ9j0yJEjZGZm8uCDDwKg0+n46quv6NatG++8806T2wFISkqiZ8+edOvWrWknvPgipqyzRB1ZS7NIH1eTzqpsVxlrhqwh9YZUVg9eTfKIZMaeGIvkkljeajmCIKCNPJsfYEoxMWLTCDo/1pmyPWVBOq+IzhHE9Y/Dnm0nvFM4I7eMZOSWkXSY6q8hSB6VTO7K3FqDPX1cOllL6yYTGVxUhEkQuLMRari5EREYBIGRRiMDDQZ/Zp2iUCrLWGSZnW4338bEEJ2Tw/LYWDQBB6EC7HW7ec3ipxmfGhpKolqNITubyJycWi9ddjZPN5UCvx50C0wu39rt/OJ0EiGKqPBbJV6gSyPp76YWJmS3zJeGL8n5OYfkkclEdo2k5K8SvjJ8hfWklcShfgsu8+1Mvg7/GlEtEn9lPCqdii91X7Jl8hZEvVgjilMFNUB7m81P1vH009C6NYweXW+H8vPz0Wg0uFyu8ycHaQbs2bOHyMhIysvLa9Ff14Ki+OXLe/aky5o1dJIkP0txbq5ff7ABGrL9+/cTHh5OZWVl49ephjZt2qBSqejXr18NyyExMRHNeaw0hw4dIj4+nvz8fGJjY/F4PGgbelj27IEvvqBVcnKwpiJrWRa93uhV47DMtzPp9UYvclbkEN45nC91X9Jnfh8KNxUyOmM0kltCQ+1+poxOIWV0CrJH5rd//IbP6uOK+VewYfQGIi87G9Mu3VFK/pp8sldk+0twPz1RQ5Q0/aZ0Vl+1ula/ljocKNAkb7xRFHFUC+86FQWDIDCtvJwPbTZ8isJNpaXcHRLCGKORRSUlaAFREHApCvMtFp4IhOByk5Mxy7X3xgB3lpbStRkIZEVAUhTssswRWSZcFLEqCj5FaZRMRBel41bzrfgsPlRGVZC+fdS2UagNakLbhKIyqOj3cT/SxqQR0ycGTagGUSsyyTUJ8P8m9ZVoi2qzGVkQ/Pp8TiecOdNgh4YOHcrWrVtZt24d8+fPP89bcfHo378/O3bs4Pfff+fHH39s+ODt26FVK1Cr8ZhMVICforx9e558660GTx04cCA7d+5k1apV/PDDDw0eu7XaIqdWq4mNjeXw4cM1jomLi6NHjx4N97caOnfuzM6dO/nxxx/ZtGlTw4Mf4PHH4e67CT1+nM6VlRSsLwgq4lbBnmMn+6dsWk1sRdGfRfR8pScTrRM5/d1pvBYvkV0jg5z59hw7K3usZNvUbTUuI2pFyvaUYT5mJml4EipDTd9Cz9d6MnztcIb9Pgx9nB632V3j/JAWIeiidZTtLgu+51AUbi8t5dsL3IsbAiv8/KgojiQlcaPBgKwo7Ha56JSfzxGvl946HS3VauJVKnIliVa5flrwbW4315aU8KbFUut1zOejoJ7J4XxgFASiRZEJISE8GhrK1Xo9vjq2ladPn+bee+9l1apVNd5X6VToYnU1tBtiroghomtEDTHV5FHJ6KJ1tdiXGuJnEJ7+9Adl4VGZ7DcmcEijYZDBgE6nw+VyERMTg7HaXkySJHJycjAajXi9XrRaLbGXWLhTFkRkwe8AESTJ//c89uSDrFbmZWfzil7PMKeTCL2eEFlmVUQE7zZDieYZGzh8kB4CVb/P8ePH+fXXXxky5Cx19cCBAzl58uQlsZpSPB4WZGVRqlZj9HrZr1bTYvJ6IrtG0v6Bsyo+Gc9nkL8mnyuXXMmyVsu4tfzWIAuu+bC5Ri79V7qviOwRifWElT7v96lR5ZezIgev3Uur21rxU7ufEPQCN+y/oVa/fu7xM+UZ5dxSdEsNxd0Dcw/gtXq5/OXLAZhRUYFDUXj/PCytxjCquJhVTieiIBAlilhkmZtCQvjGakUjCHgVhTcjI3miooJOGg031xEJyPR6mWQyMeoiQoRuwJCVhRqQ8G9DFEAlCEiKwt7ERHpotWzfvp1+/fqh0WjweDzEx8fz+uuvc/PNN6OrpyjpYnD18mxe7R+HesCAAawSSzi2cydfvP8+Sdu2MXjwYFasWMH999/PyJEjgycVFRVx7bXXctNNN3HgwAG0Wu1572vrwubMY2w5fIIj+YUUVpqxuty4fT4kWQJF8As1KEoNUVqVKKLTqAnV60mOiqBTShJDu3akZ6vamX/HgAHFxWzfv5+hQ4diBvoFXheLf/4N3SJhWwnM6AI9ovyyan369Klx3Pvvv88xp5NN0dH8plKRqijc5XbTWZLQA3miSPJFrDY2QA/YnU5S3G6yxmbR4/maFofklki5LgVTmomwtmE48h0oOQqFGwpp/+DZiaLyUCWhrUP99F+SXINyq3RHKak3pNZo02euhyhWgNi+sZTvLSfpmrP5B+nj0ll/7Xoum3MZJ2WJz+12MhIbJiU9X/wWF8e9paV8YrcjAkkqFUusVkQIEnns9ngQgM0JCXWmDzcHppWXowDpGg0TjEYiRJEZFRVIioIA6ASBzp07c/jwYRRFQavV4vF4GFBSwtApUxh6zz0Ut2jBtGnTmDp1arP3Tx0SEoLVeorThRXIoaF07NiRDz74gO3btyNJEsePH+e7777j+uuvRxRFdDodH3zwAc8++yz79u0jKyuLzMxMJkyYQOp5pFLuOXmKu99cwIEz2eg0GlLjoumYmsyYgX3p2jKdDqnJtE1KRKNW+clC33gDXn8d6R//wOPzcTQ3n8PZuWScymbPiZP8ceQk327diU6j5rarBvL8pJtJjKqZb3311VfX2Zf3DsOmIji3mOyMDWw+MKqhzAVlbij3QLHTn2LaPxbKYqFde2inwKI8mNSFGuG+w14vj1dUcCQ6mjMBYhQBOA38YTT65zYgQhC4xWjkw2YISe2ZuQefw4fklpA9ctAkzFqeRfdZftkrXbQO8zEzm27chKIoHF94nNH7/L6fiM4RXH/gen5s9yMtb2sZLJUFyP01l3XXrmPY78OI7uXfYqi89e9kQ1uFUvhHYXACkF0yKr0Ky0kLxz48xsu3xDBcpyP5EtTJz4uKYrHDQbEsc5fJxKfR0fzhdnNDcTFmWeaAx8O1RiN/uFzc0EDU4WKwyuFAAFqoVLxusaABTKKIXZZpp1bz0YwZZGZmAv5t36FDh9gK9A0sBn927MjiGTN46qmnWLp0KZs2bWrW/qk9Hg/Z2dksWPMVpaWlwUGs0+n4/fffWbduHRs2bOD06dNERkYGHWKSJHH69GkWLFjAli1baNOmTZMmgLvmfcCKrTuptDkY0bs7y599gpbxDW8jfj5wgNE7d5Jx8CDdBwzA4PXSo1ULerRqwa2Dax777k+/8d7KVaT8fj+JUeHcetVAXr/n9nrb/rsEHtnpN+E9MhS5oHc0JBjg93yocAeyXxUQBT91IYBPhlQTtA7xr/r7yqB7NQs22+fjiYoKljmd3B0SwgdRUXQtKEBRFByBFShCFLEFnEGVisJHdjuf2u1ECAI/xscz8AJNv5g+MUivSSxrsYy+7/el3X3t/B8ofmEMAEElcPS9o6TdlEbpX6V0ntEZRVaCBTuCSmDsyZrlwebDZnJW5tB7Xm+2PrCViE4RVBysILpX/dsaVYiKrO+zuPwlv7l/8PWD7HtuH6JaJOryKA54PHx6iZzJIaLI21FRPFBWxia3G312Nl5FIVoUUYCDXi8uReEnUbwkE8Bz5eXkyzIqQWCj280UkwmPorDEbkcBtJ99xjvvvENiYiIFBQVkZmZiMplYYrdzGfCdXs87xcXsmTyZEydO0K5dOz755BOmTJnSbOpWarVajSiKtdh+//77bwDy8vJo06YNzz//PCOqcfbNmTOHOXPmANC7d+96B39mdi7/XvglZwpLOJSdQ9vkJGZNGMvjN9UfaaiO1157DacgUD5jBmeKijj42GNMvOcev+RYHXh4zCgeHjMKgNlffsdX6/7gnR9/pWNaCh1Tk/jyiYfRVLt5Jyz+AZ5lg6vj4c8i6BEJ6SbwSiAH+EqDezdALfgtgH7xoBMgxeifAKrwusXCExUVvBARwZcxMcEwVJIo0k6j4Tenk0iVCrei0E+r5U+3GwHoolZzWJIoUxQGFRXxUGgo8y+gaixtTBqjto1i631bieh8tibfmGwMavuN2DyCL7VfMtE+Mfje33f/jTpEHYwhn4u/7vkLn91H+th0Wt/emn3P7vOLcjRQ5BfRIQJ38VlHYNTlUSRdk8TQ34ay3uVib1ERCZeQJef+kBAeKCvDJklMCgmhzOfjJ6eTSEHAoih01+lwNIOj71wUyTLv2mxIisLGuDhyJYl/lpfjCpj+AEc/+ACAggK/LLogCDgcDt4FPtbrmT17NkWBY9q0acPp06eZOHEihw8fZl51fY2LwCVLBba73fR4cDo9HpxOQXkFvdq3wfbT1xz99J0mD34gqFAsduqEIAjEnzrVYJiyOl68/RZOL3qfI5++Q4fUJA7nFKC97lYG/uusBPkdreHGNL8D790+MCgezF5YWwByXiYRnjLC3WUYJL+ykc/nRZZ9qAR4eR/M2AnfnfG3ddIKHfPz2eN2o6SnMzs8PDj4AVppNOT6fCSpVNxuNOKUZcYZjehFkRfDwzkpSQj4fxRFUVhgsXD7BZRnu8vc/NrnV8xHzDXYbc1HzDU89i0ntGT3jN2AXyU368csBJXA0rSlZP+UXavdPvP70HVmV76L/86vovtMd4b82rBGn9fmxWs9m69uPmKmYFMBy9ssZ5CkJkGlomVeHpcXFND7nFfLvDxuawaqeI0gUCTL/GCzsd/nQw1UKAoScI/JxHKnE1czJpWd9Plok5dHhaLQR6djaEkJC2023gpYzwqg9/nwOBxERkYiiiKiKCLLMi6Xi2PHjuF0OnnqqafIzc3lvvvu4/jx47Rt25a3336b9957r4YE/MXgkqQCe30SEWPv4MZ+fdj3wRsX1dbVV1/N2rVruf3223ntlVfou3XreesHtEqM57unHg/+/4/HniZq/J2U//AFAMsGnz32p2puAtWgrsydOzcojALw6eJvmPzIkwwbczO9omHMBkg2wIZC2Nwyl3sNJl6pZ9XuptGwy+1GLwhUBFaCXV4vOiBCpUIlCOgh+BmCwAqnk675+RxISqqzzbpgOe43ay578TLirjob6TDEG/Dazw7Gvgv68usVv3Lyy5Pkr8qnz3t9aHVbK058cQJnrr+K7uTik+x+Yjcj/x5J9OXRRF8eTZspbdj95G42T9jcqJ5g2e6yGlVsaTek4bP72PfsPmSXTHZyMp/YbHTWaDCd44j7zGarMYFeKET8D3p6wPLroNFwwufDpSgMMRi41WTi3xUVvHORUQgf/nyGe0tLsSkKHbVaTnq9+NLSGFBUxNSyMlprNJz0eom4/nqKrFYqFAWTyYQ9UBi0detW+vevSan24YcfUlhYiCRJDBgwAKPRiMPhIDc3l23btnHllVfSvn37OnrUOIITQJUUmCAIqFSqoARYVRqqLMtIkoQsy2g0muD/VXnIAD/+tZ3fdu5h8fo/+NdN1/PKXRMvqFP1QaVWQ3w8XKQj5O+35nDjC68TNW4Kk4YM5K7hV9OjdYtax4miyOOPP15jv7V582a6xhup2vYetcCq7WAckMfsqDAea6DG+7DPR1mgEuwbmw0J+Npm4yqDgekVFVyu1XLS5+PXuDhGFRczQKdjs8vFIVk+r0kgtm8sLW9tiTHJSEjq2ay6hKsSsGedrUBTm9TccOgGVg1chbPUycCvB5LxfAYdH+5I+6n+B2r3E7txFjnZN2sfA5f4ufQtxywcfPUgt5Tcgu1kTf78c+EucdNt9tlMxtA2oehj9bR/oD2aSA3lisKfLhcqQSDknMFeKklENIN3XiMICIJA+0Ailk2WOeL1T4ReRWFxdDRxubm002h4KLS2BsG5kKlpOk8uK8Mpy/wcSEv2AVEqFbGCQCeDAW1WFl78O6VTXi8jtVq2VFPAslerChwyZAhHjhypxe+QkJCAIAh4AqnDKSkpaLVaIiIiKCsr4+jRo+ev2QGIXq8XWZbR6XTodLqgBzsuLg6dTkerVq1wuVyMHj0anU6HPsCYMn78+OA5e/bsYeaX33P3WwtYsXUXK597stkHP+DfjG/dCuexGtaHH5+ZwQuTb+Hz1Rvp8+hM5q/4HYCVK1ei0+lITEzE5/PVysPft28fd9xxB2FhYYwePZrDYyB0QB4PRJgaHPwAs8PCSFKpGGYwcLlGg0YQ0AoCGwIm6N9uNxvi47muuJiDiYnkBiZhBTjk9TI9IEDRFNSltOsqcXHmhzO1jjWmGonoFEHB+gIOv3eYHs+dDR+O/HskrSa0ot8n/ch4IYNvwr/hl16/MFmZjD6mNnuO7bSN4q3FmI+akdwSZXvLaolrVinuCqLAFQUF/Oh0ssnl4nens8arWJYJa4YJwKsouGSZ5U4nq10uVrlcQXGPqsjM1oQEdno8jG2CdTm9ogJVVha67Gy0WVl8ZbPxQ4D2SwGWxMZil2XyJYkjHg9CtVRkAZgesBAVRSEqKor4+HjUajWXXeYna6ms53d+9NFHEQQhuDjv27cPq9WKLMv1Rrgag9poNNK/f3/WvuFj4cKFQSGQ7t278+yzz9bIty8rKwuaGldeeSWpqanMe+stlmzcwqxFS/j5+Sfp37nDBXXkvBDRPGSTU0ePYOroEWw9fIxb5rxJVGgIHVNSaNu2LevWraOkpKRWEsaWLVsQBIH58+ej0Wh4w2xmVKiel5rQpyt0OvKqEa7m+Hxs93hYabez3OHAIQh0yc9nSUwMr1ostFCryfL5EAUBj6KQ6XYHH6LGkH5TOpvGbarxXvdnurN6cO0aiCpiz1UDVqE2qvn73r8J6xCG7JbxWXw4y5x8G/Mtnad3JnFIIlcuudIfYvTKyFJNB9rumbspWFuAPlaP7YwNXYyuRumwZJSFjQAAIABJREFUp9JD2e6yoBhpjiSxLDa2Bu9+c8OtKISKImMNBqJVKt62WJDxJ+Pk+Hx01GhorVbzRXQ0VxYVMaKoiFXx8fW2pwnkpEhAlCBQpijoBIE7TSY+tNkIFQS6aLXk+Xyc8vmoysUUge0JCfTS6dBqtQiCgCRJlJeXIwgCBw8erFOUtwppaWlER0ejKAo2m43O1RzheXl5uFyu4ALdVNTwATz66KN4PB6WLl2K3W7nsccew+PxMH36dKZMmYLZbMZsNnPZZZdRUlJCXOv2aEdNQEbhj9dfuOSD/1JV//Xr2I6nJo7j/nc/wifJJLtcHDp0iL1799K5c+caPoAdO3agUqkoLi5GbNGCV81mpAukHUtVq0lVqxlnNPI50CEvjxM+H09WVpKmVpMoimgFgRYaDTr89eO3l5TwVROzL6sKb6oKgsLahhHWPozT35ym5W21+ftHbBnBpvGbOLHwBOC/31VJQKIocuiNQwAsCV8C+JmGWt9R0+yM6R2DKcVErzd68ds/fqP3m71rfH5ugdKMsDAOeDyXbAJ4sKICARhoMLAuQMcVIghYA4N4+DnX/SM+nnvKyuiWn8/+eizNCqClSkWpojA+JISPLRaG6PXs8ni4yWjkkfJyeut07Hb7ox9u/IP/w+hoegUWlMrKShRFwWw2o9Fo8Hq9wa2mUI/fY8mSJZSWlqLVavF6vfhzePzioQaD4eInALfbzfTp04mNjaWsrIw2bdrw4YcfBj9PSUlhyZIltGnThj8PHuappb8y/fqRzJ44DtMlSFcEf/FPVfmv3W7n+PHjQVOpOXH/qGF0b5nOy4u+4TeXk7lz57JhwwYefvjhGnn4s2bNwmg04vP5cE2YwNzw+qmozwcq4HhyMkOLiljvcpHn8yELAh9FRbHc4eA3pxOdIPC1w8EbktSk0FnVNqD6gOs2qxtbJm/BlG4irn/tVOjU61JRm9QM+GJArc/OxcYbN6KL0lF5sJJfevvDyM4iJ+FtwindUYq71F0jAgB+87/jIx2D/xdJEge8Xp5qpvtYHSWyzEcWCwpQ5vWyOSEBpyTRu6gIEeheT3HWp9HR3FNWRnxuLq9HRnLHOWnCmR4PLTQaSjwewgUBCZhoMjGptBSDIJAtSeQ6HIiCgKwoaAWBrOTkIKnJyZMnMRgM2O12FEXB5/NhMpno3r07GRkZ9RafjRgxggMHDuByuVAUBavVilarxefz0aVLFyIuwDIWZVnG6/Vit9tRqVQ888wzPPbYY8yZM4c777yT+Ph4DAYDlZWVeL1exo0bhxgeyVvrttC3Y3teuWviJRv8QLDuf/PmzcDZ/IRLgX4d2/HzK88REhrG+Mf+jUqjrbH6g5/oY86cOXy8ezdnOnXiiWZ+cNfFx5MWEJZ4PTKSJysrWeN0IuI3ZQF+awLPHUCLcS04s/RMjfcShyQy4o8RbLljS4339z2/j0PzDlH0RxHOoqa17ypx4a50kzY2jfh+8fRb0I/+n/an56s9KdlagiZcQ9Lws6uoz+6j6M8ikkec1RGcZDIFE6OaGwOLipCBeJUKURBok5dH18JC3AENv4Ycfp9GR7MjIYGZFRX0KyxkeWCPD5AtSVQG+ArftFpRCQIPBFJ+/3S7UQOegBYAge1b+7w8uubnA9C6dWv/Pj40lEmTJuF0OvH5fBw+fBi73c7ChQvr7FOXLl1ISUlBo9GgVqvp0KEDXq8XRVEorIfxqDGIW7duZceOHcTHx+N2u4NexipkZGQwZcoU4uPjueaaa/jr0BFueO41WiXEs3bubGRZZvP69TB5Mlxk7XRdeOqpp7j22mt5+OGHadu2LQ899FCzX6MKv/32m98sW76IRz78DF//4UyccjdTpkwJvjIyMjh9+jQzKyuZdQlWLYC9SUmIwL/Ky3koJARvejqLoqNpHTARF9oa9rxXQVALpIxKIWel3+OsSP6BZj1uxZhiZN9zZ0ldTn15isL1hbhKXJiSmkaRZUw24in34CpwUbC5gOhe0SQNTyK6dzR7Zu/hmvX+cuuqMGCV8686Buv1uBSFRU38Tk1Fp7w8jgUYgSplmTxJYkyAO0DBXzdxeSMVlulqNXkpKfw7PJznKyvpmp/P2xYLhZLEHo+HaJUKjywj448sVMGpKLTXaBDxVwJ60tNZnZBAriTRKTAJRO/di/LSS3ybnY3RaESr1aLX6xFFkaVLl9bZn9dee41jx47hdruRZZkjR44Etw0XOgH4dQGMDkrr+QHOBMqDX331VXJKSvno93VYHA7WvfIMLpeLN998E5/PR9uiIpJ++AHuueeCOlJvB9VqevXy145fSgKSjRs3snPnTjIzM7nvvvtw/bwEccTNmKPjGdatA+qAJRAbG0vfvn153uNh2SWqhIwSBF6PiuJf5eV85XDwotmMRhCIDJiQO93uRlo4C0+lh4wXMsh8K5OBXw7EmGIk6ZokbGdsFKwvoHRnqX/fnmqi84zO9Srn1oVB3w0C/NWBxz/38wcqssKvV/zKgM8HBCsNKw9Vsv3B7bhKXYS2qb3qfh4dzR2lpXTVahsdlI1hmcPBB1Yrh30+bjSZEBSFTS4Xw/R6NrtcmAQBm6IwUK/nsjqudU9ZGd/Y7TX4BsYYDAzT61nhcLDT4wkW8lQGIkSComASRTyKQmuNhgOJiaTm5iIKAutiY1EDfbRazLLMVzExTCgtpcxoJGbMGCzXXYcgCCwuKuKJSZPo2LEjp06dqvO77dixg8mTJ7N48WJkWQ4WDgEMGzYMn8933inCot1ux+fz8dFHH3H77bfXsgBefvllXn75ZbZv3877B8+QW1JG2Q+fA/DGG28QFtgfxe/YAdUqB/+bYLFY2LVrVzDO+t5774HPh/T7dxyrcPD0mr+58847ufPOO3nttdfY1aEDZbJMzCWqIAN4LDQUBdABT0VE0FOjodDnwyiKSMBPTdwGtHugHeV7yjEfMlOwsSAYBmx3Xzuie0ez4+Ed7Hi0eYhL9z69l803b6bdP9sFV/pT35yicFMh5kwz5qNmujxRO3FogE7HF9HRjLvArL/MQEy/X1ERE0pK2OByYRAE7IEIw+NhYXxms3Ha58OmKMSLImvO8fL/7XIRkp3NLo8Hl6Kgzs4mv1oI2CQI3GYy8VZkJFJ6Oq9FRvJqgH/Al56OOTUVZ1oaBxMTGVxYSLEsM1Sno1/AKbfR5WKwXs+1BgN6QeCR0FBKUlI4nZqKF9jbujUul4uJEydy5swZBEHg119r8icqisK3334LEHT2aTQaBEFg2bJlF1QfoNYFQhJ79+5lyZIlLFiwoIbT6/vvvychIYFNhJAWamDDq88CsGbNGiRJotJqZfbs2bwkisy+RCbxpYTFYmHhwoXMmDEDgLnPPMPQVavI7NuXTlddxe73X2XErDn0mvZvds1/FYAHQkN5ymxGl50dpKOujiJJ4jaT6aLVX0T8D/cZs5lIlQoRgnnrXZvILtRqQisERSC8Qzg/9/yZERvP1nN0mdGF9BvTObnoJMV/FbN/zn5OfV336tMQKvZVUJ5Rju2Mja7/7krLW89GGESNyM5HdzJq+yhsp23ED6w7vHalXs8og4GriorY2EAIDvz3pHt+PjEqFbKiUBxIrtKLIj788t1FksQ+r5dZlZVBtqEqT8O5FZceRWFAURETTCa+iYlhrdPJ8OJiknNzuS8khA/rKFaaXk/OR1xuLhZZZqhez2/V+CbWBqwQgDyfj0mBsZKkUiEABxSFN998k3/9619MmzaN+fPnc8MNN/gJcP76C5ckkZ6eHuThcFVjFO7du/d5sU1Vh9i2bVu6d+/Ohx9+GHQuVEfLli3pf/2NqPV6Xpt6f/D94cOHExMTw/Dhw/n++++ZNWsWLzbCsvOfBrPZzMKFC3nssccA+OD997nv00/pceAAna66CoDIEBODunamoLyS3SfODo6C5GRejYjg8+joWq/+ej2JF1ngInE2hTVNrSZUEGir0aAXBAQI+gOagpa3tuTn3j8T0SGiFjtMaJtQerzYg6QRSZRnlKOL0hHTK4bYPrFNeskuGctpC12md6HXa71qDH6A6J7RIPpzDKqXFdeF96KiaKVWM7uRhCcd/rTbSlnGHnAg6gWBa3Q60tRqUlQq4lUqhuv1vG6xMDYQ6pOBq/V6rtHr2efxkJaXx0qnE6eikKpWczxgSQwzGJDT09ELAh/bbMTk5lLYhIIhfXY2pZLE5VptjcEPsM7pZGigH+tcLoZWC9cJwG63m/Hjx5Ofn0+/fv1ITEzk+PHjjDGZcEoSCuDJykIQBOICbRsMBgRB4M8//2y0b/WhxlPk8XgYMmRIDc93RkEJ6yQDb9w3hVsG/aPGyVUOuYiIiLOTwIsvMnv2bEpLS/+jZcYyMzNZs2bN2cH/wQfctXgx+pgYKCoChwMCJaKv3TMJlShy1Yxn2fPB67RJTKBAkvjF5SK0jm1AqSRhvcgKMxWgDbTdNaB8Y5ZlTvp8XIjPfNypcSxvt5zcX3NrEYUCDFk5hKzlWRx++zAnvjiBNkJLwqAEQlqFENc/Dk2oBkVS8Fq9WI5aOLn4JM4CJ4YkA0NWDKkzpHhy0Ul2z9xN2zvbcsW7dVcYnovJJhNPVVbyrtXKw/V46Y/5fGgEgQ4aDSkqFb86ndxtMvGD08mOhARa5OVxm8nEV4EU21csFuICE8KXMTG8bbHwRGUlcaLIuJISXoyIICs5me4FBez3eOim1SIAzrQ0uhcWst/tJjEnhziVilWxsVx2TtTr2uLiYGQmSaXi73PUfy2yzFGfj95abQ1LoApqQaAokN3ndrsxGAwkJyczYcIE/jhwAAA7UIY/Jb+oqAhRFHE6nRQUFFwUY1CNCWDBggV07NixRiLCVXPnM+O64dx/7bB6G6nKDvzuu++YNWsWL7zwAoqicP3111+SmP3F4ptvvuH48ePBwf/+++9z8803oxdFmDoV8vLA7Q5OAABz77qN/PIKBv7rGfZ8uYC2+fkkqlRsrcMhpwBRzeAfcAYmkaUOByr8q17VL1OleddUmNJM3O66nU3jN5G/Jp9+H9fmQ0ofm0762HTK9pRRvrccRVY4+t5RTnx2ArVJjeWEhdCWocT+IxZtpJb+i/oT1qZuU/jPiX8iaARuzr+53j5VynKtXP8r9XoeDQvj8fJy5lssvB8VVStZZ6vbHTxPBLSCQE+djvdtNmaazXTUaIKpuVXH3GQ08kFUFJ/ZbLxkseAJOPluKSlBH3AMzo+MZFpFBZurbUEyEhL8jD55eeT4fFxeWIgAwWhC1WQsANfq9fxcx/ZltdMZXPHXOp0MO+f7xKlU5AUmAJVKhcfj4Y8//mDjxo280LUrQ7/6iqc8nuDv7/V60ev1bNmyhYSLlBqv8Qzde++9NT5cv+8AAgIPjb2+wUZycnJo3749giDwySefBIuJLAH65f802AIRj4ULFyLLMpMnT/ZbK/ffD+npUM9Nvb5vT37Ztoufs3JAJfBnfDwtmomYoS4o+M3/MQYD4SoVcyorUfD/aHvcbq64gJl/8A+DOfbJMZa1WMawNcMIa1d7AFdV/QG0+2e782q/fG85a4av4Yp3rqDVbTWl1IskiefMZrZ5PGR6PBgFgUhRpJtGw32hoYw0GJCBcUYj7TUaNrlc3FNWRhuNhmfDwxkUGEQZXi/RgsA+j4cDgkCsKPJbQJr7G5uNPlptkPYrQaXimfBwHghYE1dotZRKEoe9XjpqNHwaHU1yXh6PhIZypV5PnNXKUoeDcdUmfwHITk5GAe4oLWWZ3Y4n8H64KHJbSEiDvA2vW62USRLPVFaywunku3Ms40fDwpheXs4Gl4urA9/xyiuv5Mor/SnafPopxa1bI586RXR0NF6vF3MzhdyFrQUOZfbWUtbeWJPQQ1EUej88k5iwUFa9NKvBRp577jmSkpIYPXo0H3/8MeB3TIwaNeqiO/jqq68iSRI33ngjS5cuJS4ujvvuu++i292wYUNw7zR9+nRMTZSH6nDPI3Rr1QLdvbdzjcHApEskK3VdcTG/O53caDDwt8dDoSQRJoqYZRmTSoUtpX6126bAlmVj7fC1dJzWkQ5T/Sncqwatov2D7Wl5S+004bqgyAonF5/k1NenGL52OAdfPcjp704zfM1wdDH+yelHh4NVTief2+1EBRiQHLIcrGmo/hf8q/XkkBD+HR5OhCAQr1LxlsXCl3Y7XkVhdkQET1RUkOXzoQpk2oHfL1DlFhPwV+M9ERrKUIOhVmhRzMpiTkREMPtwrtmMVVF4OSKCIkmie0EBhRd5f6sjw+PBLMusdrn4xGajuI62haws2mg0HG+g0M3pdLJt2zY6deoU5Mm4UFSRgtZrpw596kVyS0sbHfz5+fl88skn/PDDD/z9999ER0eTlJRUg0z0QlFRUYHb7cbr9bJx40ZkWaakpKRWqPJCMHjwYOLi4ggLC2vy4Ac48OE8Vm7dyeasXH6pZmY2J3a63fzmdCIDpbLM9oQENsXHow5szQY0g5JNSHoINx69EfNRMxtGbyBzXiaVBys5tuAYi8XFZLyQ0eD5Ox7bwWL1Yk4uOknR5iKWRC/BXeFm9J7R6GJ0rHY6ubywkAfLy2kTiI0XpqQw2WQiNOAgVYCYwCAH/+CXgS9sNrrl5zPbYmGb281jYWFsio9nvMnEMrudHJ8PAT/XftXE4RMERKClWs2zERGUpqTwRHh4nbF+BIFl1X67meHhLLLZyJck4lUqJppMXFdcfLG3OIjuWi1X6v0FY3UNfvDTl530NqyebDAYuOqqqy568FdHnfbrj39tZ1vmUewrvm60gTFjxvDTTz/Ru3dv/vGPfzBz5kxGN5GxpzFERkZiMplwOp08+OCDvPDCCwwePLhxjvwmQBRFHnjggfM+T6NW4fr5G8Q5b1B6d/OXPMvA9cXFKMDjoaHs8npJz8ur4fhbeZF05hkeD+/ZbIjAHW/0IH11EVtu2EhY6zAum3MZvw/8Hckr1eDuPxeK7OeO6PF8D3Y+thN7vp2er/QE4PbSUla5XLwbGcmt50yuvXU6vrDZGGEwkOF2E6VS0UWjYXmglj5SrSZWEDjm9fKpxcIXFgue9HTCRJFnqoWZ3cDMigqiRZEnwsLqJQ6p6111IHRYHfOjophWXk5XjYYvbDYS1WrsioKpGQhJmoIXw8N5vKKClnl5nE5ObvyEZkKdE8CTn33NHUMHN3ry3LlzGTp0KL179+aXX34hOjr6vFR0moKq/frzzz8PwPr16xkwoPFClUuNwVY7m+yOOp06F4P03FyKFIVYlYp5Vis3GI18HRsbpMYyiiIFkhRkt2kMCn7H0yyzGR3w1zlOy4+tVugO7ZZdTmGHEFqG+5iZoOf4R8fJ+z2/3tJjy3EL+lg98QPjuW73dcH3x5eUEC6KlNSz0g3S6XAoCjEqFWGiSL4kMd5kwudwsCY+nuFFRdwQEsIxrxcFv7MzNCeHf4aEMK/aPlsHNf4/H6gD+fnVMdZoZGZlJaGiSNl5sFs3Fx4NC2O+1copn4/rS0pYeYn1NqpQ6yk6XVjMmaISpl4/oq7jgzh8+DDvvPMOixYtAmDcuHGYzeZmFzHo2bMnKSkp9OjRg3nz5jFhwoRmbf9C8ciYUfz54SJufeSf7E9KIuki4/6nJYm+hYUUSxK3m0zk+nwIGg0nfT7uKi1lkF7PHy4X70RGNmnwS8DzlZV8YLXSVqOhq0bD3SEhPFhejlWWOR3wOserVJRLEsd6hqESBDJ8XiZs60usSsW/w8N5PDS0SfwDAKucTra53bXCYNXRMtD3ElmmSJKwKAoH3W5CRJEnysu51mjko6govrDZUAsCtxkMLHY4eNtiob9Ox03NwN5bpSV4LjISEy8dSWYTcDI5mR4FBfzscNA+L4+j/wOWQK0naffxU4BA5/SGZ8GjR4+i0Wi45pprGDVqFPPmzbskCibXXXd2dXn88ccbOPJ/Fv07tYc5bzJdkhlTUsKOCwjHbAiw4HzncFDq8+EEwgQBoygyxmTiC7udgx4PKmCzy8XlWi33NCKcWdXuHaWl9NTp2JyQQOdqPoOOajUHvF4iVSocksRAvZ4Mt5sTkoSkKMSKIqWyTIkk8UR5OYus1nrr4qujXJaZazbzeUwMqQ1MUAcD+9x1gew8GVjpdBIiiuz1elmfkMBlBQXcbDIxTK/n/jL/NkSF37ooSkkh9iInWxnQ19GGvhnNfYvFQnFxcS1qr8awLzERbXY2x3w+xKwsjKJIH62WgTodqRoNFllml9vNQa+XQkmiQpZ5IjycOReYhVtrwlu4egP9Ojbe6Z9//pnnn3+er7/+mj179gTVcP9fQUx4GC3iYylYtZF0lYpRTXAafW2zoQso0Ybn5DCsqIg3A9VlTuDWkBBcwJc2GyZB4EjA2Vm1W320CXx139rtTC4r46e4OFbExtYY/AA9dDoKJInhOl2QoLKDRkNrlYp+ej3ttdogDVcVd36nc3wQ52Kl00nfggLuCQ2tkeFWF7poNLwQGcmxlBQWRkfTVqulnUZDVWVDbG4ux71eZoeHc29ZGb8FHF6+QH/GXQBL8rlwKwrGS7y3/+STT2jfvj3XXnstb731FhkZGRQ30bHoSUvj7agoolUqHLLMRpeLF8xm7ikt5fHycpbY7RzwePApCm3Vat6/iHB7rQlg84FDPDup/uQN8Mf9165dy1133cWPP/7I+++/f8Ed+G/GXcOv5oc//uKH2FgcisKYRopZPIG9p02WkQM16RpB4IHQUKJVKkRFobtWS0uNhnvKyni82qw+MzycWxtZ/fd7PLxttfJVdDS96nGU9tdqsVQzf/N8PrrpdJz0+ZgXEcFfLhdDqiy5wCApVhRSAmKadeGO0lJ2JCZyexOjKbPDwmilUnFnSAjHEhM5kJREcUoK/whcVwK65udzJCmJaWVldNVqGazXk6RSscXt5q2LeODPBDIprzsP5hyv18v06dPP6zoHDhzg448/5qGHHiInJ4cbbrihBoVXY6gqFpLT04MvJfCq+r8sNZVDSUkM1euJy83FegG8CjUmgC/Xb0ajUnFV94apnocMGcJtt93GwYMHOXr0KDfddNN5X/h/A2ZOuJGiCgtZxaVsio9HUBT6N1CXXSJJRIoi8SoV4wODZYzBwDqnk6+iovjWbucuk4lDgZX/pcpKEkWRqWFhvBwR0Wjm3+d2O4N1umDCTF3IC5j6PzmdHPN6KZZlllitqAWBqeXltNVo+MnpxJyaihp4NiKCMkkiX5Jol5dXq72ri4ropdVeNHtviCDwV0IC9tRUNKKIQRDoXlBAb72eKSEhbHa58AKyovBkZWUw0ed8MTCQydcUDkfwO6HvvfdefvjhB2bOnIncxBTvJUuWsGLFCvLz83nkkUcYOXIkM2fOvKA+N4Z0tZoSSboggZMav9rC1Ru4on3bBk8oLy+noKCAV155hYcffrhZY5L/jWiTFM/L3y4H4Me4ONLUatrl5bGlWrVWFfZ4PEEqL2NgwIw3mTjs9bLR4yFWpWJqeTliYOUVgBciIni3Cd7u+8vL+cPlqleToAoTTCZMosgIvZ6hAYeaTRBQFIXdHg/5ksT9oaF0yM9nWmgoPQNbCAE44fPVSLEFyPL5+LgZpb10goArNRVfQLhjo8vFcxUVDNTrKZEkVAErqh450gZRIsvkShLqABtzQ1izZg0zZ84kMTGRQYMGkZWVxYIFC/j9998bvY7D4WD16tVMmjSJ7du3M2jQIBYuXMgVVzStHqKp2O3x0K+wkE0uF0eSkoL5FOeDGhPArmMnuWvYVQ2esHz5ciZMmIDH4yEmJuaSknT8N+DaPj1ZtXNv8P8lMTEsiolhTGkp1xYX1wi7HfN6MeJfhT+2WjEKAt8GdOJeM5tJ02r9jrEAy+yBpCTuacK+/6jXy88OB7ubqLBrS03lp7g4fo+NRUlP56XwcBZERflz4mWZBVYrCSoVb0ZGssvjQcQ/ARhEkdtLSnAGVt9VTicVskyrS5AOvTcpCa+iUOTzYQdOeL100miQAtd+5jwo0sHvQ4gLcPF7mkDiWlUab7VaCQsLIykpiTFjxrB///5GzzUajQwePJibb76ZTz75hMzMzGCdTXPArihMKSvjvrIy3oqMZFfgd0/Oy+Pt890ebS1wKEOXZyunCooUccR4pTEMGzZMWbNmjaIoihISEqJYrdZGz/nfjGN5BYo4su779rbZrHTIy1P6FhQoS2w2JTwnR+HMGSU2J0cRzpxRhDNnFFNWlsKZM8FXdE6OMqygQDnl9Ta5D3E5OcpKh6NZvs/NxcWKcOaMEpKTowwrLFSic3IUr6IoXfLzFW2gr7qsLEVRFOUrm03pW1DQLNetC8MKChTxzBnlD6dT2ed2K7eXlgbvXVUfmoIbiooUAvc7v4n3taKiQpk2bZrSunVrZezYsUp+fv6Ffo1mxdzKSsWUlaV8Xm3cTS8vVxJzc5WuubmKmJWlPFlR0Wg7Vy3LUnYUOpWgBbB43WaiG1lt9u3bx+bNmxk2bBhffPEFffr0IaQJYan/zWiblIBapeLnbbtqffZIWBh/JiRwrcHACqcTS4BhpixQ3w3gxW+GddFoOJqYSElKCmsSEoLx8sbwic1GN42m2Wi1v4uNZazRiEuS2Oh2c7fJhDYriySVCo+iBMlJ37Na+dnhoN8lJIT9PDYWBRhUVMRlBQVsc7noplajBPqws4GU8OcqK4nKzUXIymKF00moKOJKSyOxifc1IiKCwYMHExYWxpIlS0hsonV1KXFtURGb3W5saWncGRLCpzYbhuxs4lUq8pOT2Z+cTM9A7khTy9GDd+P7P7dydY+GnX9//fVXMMd/+vTpvPTSSxfxdf73oGuLND5etZ7RfXvV+ixGFHk64M1fEhNDgSTxvNlMiSSxxukMEloc9HrpU1SEQRBQgJtDQninEUdVqSwzz2JhQTNnXy6NjeXh8nLmW628bbXSKVDHrhKsppwpAAAgAElEQVSEoAm+0uFgo8vFdUYjeeeoJwFB5t02F7E9SA6w5YhAK7WaIlnmeEDc04c/guJSFHoXFpLn82GT5WC4EPzblliVipciIvjnBSxUY8eOZezYsY0f+D+EJbGxxObm8qfbzdTycq7QaqlITa2Rv/BNbKw/icjrJaMJk1bw1zlVUMRLd97a4MGnT59m4MCB2Gw23G53s1Tl/W/A8Mu7s2jtpgaPWepwYAL+VVnJSZ+PzhoN9kAxixbwAFZZphL/g/uu2cwHFgtTQ0N5Pjy8TomsT61WokSRwecpBtEUvBsVxbcOByWSRCuVii3x8ZTLMkOLi8nx+djp9fJOIH/+L5erllPNpSiEiCJnLjKbrZNWS2aApKO/TsdBn4+FATGMrwPioce9XhRBwCCKxKnVjNbruTskpFYOxH8DJEli1qxZTJs2jeRz7l2YKDIrPJzbSkr4NS6ObnWEejvm5SELAhua6JwPTgBuj9ef3dYAMjIyGDFiBHv37v2PJPr4v4WebVvx9k+/1flZriRxT1kZu9xuOmu1PBASwrSwMKyyTHhuLgO0Wra43USqVFgkCaMgBJ1skqLwrtXK2xYL1xsMLIuLqxEK3Ovx8EgjeoQXg2XR0QwuKWG7x0NqXh42WSZeFPEpCpWSREeNBik9HUcdiTUrHA4+ryZ6eaE47fUiA8sdjiA3f1XVoEGl4gOzmW9iYhjbDCnC/7exdu1apk6dSlRUFBqNhhdffLHWMTPCwrg3JKTObMionBzUgsBf8fFENzEsqwbw+HwgKMSGn/Mw5ef7uf5jYrDq9Wz9+292bNrEvmPHas1O/y/jsjatcNexH5WBbgGtv/TISDpUW5FCRRE1/gSfa4uLWR0XR5+CAjbGx9OnsJC2Gg3lskyZJKHGn22XlJNDcaBQ5ajXy1Knk7GXiI8A/HJaiqJQIcuM1OvRBMpojfir8V4zm7m1tJT2ajVx5zyQ+ZKEuRkEP7rpdOx0u3k+PJweOh1bXS7mBMgwDrjdlMlyMIHovxlfffUVTz75JBs2bKBdu3YkJCQwderUWmF2gyBgqGPwX1FYiFlRuNVoPC+iGDWA1ychVC/5KCyEHj38gz80FFQqrGYzvX0+iufNo7RvX4YMGdLki/yn8AM6HA6Ml2ClCDXog8QUVTjm9fKOxcJ4o5Fr6nHQRQoCWwMTxxa3G7UgsNzhIEGlolCSeCQ0lNctlqAikAswZGfzd0ICl2m19NRquaOkhFe02lp57JYA3dZfF0kZpQ9YJH95PCSIIkZBCCr5rHG5aKvR8GBoKKpzrl9xkZyI4Ff13RXIp3jBbMYT2DKFiSIWWcajKAzS60nOzeXtqCiG6vV0/C80+wFuvfVW5s+fH1QGnj9/PtOmTeP7779v9Fwvfg4JoyDw1XmOMzWArMioqpkM8z7/nMGtWtE5OxtcLvB4iNbpWAVsveEGOl99Nf/85z8bbHju3LnodDqSk5M5evQoTz/9dC2ZrabC5/Px6KOP8sILL1xwuXF5eTnvvfcew4YNY8OGDcTHx3NPIyIm8+bN46qrrqJTp061Ptu2bRtHjhzhvvvuI8JUc1J5rrKSlU4nE00m/tWAiR4minwdKHd+3WJBURQ+D9SiH/d6eTEigkU2G4og8FR4OA+VlaEAPQsKkNPT2ZaQwBc2G5GiWIuFeKPLxebzEBCpDwkqFad9PpID7bfRaDgc4KdL02gYYzRyyyWyQjSCEHTqRYkig3U6tns8ZAUqGaeEhHCT0cgvTidrnU4WWK1YZJlhASGPflot0YGy4/90qFQq3nvvPR566CF27NjB+PHjmTt3LkuWLOHWWxv2zSUH0rRtFyBS698CeH1oA97aFStWYPV4+Pmaa1jj8QTzwQEQBNxqNeTnU1JSQmw9NculpaV4vV48Hg9Hjx5FURQOHjxIt27dzruDubm59OjRg/LychYvXkxeXh6hTUiOORfr1q1DURTWr1+PJEnk5+c3qKa6YsUKrFYrK1euZPXq2pLa7sDgqroPggAlZguLBNjq8TAvMrJR55xHUciTJIQAK6wCFMsyJR4P3bVaHiwvx6koHEtKIiaQxFK1/w3LzmZnYiIZHg+JanUtfb0iWcbVDCZ4qEqFRpKCNOQScChQqz/SYGB/M7Az1YfBRUUIwK7ERJYFfABVbEAqIF4UaZGXxz0mE/eGhvJuVBR5ksRap5NfnU7uLCvj6fDwGkQiVahir6oitP1PQO/evenQoQOfffYZ/6e98w5zqkr/+OfelEkymd5nmBmKCoICdhRXXEUFVhFZxYINXSzYF9QVhQXEgu6KHWUFXevPAqyAZRU7IjZYEASVMsl0kplMJr3ce35/5E52gCmZhrvLfJ8nD0ySe+9Jcs973vOW7/fLL79EUZR2S48DxErMj9CYjDsKPYCiquh1sR/43HPPZffu3ZxwwgmcOHw4KAo0pVAaGnjjn/9k1+7drU5+gOzsbA4//HACgQBnnHEGK1as6NTkh1gqJhAIoKoqKSkp3HLLLSxdurTD55k0aRLz5s1jxowZPProo4wbN65NKeW9vocT92fQfePVV9llt8e/B1mS+cHr485oGKV0f9rtlmDr04eQEDhVlSKdjnohmOJ0strv5+dIhH+Fw5yUlERuRQW/M5l4NxikKeHmFYJJTidbwmHOs1jYso8LXqeqZHWxbRZisYaIEKzy+0nX6ahTlHj5aF+9nmcaG3uMOeezYBCDJHFMdTVjTSbGms1sj0SQiXkiv62tZZDBQJmicLHDgUNVOcNkYrTJxP3p6bzp97cqAHrLLbewc+dOcnNz6d+/P+++23IQ90Dj2WefJSMjg6effrpVkdDmOFbrz0gk5dcS4kHlJi/piy++wO1288EHH/Dzzz/v9eZoNEpFG11hzbFt27aYS/v880QiERobG0ntRMR64cKFnHbaaZjNZvR6PTNnzuzwOQC2bNmCEILHHnuMUCjE6tWr2zRKLX0PI5csIZKUhNHtpsBkwn7CCf8+QII/K7HUWEeQJElx9zpTkng7J4e3/H5W+v287vPxVShEP72ejZEI0dJSBlRWYte8hc3hMDNSU3m4iwpEbSGkqugkibMsFooliSVeLxFiqcpcSeL21FSe8ni4oxuzEUEhyCkvj5OFDjUa2RaJ8F4wSJFeT2U0ykCDAVskwpZmXAW1isKHwSBrgkGmu1zkyHKr0fAff/wRh8PB448/zqpVqzo1zqvr61nu8/FWTg6nd1Mq1mw276X60x62Kwo6WmjrTRAyxPjxFE3BdeTIkUiSRP/+/Rk1atRej9NPP53c3NyENMhkWUaW5bhkUWcmf9N4bDYbAwcOZOXKlR0mWGhC07ahpKQESZL20j5o7br7fg/5OTkc/skn9P/hB0auW0eoWaGOOGwAG4EbO7E92RfnWyy8mJ0dn1S7o1FON5nQ2Wz01emYlZYW9wTe6CFiUoAXfD70ksRQg4EfQyGe8XoxyHLc1bzSaiUgRJfac/eFAqTY7XF+gJezs8nX6bArCrIkxfjzJQkrxMlFm5Cn03FpcjIvZGXxbUEBK1rxUtevX8/QoUOxWCxs3bq1U9yQAB8HArhVlcndwFHQWagavVqn8VW1Xxz30nZhOeeSbq1Zdrvd8f//8MMP3XruzmLr1q1CCCE2btzYuRMMHChEcrIQkiRERoYQWv29qqqCZ5aKuQ0N3TXUOF7xeoXeZhPYbOLzYFCoQgiL3R7rHbDZhFRW1u3XbIJBq/0fUlUlPgsEhEtVRabdLow2m8gpLxdCCFGnKCLNbhcOReny9W6tqxMmm03IWl+ET1WF0WYTt9bXiz+7XMKs1fOft2ePmNfQIPRlZSLVZhNfB4Mdus71118vZsyYIYQQIi8vT9TU1HRqvJtDIXGhwyE2hkKtvmdrOCyO7sE+AsrKxMDKyg4f19QLoAdIMhgIRTvTYNk6mq/4RxzRdonxgUJTNH/48OGdO8Fzz0FGBvTtG1MPikTAbKaqrh7OOJUxPVCRd0lyMn9tbGRbNMo19fVsD4cZqNfjJLbPF9q/iRZ+JIoxe/YQETHmXyuxvn+Ff3P4n6alNjNlmdNMJm6or99P8KI1POB2c1daGo2qyv2NjRTqdMxtaMClqli1zzE7LY3CigqcffqQVl4eL+89zGhkubay58gy0+rrGVFTwy2pqSxMcCu0fv16duzYwTvvvIMsy51uaT/SaOT/2vnMR1RVYQB+U1vLypwcMnogI1HVQil2opABTEYDQqj4g11PG/1P4+STYcgQSE6Gww4Dzcits1chBQKdUupJBN8XFBBSVXZGIhxlNFKmKLiE4FCDISZJ1Y0c9gAzGxr4MBBAJ0m8npXFpmiU/gYDMv8W8pjaLPW3PCeHLeEwHyYoWT6zoQGT3U52RQUL3G5muly4NGPWWFyMRZJQgHMsFg6pqoqpIWlbtqXNYizXpaSglpYyyGDgaY+HvyaolrNhwwYaGxuZPn06F154YULHJIJ9eyKqFIUZaWkYJYlzLJYemfwGYgHhziI+IpPByPqffumOMR10eCbgRe/tetlrW8iQZSJCkC1JvJqdzXvZ2bEaeGIlwa93Q9ltraJwck0ND7jdZEgS01NSuMTppKqoiEEGQ5yb0CxJ+wW9thYWcoHTyYYEag8kYk1CTZmDW1JTEcSaf26or+fL/HxmNTSwJRymryaLHhWCd/PyGNmCkf2xsBAjMMvt3o+wpC1cffXVLOwmReu3/H4GVVZSUFERJysp1Ol4KD0dT0kJd3RDbKglDDcaEUJwaicXgbgByEhJ5pvtvQagM3DtcRLNy+GqujqWeL37PabV11PexS3WXzMy0EsS30YiXOJwMEbjH2wKyF1W17qIx75onller0Wc/1RfT1FFBV+GQuiADJ2OBRkZrMzNJau8nNV+P2ZZxihJ+FopOKkvLma808krbRijam2VHGo0kifLpEgSBZr8+WizmaVeL/dqK/m/wuE4IcnvzWbGtrHF8pSUEBKCSQ4HVx/goNyzHg8XO52cn5xMgSyTl2CmrDvwjZb++yxB72tfxMP5/QvyWPfjz229txetQP3gczL7lbDeaGwxHbPM7+cSi6VNuuz2cIXVypS6OvoaDJxpNjPQYOAtr5f3g0H0wEOZmfSvrGRXAj0aJrudPL0eM/BLJIJErCNRITYxa6NRjLLM2Xv2kC7LCGLSVV5V5ak20pwyUFFUxJCqKl7wenmjhT3vulAIoyTFqb3y9Ho2BINk6/W85PVilqQ4dbikaf99X1DA8ATUoJTSUmSbjaU+H09mZWE+QKo+n4dCMVFTs5mXfD7OOMC9Cevz8hhRW4tksyESrEFpQvyOPH7gISz78ptuH9zBgN21tSxqaMRy2KFMaKHX4MtQqGupGg2CmKzXj8005CRJIiIEN1it1EWjXOx08lo7gamIEDQqCk5t75il05Epy/zWZOK9QIA6VaVUkvg0GOTC5GQkwKuqnJyUxOQEyn63Fhbyp4YGiioq+I3JxJ/T0uINO+tDIdK0EmgBHKfTsVK7pkyM7mqrtupnyzKf5OUxuAP1/Z/m5zOqpobM8nICnSiN7Qxeyc5mT20t451OSmSZ9w4wT+YJJhPLcnK4sK4Ovc1GtANGIG4AJp0yksdXvt8jA/xfhjcYxANc2q8E2eFocdXxC4FNUfbqBuwodmpbCIskcYTBwKEGA2/7/TGWHm2Vvcxq5WyHg8+CwVaZgX+JRJAkibEmEz9Eo1RFo5xnNvOCz8dPmZnINlusuEjL7b/g9ZIpy/TT6/miA41FD6anc7rJxJ9cLn5bW0tUCIp0OvxAfTNGpG+1yQ7/3prk63SsyMkhS6frMN/gKUlJGKFbyqBbglejf69XFDY0q777MC+PHdFolwhQmuOBBx4gHA5z1VVXUZyAVNlEi4W/qSrX1NeTZLcTStD47eUByEh8uHEzZxzVubLdgxELl6/GdPFEZEliW1FRi5FevxBkdzEC/Be3GwNwidWKPRrlvUAAjxDIkoRBu9n76fU8n5nJqD17eC4zs8XV+vNQiObP5ut0hIgVlJxZW8vZZjPPaA1KaGzBJxqNrEhgVdujKKzw+5nrdqMQUwuKamOTgPJ9ouRNNf3ZOh0pksSstDQuslrpaj/fPampzG5spEJR6NMNnldzKELwkbbffs7r3UupqbsmP8Drr79Onz59WLJkCYFAgF27drXbA3Ol1YpfVbnR5UJnt7MgLY0Z7SgG7XVXDiouYtHqD7o++oMIb61dzzC/n0EGA8U6HVZJ2u+RK8td1px7xecjArzo8eBWVeZmZJCq7ZFTm3kdxyclUVZYyENuN8dUV/P6PlHx7zT68RV+P9sjEQp0On7Q9rAfBoP8KxzGqzWgGIBpqamsystrU5OgRlG41OmksLKSz0Ih/piayg8FBUyxWuMekQBMxBp4ILbyCECRJFxCcEd6Opd1w+QHmKXVA7zXycBYW0iTZYYbjdyamsrVbdCMrfD7+b6TjVKBQICff/6Z1atXs3LlSnJzcxNugJuWmoqvpASrJDGzoaFdmfO97stHr7uS1eu/x+HuvtLO/2Ws3bqdn8qreX3smXwfDtPQDT3wrcErBBJwrMmEVZK4q74+rvDz8T6ueZ5Ox6bCQm5NSWGWy0V+eTkjq6t5yedjXSiELRoloq3unwSDbNV6C5pWaR0xV/r5rCyebKe45jGPh/6VlRTodPiKi3k1O5sZqank6nQcq9UOHG4wkCrLDDIYODopCR0xTr/fmEwIIQipKtc4nWRpHY9dxS7N0+jXQ9wAGwsKuD01tdXuu9kNDVzocPCbmhr+1uRNdQAffvghZ5xxBhDrYh03blyL72tQ1RZrAMyShLu4mIEGAz81ixe1hL0MwKlDhzBsQClTFy7q8KAPRtzw1HNMOPFYSnKzOdti4YoeSj+Z7Xb0ksTr2dm4FIWPgsH4Dy9Dq514pXo9SZKEU1X5KhzmcqeTH8JhBCA0cg0gXvHXR6/nkYwMIqWlfJaf327A7wG3m9d9Pqr79OHhjAyS9hnHKLMZnxAcl5REnk5HtaoyzGBAIcY+7FdVMpvpELpUlZNqani7i/0NV2ur3ugejMa3pgYdEYLJyclEACSpU2SkTzzxBJmZmTidTtasWcPo0aNbfN+ptbUcUVXF7S4X/wwE2Hf5ydbp2mWX3u/Vey+/iIn3PtzhQR+M+GGXjS//Oh+AVTk5pNjteIXA2o3pp6NqahDEbqznfD62FhZSXFFBRVMXmCTF5cK3aS79pU4nm8NhGlU1TsuVKkk0apO+aXQSsZbe57KyOK2DZczfh8OsCgR4KCODtFbiGwO1cTVpIdYpCjsUBbMkMdpk4iKHg9EmE5+FQijE4gHrQyEmOhw0FBeT0sm4ydpwuEO98YsWLeLQQw9tdaJ1BAZJYqDBgCgtZV0nCVny8/NpaGjg8MMPp66ujnfeeafF91VGo7yZk8N34TALPR7G7dnDKK0d2qkofBoM8nZubpvX2u8bHnPscFItFha88Y9ODb674XA4sNvtQIw3LdQNLDfdgUseeIyh/ftiNf974pxkMnFWbW23nD8kBKWVlfwYChESgs/y82lQVZLsdq7S9oMKMEvrSPyjy8WImhr6VVaSIsu8k5tLgxYJTpNlGjW1IYmY1ddp9ONl0Shn1tZitNs7VEX3tMfDJIuFk9tYZZtq1FcGAuyORokCq3w+0mSZQVVVHG4wsCYYJFRSQj+9Hqs2JgFkdHI7sC4UIgrt8gQqisLatWuZP38+d955JzfddFOnrtcWOstV+NJLL7FixQp++eUXli1bhq4Fb2NNMAiShFcIbkpJ4f3cXJTSUmalpeETgr/5fFxstTK+Hb2IFk3s7eeP55Hlqzs1+O7G008/zfPPP8/f/vY3du7cyYMPPvhrDwmA5eu+5umb9qZF+2duLiFNY68rGFFTQ4bdTl00SoRYdPe3NTXMT0sjSZK4r6EBiVjRzp0pKSTb7RTrdDybmYmruJjXsrM5UiucsUgS96enIwFPZmVhlCTOtVhQhCBVq8RTiEW3JzkcHFNV1e74RtfWUhaNcms7Ld6FOh2D9HruSElhRmoqMpBvMOAVAoeisCMS4Y7UVCY6HOyMRHhAM2aCWEpwusvV4e/uTM0Ar20nZanT6bjgggt4//33aWxs5JRTTmHx4sUdvl5PIj09nfPOO6/F1/rrdFyXksKzHg9p5eWcUlPDvW43ZkniLJMJT3Exryag2diiATjj6KGoQrBi3ddd+wTdgCY+gbFjxyJJEn379v11BwTMf3UZ+ZlpDMjfPzXWFBFPBCv8fua73bzh9/NgYyO31Nejt9v5WlvFopLEjSkpfBwI8GRmJmfu2YNXVeNdeQ9kZPCs18spSUnclprKRS3s2XN0OjZoBmlDKESWLLMlHGaC2YweuFgr9GnaP5YpCvkVFThbCWh+Fw7jVFU+SrDYZVtREfdlZLAgIwOltJSywkI+y83leJOJKDEuxPcDAX4pKuLjYDCeOemr17OwsTE+9kRwZV0dfiEYl6BK0ubNm9m1axfV1dU8+eST3HjjjQlf69dGf4OBe9PSWJWbS7CkhPsyMogIwW0uF6fV1pJTXp5Qk1CLBmBov1IkCb79eWfiI3ruOQiF+Pzzz/nXv/6V+HHtQNHcyN27dyOEwKHVwHcHNm7cyIoVKzp83Pc7d5FmSSYvY/8c65bCQmoUhdsSWL2urKtjjhYxnuly8YTHgyDmnh9lNJIiSWTpdNyYmsp9bjfJmossAYMNBu52udgUDrdZedZXp+MbbRKt1GoHfopGGWEy4RWCZ7KyONRgQC9JTE9Lo15VqVUUBrfiCYyqqWk3M9Aejk5K4uu8PKZrTUACGFNby+ZIhO8LCjBJEg6tWOikNuTW98XfvV6MwDvt7HubkJOTE5/4BoOB8ePHM378+M58pF8dv0lKYl56Ol/l59NQUoJbCK6vr2/3uFajLHMuncQTK98nGG47jQDA4sVw//3snDCBTz75hLfffpuaDvxwiSCipTMi7aQ1EkVDQwMrV65MSO21OXzBEKu++pZX/3Rr/LlQKMTatWsBSJdlPs3LY20wyHHV1W2eK1+WGa7tE09MSkIvSZyclMRxBgPfhsN8np/PnIYG7nK5kIhVt0nEov4WWeYPVivPtePmfROJsF3rGqyKRvFqgcCZLhenms38qaGBimiUSElJXFlWBpyKwvCqqnhNAMQKX8aazZzcTbwHD2VkMCctDQHsVBTyZJmBVVWMtVjwCoFJkggJwYsJdDqm2e0YJIkdffrs91oUWg3ITZw4EZvNRr9+/cjNzWXx4sXxRee/FVZN/vyGBMq2W80RTDv7LL77eRep511G+J3/a/0Mr74KN94IikLOqafGXfZnn32W8ePHd1lBaNasWQQCAcxmM1artVs01t988022bdsG0C41WHPYah0MufY27r38IoaUxm60Qw45hF27dmEwGMjMzKS6upphRiPfFhTwTThMSnk5nlZKOWtVletTUvg+FGJ6WhoX7NnDlcnJTKuvZ4BeH7fgOkmiQoueDzca+TYc5sPc3ITorl19+jCtvp6Bej0uIeij13N3fT1uIVgfDPKh38+FFguZ5eVMMJtZ5vfHV+XNkQjbo1GO1eIJsxsaeLWb9R1mp6cTBu5zu/k6EiFflnnN5yNFkvBoLuxXwSCXt3Izq0BORQVeIZiXnr5f5d+jjY380eViXRsxgUGDBnHSSScxbdq07vpYBxTVqsrDLhfrIhGqFQW/RhAzIgFD3eYdtPSP13P+b05k8NRbW37Ds8/CpZeC0UjEZGLJkCHMnDkzHrXcsWNHmxdft24dRUVFPPnkk22+z6zt6bpj8gNUVlYihOCqq67i7rvvZv78+Qkdd8xNdzJr8gXcddFE3n77bYxGI7t27QIgHA4zvbaWASkpXH311bz22mscbzRypMHAlLo65rvd8VbYJnhUlRO1HylTc+9/jEQICkG1orA2GEQiRh8OMMFi4UiDgfszMhLmuk+SJJZkZXFHWhr3padzg9VKQ0kJ55rNDDca0RPjFczT6VgdCBAoKSFF4/3TA7/VgmpfhEIYoEd0COenpzPUYCCgqpydnEykpIQns7IolmV0wNI2PIBpdXUEVZXLrVbublb2+m4gwIDKSmyKwivZ2Tzu8fB1K17Ayy+//F83+S90OjHZ7Ug2G4Xl5Sz0evkmFKJSUfCpKnPaKQGO46tqvxi93N4qd9h7324UxZOvE8+888HeL/zyixAGgxB6vYgmJ4uFCxcKEQiIp59+WtTW1rbLs7Z69WphNBrFMcccIwwGg5g6dWqHec26gu+//16smT1bCCFENBwW8+bNa/P9Ny9aKgb94Waxccdu8cYbbwhJkgQg+vbtKwBxLwgBQu3XTyxZskSMGDFCZGZmijvuuEMscjiEXFYm8svLxTFVVeIFr1dsCYeFVFYW57+TysriHHxm7V/KyuL8e5tCIfF1MCj0Nlu3fg8n1NQInc0mdDabmFZXJ7LLy0VJRYV4zeuNj2GJxyPmNDSI6+rquvXazbExGBQ6m00YNJ5Ds80mBlZWxsfwXiDQ6rG31tWJFO172RGJiLG1tWJcba3YGYkIIYT4OhgUVrtd3ONy9dj4O4p77rlHPPvssx0+bnRtrZCa3TOHaL9VR9HECdiuARBCiNLLrxdnz75fqKr67ydffll8ceqpInjYYeKZ+fOFECI++RPB5MmThSRJwufzCavVKg499FDh8Xg6/EG6gtAhh4jy448XIhwWiqKIefPmiUAgsB9paH2jVxx/05/EyD/eI4QQQpIkUVBQ0OQpi2HDholMEBVWqzhDkoQkSeLhhx8Wa9euFaNHjxbZ2dli27Ztwq+q4m6XS4ysrhZW7QekrEzomv2gNHtMdDhEs29c3NvQ0CM38W9raoRRu+Zs7fyZzYxQjt0ujGVl4poeNABCCCGXlYmksjJxZnW1GKZN/iTNSI5tY0F5weMRZiNxKj4AABU1SURBVLtdHF5ZKfLLy8W7GlmrW1HEZQ6HOL66WqwNBkWZZhB+bbz88svCarWKI488skPHnVBdLaSyMmGy2cTfOjHpm6NDBkAIIfpePk3kX/yH+N+b1q4Vc+bMEXPnzhXC6+3Q5G9CcXGx0Ov1IiMjQ2zfvr3DH6LLGDFCqAaD2HzSSUIIIRRFEXPmzBFz5swRu3btir9NOusCccbMmIcwadKk+OoPxP/fp08fMWrUqPjfBoNBGAwGMWrUKPHuu++KrKws4XQ64+f8KRwWU5xOYS0rE4ayMpFks4lr6+rESx6PWNzYKLaFw/sNN9lmE0t6yEhmlJcLq80mpjgcIsVmE8l2u5A1oySXlYmr6+qEzmYTGXa7yN7nkWqzif4VFV0eQ5bGdnxEZaU4d88ekVNeHjdCVzb77lrCWz6fSLXbxYfa5J/f0CBS7XbxYhcnyr5YvHhxp1iE16xZIxYtWiROOOEEMXnyZOFyucSECRPEI488ktDxBeXlQiorE3274XsW4t8GIOFay7WP3MuQkiKGXj8dgCEjRiBJEhnp6dz7yCOce+655CaYfmmC3W5n8eLF7Nq169eRaMrORopEOHLdOoLp6Tz44INYLBYkSaJfv34A5Fx4FWcdO4x358UESZYtWwbEdAaKi4sR2v58ypQpfPrpp8iyjNlsZtKkSSiKwmeffUZU6+VvnnE4zGAg56GH8PfvT8rRR6MecggFTzzBpVYrU1NS9uMO8Kgq+Xp9i5x43YH6Pn3wCcHLPh9Hm0zkyDIqxOv7zzKZ2JCfz2f5+WwrKtrr8WRWVreIchq12EO1ovBlKIQAkrTnWqu9b8LvLRbcxcUU6fVklZcTEAJ3cTGXdaNuocPh4Oabb2bQoEEcd9xxzJw5k5UrVyaUmTr99NO5+eabmTt3Li+//DKSJGEymXjqqafaPXaSw0G1omDV6djdzarcCRuAoqxMTho8iD2uRt79ZgM6nY7rrruOBrcbVVUTEgtpCVOmTCG9mcDGAcWqVXDHHSBJyNEoR379NZFIhKuvvhqAea++hS8YYtrZZ6HX6eJ6bUIIFEWhvLwco9HIfffdx7x58wDIyMhg8uTJjBgxIp5Oevfdd8nLy6N6n7TgwoULWbx4MTNmzCASiTB37txWh7o9EsGpKAzsQfVbsyQRAXaGw5xpNvN9QQGyJKECz3u93FBXxxONjTzl8ez1eDcQoLYbUmeHavfQ1VYrN1itXJScTERLQ+YlGPQcWlXFSUlJzO+Be2rNmjWcd955uFwuFi1aRFJSEhMnTmRPgoScL7/8MkuXLuW+++6jtLSUcePGtRsoB1gZDCIDjS2kOLuKDs3aeZdfxODSYua88iaPLF/NmgdnM3PmTOx2e4dX/45g1apVnHPOOWzatIlhw4Z178kXLICiIoz/+Ae7jjuOu6ZPR0pKIm3iFQwfUMpHD/6ZEw8/DIBXXnkFiKUO/X4/Op2O7OzsNuXK3n//fc4991xKS0v56KOPuOSSS+KvpaamxhWKU1NT8Xg8vPHGG0yaNGm/80yrq0MHvO3307cFY7szGmWcxUJXYvQvZmVxgdNJP4OBNYEAz3u9RIRABt4PBkmTZUbKctzraUK2LJPTDZ7JV1qn4sONjfGW4SStFuC7BCoCa1UVtZnUWnfjgQceIBqN8sADDzB69GiGDRvGOeecQ1GCq/KkSZNYsGABWVlZcRnwRBBSVY5LgBOxM+jwsn3RqJEcVlTAtY89ywXzH+HNe/4Yd5d7Ag899BCBQACXy8Xu3bvZsmULkydP7t6L3Hwz3Hwzt2h/DphyA9POPpMHrtr7OjabDYjVkQ8ePJjNmzfvt6rviw0bNhAOh8nKytqvJkKv12OxWAgEAng8HoQQLUqRA3xUUEB2eTl/qK9v8QbfGomwuaCgS67475OTEU4nTkXhFJOJo41G5jU04FRVZCGYmpzMgz2kQxgRgqiqIgEnJCVxXFISSzyeuOpxaQIeZp4ssyw7m1tdLq6oq2NTOMwvkQhhIfZqlZVlGUlVOcpk4rbkZC5KsGV38eLFNDQ08Pnnn3PDDTewadMmrrjiig59zo8//pi0RFN0wHZt+3hPB47pCDrltx99SH8uO+NUHl2+muc/+IQpZ/62u8cVR15WFmUVFXE9v86quCSKpR98jCzp9pv8AHl5eUiShKIo8f28pQUSULfbjVujtjYYDAghWhRVDYVC+P3+eDGSJEmtqiilShLhkhLeCQb5XQu5+IKKim4TntimVQ/+Xfu7ibprRzerRzXH4x4PAH9ITmaHorDU68WveR8CuDdBl36CxYJOkpiwZw8mSYo1IOl05On1pMsyISGoiEQoB74JBrk4GOTy+nrCCXDojRgxAoAxY8Zw//33s2rVqoT4+pqjI5Mf4HutdmF8C/dZtyDRLEBLeGTZapE+8QphPfdS4W0jT9tpfPWVsA8dKpYsWSKEEGLBggU9lircuGOX0I+7UOjGThLf/vRLi+8ZO3ZsPPqfk5MjDjnkELFo0aK93pOdnS0sFosYPHhw/Ln09HQxdepU8cQTT8Sf83g8Qq/Xi/z8fDFs2DAhSZKQZVmUtaL1FxJCWO12UVJRIU6tqdnvYbTZxPYWMgcdhaRF4afV1YklHo8oraiIp54s3VyD0ARFCKHX8v/pdru4t6FBfBQICL1WB1Gk6RD2BI7S0o2GHvpsHcGXLWgcTne5ekT/cS9twM7itom/Y3BJEcvXfUPpZdfz7RML6JffjbGAqVMx1dWB1pjSUl90d2BHZTWn/+lebj9/PDeMH0NRVsvc96qqImlUWk6nE4fDwbRp07juuuvir9fX1zNjxgw82oq2a9cu3G43tfvwBKxZswaTyURNTQ01NTWYTCaCwSDhVva6x9XUYCTmCh7agju8NRLp8t53hVZxZ5AkVvj9POPxoBLzACKaKx7SeAW6E0dWVxPV+hwG6vX81e1mlhAkSxI+IZjYU6sfsKGwkNf8fi5xONos2+5JbA6H+Z3DwSlJSftxCOiaMTf1BLrsM5517HCeuWkqg0uLGXPPfEbdPrs7xhVDMEh2bS30ENdeg8/HMTfeyW9un83vR57A/VMuaXXyA1RXVyOEwGg0smXLlv1el2WZwsJCRowYwbJly/j73/9OVlYWQoj9WF2uueYaAoFAnNI7GAxiNBoxtVJqe3lyMoMNBqZarZxqMu33uCElJS6s2VlcXFeHAPyqypVWKxsLC+MueKlezwkmE490oxS4AMbu2cN2LY32fX4+NZqR1RHTCAAY2QPlx81xscXC1Skp+FSVU7u5ia09THQ4uNjp5JmMDN5tgcQ0v4cWvSZ0y6ZRkiQ+/8s8xhxzFEKAPO4CXvt0bddPrCio3Ui13Bz3vvoWWedPQa+TuemcMSy+9dp2j1m+fDmpqakYjUbGjBmD0WjkpZde2us9xx9/PA8//DC1tbVce+21PP/888iyTEpKCt999x0As2fPRlEU9Ho9mZmZcc/m2muvbXVPeYnFEtcC7CmEhUAvSeTo9Sz1ehleXY1VYzT+S0YGD6en85Tm2XQVISEoqqjg/UAACfgiL49ja2p4JjOTK61WmpKKh+v1XNiDHkATnsvMJIkYbfqBxFiTib56Pb+zWJiemsqsfbIDv9P6YKp6aBHs1tn12PVT8AQC1LrcHH/zn6hv9HLD+DGdP6HZDM3yy6KbxB5uWfQ8r362FuW9NxAaIWYiGDBgANXV1fz000+sX7+ekSNHMnTo3hoKxx57LK+88grr16/np59+Yty4cQwYMICTTz4Zm81GTk4OdXV1GI1GQqFQnOLMaDTy+OOPt3rtAp0OvSRxu8vFX3ogEp9fWYkeGGc2834ggEWSMBIrQBLAedokvCg5mfF79vBmTk5CW4Fd0Whc3OOhxkZON5l4yuPhBY0t1yJJHG008lePh5riYvI0KXC9JGGRJH7s5sKXtnBnWhpz3W4edbu5dZ9g3ZS6Or4Ph7neauW3JlOXRF6aY2pKCssDAd4PBLgnLY28igpuSkkhV1sUDtOu83EgwKXdWNTUhG7XK04xmzmkMJ+3Zt3OrJf+j4KLpzLlkadY/N6ajp9Mp8OXkkLG5s1s2rQJn8/HL790TsD0keWruOTBR0k77wpe/3wd6xfeD3SsHRhiUf+jjjqK66+/fr/JD3DXXXfRv39/rrnmGt555x0++eQTzj33XBq++44+a9fiqq+PyXlpCj16vR5JkrjrrrvavfaGggJe6gYV4H1xc0MDblUlIkmcZTYT1IQ2Q9r+s/lN8peMDIYbjQkJYAaF4LDKSrLLy0mpqOBOjbfwVU0W7NbUVKJAH70ev6pypkaAapAkokLwXTPlnQOBOVqm4dEWqLz1ksRJRiPLAgHObKfwJygEk51OMsvLSS4vp7Sysk3P6cnMTG7UWr+b/z9+begUvXgi6H7Bcg2nDRtC/ZsvcPOEsXy2+Udmv/gayRMu5ff3/oWy2gRZfV5/ndrcXH48/HC++PRTAL788suEx/DNTzsYc899mM65mIXL32HjjjIemzaFmtf+xoCCnksnrly5krvuuov33nuPE088kSlTprD8hx/4ezhMoaqiqio6nQ6z2Uw0GqWoqIg5c+a0e94aRcEiSR0i72wPp+3Zw3NuNxFV5XKLhTvq6xlSVcXZzWi1JpjNNK/zm5eezoKMDI5upwbCJEmoGjmFqrmw+bJMuk7HrampvOD18lJ2Niv8fioUhSydLh5wHGY0thjs7GkkyzIVLaQ7Pw4EuCMtjRKdjrltpPLyyssx2+286vPhUlX8qoo9GuXG+npkm43+lZXsWzg8QK/nbLOZxzweLrBYqFVVPtTiAa/5fESh54ROu5IG7Agc7kbx9lffieE3zBDymAtE5vlTxP2vLW/3uEgkIr799lshhBCvvPJKu+/fvKtMTJi7QGT8/kphPPsiMWrGbLF+2y+irvHAdhoKIUQwGBS33367GDx4sBhSUiImp6UJQJhMJgEIWZbFfffdJxRFSficU5xOMd/t7vLYyiIRcVR1dbwLcGBlpUi1x+6DdLtdSFqXoqmVFJRLUYTFZhOv+XytXqNBUYRUViYucjjEoRUVwmqziXvq6+NpLZPNJp5obIx3Qeq17r+LHQ4Rat55egDxm5oawT6feWckEm92Kq6oEPYWugq3RSLxjs4ku118pjUlNWFRY6NIadZhOaKqar9zyGVlQhFCLGxsFIayMnFkZaUotNtFUIhu/z6a0oDSV9V+MesrJx+ed2DTH39+8XUe/cc7BMMR+ublcERpMScePpBThw3hmEP7J+SaRxWFdT/+zCebtrBu+0/8WFZBbUMDQ/v15cozT+XGc7oQf+hmbN26lbvvvpu3334bvV6PqqosW7aMCRMmdOg89miUvpWVhEtLEwrgKMBPkQh5Oh0/hMMkSxKjHQ4aFYUUWcajqky0WPhnIMDZFgtv+HzxQKMkSXyRl9dqA5JPC+RdabXyaAtxiY+DQc6qreUSq5W1wSAIwWkWCy95vWTJMmNNJpYHg7gUJf5735eWxp1paT3nmraDv/t8XOl07iWz/azHw8ZIhNtSUjjX4WB7YeFex9SqKvnl5UjAgvR0bm/DQ3CoKodXVlKvqSEHSkowaJ99psvFi34/PxYUsCkc5vy6Op5KT+f8Htj7n7bczoKRufxqBqAJX27dziuffMGGHbux1TpweX2EohEMOh1JBgN6nS7WkCIE0aiCIgRCqIQjUVQhMOr1ZKRYGVCQywkDD+Gui35PTlrbdNW/JhRFiUf9RQcCkM3xss/HEq+Xq6zWdrvdMsvLcQuB2kyks2mCn202U6jX87rPR0NxMZLNFk/7CWCK1crCNoQ/mjBhzx6+CIW4wmplblpaXNBjXkMDj3m9uBUFFTg2KYkGReEXzcVu+uQCMEoS01JSWNhDpcaJQgV0Nhsf5eXFxVLOdzi4ODmZGkVhWyTCk5n/ThXXqypFFRWEhEDtgCz3H+rrWerxIAGPZWVxo9XKS14vl9fV8ZeMDKa3Q7neVTQZgAO/ydoHI4cMYuSQQXs9p6gqW23l7K514Pb6CEUiqEKQnGRCliHVYuHQogIG9ils5az/uWhezNSZyQ9waXIydarKo42NbAqH28wKDDYYqFAU7NEoaZKEWZZJlmUKZJmPgkH8JSV8EAiQZLfz14wMZrhcCCBLllmaAK88wD9yc/k5GmVaXR2FlZWkSxJXWK2sDgRoUNVYMZEk8W0ohL6p7JnYxE+WZUYYjfw1I4NhPdTw0hE0mbq3/X5O06jLPwgGWZqVxRV1dVyxj8Ft0jMUHZj8EEs7PpeZic5m47b6ej7w+dgQjbLgAEz+5vjVDUBL0MkyQ/uVMrRfx77Ugwm3pKRwVXIyCz0eJjudvNIKWWeVonCaycQLXi+TrFbe8fs5z2zmRZ8PoySxwO2mTFuRp7tc5Gir95bCjhnXw/R61mh9Gve63chAeTQaI0oD0Cr9ZMAkyxym1zM9NbVVss9fE7k6HYs8HtYEgzgVhRRJwirLvOv3s6SZUTTa7UiAvQupSqW0FLPdjk1R+Do/v8c6GVvDf6QB6EViSJFl7kxNxWy3M9pkokCnY8w+ohh7FIXh2sp6tNHIi14vmTodtYqCVZa5v7FxL1d8iMHAJ+2o6rSHWdoeuImkc2c0yvZIJF7U8p+OWq3v/mKnk1V+Pxvy87nX7SYiSTzj8TAzLY3BVVUowB9TU+nTxWyFu7iYoKbUdKDRawD+y5EkSURLS/lDXR0r/H7SZZlxZjN3p6VRqNPhE4In3G4EcLfLRUgI7nK5yNbpcGpFVjqtv2FJdjZTemBFHqDXM+BXSOl1Fa9lZ+NWVdJkmT+npWGLRJjjdjOroQEVmJuezuxuaNM1aqnSXwP/fb9KL/aDDCzNymKq1UqBTsdlTidHVFWRrK0oOxSFJEmirlk5adPkz5JlnsnK4vwDUG7734jmAdCl2dksBVb6/Zgkqcd7FA4Eeg3A/xBO1NJ1X2gu/D98Pm7RlH/C2h68xGDgOIMBjxDclprKWf8DN/GBRo/15v8K6DUA/8OYkJzMBM2lr1UU8g5wgKkX//n4teotenGA0Tv5e9ESeg1AL3pxEKPXAPSiFwcxeg1AL3pxEKPXAPSiFwcxeg1AL3pxEKPXAPSiFwcxeg1AL3pxEKPXAPSiFwcxeg1AL3pxEKPXAPSiFwcxeg1AL3pxEEO/yx1hS12I05bbf+2x9KIXvThA+LE+RFljBKnWFxGfVwUoTekepZNe9KIX//koa4xwapGZ/wc8AE/0tLLqyQAAAABJRU5ErkJggg=="/>
|
|
<VariableText>
|
|
<Start Value="0"/>
|
|
<End Value="999"/>
|
|
<Current Value="0"/>
|
|
<Increment Value="1"/>
|
|
<AutoAdvance Value="0"/>
|
|
</VariableText>
|
|
<UIPrefs>
|
|
<Optimize_ByLayer Value="1"/>
|
|
<Optimize_ByGroup Value="-1"/>
|
|
<Optimize_ByPriority Value="0"/>
|
|
<Optimize_WhichDirection Value="0"/>
|
|
<Optimize_InnerToOuter Value="1"/>
|
|
<Optimize_ByDirection Value="0"/>
|
|
<Optimize_ReduceTravel Value="1"/>
|
|
<Optimize_HideBacklash Value="0"/>
|
|
<Optimize_ReduceDirChanges Value="0"/>
|
|
<Optimize_ChooseCorners Value="0"/>
|
|
<Optimize_AllowReverse Value="1"/>
|
|
<Optimize_RemoveOverlaps Value="0"/>
|
|
<Optimize_OptimalEntryPoint Value="1"/>
|
|
</UIPrefs>
|
|
<CutSetting type="Cut">
|
|
<index Value="0"/>
|
|
<name Value="5mm wood"/>
|
|
<minPower Value="75"/>
|
|
<maxPower Value="80"/>
|
|
<minPower2 Value="20"/>
|
|
<maxPower2 Value="20"/>
|
|
<speed Value="30"/>
|
|
<kerf Value="0"/>
|
|
<zOffset Value="0"/>
|
|
<enableLaser1 Value="1"/>
|
|
<enableLaser2 Value="0"/>
|
|
<startDelay Value="0"/>
|
|
<endDelay Value="0"/>
|
|
<throughPower Value="0"/>
|
|
<throughPower2 Value="0"/>
|
|
<enableCutThroughStart Value="0"/>
|
|
<enableCutThroughEnd Value="0"/>
|
|
<priority Value="5"/>
|
|
<frequency Value="20000"/>
|
|
<overrideFrequency Value="0"/>
|
|
<PPI Value="200"/>
|
|
<enablePPI Value="0"/>
|
|
<doOutput Value="1"/>
|
|
<hide Value="0"/>
|
|
<runBlower Value="1"/>
|
|
<autoBlower Value="0"/>
|
|
<blowerSpeedOverride Value="0"/>
|
|
<blowerSpeedPercent Value="100"/>
|
|
<overcut Value="0"/>
|
|
<rampLength Value="0"/>
|
|
<rampOuter Value="0"/>
|
|
<forceConstantPower Value="0"/>
|
|
<numPasses Value="4"/>
|
|
<zPerPass Value="0"/>
|
|
<perforate Value="0"/>
|
|
<perfLen Value="0.1"/>
|
|
<perfSkip Value="0.1"/>
|
|
<dotMode Value="0"/>
|
|
<dotTime Value="1"/>
|
|
<dotSpacing Value="0.01"/>
|
|
<tabsEnabled Value="0"/>
|
|
<manualTabs Value="1"/>
|
|
<tabSize Value="0.50038"/>
|
|
<tabCount Value="1"/>
|
|
<tabCountMax Value="-1"/>
|
|
<limitMaxTabs Value="0"/>
|
|
<tabSpacing Value="50.038"/>
|
|
<skipInnerTabs Value="0"/>
|
|
<tabsUseSpacing Value="1"/>
|
|
<tabCutPower Value="0"/>
|
|
<usePen Value="0"/>
|
|
<scanOpt Value="mergeAll"/>
|
|
<bidir Value="1"/>
|
|
<crossHatch Value="0"/>
|
|
<overscan Value="1"/>
|
|
<overscanPercent Value="2.5"/>
|
|
<floodFill Value="0"/>
|
|
<interval Value="0.1"/>
|
|
<angle Value="0"/>
|
|
<cellsPerInch Value="50"/>
|
|
<halftoneAngle Value="22.5"/>
|
|
</CutSetting>
|
|
<CutSetting type="Cut">
|
|
<index Value="1"/>
|
|
<name Value="kerf'd inward"/>
|
|
<minPower Value="75"/>
|
|
<maxPower Value="80"/>
|
|
<minPower2 Value="20"/>
|
|
<maxPower2 Value="20"/>
|
|
<speed Value="32"/>
|
|
<kerf Value="-0.198"/>
|
|
<zOffset Value="0"/>
|
|
<enableLaser1 Value="1"/>
|
|
<enableLaser2 Value="0"/>
|
|
<startDelay Value="0"/>
|
|
<endDelay Value="0"/>
|
|
<throughPower Value="0"/>
|
|
<throughPower2 Value="0"/>
|
|
<enableCutThroughStart Value="0"/>
|
|
<enableCutThroughEnd Value="0"/>
|
|
<priority Value="2"/>
|
|
<frequency Value="20000"/>
|
|
<overrideFrequency Value="0"/>
|
|
<PPI Value="200"/>
|
|
<enablePPI Value="0"/>
|
|
<doOutput Value="1"/>
|
|
<hide Value="0"/>
|
|
<runBlower Value="1"/>
|
|
<autoBlower Value="0"/>
|
|
<blowerSpeedOverride Value="0"/>
|
|
<blowerSpeedPercent Value="100"/>
|
|
<overcut Value="0"/>
|
|
<rampLength Value="0"/>
|
|
<rampOuter Value="0"/>
|
|
<forceConstantPower Value="0"/>
|
|
<numPasses Value="6"/>
|
|
<zPerPass Value="0"/>
|
|
<perforate Value="0"/>
|
|
<perfLen Value="0.1"/>
|
|
<perfSkip Value="0.1"/>
|
|
<dotMode Value="0"/>
|
|
<dotTime Value="1"/>
|
|
<dotSpacing Value="0.01"/>
|
|
<tabsEnabled Value="0"/>
|
|
<manualTabs Value="1"/>
|
|
<tabSize Value="0.50038"/>
|
|
<tabCount Value="1"/>
|
|
<tabCountMax Value="-1"/>
|
|
<limitMaxTabs Value="0"/>
|
|
<tabSpacing Value="50.038"/>
|
|
<skipInnerTabs Value="0"/>
|
|
<tabsUseSpacing Value="1"/>
|
|
<tabCutPower Value="0"/>
|
|
<usePen Value="0"/>
|
|
<scanOpt Value="mergeAll"/>
|
|
<bidir Value="1"/>
|
|
<crossHatch Value="0"/>
|
|
<overscan Value="1"/>
|
|
<overscanPercent Value="2.5"/>
|
|
<floodFill Value="0"/>
|
|
<interval Value="0.1"/>
|
|
<angle Value="0"/>
|
|
<cellsPerInch Value="50"/>
|
|
<halftoneAngle Value="22.5"/>
|
|
</CutSetting>
|
|
<CutSetting type="Cut">
|
|
<index Value="2"/>
|
|
<name Value="Acrylic Engrave"/>
|
|
<minPower Value="20"/>
|
|
<maxPower Value="20"/>
|
|
<minPower2 Value="20"/>
|
|
<maxPower2 Value="20"/>
|
|
<speed Value="100"/>
|
|
<kerf Value="0"/>
|
|
<zOffset Value="0"/>
|
|
<enableLaser1 Value="1"/>
|
|
<enableLaser2 Value="0"/>
|
|
<startDelay Value="0"/>
|
|
<endDelay Value="0"/>
|
|
<throughPower Value="0"/>
|
|
<throughPower2 Value="0"/>
|
|
<enableCutThroughStart Value="0"/>
|
|
<enableCutThroughEnd Value="0"/>
|
|
<priority Value="0"/>
|
|
<frequency Value="20000"/>
|
|
<overrideFrequency Value="0"/>
|
|
<PPI Value="200"/>
|
|
<enablePPI Value="0"/>
|
|
<doOutput Value="1"/>
|
|
<hide Value="0"/>
|
|
<runBlower Value="1"/>
|
|
<autoBlower Value="0"/>
|
|
<blowerSpeedOverride Value="0"/>
|
|
<blowerSpeedPercent Value="100"/>
|
|
<overcut Value="0"/>
|
|
<rampLength Value="0"/>
|
|
<rampOuter Value="0"/>
|
|
<forceConstantPower Value="0"/>
|
|
<numPasses Value="1"/>
|
|
<zPerPass Value="0"/>
|
|
<perforate Value="0"/>
|
|
<perfLen Value="0.1"/>
|
|
<perfSkip Value="0.1"/>
|
|
<dotMode Value="0"/>
|
|
<dotTime Value="1"/>
|
|
<dotSpacing Value="0.0004"/>
|
|
<tabsEnabled Value="0"/>
|
|
<manualTabs Value="1"/>
|
|
<tabSize Value="0.50038"/>
|
|
<tabCount Value="1"/>
|
|
<tabCountMax Value="-1"/>
|
|
<limitMaxTabs Value="0"/>
|
|
<tabSpacing Value="50.038"/>
|
|
<skipInnerTabs Value="0"/>
|
|
<tabsUseSpacing Value="1"/>
|
|
<tabCutPower Value="0"/>
|
|
<usePen Value="0"/>
|
|
<scanOpt Value="mergeAll"/>
|
|
<bidir Value="1"/>
|
|
<crossHatch Value="0"/>
|
|
<overscan Value="1"/>
|
|
<overscanPercent Value="2.5"/>
|
|
<floodFill Value="0"/>
|
|
<interval Value="0.1"/>
|
|
<angle Value="0"/>
|
|
<cellsPerInch Value="50"/>
|
|
<halftoneAngle Value="22.5"/>
|
|
</CutSetting>
|
|
<CutSetting type="Cut">
|
|
<index Value="3"/>
|
|
<name Value=".005 outward"/>
|
|
<minPower Value="80"/>
|
|
<maxPower Value="80"/>
|
|
<minPower2 Value="20"/>
|
|
<maxPower2 Value="20"/>
|
|
<speed Value="28"/>
|
|
<kerf Value="0.127"/>
|
|
<zOffset Value="0"/>
|
|
<enableLaser1 Value="1"/>
|
|
<enableLaser2 Value="0"/>
|
|
<startDelay Value="0"/>
|
|
<endDelay Value="0"/>
|
|
<throughPower Value="0"/>
|
|
<throughPower2 Value="0"/>
|
|
<enableCutThroughStart Value="0"/>
|
|
<enableCutThroughEnd Value="0"/>
|
|
<priority Value="3"/>
|
|
<frequency Value="20000"/>
|
|
<overrideFrequency Value="0"/>
|
|
<PPI Value="200"/>
|
|
<enablePPI Value="0"/>
|
|
<doOutput Value="1"/>
|
|
<hide Value="0"/>
|
|
<runBlower Value="1"/>
|
|
<autoBlower Value="0"/>
|
|
<blowerSpeedOverride Value="0"/>
|
|
<blowerSpeedPercent Value="100"/>
|
|
<overcut Value="0"/>
|
|
<rampLength Value="0"/>
|
|
<rampOuter Value="0"/>
|
|
<forceConstantPower Value="0"/>
|
|
<numPasses Value="5"/>
|
|
<zPerPass Value="0"/>
|
|
<perforate Value="0"/>
|
|
<perfLen Value="0.1"/>
|
|
<perfSkip Value="0.1"/>
|
|
<dotMode Value="0"/>
|
|
<dotTime Value="1"/>
|
|
<dotSpacing Value="0.01"/>
|
|
<tabsEnabled Value="0"/>
|
|
<manualTabs Value="1"/>
|
|
<tabSize Value="0.5"/>
|
|
<tabCount Value="1"/>
|
|
<tabCountMax Value="-1"/>
|
|
<limitMaxTabs Value="0"/>
|
|
<tabSpacing Value="50.04"/>
|
|
<skipInnerTabs Value="0"/>
|
|
<tabsUseSpacing Value="1"/>
|
|
<tabCutPower Value="0"/>
|
|
<usePen Value="0"/>
|
|
<scanOpt Value="mergeAll"/>
|
|
<bidir Value="1"/>
|
|
<crossHatch Value="0"/>
|
|
<overscan Value="1"/>
|
|
<overscanPercent Value="2.5"/>
|
|
<floodFill Value="0"/>
|
|
<interval Value="0.1"/>
|
|
<angle Value="0"/>
|
|
<cellsPerInch Value="50"/>
|
|
<halftoneAngle Value="22.5"/>
|
|
</CutSetting>
|
|
<CutSetting type="Cut">
|
|
<index Value="4"/>
|
|
<name Value="0.225"/>
|
|
<minPower Value="80"/>
|
|
<maxPower Value="80"/>
|
|
<minPower2 Value="20"/>
|
|
<maxPower2 Value="20"/>
|
|
<speed Value="32"/>
|
|
<kerf Value="0"/>
|
|
<zOffset Value="0"/>
|
|
<enableLaser1 Value="1"/>
|
|
<enableLaser2 Value="0"/>
|
|
<startDelay Value="0"/>
|
|
<endDelay Value="0"/>
|
|
<throughPower Value="0"/>
|
|
<throughPower2 Value="0"/>
|
|
<enableCutThroughStart Value="0"/>
|
|
<enableCutThroughEnd Value="0"/>
|
|
<priority Value="8"/>
|
|
<frequency Value="20000"/>
|
|
<overrideFrequency Value="0"/>
|
|
<PPI Value="200"/>
|
|
<enablePPI Value="0"/>
|
|
<doOutput Value="0"/>
|
|
<hide Value="1"/>
|
|
<runBlower Value="1"/>
|
|
<autoBlower Value="0"/>
|
|
<blowerSpeedOverride Value="0"/>
|
|
<blowerSpeedPercent Value="100"/>
|
|
<overcut Value="0"/>
|
|
<rampLength Value="0"/>
|
|
<rampOuter Value="0"/>
|
|
<forceConstantPower Value="1"/>
|
|
<numPasses Value="5"/>
|
|
<zPerPass Value="0"/>
|
|
<perforate Value="0"/>
|
|
<perfLen Value="0.1"/>
|
|
<perfSkip Value="0.1"/>
|
|
<dotMode Value="0"/>
|
|
<dotTime Value="0"/>
|
|
<dotSpacing Value="0"/>
|
|
<tabsEnabled Value="0"/>
|
|
<manualTabs Value="1"/>
|
|
<tabSize Value="0.50038"/>
|
|
<tabCount Value="1"/>
|
|
<tabCountMax Value="-1"/>
|
|
<limitMaxTabs Value="0"/>
|
|
<tabSpacing Value="50.038"/>
|
|
<skipInnerTabs Value="0"/>
|
|
<tabsUseSpacing Value="1"/>
|
|
<tabCutPower Value="0"/>
|
|
<usePen Value="0"/>
|
|
<scanOpt Value="mergeAll"/>
|
|
<bidir Value="1"/>
|
|
<crossHatch Value="0"/>
|
|
<overscan Value="1"/>
|
|
<overscanPercent Value="2.5"/>
|
|
<floodFill Value="0"/>
|
|
<interval Value="0.1"/>
|
|
<angle Value="0"/>
|
|
<cellsPerInch Value="50"/>
|
|
<halftoneAngle Value="22.5"/>
|
|
</CutSetting>
|
|
<CutSetting type="Cut">
|
|
<index Value="5"/>
|
|
<name Value="0.22"/>
|
|
<minPower Value="80"/>
|
|
<maxPower Value="80"/>
|
|
<minPower2 Value="20"/>
|
|
<maxPower2 Value="20"/>
|
|
<speed Value="32"/>
|
|
<kerf Value="0"/>
|
|
<zOffset Value="0"/>
|
|
<enableLaser1 Value="1"/>
|
|
<enableLaser2 Value="0"/>
|
|
<startDelay Value="0"/>
|
|
<endDelay Value="0"/>
|
|
<throughPower Value="0"/>
|
|
<throughPower2 Value="0"/>
|
|
<enableCutThroughStart Value="0"/>
|
|
<enableCutThroughEnd Value="0"/>
|
|
<priority Value="9"/>
|
|
<frequency Value="20000"/>
|
|
<overrideFrequency Value="0"/>
|
|
<PPI Value="200"/>
|
|
<enablePPI Value="0"/>
|
|
<doOutput Value="0"/>
|
|
<hide Value="1"/>
|
|
<runBlower Value="1"/>
|
|
<autoBlower Value="0"/>
|
|
<blowerSpeedOverride Value="0"/>
|
|
<blowerSpeedPercent Value="100"/>
|
|
<overcut Value="0"/>
|
|
<rampLength Value="0"/>
|
|
<rampOuter Value="0"/>
|
|
<forceConstantPower Value="0"/>
|
|
<numPasses Value="5"/>
|
|
<zPerPass Value="0"/>
|
|
<perforate Value="0"/>
|
|
<perfLen Value="0.1"/>
|
|
<perfSkip Value="0.1"/>
|
|
<dotMode Value="0"/>
|
|
<dotTime Value="0"/>
|
|
<dotSpacing Value="0"/>
|
|
<tabsEnabled Value="0"/>
|
|
<manualTabs Value="1"/>
|
|
<tabSize Value="0.50038"/>
|
|
<tabCount Value="1"/>
|
|
<tabCountMax Value="-1"/>
|
|
<limitMaxTabs Value="0"/>
|
|
<tabSpacing Value="50.038"/>
|
|
<skipInnerTabs Value="0"/>
|
|
<tabsUseSpacing Value="1"/>
|
|
<tabCutPower Value="0"/>
|
|
<usePen Value="0"/>
|
|
<scanOpt Value="mergeAll"/>
|
|
<bidir Value="1"/>
|
|
<crossHatch Value="0"/>
|
|
<overscan Value="1"/>
|
|
<overscanPercent Value="2.5"/>
|
|
<floodFill Value="0"/>
|
|
<interval Value="0.1"/>
|
|
<angle Value="0"/>
|
|
<cellsPerInch Value="50"/>
|
|
<halftoneAngle Value="22.5"/>
|
|
</CutSetting>
|
|
<CutSetting type="Cut">
|
|
<index Value="6"/>
|
|
<name Value="0.23"/>
|
|
<minPower Value="80"/>
|
|
<maxPower Value="80"/>
|
|
<minPower2 Value="20"/>
|
|
<maxPower2 Value="20"/>
|
|
<speed Value="32"/>
|
|
<kerf Value="0"/>
|
|
<zOffset Value="0"/>
|
|
<enableLaser1 Value="1"/>
|
|
<enableLaser2 Value="0"/>
|
|
<startDelay Value="0"/>
|
|
<endDelay Value="0"/>
|
|
<throughPower Value="0"/>
|
|
<throughPower2 Value="0"/>
|
|
<enableCutThroughStart Value="0"/>
|
|
<enableCutThroughEnd Value="0"/>
|
|
<priority Value="10"/>
|
|
<frequency Value="20000"/>
|
|
<overrideFrequency Value="0"/>
|
|
<PPI Value="200"/>
|
|
<enablePPI Value="0"/>
|
|
<doOutput Value="1"/>
|
|
<hide Value="0"/>
|
|
<runBlower Value="1"/>
|
|
<autoBlower Value="0"/>
|
|
<blowerSpeedOverride Value="0"/>
|
|
<blowerSpeedPercent Value="100"/>
|
|
<overcut Value="0"/>
|
|
<rampLength Value="0"/>
|
|
<rampOuter Value="0"/>
|
|
<forceConstantPower Value="0"/>
|
|
<numPasses Value="5"/>
|
|
<zPerPass Value="0"/>
|
|
<perforate Value="0"/>
|
|
<perfLen Value="0.1"/>
|
|
<perfSkip Value="0.1"/>
|
|
<dotMode Value="0"/>
|
|
<dotTime Value="0"/>
|
|
<dotSpacing Value="0"/>
|
|
<tabsEnabled Value="0"/>
|
|
<manualTabs Value="1"/>
|
|
<tabSize Value="0.50038"/>
|
|
<tabCount Value="1"/>
|
|
<tabCountMax Value="1"/>
|
|
<limitMaxTabs Value="0"/>
|
|
<tabSpacing Value="50.038"/>
|
|
<skipInnerTabs Value="0"/>
|
|
<tabsUseSpacing Value="1"/>
|
|
<tabCutPower Value="0"/>
|
|
<usePen Value="0"/>
|
|
<scanOpt Value="mergeAll"/>
|
|
<bidir Value="1"/>
|
|
<crossHatch Value="0"/>
|
|
<overscan Value="1"/>
|
|
<overscanPercent Value="2.5"/>
|
|
<floodFill Value="0"/>
|
|
<interval Value="0.1"/>
|
|
<angle Value="0"/>
|
|
<cellsPerInch Value="50"/>
|
|
<halftoneAngle Value="22.5"/>
|
|
</CutSetting>
|
|
<CutSetting type="Cut">
|
|
<index Value="7"/>
|
|
<name Value="C07"/>
|
|
<minPower Value="20"/>
|
|
<maxPower Value="20"/>
|
|
<minPower2 Value="20"/>
|
|
<maxPower2 Value="20"/>
|
|
<speed Value="100"/>
|
|
<kerf Value="0"/>
|
|
<zOffset Value="0"/>
|
|
<enableLaser1 Value="1"/>
|
|
<enableLaser2 Value="0"/>
|
|
<startDelay Value="0"/>
|
|
<endDelay Value="0"/>
|
|
<throughPower Value="0"/>
|
|
<throughPower2 Value="0"/>
|
|
<enableCutThroughStart Value="0"/>
|
|
<enableCutThroughEnd Value="0"/>
|
|
<priority Value="4"/>
|
|
<frequency Value="20000"/>
|
|
<overrideFrequency Value="0"/>
|
|
<PPI Value="200"/>
|
|
<enablePPI Value="0"/>
|
|
<doOutput Value="1"/>
|
|
<hide Value="0"/>
|
|
<runBlower Value="1"/>
|
|
<autoBlower Value="0"/>
|
|
<blowerSpeedOverride Value="0"/>
|
|
<blowerSpeedPercent Value="100"/>
|
|
<overcut Value="0"/>
|
|
<rampLength Value="0"/>
|
|
<rampOuter Value="0"/>
|
|
<forceConstantPower Value="0"/>
|
|
<numPasses Value="1"/>
|
|
<zPerPass Value="0"/>
|
|
<perforate Value="0"/>
|
|
<perfLen Value="0.1"/>
|
|
<perfSkip Value="0.1"/>
|
|
<dotMode Value="0"/>
|
|
<dotTime Value="0"/>
|
|
<dotSpacing Value="0"/>
|
|
<tabsEnabled Value="0"/>
|
|
<manualTabs Value="1"/>
|
|
<tabSize Value="0.5"/>
|
|
<tabCount Value="-1"/>
|
|
<tabCountMax Value="-1"/>
|
|
<limitMaxTabs Value="0"/>
|
|
<tabSpacing Value="50"/>
|
|
<skipInnerTabs Value="0"/>
|
|
<tabsUseSpacing Value="1"/>
|
|
<tabCutPower Value="0"/>
|
|
<usePen Value="0"/>
|
|
<scanOpt Value="mergeAll"/>
|
|
<bidir Value="1"/>
|
|
<crossHatch Value="0"/>
|
|
<overscan Value="1"/>
|
|
<overscanPercent Value="2.5"/>
|
|
<floodFill Value="0"/>
|
|
<interval Value="0.1"/>
|
|
<angle Value="0"/>
|
|
<cellsPerInch Value="50"/>
|
|
<halftoneAngle Value="22.5"/>
|
|
</CutSetting>
|
|
<CutSetting type="Cut">
|
|
<index Value="14"/>
|
|
<name Value="C14"/>
|
|
<minPower Value="75"/>
|
|
<maxPower Value="80"/>
|
|
<minPower2 Value="20"/>
|
|
<maxPower2 Value="20"/>
|
|
<speed Value="32"/>
|
|
<kerf Value="0"/>
|
|
<zOffset Value="0"/>
|
|
<enableLaser1 Value="1"/>
|
|
<enableLaser2 Value="0"/>
|
|
<startDelay Value="0"/>
|
|
<endDelay Value="0"/>
|
|
<throughPower Value="0"/>
|
|
<throughPower2 Value="0"/>
|
|
<enableCutThroughStart Value="0"/>
|
|
<enableCutThroughEnd Value="0"/>
|
|
<priority Value="1"/>
|
|
<frequency Value="20000"/>
|
|
<overrideFrequency Value="0"/>
|
|
<PPI Value="200"/>
|
|
<enablePPI Value="0"/>
|
|
<doOutput Value="1"/>
|
|
<hide Value="0"/>
|
|
<runBlower Value="1"/>
|
|
<autoBlower Value="0"/>
|
|
<blowerSpeedOverride Value="0"/>
|
|
<blowerSpeedPercent Value="100"/>
|
|
<overcut Value="0"/>
|
|
<rampLength Value="0"/>
|
|
<rampOuter Value="0"/>
|
|
<forceConstantPower Value="0"/>
|
|
<numPasses Value="5"/>
|
|
<zPerPass Value="0"/>
|
|
<perforate Value="0"/>
|
|
<perfLen Value="0.1"/>
|
|
<perfSkip Value="0.1"/>
|
|
<dotMode Value="0"/>
|
|
<dotTime Value="1"/>
|
|
<dotSpacing Value="0.0004"/>
|
|
<tabsEnabled Value="0"/>
|
|
<manualTabs Value="1"/>
|
|
<tabSize Value="0.5"/>
|
|
<tabCount Value="1"/>
|
|
<tabCountMax Value="-1"/>
|
|
<limitMaxTabs Value="0"/>
|
|
<tabSpacing Value="50.04"/>
|
|
<skipInnerTabs Value="0"/>
|
|
<tabsUseSpacing Value="1"/>
|
|
<tabCutPower Value="0"/>
|
|
<usePen Value="0"/>
|
|
<scanOpt Value="mergeAll"/>
|
|
<bidir Value="1"/>
|
|
<crossHatch Value="0"/>
|
|
<overscan Value="1"/>
|
|
<overscanPercent Value="2.5"/>
|
|
<floodFill Value="0"/>
|
|
<interval Value="0.1"/>
|
|
<angle Value="0"/>
|
|
<cellsPerInch Value="50"/>
|
|
<halftoneAngle Value="22.5"/>
|
|
</CutSetting>
|
|
<CutSetting type="Cut">
|
|
<index Value="15"/>
|
|
<name Value="Secondary"/>
|
|
<minPower Value="20"/>
|
|
<maxPower Value="80"/>
|
|
<minPower2 Value="20"/>
|
|
<maxPower2 Value="20"/>
|
|
<speed Value="32"/>
|
|
<kerf Value="0"/>
|
|
<zOffset Value="0"/>
|
|
<enableLaser1 Value="1"/>
|
|
<enableLaser2 Value="0"/>
|
|
<startDelay Value="0"/>
|
|
<endDelay Value="0"/>
|
|
<throughPower Value="0"/>
|
|
<throughPower2 Value="0"/>
|
|
<enableCutThroughStart Value="0"/>
|
|
<enableCutThroughEnd Value="0"/>
|
|
<priority Value="11"/>
|
|
<frequency Value="20000"/>
|
|
<overrideFrequency Value="0"/>
|
|
<PPI Value="200"/>
|
|
<enablePPI Value="0"/>
|
|
<doOutput Value="1"/>
|
|
<hide Value="0"/>
|
|
<runBlower Value="1"/>
|
|
<autoBlower Value="0"/>
|
|
<blowerSpeedOverride Value="0"/>
|
|
<blowerSpeedPercent Value="100"/>
|
|
<overcut Value="0"/>
|
|
<rampLength Value="0"/>
|
|
<rampOuter Value="0"/>
|
|
<forceConstantPower Value="0"/>
|
|
<numPasses Value="5"/>
|
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