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Guten Abend!
Ich bin gerade dabei für meine baldige Prüfung zu lernen und hänge nun an dieser Probeklausur. Den Grenzwert habe ich bereits berechnet. Jedoch verstehe ich nicht, was die Zusatzfrage von mir hören möchte...
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA5EAAAECCAYAAABnv1N7AAAgAElEQVR4nOzdeVyM6/8/8NdMJaUNaZE1LTqWDiG7I2uO8LFlJ/uRPQdZj6XsS8pahNOxJSeKzrEU4hAhnJxWKUmWon3v/v3Rr/vrNlPNTDNNy/v5eMzj4b7u+7qu92im5j33tfAYhmFACCGEEEIIIYSIgC/vAAghhBBCCCGE1ByURBJCCCGEEEIIERklkYQQQgghhBBCREZJJCGEEEIIIYQQkVESSQghhBBCCCFEZJREEkIIIYQQQggRGSWRhBBCCCGEEEJERkkkIYQQQgghhBCRURJJCCGEEEIIIURklEQSQgghhBBCCBEZJZGEEEIIIYQQQkRGSSQhhBBCCCGEEJFREkkIIYQQQgghRGSURBJCCCGEEEIIERklkYQQQgghhBBCREZJJCGEEEIIIYQQkVESSQghhBBCCCFEZJREEkIIIYQQQggRGSWRhBBCCCGEEEJERkkkIYQQQgghhBCRURJJCCGEEEIIIURklEQSQgghhBBCCBEZJZGEEEIIIYQQQkRGSSQhhBBCCCGEEJEpyjsAQgghRBR5eXkIDQ0Veq5jx45QV1ev4ogIIYSQuomSSEIIIdVadnY2oqOjkZycjKFDhwq95vTp0xg1ahQlktXQy5cvUVxcDAAwNjaGqqqqnCMihBBSWTyGYRh5B0EIIYQIk5OTg7/++gujR4+u8NpTp05hzJgxaNCgQRVERspTWFiI+Ph4AIC5uTmysrIAAJcvX0a7du0AALq6ulBTU5NbjIQQQiRHSSQhhJBqKS8vD1evXsWYMWMAAHw+H9ra2uz5T58+4fs/YZ6enpgwYQLq169fpbGS/1NYWIiIiAh06NCh3OuOHTuGKVOmQEVFpYoiI4QQIi20sA4hhJBq6fr162wCyePxYGhoiA8fPrAPAwMDqKqqgsfjsXXs7Ozg4+Mjr5DrvOLiYoEEsqwkce7cuTh79mxVhUYIIUSKKIkkhBBS7ZmYmCAyMpJTFh8fj/T0dJiZmckpKvK9ly9fomPHjpyypKQk6OnpySkiQgghskBJJCF10I0bN6CpqYnevXvLOxRCKtSpUyeEhoaCz+f+yeLz+VBQUODciSTy8/DhQ/Tq1YsdYqyiooLU1FRoamoiKioKX79+FUgw7e3tceTIEXmESwghpBIoiSSkDjl37hwMDAwwYcIEpKenIyQkBL169ZJ3WIQINWjQICQmJuLvv/+mBVhqgKKiInYBncaNGyMmJgZaWlrg8XhQV1eHpqYmbty4gW7durF1cnNzkZ+fL6+QCSGESIiSSELqiN9//x1Lly5FUlISUlNTAQBGRkbw8vKSc2Skprt27RpMTU0xefJkqbZbv359GBgYoEmTJiLXcXNzg42NjVTjIOJp1qwZHj58iKZNmwrcJdbR0YGysrKcIiOEECItlEQSUgd4enpizZo1+PDhAwCgR48eCA0NhY+PD1q3bi3n6Mi3vLy8YGFhgTVr1sg7FJFlZmYiKioKV65cwaRJk+Qai4GBATQ0NOQaQ11lbm6O0NBQBAQEwMjISN7hEEIIkSFFeQdACJEtDw8PODs7IzExEQDQr18/uLq6Vrj8Pql6J0+exJYtW/D69WuYmprKOxyxZWZmws/PD5MnT8Yff/xRJX3a2toiLi6uSvoi5VNTU4OFhYW8wyCEEFIF6E4kIbXYsWPHsGPHDvZD9oABA7Bnzx5KIKuphIQEvH79Wt5hiK13797YuHEjgJJE0tfXF1OnTq2SvkNCQpCdnQ0A2Lp1K7p3714l/RLpWLx4MQ0/JoSQGoiSSEJqqaNHj2L37t2IiYkBAAwZMgROTk50p6CGuH//Pnbu3CnvMETStGlTzJ07l00ks7OzcfHiRdja2mLChAnIzc2VSb+zZ8/Gp0+fAABbtmzBrFmzaCuJam716tX477//AABLlizBkiVLaEg9IYTUQJREElILHT16FHv37kV0dDRbZmxsDEtLSzlGRcSRkJCAe/fuyTsMkTVt2hTz5s3D+vXrAZSsunnhwgVcuHABRUVFMunT19eXvQs5cOBASiBrgOvXr+Pz588AgJ49e8LQ0FDOERFCCJEEJZGE1EJBQUGIiopijwcMGIDRo0fLMSJSkStXriAgIEDeYVSKvr4+Fi5cyFkUiGEYrFy5EhkZGVLrp6ioCCtWrGC3k1i5ciVatmwptfaJbDg5ObFzs+fOnYsff/xRzhERQgiRFCWRhNQyv//+O16+fMkeDxgwAGvWrEH//v3lGBWpyL179/Dw4UNOWUREBI4fPy6niCSjo6OD5cuXY+XKlWzZoUOH2DuGlZWTk4N169Zh//79yM3NhYODAxwcHKCvry+V9onsnDp1ih1+PHLkSJiYmMg5IkIIIZKiJJKQWub8+fN49eoVe/zTTz/ByspKjhERSUVHR1fZKqfS1LhxYyxZsoRT5urqiu3bt7PbzEgiPT0d27dvx/bt21FUVITFixdj7dq10NHRqWzIRMbc3NzY/WknTZpEw1gJIaSGoy0+CKlF/vzzT7x580beYVQLgYGBbDLduXNn9OzZU84Rle327dt4+vSpvMOQKlVVVcyZMwfu7u4ASoYyAoC1tTV0dXXFbi81NRUHDx7E5s2bwePxMG/ePDg5OUFNTU2qcRPpO3bsGNauXYv09HSMHz8emzZton0kCSGkhqM7kYTUIi4uLggPD2ePu3btio4dO8oxItE9fvwYYWFhUmvv7NmzWLRoERYtWoStW7cKDBWtLoKDg7F582bcunVL6Pn379/D39+/iqOqPC0tLezevVug/MqVK2Lfjfz8+TOOHj2KDRs2QElJCTNmzICLi4vQBDIwMBCxsbESx02kIycnBydPnsTJkyexZMkSpKen43//+x927NhBCSQhhNQClEQSUkvcunWLnW9UatKkSRgxYoScIhLP+fPn4ezsjBcvXki97djYWM480erE3d0dQUFBZZ6PiIjA5s2bqzAi6VFUVMTo0aOhoKDAlm3YsIHddkZUcXFx7GI9DRo0wIkTJ1CvXj2B6+7evYvVq1fjwIEDNXK/zdokPT0ddnZ2sLOzQ25uLoYNGwY3Nze0atVK3qERQgiRAhrOSkgtsWrVKs5cyHbt2slkxcpXr14hISEBANCyZUuYmZlJpV0TExP4+vri9OnTQu9gVcaoUaMwZ84cqbYpDc+ePUNSUhKAkuffunVrvHnzBpGRkZzr0tLScO/ePfTu3VseYUpMVVUV3t7eUFdX5yysExISAlNTU2hra1fYRkpKCh48eMAeFxQU4K+//hJ6raOjI8LCwvD48WP88MMPmDdvXuWfBBFbdnY254uRAQMG4PTp02jcuLHAtS9fvsS7d+9gYmJC8yQJIaQGoSSSkFrg6dOnyMzM5JQtXboU//vf/yrV7rNnzwRW1dy7dy8uXboEABg3bhycnJxgbGwstH5hYSFCQkKEnmvXrh20tLTY47lz50JBQQE5OTmVirkm2bJlCzuMddasWVi5ciX27t0LBwcHznVRUVGYN28eZ6hyTdK9e3cEBwejoKAAAODg4IB27dphyJAh5dZLTU3FmTNnOIv0ZGVlwdrautx6xsbGEs27JJWXlZWFq1evYuLEiWzZypUrERERIfR6Z2dnXLt2DU5OTpytYQghhFRvlEQSUgtMmjRJ4O6VNNjZ2eH58+dlnvf29kZBQQH2798vcNczPz8fjx49Qp8+fYTWvX79OgYNGsQpmzVrVuWDriFiY2ORlpYGADAwMECTJk0AANra2mjWrBm7n560fP78GdnZ2WjRogUyMjLY4Z716tUT6W7ymzdv2HiBkq08RNlWg8/n49atW9DV1cXHjx9FjvfLly/w8vISWOVVFBs3bsSoUaPErkcqpzSBtLW15ZRX9GUBIYSQmoeSSEJImZo1a4bIyEjk5uaWeY2vry+UlZVx7tw5AEBubi7evXuH5OTkMhNIAvzyyy8IDAwEAKxZswZ2dnYAgGnTpiE3N1dgKGZ+fj7i4+PFHqKcmprKJmRhYWHYvXs3goOD2f6aNWuG4ODgMueqvXv3Drm5uVi8eDGuXbvGlq9evRrbtm0TK5ZvvX//HpmZmWWurnrv3j24uLiINMTx7du3KCgogL6+PlRUVGjFVjnIzs4WmkCKonHjxpxRCYQQQqo/SiJloKCggN0PqzwNGzZEdnY28vLyOOWqqqpQV1eXVXiEiMzf3x82NjZ49OgRW5aRkVHukNN///0XXbt2Lbfdhg0bCl0Ypa5ITU1l3/caGhpQUVGpsE5MTAz69u2L+Ph4sfrav38/tmzZwh77+vpyzicmJqJbt25C7xKmpKRg7NixQle2zcrKQkZGhsS/q+zs7KCuro4xY8YIPW9jYwMbGxuR2urbty8iIyNx7tw59O3bV6J4apv09PQKh4YrKioKnaf4va9fv3L+TjVo0EAgUQ8JCcH8+fPFjlNdXR3btm2rlnOWCSGElI2SyEoqKChAfn4+p+zRo0cibe5+7do1HDhwQGCRiGXLlnE+9H2Px+NBVVVVsoBJrZOdnY3i4mKZte/n58c5Xr58OVxdXVFYWChwbVFREfvBlcfjlZkcBQQEwNLSUvrB1hDDhw9nF4txdXXFtGnTOOcVFRVRr149gd8txcXFyM7OFuv9r6SkxLm+qKhI4IsrYXJycjBgwIAyhzMfPnwYioqK2Lt3r0hxqKiogMfjgWEYtiw3NxeFhYVQVKzcn6K7d+9Wqn5ttGrVKhw5cqTca9q2bYsnT56U+XrKyclBcXExJk6cyPk7tXnzZqxfv55zbf/+/XH16lUMHDhQrDhdXV0xffp0seoQQgiRP0oiK8nFxQUrV66UqO7PP//M+UBVat++fdi/f3+Z9XR1dfH+/XuJ+iS1j6mpqdTnz5Vn9+7dUFJSws6dOwXOBQcHs1+g6Ovr4+3bt0Lb4PF4Mo2xprOzs0O9evUwdepUTnliYiJatGiBz58/i9zWunXrsHbtWvb40qVLGDduXIX1OnXqVO48WwcHBzg7O4scx+vXr2FkZIS4uDi2bOrUqSgsLKQkQk4iIiLQrl07zs/kW/369UNoaKjQv1PCdO/eHRkZGWLFQL8LCCGkZqJ9IiW0du1aaGhoYN26dWAYRuAhivKuE9Zm6ePDhw/Q0NBgH8nJydJ6WqQGEvY6On78uMDdLWnh8/lCP/j99ddf7BcjRkZGiIiIAJ/PF/qgD47l4/F44POF/3oW9ffL922VPkaOHMmurlsWU1NTREdHl3l+3bp1+O2338qMURhhP3dxnwsR3d69e7Fo0aIKrxP2MzAzM4OGhgaePHki1s/o+9eaKA/6XUAIITUTJZEiGD58OAwMDDgPFxcXZGRkiDQsrDyenp4YOXKkWHUYhkFGRgb7+PHHH2FgYFBtN1MnVU9VVbVK5xxevnwZkydPZrcDUVBQoHm9ZRgwYABCQ0MBAO7u7hg7dqzQ60aNGoUTJ05IvX8lJSVYW1tz5kampKSgTZs2KCoqgqmpKWJiYlBcXIyAgAAkJiYKPFauXIn69etLPTYiPSoqKtiyZQvn5+bq6lphPTMzM0RFRSEjI0Omw+QJIYTUbDSc9TsFBQXo3LkzZy5SQkJCuatTCmNkZAR/f/8KrzMwMMCQIUOwY8cOtszd3R179uwRua8PHz4AKEl2Sz/Y7d+/v8K91AiRltzcXPY90q5dO4F5lOT/fPr0id0vsVGjRmXOR1NVVRW66MnXr1/Rvn17PH36VOIvCurXr89uKQKUzLWMi4uDmZkZYmNj2eShSZMmMDAwkKgPIn+amprQ1NRkj6dNmwY+nw97e/sy6yQnJ7M/f29vb3To0AFAyVzoa9euYfXq1ViwYIFsAyeEEFLtURL5/yUnJ7ND8cLDw8UawjN69GiBTZJVVFRgamoqUn01NTXOfmvffrgTR0JCAvtve3t7NGzYEL/++ismTJggUXuElGXRokVIT0/H4cOHOeWdO3eGl5cXWrduLfU+Y2JiYGtrC01NTXZrjJrGxsaGHSbq5uaG/v37l3t93759cfjwYfzyyy9sWXFxcblDTSXFMAynXR8fH7Rt21bq/RD50dDQwKRJk8Dj8QQSwby8PPTp04ed0+jt7Q1ra2s0aNAAQMnrNTU1Fc2aNRNpRVdCCCG1W51PIiMiIjBv3jzk5eXh6dOn5V67detW9O7dW6BcX18fJiYmlY7F1dUVFy9eLHMxEnHExcUhLi4O69atQ2FhIaZMmVLpNgkpZWBggKZNm3LKunfvjiNHjoi0cb04QkND4eDggKysLDx9+hSKioro169fhfWioqLYf585c0boNhUVcXd3l8p7u1R4eDh7x9bY2BgNGzYs93otLS2p9i+qixcvYujQobQKdC30/WsqOTkZ/fr1Q3FxMR4/fsyWt2vXjk0gAaB169Yy+XKIEEJIzVSnk8gXL15gwYIFuH//foXXbt26FbNmzYKenp5UY9i0aRO7B9+rV6/w5s0bqbYfGxuLrVu34uzZsxgxYoTABuaESEvjxo1hbm4u9Xa/fv3K2cKhsLBQ7C0dSueEiSsrK0vsOmWZNGkSuwjWrl270KlTJ4nbKigowMiRI3HhwgWJ556amZnB1dVV6OIr3bt3pwSyjsjLyxN4P3l6eqJ58+ZyiogQQkhNUGeTyCdPnmDFihUVJpC7du1C8+bN0a9fP6kmkI6Ojnj9+jWCg4PF2q5DV1cXmzZtEmtT58jISERGRiI6OhqBgYHo0aMHli5dKknYpJqxs7NDamqqXPr+3//+h+joaJw+fVou/dc0N2/eZPfQ7Nmzp8jD1tu1a4etW7di3bp1bBnDMPjrr7/YuZWSaNiwIfr27StQfuLEiQrvkNYlmzZtwqtXr2TW/i+//IKffvoJZ86cweXLlwEAVlZWcvvC7/jx4xg/fjx9iUAIIaRcdTKJfPToEdatW4fbt2+jZcuWmD17NrtxMp/Px8GDB6GkpASg5INyo0aNpNb3ihUr8OXLF1y5cqXMvd6GDh1a5oqN6urqGD58OGdz7uXLlyM9Pb3CvqOjoxEdHY3Hjx+Dx+NhyZIlkj0JUm1YWVnB19eXTU6qUlxcHGcfwRcvXmDnzp0S75taFjMzM3h4eIhV5+jRo5yhefJUXFwMe3t7sffPK6Wrq4tBgwZxkkhZGj16NCUQ3wgKCsKdO3dk1v779+9hbGyM0NBQvHjxAgAQFhYGAFWaSCoqKuLgwYOYPHkylJWVq6xfQgghNVOdSyIfPHiAzZs348aNGwCAnJwcfP36Ffv37wdQss/V7NmzOUlaZRUUFGDVqlUoKirCiRMnkJmZKXCNra0tevToAQCwsLAQOvfyW7NmzWL/XVxcjOzsbOzatQvv3r2rMJ64uDjs378fr1+/RvPmzbFixQoxnxGpLqZOnQpHR0d8/fq1Svv18/ODs7MzQkJC2LK3b9/i2rVrUk8iDQwMOK93UTRt2hSbN29m50FaWVlhxIgREvVdWQzD4NSpU+xcyJUrV6JVq1ZitdGiRQusWrWKs4ozAKxZswbbtm2r0XcO//jjDxgaGqJPnz7yDkUugoODERwczCmLiopCUFCQzJJIY2NjLFu2DPv27WPLFBQUYGdnx36BSgghhJSnziSRQUFBuHXrFp49e4a//vqLLVdUVISRkZFYw0NF8eHDB3ZPrsLCQuzfv19gxdeZM2eyCxX8/PPPEs+RmjNnDgCgQYMGSE5OxunTpytcvfHNmzc4cOAA9PT0oKCggGXLlknUN6l7/Pz8sG3bNokWqqkq1tbWuHTpEhtjly5d5HLnPTc3F5s3b+YMO508ebLAokQV0dPTw9SpUwWSyKNHj2LNmjU1OolUV1eHioqKvMMo06xZszBw4ED2+Nq1a3jw4EGZ1+vp6WHixImcBK26adGiBWxtbat1jIQQQqq3OpFE3r59G9u2bWPvPpZq3rw5fv31V6knkO/evcOuXbvg4uIicG7BggXsQhhz5sxBmzZtpNbv7NmzAQD3798XeQuA5ORkODs7Iy8vD/Xq1cPy5culFg+pffz9/eHs7FytE8jqJC8vD9u2bWOP582bJ/EWPtKWmJiI48ePC5Tv27cPDg4OEi/YI64RI0agS5cuVdKXJKZOnco5Njc3L3cuvb6+PiZPnizxHp6lOnbsWKn6hBBCiCzV6iTy5s2biIiIwOXLl3Hz5k0AJfOrrKysAJQM6RG2MqGkXr9+jWvXriEuLo6TQPL5fMybNw98Ph9btmyR+V2D0r3oYmNjRbr+8+fPcHR0hIaGBiWRpEwBAQHYsmULHj16hB49eqBz5854/vw57t27J+/QqqXMzEwcO3aMU7Zy5UrOnrDScPLkSSxcuFCsudsJCQnYv38/Dhw4IHBu06ZNmDNnTpUlkTWNjY0NbGxsKrxu+/btVRCNZN6+fQtvb295h0EIIaQGq5VJ5I0bN/Du3Tt4eHhwvjE2MzPDihUrMHPmTKn3GRsbCxcXF3YIq5aWFkaOHAmgZMjsgQMHpDrPsjwLFixAUFCQ0CTSyMgIvXr1QmJiIm7dusU5l5+fj1OnTmHy5MlixRoZGYkPHz4IXenxW2fOnMGIESOgpqYmcttEMnfu3EHnzp2lusfg8ePH2e1oRowYgdWrV2P//v2cJDI5ORl+fn6cD9nFxcX4448/UFRUhDFjxtSZ5CQtLY0zP9TW1rZSr30tLS2MGTMGPj4+nPKNGzdi7NixIieR8fHxcHV1hZeXF6ZPn46MjAxcunRJ4rhIzZKQkAA3Nzfs2bOHU15UVITTp09jypQptLAOIYSQijG1TGBgIGNubs4A4Dzatm3LnDhxQur9RUZGMt7e3syiRYvYvho2bMgsXbpU6n2JY+zYsQL/BwCYmTNnMgzDMKGhoUzfvn0FzvP5fCYrK0usvv7++29m3759Qs/l5uYy3t7ejLe3N9OgQQPm8OHDTFpamkjtvnnzhq1b+rh27ZpYsdUFc+bMYdTU1AR+lu7u7lLr4+7du4ylpSUDgPnxxx+ZS5cuMQzDMH5+fkznzp05/VpYWLD18vLymHPnzjFKSkoMAOb169dSi6kis2fPZmNauXJllfXLMAyTnp7OHD16lPP/8uHDh0q3++bNG6Hv63379jEpKSki1V+xYgUDgOnRowfDMAwTGxsr0F5iYmKlY/3elStXGB0dHYG+Tp48KfW+iHDx8fHMypUrhb6GSh+pqanyDpMQQkgNUKuSyHv37jE//PAD5w+imZkZM2TIEMbT01Pq/UVHR3M+qOro6DBDhgxhFi9eLPW+xFVREskwDPP8+XOmR48enPM8Ho/x9fVlAgICxE4mS3358oUJCAhgAgICmPPnzwvEEB4eLlI7p06dEqirq6vL3Lp1S6K4ajNTU9NKJ5EFBQVMQEAAU1BQwCl/+PAhY2FhwQBg2rdvz1y+fJlz3t3dvcwk8suXL5xzdSWJjIiI4DzvgQMHMl++fKl0u8nJyYyVlZXQ93ZISEi5dePj4xkHBwcGANO4cWP2iy5hSaSXlxeTmZnJqf/s2TMmICCAiYuLkyh2YQkkJZFVJyEhgU0gGzVqxAwZMoTp1asXJZGEEEIkUmuGs4aGhmLGjBmIiYkBAJiamkJbWxvLli3DmDFjpN5fXFwcnJ2d4enpCV1dXRgZGaF3797Veh6Mvr4+jIyM2OOOHTvixIkTmDx5Mp4+fQqgZDuCUaNGASgZomtoaChS2x8/fkRUVBQA4NWrVzJbmv7Dhw+YMGECPn78KJP266r8/Hzcvn0b1tbWuH79Ome1zAULFuDly5cAAAcHhwq3ysjMzMSTJ0/Qvn37OrkAT+nzB0q2TejRowf8/PxQv379Sretq6uLCxcuQFtbW+Dc8+fPYWJiAi0tLYFziYmJcHFxwd69ewEAnTt3ZlfmVFZWRrdu3dihygAwZcoUREREwNTUFAAQHh4OBwcHBAYGYv/+/VJb6dbU1BQ6OjpSaYuU7d27dzhw4AB2796NRo0aYfLkyThw4ADCw8PRvn17eYdHCCGkBqoVSWR4eDj+97//ITExEQDQunVruLq6YtCgQVLrIzY2lrNZ+N69e3H9+nWYm5tj7NixVbYReEViYmKQmZnJ7hvYtGlTdjXIiRMnYtWqVZzr27ZtizNnzqBt27YCbf3333/Q19cXafn9GzduYMqUKVJ4BkQSpqamSEhIQE5OjkT1U1JSMGTIEADA4MGDhV7TsmVLkRaFioyMxJgxY3Ds2DFYW1uz5e3atav0ipU1QWRkJCZPngygZNud7/cArCwFBQV06NCBTexLzZ07FwDQtWtXACWrTzdu3BhAyXzk0gRSQ0OD8+WQgYEB/Pz8oKurK7S/mJgYzJ8/H/fu3UOzZs2EJrCScnJy4rxGiGycO3cOu3fvBgD07t1b6IJKpf79919YWlqy79XSvykA9zVFCCGkbquxSWRxcTHi4uIAAP369UNKSgqAkqTJ09MT/fr1k1pfiYmJmDp1Kh48eAAdHR12cQxHR0e57D1Xlrdv32LChAnsXZAmTZrA2dkZ06dPL7eekpISWrZsifj4eE758OHD8fz5c5GWmldTU+N8MC0oKMDbt28leBZEEpcvX0aXLl3Ynz1Qcnf469evQu9MiUtfXx+HDx8W+oFfXV0dOjo6nLvD8fHxbFIKlHyxc+fOnSr7APrhwwekp6dXSV/fysnJYb/MAkp+T8XGxqJ169bg8/lC63z48AH169eHpqamSH1oaWnh8ePHUFdX5+w/CfxfIgkAW7duxYQJEwCA/f2opqaGSZMm4fDhwxX2k5CQAEVFRUyaNAmPHz8GAPz2229sgkxqhtTUVHz+/BlAyc9fT0+v3Ov79u2LhIQENG/eHEDJVlS3b98GABw7dozdl5gQQkjdViOTyKKiIrx584YzNBMAGjVqhEuXLsHS0lJqfaWkpGDkyJF4+vQpNDU1cfDgQYwdO1Zq7UvTiBEjEBYWBgDQ1NSEi4sLJk6cWGE9Q0NDPHjwAObm5vj06RPnXEpKCvLz8z2qJC0AACAASURBVCu8gzRy5Eh2NVoAiIiIQJ8+fdgPL5Io/WCdlpbGlvH5fKneCanN1q5dC1VVVSxdurRS7TRs2BBeXl7s1jjfs7W1BcMwQl9rPB4Penp6CA8Pr9IN5ZcuXYoLFy5UWX+lHj16xA4HB0qGthobG+P169dlPv+FCxfCwsICdnZ2IveTl5cHhmHKvWbdunWcERIqKiqYPn063NzcROrj+zvSmpqaEg3JZRgGnz59QnFxMadcS0uLVgGVotTUVM6XCurq6igqKsK2bdvYu5AjRozA0aNHRW6z9Pc/IYQQ8r0al0QWFxcLTSBVVFQQFBQk9Q2a+/Xrh/DwcCgrK+P3338XaX8weVNWVsaJEycwevRokevo6+sjOjpa4K6VlZUV7t+/j549e4oVQ9u2bREaGopWrVqJVe9b48ePh7KyMiZNmsSWtWrVCuHh4RK3WZvVr18ffD5f4MO6KHg8HlRVVZGdnS3Qpr+/f4U/fwUFBSgrKyMvL4/Tpp6eHpKSksSOp7Lq1asHRUVFFBYWVnnf32MYBq1bty73mosXL8LR0VGmccyYMUPkBPJ7ysrK8PDwkOgLtNLn//1r69y5c5y71URyOTk5GDp0KHvHGAD27duHN2/esHsWKyoqCnwZyOPxoKKiIjAMPjs7G1lZWRg0aBCePXsG4P/eU4QQQghQA5PI2NhYdrGHb4WFhcHY2Fhm/V65ckWqcyxlycfHB8OGDZN3GFIxYsQIzlxUUra7d++if//+uHv3rth1dXV1kZSUJPAlwv3799GpU6cK648dOxbKysqcu9H6+vpyG9J88uRJKCkp4fjx43Lpv7bx9vbG8OHD5R0GKYOlpaXAHNlly5Zxju3s7ATuQpqZmeHff/9FmzZtBMoBcO52e3p6ijSyhRBCSN0gfJJONfX8+XN06tRJYBhXVFQUjIyMwOPxKt1HQUEBmjRpAg0NDWhoaOC///7DzZs3YWVlJZX2RbFv3z62/6lTp4pcLzg4GGlpaRgyZEiVxSprPB4PfD6f8yDC8fl8iX/uPB4PGhoaSEtL4zzMzc1FapPH48Ha2hr+/v748ccfkZaWhoiICLn9vHg8Hhv32rVrsWnTJrnEUV0sXryYXVhHGG1tbbx//17oz/rq1auwtrauNb9TaqOKhjbb29vDxcVF4GdY+vtVWHvftnnu3DmMGzeOXgOEEEJYNeZOZEhICIYPH46srCxOeVRUFAwNDaX6YTUjIwN5eXl4+PAhmjdvDm1t7QqH8fj4+GDRokXlXvPq1SuRFjnJz89n775dvHgRRUVFOHPmTIX1Shf8kbYRI0bAx8dHqosVEdm4ePEiJkyYgFu3boldtzSRlJSSkhIGDhyIbt26Vaodadm1axc2bdoEdXV1qWyvIYru3bvj3bt3VdJXWWbMmIEbN24AADZs2IB58+ZBTU2t3P8DPp8PHR0dJCYmwtTUlF2NMyAgAP3795f6MEZfX1/6fVKFlJWVJZ6TfOHCBdjY2EBJSUnKURFCCKnJakQSeefOHUyZMoWzSIuqqiqePXuGNm3aVDqBjI2N5aw6mZ+fj4cPH6Jz584i/eE8e/Ysli9fjuTk5HKv69KlC4KDg6Gvr1/udXPmzEFWVha2bNmC3NxcXL58GRMnTsTZs2dFe0ISUlNTw6tXr9CpUyfO3LaUlBTOMam+tLW1OcmCs7Mz6tWrhwULFlRJ/8rKyuyWMvKmpaUllZVpxaGsrIymTZtWaZ/f8/T0ZL9sa9KkiUjbsgAliWTTpk3x7Nkzdl5tixYtKrX4TWZmJjp37iww5+771ympHD8/P4waNQrPnz8XOGdvb4/Vq1eXWdfAwAAPHz5E9+7dBc5dvHgR1tbW9LMihBAioNonkTdu3MAvv/zCWTa/cePGuHnzJkxMTKTSR35+PqKjowGULBBy//59WFhYVPjt+9GjR3H06FF8/vy5wgQSKElWBw8eDCUlJfz+++9o166d0OsaNWqEhQsXgs/nY9OmTcjOzoafnx8mTJiAc+fOif8ERaSgoAATExOBpPzEiRNCP2CQ6u/Tp0/YunUrCgsLsXjxYnmHQ6qAgYFBpep/v2hZZRQXF7O/W0udPXsW5ubmUuuDlCw4du7cOUyfPh2PHj0CAKxevRrjxo2Dnp5euV/sKCkpCcyJBEoSyKFDh0JVVVVmcRNCCKm5qnUSee3aNaxYsQKxsbFsmYGBAby9vfHjjz9KrZ+WLVviwoULmDlzJq5evQpLS8sK724eOnQIO3bsQEJCglh9/fvvvwCAqVOnwsPDA507dxZ6nY6ODubPnw8+n4+NGzciKysL/v7+VXJH8nsuLi5o3749u4k5qd62b9+O7OxsBAUFAQDev38vlxVSSd32+fNnzkJLAHDmzBkMHz5cZkPv67K2bdvC3d0dX758AQAYGxuLfFdcU1OT3QuyVNeuXSmBJIQQUjammrp8+TLToUMHBgD7MDQ0ZIKCgmTSX3Z2NvP333+LdK2rqyvTunVrTmwAmO7duzP+/v6Mv78/c/DgQYHz3z8sLS2Zhw8flttXUlISs2nTJraOqqoqM2nSJGk8ZaEKCwsZFRUVgVhF/b/51ps3b4Q+7/DwcBlETr719OlTZvDgwZz3zqFDh+QdFqlD3r17x3nfe3l5MZmZmfIOixBCCCFSUG3vRMbHx7NLlpubm8PR0RFaWlr46aefZNKfioqKwObawri6umL//v2Ii4sDAAwfPhxTpkwBUHKXtHfv3gCAtLQ0NG7cGEDJiq/Tp08X2L8vJCQEHz9+LLc/fX19zJkzBwzD4LfffkN2djZ8fHygoKCAU6dOSX21PB6Ph9OnT2PmzJnVamuNyMhIbNiwATo6OnB1dZV3ONVep06dsHXrVigoKCAgIACvX7/G3r17cfv2bVhaWmL58uXyDpHUYklJSZg/fz6nbODAgWjQoIGcIiKEEEKINFWrJPLs2bNQV1cHj8djVyO1sLCAk5NTtdmUOiQkBK9fvwYA2NjYYO3atbC0tBS4TlNTE7a2tgCAwsJCFBQUwN7eXmCBCVHo6+tj3rx5YBgGmzZtQl5eHs6ePQslJSUcPHhQqose8Pl8jB07FgsWLJBJErlz584KFxb61pMnT3Do0CF8/PgR/v7+aN26tchJpKenJ+7du8ceDxgwAJMmTeJcEx8fj82bNwutv23bNujo6JTZvp+fH3x9fQXKW7VqhfXr14sUoyx17doVGzZsAJ/Px9WrVxETE4OYmBg8evQIPB5PYB85QqQhPj4eDg4O8PPzY8sOHjxYLVbsJYQQQoh0VJsk8uzZs9ixYwdUVVXB4/Hw8OFDdOvWDRs2bKg2CaSHhwdCQ0PZ486dOwtNIL+nqKgIOzs7LF++XKIkEgD09PRgb2+PwsJCODk5obCwECdOnEC9evWwfft2aGpqStRuVbO1tS1ztcg///xTYF5ObGwsrl69KlLbu3bt4izAdPPmTbx69Yo9btCgAZtEvnr1CkePHsXHjx/LXKyoqKgImpqaWLJkCQwNDdlyb29v3Lt3D48ePcLDhw8F6uno6ODz589o2LAhfvvtN5Fil5Xu3btjzZo1GDRoEO7evYtLly7hzZs3cHFxAZ/Px5IlS+QaH6k9vn1P+fj4AChZrXbHjh2YM2cObRFBCCGE1CbyHk/LMAxz9uxZxtzcXGB+4ZUrV+QdGsfIkSPZ+IYOHcrcuXNHrPq7du1iNDQ0OM9T3OcYHR0tMMcwKSlJrDZE0aRJE5nMiYyPjy/z+mXLllU4j7R169ZC6+7Zs4fR1dUtt+6iRYsYhmGYFy9eMLa2thX2Vfq4d+8e24+3tzdjYWEhUj11dXVmy5YtYv+/ycqjR4+Y//3vf2x8vXv3lndIpJb4/j3VuHFjZuvWrczOnTvlHRohhBBCZKBa3In8888/Oftbde/eHY6OjrCxsZFjVIJGjx4NMzMzAIC1tTX69u0rVv0VK1bAxcUF6enpsgiv1rC0tISmpiauX78ucp0jR47gw4cP5V4TGhqKbdu24eXLlzh//jwAQFdXF3Z2dgCAvLw87Nu3r8z6ly5dgrOzM549eyZSTBkZGdi7dy/WrVsn4rOQra5du2LNmjUwNTUFULIqMSGV9fz5c+zYsYPznlqxYgVWrFgh58gIIYQQIityTyL9/Pw4+4hZWlrC0dERI0aMkFof//zzD54+fVrmeS0tLXZxnPJMmzZNajGV8vf3h6mpqch7XmpqasLOzg6enp5s2YkTJ2Bvby+zjdXHjBmD5s2by6Ttb/Xu3Rv5+fkYOHAgGjVqhOLiYty8eVOkulOmTOEsUvTXX39xtoYBgAcPHuDBgwcASjZRt7GxQfPmzbFq1SoAQE5ODvLz83H06FEUFhay9Xx8fPDs2TN4eHjg+fPn6Nu3Lzp06CAQw5s3b0QeeisvXbp0QZcuXeQdBqklnj9/jp07d7LbDunr62PJkiWUQBJCCCG1nTxvg167do3p2LEjOwSqW7duUh3CevfuXcbT05MZNmxYucMO9fT0GE9PT+aPP/6QWt9ladasGadvKysr5sGDB2K18f79e4HnEBUVJdU4vx3Oev/+fYnaEHc46/dOnTol8nDW740bN07oz9rIyIiZPn06s2fPHqH1ioqKGFVV1TJfK71792Zu3rwptO7Tp0+ZIUOGcK5XVVVlTp06xRQWFor8vAmpKa5fv8706tWLAcAYGBgwTk5O8g6JEEIIIVVArncit2/fjhcvXrDHkyZNktoQ1gcPHmD9+vW4c+cOW2ZkZARzc3MAJRuw//PPPwCA5ORk2NnZQVVVFcrKyhg1ahQUFBSkEkd5+vbtix07dlT7O0NBQUFo06YNdHV1Ra6TlpaGa9euyTAq8bVp0wZLly6Fvb292HV79+4NXV1dLFy4sMxtZjp16oRVq1bh77//Zsuys7Mxe/Zs2NraVslripCqNGjQICgoKODQoUPo1KkT1qxZI++QCCGEEFIF5D6ctVS7du2kOkdrz549nATS0NAQDg4O7N5lISEhWLRoER4/fsxek52djQkTJiAjI0MmH/hv3ryJ3Nxc9vi3336TWgJ59+5d6OrqymQZfT8/PwwdOlSsJDIxMRELFiyQeiyVMWzYMJESyIEDB+Kvv/5Cfn4+W7Zu3bpqs0owIdWJlZUVrKys5B0GIYQQQqoQX14dh4WFIS0tDQBgamqK7du3Y9SoUVJpOzw8HJ8/f+aUTZw4kbP5taWlJY4cOcLemSzFMAz++ecfFBQUSCWWb40bN04gLmmZPXu2wBxASQh7/nv37oWFhUWl264J+Hw+Ll++LLP5pYQQQgghhNR0ckki//vvP0ycOJFdkXXTpk0YPny41Np3cHDg3IXU19eHnp6ewHWdO3eGh4cHp6yoqAgDBgxgE1xZMTY2hpqamkR1FRUVhS7sIg3FxcUYOHAgvn79KpP2CSGEEEIIITWbXJLIUaNGISIiAgCgp6cncTIlqsWLF2PhwoUy7aM8xcXFiI2NRVFREVv2xx9/oGvXrhK1p62tzc7n/Nbbt2+Rk5MjcZylWrduDT5fbjepCSGEEEIIIdVYlc+J/PTpE2f7BA8PD/z8889VHUaVys/PR9u2bdnn3bhxYygqSv+/fuTIkbh79y769OkjcRt8Ph+BgYFo164dUlJS0KhRIygpKUkxSiKO3NxcudwVbtKkCb58+cJ5rwIlW8yoqKiwx1lZWcjIyED9+vUlGgL89etXKCsrc9okhBBCCCHVW5UnkT/++COSkpJk2oeysjIUFBRQVFSEevXqyTUJYhgGWVlZYBiGLQsODoaZmZncYioLwzDIyMhAq1at2AWAgoKC0LFjR7Hb4vF4UFFRkcqd0arEMAyys7M5Py95CggIwOjRo6u839jYWAwcOBBxcXGc8iNHjnD2VHVzc8Pq1asxZswYnDp1Sux+pk6dilGjRmHChAmVjlmaVFRUwOfzkZOTg+LiYqHXKCkpoV69ekLPFRcXs6/9Bg0asOXZ2dmoX78+3eknhBBCSI1WbVZnlSZfX1+MHTsWly5dwu7du+U6lDUlJQU6OjrVJikpT3p6Oho2bCiVWM3MzBAeHg5DQ0MpRFZ1GIaBrq4usrKy5B2KXBkZGQl9HcyfPx+//PILe1x6jY+PDy5duiR2PwzDwN/fH3PmzJE8WBl49+4d9PX10bNnT3bu9vccHR3h5OQk9Fx0dDTMzMygoaHBuZPcoUMH/PnnnxJ9MUMIIYQQUl1UaRJpYGCA9+/fs8dXr17F4MGDpd4Pj8eDl5cXCgoKUL9+ffB4PIFrAgICYGtry5mnKG3x8fFo374958P4q1evYGJiIrM+K0tayW5ERITEcz7lTZoJv5aWFuLj48u8Y1WR4cOHw9fXV2orF4uqvP+Dss5V5v+tun3JYmJiAh6PJzCK4Fu7d++Gq6ur0HPFxcVgGAZpaWmcbXcyMzPRo0cP2jNUREOHDsWFCxcAAJGRkRg5ciQ7n/5blpaWcHV1Rbdu3ao6REIIIaROqtIkMjMzk/1AFhAQgP79+8tkbiBQMhzt+3lW7u7u2LhxI4CSuWYZGRky6RsoSaL69euHzMxMtqw0gawLHyCLi4vr/N08oOQLjcrs3amkpIShQ4fi3bt3UoxKus6cOYNff/0VANC9e3f4+PhwzhcWFsLExAR5eXnyCE8i375vy5Kfn8/ZS7Qs3/+eyc7OljiuuubKlSto2rQpgJLXUUpKCnv8rU+fPmHYsGESf1lTF0yZMgU7d+6UWntubm549+4dtm3bJrU2CSGE1BxyG87apEkTKCsrV0lfu3fvxrFjx/D161d8+vRJ5v2FhYVh1KhR+PjxI4CSRCAsLKzOJJBEupSVlYV+cK4u5syZgxEjRgAo+fLm+1gZhsHLly+r3d3G6mDhwoW4ceMGe7xgwQIsWbIE58+fx4YNG+QYWfWQl5fHGb0CQOC4VEpKSlWEVGMdO3YMvr6+Umvvy5cvKCgoEPjSSNbU1NTw9OnTKu2TEEKIoCpJInNzc9GnTx+Rvt2Xpo0bN8LPzw9JSUn48OEDWz548GD229NXr15h6tSpUuszJCQE06ZNQ3x8PICS1SyDgoJgZmYmdFhtdfHx40cMGjSIU3b58mUYGxvLKSJSU2hqakJTU7PM8zwej15HZThy5AhnzqSenh6aNm2KX375pdavWi0NVlZWSEtLw/nz57Flyxb8+++/2L17N/r37w8nJydcunQJ8+bNw9y5c+Ht7Y3t27fLO2S5SUtLk8n+x7LeU/l7lRnZQQghRHqqJIlkGAbPnj0rc5VDWVi/fj3c3d05yePYsWOxaNEiNGnShF0d1djYGKdPn8a0adMq3WdwcDDs7e0RFRUFANDV1cWlS5fQqVOnSrctawUFBXjx4gWnrH379rVm64XJkydj8eLF8g6DEI6yFp7S1taGtrZ2FUdT81y7dg2FhYWwsLCAsbExMjIy8MMPP0BbWxvbtm3DkiVL0LJlS7Rs2RJ6enqwtraWd8hyc+XKFezZs4dT1rJlS5w+fRppaWnsaAJCCCFEFLVyddb169fDw8ODTSCnT5+O8ePHo1WrVvjhhx8416qrq6NLly6V7jMwMBC//vorXr58CQBo0aIFTp48iZ49e1a6bVJ5Dx8+xM2bN2FkZCTvUAghUvLt79fvv6wzMTHhLGLWtGnTaj0sXNZatWoFKysrTpmamhr69u2L/Px8XL16VU6RiUdW6ygQQggRj8x/G6enp2PmzJmcu5D79u1D69atZdLfhg0bBO5Atm3bFsOGDZNJf6WSkpLYeRpGRkZwdXVF//79ZdqnLB07dgw6OjryDkNqYmNj8erVK3mHQQghctGiRQu0aNFC6Ll69erJ/G8kIYSQ2kXmO17n5eXBx8eHs6jGvXv3kJ6eLpP+AgMDOQnkpEmTZD6E6fbt23B3dwdQsj/inj17MHToUJn2KWsjR46EmpqavMOQmmHDhmHixIky7SMsLAy7du3ilGVlZWHu3LkoKCiQad+EEEIIIYRUFZknkcL4+PhU2Up6PXr0gLm5eZnnExIS4OzsLHH7gYGB2Lx5M+7evYv27dtj69atYs0tOXbsGJYsWYJ//vlH4hhKrVixosw5VqLi8XjYuXOn3BPI4OBgeHl5Sa29jx8/IikpSWrtCfP27VsEBARwyvLz83Hy5MkqnQ9MCCGEEEKILMllcsHSpUurzdyUjx8/Spys3Lp1C87OzggKCoK5uTnWrl2L0aNHi1zfw8MDu3btQkxMDNq3by/y/MmMjAxs3rxZoHzSpEkwMDAQuf9Snz59wo4dOwCUJJH29vZQVVUVu51Xr17hjz/+YNsUZteuXdDQ0MD8+fPRvHlzodfcvXsXzs7OnK0PSqWmpsLZ2Rlr1qwpM45Tp06xc1NLhYaGsiszjhkzRqTnQwghhBBCCBEk0yTy69evcHFxESifP38+9PX1Zdk16/r167CwsECPHj0EzsXHx+PkyZPl1nd3d8ewYcMEkrNbt25h27ZtCAwMBFCykum4ceMqjMfNzY3dfNzd3R1xcXGiPhVWVlYWdu/eLXY9Yd6/f4/du3fD1dW1Uu2Eh4dj+/btFSbkbm5uAEpeG82aNcPYsWNhbGyMgIAAhIWFAShJIv/++2+h9dPS0uDs7MzZLmXhwoU4c+YMUlNTAQAnT55kV8j9VmhoKLZt28aea968OaZMmYLU1FQcPXoUQMlKwsKGnp4/f56d8zp48GBYWFiw58LCwhAQEID//vtPaMxFRUXYuXMnFBUVsWDBgnK3wyCEEEIIIaS6k2kS+eXLFzg5Ocmyiwr5+fkBABwdHdlEMioqCn///Teio6Nx8OBBofU8PDzQoEEDODs7IyIiAkuXLmXvnAUFBcHZ2ZlNIAEgMjJSpERsw4YNnH3hgJKk5PtVY8U1ZcoUibYESEpKwt69ewEASkpKmD9/vkSr34WFhYl1R/fQoUMAgHbt2sHY2Bh//vknO6+0IllZWZw7kUVFRThw4ECZdz+/9eTJEzx58gQA0KdPHwwePBiurq7YunVrufU8PT3Zfz979gyrVq2ChYUFwsLCsGPHDpw7d67MusXFxezG8fn5+WjUqBHGjRsHPT29CuMlhBBCCCGkuqkTa2X7+fmBYRh2qOmjR49w5MiRcus4Ojqy/967dy+sra0RFRWFhIQEnD59Grdv3+ZcHxoaitDQUInimzFjBnr16iVR3VIbNmwoc3hoWZKTk9kkGwBUVFRw4MABifo3NDTEjBkzxK5XGnPPnj0lXnwmNjYWP//8M65cuYJu3bqVm5xFR0fj/v37MDAwgLW1NbKzsxEeHi5wna2tLVRUVHD58mV8+fKFc87b2xsWFhawsLBAUFBQuQnk93777TcAqDBOQgghhBBCqiuZJpGqqqqwsbHhJCo///yzTBdt+emnnxATE8NZoRUA/P394e/vzynT1tbGTz/9hPT0dFy/fr3MNvv374+IiAicOnVK4kSxLD179hQ7+ZOWyMhIbNq0SSpt9ejRQ+iQYVHNmDFDoiT0W7/++ivs7OzKvasbGBiIw4cP48cff2S/KHBzc4OCggLnuiNHjkBLSwsODg5ISEgQaMfU1BQAYGxsjLFjx4oda6NGjcSuQwghhBBCSHXAY77de0PKsrOz4efnhwkTJrBliYmJEi3+Io61a9fi+PHjAolkKT09PZibm6Njx47YuXMn/vvvvzITj169esHd3R2LFi3CrVu3pB7rlStXYGNjI1ad5ORkzpzSn376CV5eXmL/v965cwc//fQTAEBZWRnDhg3DpUuXxGqDEEIIIYQQUrfI9E7khw8fOAlkVXFycgKPx8Pt27fx+vVrvH//HgDQtGlTtG7dGgMGDODcgVNRUUGXLl04dxktLS2hqKiI06dPw9DQEO3bt0dubm6lY3v8+DHy8/Nhbm4ONTU1se9I5eTkICQkhFN25swZsRcqSk1N5axg2rhxY0ogCSGEEEIIIRWS2Z3InJwcBAYGYvjw4ZzyqrgT+a1t27bh/PnzAEq2wFi5cqXQ65KTkzF06FD2OCgoCA0bNpR6PEOGDMGHDx/g5eWF9u3bi10/JiYGxsbG7HGHDh1w69YtNGnSROQ2vnz5Ai8vLyxevBhAyV3IPn36CN1SgxBCCCGEEEK+JbMk8uXLl+jYsaNAeVUnkbVJXl4e7t27h4EDB7Jl6enpUFdXF6ud8+fPc+4Qm5iYIDIyUmpxEkIIIYQQQmovvqwaVlRUlGjLCSJcfn4+J4Hk8XjQ1dXl7JcoiuzsbIEtRgghhBBCCCFEVDJLIs3MzPDo0SOB8qysLBQXF8uq21rr0aNHnARSW1sb79+/F3ul27Nnz2L+/PnsMZ/Ph4qKilRjJYQQQgghhNReMksiy2Jqaoro6Oiq7rZWadKkSZkrz4rL3Nwcz549k0pbhBBCCCGEkNpPZklkeHg4OnToIKvm65QbN25g8ODB7DGPx2Mf4jh06BDs7e3Z4549eyI4OFjsdgghhBBCCCF1l8ySSBMTE6H7Kj558gRt2rSRVbe1jr+/PyZMmICcnBwAQMuWLfH8+XOx23FxcYGjoyPy8vIAAFZWVrh8+TIaNGgg1XgJITXD48ePYWVlJe8wCCGEEFIDySyJVFJSgo6OjkC5rq4uFBVluj1lrfD777/DxMQEc+fORWpqKgCgbdu2CAoKgq6urlht7d69G1u2bEF6ejoAwNraGqdPn5bZwkfPnz+HiYkJ+vXrJ5P2a4qkpCSYmJiwjy9fvsg7JEIAAPfu3cPo0aNx//59SiQJIYQQIrYqz+aGDh0KPz8/tGrVqqq7rjFOnjyJ9evXIzExEQDQo0cPuLm5QUVFBa1btxa7vZSUFKSkpLDH6urqMttmJSQkBNOmTUN0dDR717OuCQ8Px9SpU5Gfn8+Z/9uvXz8oKirC29ub7sYTucrOzmZ/v7x580bO0RBCCCGkpqnyJPLff/+ts8mFKDw8PODk5MR+wOvbty/c3Nwknl+6jTbXjgAAIABJREFUf/9+eHl5scfDhg3Db7/9JpVYhcnMzERUVJTM2q/unj59ilmzZiEsLEzg3MuXLwEAtra2OH36NH744YeqDo8Q3LlzBw4ODvIOgxBCCCE1GI0rrWbi4+PZOwMDBgzAzp07JU4g9+7diwMHDrAJKQDo6enBzMxMKrESQWlpaWwCqa2tjVOnTrHnbG1tkZmZiSdPniAjI0NeIZI6LiUlBf/++6+8wyCEEEJIDUZJZDUzfvx4Nmls1aoVOnfuLFE7e/fuhaurK+Lj46UZXrkeP36MLVu2sMefP3/GzJkzceLEiSqLQZ5CQ0OxadMmAICBgQEOHz6MYcOGsefr1avH/nvt2rXYt28frWBM5O7jx4+YPXs2PDw85B0KIYQQQmoIme4Tqa2tjf3798uyi1qnQ4cOGD9+PMaPH49u3bpJ1Ma+ffvg6uoqMNdpwIABmDFjhjTCFPDgwQM4Ojrizp07bFl2djYuX74sk/6qo/fv37PPX0NDAzY2NpzzLi4uaNSoEQDg1q1b+PjxY5XHSOq2f/75BwcPHuSUZWVl4cqVK3KKiBBCCCE1kUyTyPz8fISHh8uyC/IdFxcXuLi44M2bN5g4cSL69OkDABg0aBDWr1/PHkvb69evhW7pUtMUFxdjxYoVWLJkCT5//ixyvSdPnuDYsWMAgObNm8PR0VHgmilTpkBNTY09PnjwIDtPkpCqEBMTg8DAQHmHQQghhJAaTqbDWdPT0+Hu7i7LLsg33NzcsHv3bnYO5KBBg9C0aVOEhoaiV69eVbLlhqGhIQYPHowjR44AKLkbuWHDBmzYsKHcrV3+/PNPhIaGAgD69OmDoUOHClyTnJwMV1dXAICioiI2btwIPl/634McPnwY2dnZKCgowPr166Gvr19hnaioKPj7+wMo2cZm6tSpQq/79ddfsXnzZnz69Al//vknpk+fTkNaidxlZWVh48aNMntPEUIIIaSWYWQoJSWFWbx4MQOA81i2bBmTlJQky67rnMOHDzP6+vqc/+cTJ05USd9Pnz5lxo8fzwBgrKysmISEBGb27NlsHPXq1WPy8vLKrO/r68t07dqVvb5Pnz6Ms7Mzc+XKFYZhGCY2NpZxdnbmvJZUVFSYwsJCqT+XoqIiRlVVle0nLCxMpHpnzpxh63Tp0qXca3/44Qf2Wl9fX2mETUiFQkNDmbFjxwr8Ppb1e4oQQgghtY9Mv3Ju1KgR1q1bJ1C+b98+JCUlybLrOuX48eNYv3493r9/DwCwsbHBwoULq2QV1mfPnmHHjh24cOECWrdujVGjRqF58+ZYunQpe01RUREOHTqE3NxcoW2cP38ejx8/Zo+Dg4OxZs0aeHt7AygZgrdmzRocOHBAtk/m/5s/fz5UVFQAAGfPnq3wtRoeHo6///67KkIjRCJPnjzBjh07cPHiRRgaGmLEiBEC1xQWFsLNzY22YCJV6ubNm3B1dWVHohBCCKkZaHXWGs7LywvLly9Heno6W/bLL7/A2tq6SvoPDAzE+fPnAZQsCrRo0SKBa4qKirBs2TJMmzYN9evXFzjft29fKCsrAyhJSp8/fw6gJHn09PRk59U2bNgQI0eOBFCy0imPx5P68+Hz+dizZw+8vLyQk5ODHTt2gM/nw97eHgYGBkLr/PPPP5ytPAipTp4+fYodO3bA29sbbdq0wZIlS9C/f38UFhbi2rVr7HUFBQVYunQpZsyYwb4fCZG1M2fOwNPTE05OTujSpYu8wyGEECIiSiJroNzcXPj5+QEA5syZw97hGzhwILS0tKCnp1clcbx69YpN+Jo3b46ePXuy5zQ0NDBs2DDOh9SyzJ8/H/PnzwcAnDt3Ds7Oznj58iUePHiABw8eQEdHB2PHjkWLFi2wZ88e2TyZ79jY2ODcuXPIysrCtm3bwOfzMX/+fDRr1qxK+idEWnx9fdm7+j179mS/6Fm7dq1I709J5eTkwN/fHzweD6NGjSp3TjSp28zNzdG2bVt5h0EIIUQM9Fe9hsnKysLly5cxefJkTnmfPn1w+PBhGBkZVVks3t7e+P3339GsWTPY29tj1apV7LnmzZvj0KFDaNWqFVt28+ZN2NjYsENFhZkwYQISEhLYtnR0dDBr1iw4OzuXG8vdu3eRlZUFAOjSpQuaNGmCly9fIjExESYmJmjTpg3n+k+fPuH169ewtLQU2p6HhweKiorg4+ODjIwMODk5AQB69eqFH374AS1bthRar1GjRujRo0e5sRJSVf777z/ExMQAKHlPirKI082bN/Hzzz8LHTVQlvfv3yMsLIxTlpqaiilTpgAALl26hPr166Nfv35QVVUV2kZkZCRev37NKdPR0YGFhYXIcZCaISQkBIaGhmjSpAkAYObMmRg9erScoyKEECIOuSWRz549g5GRETQ1NeUVQo2SlpaGFy9e4N27dwIJJFAyL7IqE8i4uDjEx8cDAIYNG8ZJIMtia2uLi/+PvfOOiuJ6+/iXphC6gooFERZULKAiYkGNBX+2WGIJ9qjYEqOJvYJKNJbYFRvYFRuKir1jj9grKgoYbIBKkSbc9w/Ozssws7uzsLBons85cw4ztz13mJ2539uevXvRvn17hQ3J/DRt2lSlgLx27Rr69u3L7Uq7YMECeHh44K+//sKRI0fg4+Mj2C316tWr2LZtG1auXKkw38GDByM8PBzJyckAwAnJ33//Hd26dYOtra1ATNra2mLw4MGS6kYQRc369euxc+dOAECnTp0wYcIELszU1BT16tXDrVu3eGl69OiBV69eKZy+LUZ4eDh69+6tMFwuEJ49eybo0ImMjMTbt2+xZs0a7NixgxfWqVMnbtYF8e0wYcIEdO7cGYMGDYKjo6OkHbAJgiCIkkWRi0g9PT3UrVsXd+/e5V338fEBAPTs2ZOEpBI+fvyIly9f4tatW6LipE6dOtDV1UWpUqWK1a7Vq1dj48aNSuMYGBigdu3auH//PnetR48eePDgAZydnTVmS7du3bhNhQBg4sSJvPD169crdDXTvHlztctbsmQJlixZgunTp2POnDm8sNu3b8PHx4e3URBBaIPY2Fi8e/cOAGBtbS2Yil2nTh1s2rQJLi4ugrQPHjxA2bJlJY9GWlhYcPmkpaUhMjJSUroXL15g3LhxnHsc4r+BTCbD9u3b4eLiIupTlyAIgij5FLmILFOmDK5evQpTU1NkZ2fzwnx8fGBjY4OOHTsWtRlfJUlJSdi2bZvoZjU6Ojqwt7fH5cuXeQ7si4N3797hw4cPAABzc3NuSlJ+KlasiHPnzsHKyqpI7bGzs5M8spmcnIzU1FRJ60ajo6Px5csX0bCyZcuiTJkyatkJAC9fvkRmZqba6QhCXebMmYPt27cDAAYNGoSpU6cK4pQqVQq2traIiYnhXW/Xrh0eP36M6tWrSyrLy8sLXl5eAHIFaJcuXZCdnY2XL1/y4kVHR6Ny5crcxj3jx48nAfkfJCgoSNsmEARBEIVE62siP3z4gLS0NKXr5P5rpKSkICUlBbt27eK5ypCjq6uLqlWr4unTp0WyQ6kqfH19ERgYCGNjY4wdOxZ+fn4K4+ro6KBcuXLciAgAxMfHIzMzU9LoaXp6OhITE5UKtsuXL0u2fefOnThz5ozCkcm8NGrUCDdv3uQJSTMzMxgZGWH69On49ddfAQBGRkYwNzfHp0+fVObZokULQYOdIDTNx48f8fnzZwCAsbGxwo6mGjVq4OzZs4IppoWhVq1aePbsGd68eQMXFxfeb79169a4ffs2XFxckJiYyG0KZmpqKtoRZGFhoTG7CIIgCILQHEXqJzIvxsbGvHMjIyPo6uqif//+OHjwYHGZUeLJzMzE4sWLYWNjIyogdXR0ULVqVURFRWlFQKanpyMrKwsAMG7cOKUCEsgdiY6JiYGBgQF3rUWLFoJNODIyMjjxzBjjBObRo0fx008/acx+b29vSQISAM6ePcsbiSldujRWr16NN2/ecAISAPr164eAgAC1bTE0NISenp7a6QhCFaNGjeJGISdOnIiZM2eqncfnz58Fs0fUoUKFCnj69KnCcG9vbxw5cgSlS5fGwoUL8ebNG8GxdevWApdPlBxSU1O593thnimCIAii5FAsItLQ0BAfP36Eqakpd+3ChQto2rRpcRT/VTFnzhz4+voqDK9WrRqeP39ejBbx8fHxQWBgoMbzHT16NExNTWFqaoqEhAQsXrxY42WoS506dTgflUCuT84+ffpoLP9Dhw7RVG6ixFK/fn1BZ09RsGbNGgwbNqzIyyG0h42NDfd+l7uFIgiCIL5uikVE6ujocIecFi1acNMQBw0aRM7aAUyePBkLFiwQDfPw8EBSUhLu3LmjlRHIwlCqVCkkJCSoNTVNrI7379+HqakpqlWrpknzRLG3t8eLFy+485CQEHTp0kWj9z7/b4IgNEGvXr04v5BSsLOzK9aOqSZNmsDU1BSnT58GQL8DgiAIgvga0dqaSPl6HSB3iuSYMWOQmZnJ7dr6X2HAgAE4efIkgNyNdPJvutKhQwds2LABBgYGvJHcksDixYuxbt06yfHzrhns0KEDb4qrPGz8+PGYPn06tm3bxoWdP38eNjY2+PLlC1JSUop0/WxOTg5kMhmio6PBGAOQ66z9f//7H8/e/HTt2hWbNm3CoEGDcOfOHTRv3hwXLlzgxXF2dubckBw+fBjNmjUrsnoQ/13S09O5dby+vr74/ffflcbX1dUt1s258r77169fj549exZb2YR2iIyMFKyPJQiCIL5uilVE3rx5E02aNBH9kHz69AlTp05FVlYWRo0aVZxmaY1+/frhwIEDSE1NFQ3v1q0bVq1aVWJ8aI0aNQqhoaHcuXyNS0FISEgQXJs8eTLGjx8PMzMz3vXMzEy8efMGAFC5cmWcP3++QGVK5e3bt8jJyQEAhIaGom3bttxukoowMjLiNv/JyspCfHw8F5aZmYl69erhyZMnXL5WVlYq8ySIwmJmZlaozqdu3bph7969cHd3L1B6Y2NjPH78GK6urtwmOnICAwPRs2dPyTsrE18vFSpU4NZ/d+3atVDPFEEQBFEyKLaNdQDAwcEBp06dgq2trWh4fHw8/P39sWLFiuI0Syv069cPoaGhCgVkr169sGTJkhIjIAHg9evXSE5OLpK8p02bht9//x1ly5YFkOs/dNasWbw4MpkMx44dg729fZHYkJ/Q0FC0adNG8shn8+bNsXbtWgBAVFQU6tevj/r168Pd3R2PHj3iBCRBFBXDhg3jOlmmTZuGfv36SUpnaWmJS5cuCaaVxsbGIi0trcD26OnpwdHREbq6/E9NUFAQevToUeJmVxCaITY2FvXr10eTJk0E773Y2FhBhwJBEATx9VHs01nr1KmDvXv3om/fvqI7971+/RoLFixAdna26O6kXzs//vgj3r9/j1u3bomO4g0ePBgDBw5ExYoVUbVqVS1YqBh/f3+VU+MKiqOjI8qVK8edW1tbw87ODgDg5uaGv//+G8bGxqhVq1aRlC9GrVq11BolMTc3h6OjI4Dc3WZv3bolGm/z5s2oWbOmRmwkiLw8e/YMSUlJAABbW1veb0oZBgYGcHV1hY6ODjeNuyhxcnISzDggvh2srKzg6+vL24gsJCQEPXv2hK+vL1xcXLRoHUEQBKEJdFhxtBhEuHjxIkaOHIn79++LhletWhXOzs5o1qyZqJPsr4nMzEz8+OOPyM7OxtmzZxX2wvr4+GDixImQyWTFbGHJ5NWrV7h79y6srKyKbeoTYwwnTpxAdnY2WrRoIXBNo4qEhARcu3YNMTExGDlyJC8sODgYpqam8PT0pBEYQuOMHTsWW7duRWJiIiZMmIBff/1V4awPMT5//gxTU1PByFGjRo2wfPnyAv8Gc3JyYGpqylsLefHiRdqd+xsnIyMD586dg5eXFzfCff78ebi6usLc3FzL1hEEQRCFRWsiEsj1wzdu3DiFIzYA0KNHD7V2GixJvHv3Dr/++iuys7Oxf/9+hT38v/32G5o2bQpXV1c4OTkVs5VEUfDp0yccP36cd61Lly60DpIoMtzd3fHPP/8AALZv3662O5ovX75g//79GDhwoGAK6+HDhwvsjkZMRH7//fdYvHgxXF1dC5QnQRAEQRDaRWu7swK5DQkbGxulIvLGjRsYPHgwgNzpWaqc25cEnj9/jj///BMpKSkKBfD06dM5VxUtWrSAg4NDcZpIFDHm5ubo1auXts0g/iNMmzaNc0kzevRoNGrUSO089PX10bNnTwwdOlQgIpcuXQpra2u1RyPT0tIwatQoZGRk8K6fPXsWb9++VdtGouQTGxuLlStXYv78+do2hSAIgihCtDoSCQAHDx7Ey5cvsWPHDly7do0X5u7ujr59++Lhw4dYu3YtrKys4O3tDTMzM/j7+2vJYnH++ecfbN26FQDw5s0bheLRz88PlpaW6N27N8qXL1+cJhIE8Y3i7OyMR48eAcjdEOqHH34ocF5r1qzBpEmTuLWVcoKDg9G7d2+18kpKSlI4dfHYsWNo165dge0kSiZ37txB9+7di9X3KEEQBFH8aHUkEgDX2LG3t8fcuXNx5coVLszZ2Rm//fYbjh49irVr1yI+Ph4rVqyAsbExb93OlClTtLLG7PTp05zD7Pv37+PQoUOi8fT09ODr6ws9PT38+uuvtKEEQRAaY8GCBRr1vzdixAjMmTNHVEQ6ODjAzc1NZR7x8fFYvHgx5/fW19cXixYtUrgbNfHtUKFCBYwbN07bZhAEQRBFjNZFpJxOnTqBMYZ58+ZxQvLu3buYN28enjx5woubmpqKefPm8a7lF5HdunVDjRo1NGrj3r178fTpU7Rr1w7169dHeHi4wI78GBkZYdy4cZg6dSrnJ4sgCEJTrFy5kvO76u3tXWQbcx04cACdOnWSJCITExMxb948lCpVClOmTMHUqVMREBBAIvI/QPny5TFq1CikpqZi9erVGD9+vMB1DEEQBPH1U2JEJAB07twZAHDixAkAwKNHjyTtzCom5J49eybYtMHFxQXNmzdXmld2djbWrl2L7OxsQdj69etx79493L59G82aNRNMv81LmTJl0KdPHxgbG2POnDkq60AQBKEu69at43y39uzZE35+fhrZnOvnn3/GqlWr8PHjR7XTvnv3jpvaX7p0acydO1c0XmhoKBwcHGg36m+U7OxsvHnzBowxEpEEQRDfIFpfE6mM8PBwzJw5E+fOndNIfm3atFG5Y2F2djZGjhyJL1++qJ1/lSpV0Lp1awBApUqVSty6TYIgvi3KlCmDDx8+AACuXbumUVc41atXR2RkJO/aoEGDMH78eIX+Wt+8eYM1a9Zg1qxZMDIywsCBAxEQEAAgd4Qq/7TbvXv34scff+TOb9++jVu3bsHJyYlcgHylJCYmIjQ0FIaGhvD29ta2OQRBEEQRUaJGIvPj6emJuXPnYvHixQCAjx8/4tSpUwXO79SpU4VKrwh7e3vUr18fDRs2xMSJEzWeP0EQRF6ys7Nx4MABbs2hl5cXLC0tNVpGu3bt8O7dO95o5KZNm+Dq6ioqIl+/fo3169dj1qxZMDExgbe3NycggdyZJsHBwQqntMqXL+zevRtDhw4lEfkV8OzZM9y6dQuVKlVCkyZNAOTuzjp48GCUK1eORCRBEMQ3TIkeiczPs2fPMHr0aN61kydPik49LWqqV6/Ouejo0KGDwC6CIIiiIiMjA6ampsjKygIAPHjwAM7Ozhovp0GDBrh58ybv2vDhw9GlSxfuvHLlyrCyssL69evh6+sLAHB0dBSMYgKAg4MDoqKiuHP5SOSDBw/g5+eHvXv3omrVqvj9998xZswYjdeH0BxRUVFYtGgRAgIC0KRJEyxduhQNGzZEVFQUfvnlF1hYWGDnzp3aNpMgCIIoIkr0SGR+ZDIZjh49yp0zxuDl5YX09HQAwK1bt4ps44batWvDwsKCOx81ahT1shIEUexkZWXh0qVLvB2qIyIiuM11NElKSorg2tq1a7F27VruvEOHDmjUqBEnII2NjdGgQQNJ+T969Ajh4eFYvHgxDhw4ACB3UzQSkCWb6OhoLFiwAAcPHkSzZs0AADt37kTDhg1hb2/P+04TBEEQ3yZf1UikKnr37i3a+x0XFwcdHR3Y2NggISEBsbGxgjgGBgYK1/kAQEBAADw8PDRqL0EQhLokJCTAyspK22aIYmxsjE6dOiE4OFg0vFOnTjh9+jTX8ZcXGxsblC9fHn379sX48eOL2lSiEKxatQobNmxAr169MGXKFG2bQxAEQWiBb0pEKmLhwoXQ09PDH3/8gd27d2PatGmCOBUqVEB4eLgWrCMIgpBOSRWR3333HX744QeVUxhdXFxw9+5d3jUrKyv4+/tj+PDhRWkiQRAEQRAa4j8hIgmCIL4VEhMTi2T9ozqkpKRwSweMjIxgZmaG1q1bY/v27SrTtmrVChcvXuTWc5qbm2PJkiX4+eefi9RmgiAIgiA0B4lIgiAIQi1mzZqFhQsXAgD69+/P24VVCm3atMHVq1cB5K6x7Nu3r8ZtJAiCIAii6CARSRAEQahF/s+Gus7kC5ueIAiCIAjtQiKSIAiCIAiCIAiCkIyutg0gCIIgCIIgCIIgvh5IRBIEQRAEQRAEQRCSIRFJEARBEARBEARBSIZEJEEQBEEQBEEQBCEZEpEEQRAEQRAEQRCEZEhEEgRBEAQhYPLkyejVqxdu3LihbVMIgiCIEgaJSIIgCIIgBJw+fRp2dnYoV66ctk0hCIIgShjkJ5IgCIIgCAHBwcFo1qwZKleurG1TCIIgiBIGiUiCIAiCIAiCIAhCMjSdlSAIgiAIgiAIgpCMvrYNIIiSzI4dOxAfH48uXbqgatWq2jaHIAiCIAiCILQOjUQShBIeP36MW7duISkpCWfOnMHTp0+1bRJBEARBEARBaBVaE0kQElm0aBHc3NzQsmVLbZtCEARBEARBEFqDRCRBEARBEARBEAQhGZrOShAEQRAEQRAEQUiGRCRBEARBEARBEAQhGRKRBEEQBEEQBEEQhGRIRBIEQRAEQRAEQRCSIRFJEARBEARBEARBSIZEJEEQBEEQBEEQBCEZEpFEgZg2bRpMTU1FD7kfxZiYGEFYbGwsl0fHjh15YStWrFBY3tWrV7l41apVK/L6feucOHECXl5e2jaDIAiCIAiC+ArR17YBxNdJZmYmUlJSRMMuX74MGxsbZGdnC+I0aNAAFy9ehJOTE9LS0njh06ZNw9y5c1WWZ2RkpNCurl274tq1a5LrUbt2bZw8eVJy/K+d4OBg/P7778jIyEBKSgratGmDU6dOadusYufs2bNYvHgxDh06pG1TCIIgCIIgvjp0GGNM20YQXx/x8fH48OEDgFxhMnPmTJVp/vnnH5ibm8PW1halS5fGq1evMGDAAJw9e1atsq2trfHu3TvRsObNmyM8PFxyXvXq1cPNmzfVKv9rwt/fH5s3b+bOk5KSePfO1dUVt27d0oZpWiEkJASTJk3C58+fkZiYiNatW+Pw4cPaNosgCIIgCOKrgkYiiQJhZWUFKysrAMDIkSOhq6uL6dOnC+KZmZnh3LlzAIA6depAX///H7nKlStjw4YN+PTpEwDg77//xvbt20XLq1u3LjZt2gQAvDzyExgYyBvdXLBgAYKDgwXxmjZtihUrVigd1fwWiI+Px7Nnz7RthtZYtGgR75lKTExETEwMd553ejVBKGPy5Mk4fvw4AGDUqFHw8fHRskUEQRAEoT1IRBKFxsrKCj4+PtDV1cXUqVN5Yfr6+qhXr57CtPb29tzfs2fPhr6+Pm/kDADc3Nywfv16uLq6qrTF0dGRd25tbc07b9++PaZMmQJLS0vUrl1bZX5fO6NHj0ZiYiK2bt2qbVOKnfnz52P58uWIi4vTtinEV8zo0aNx+/ZtPH78GPHx8QCAt2/fKk3z6tUreHt7C67v3LkTlStXLhI7CYIgCKI4IRFJaIRy5cph8ODBACAQklKxt7fH1KlToauri40bN3LXLS0tJQlIVXTu3Bn+/v6oW7duofP6WnBwcMD06dPh7e2NgwcPYs2aNdo2qdjo0KEDrl69igMHDmjbFOIrokePHkhNTeXOr127xk3dl0p6ejouXrwoep0gCIIgvgVIRBIao3z58nB3d+ddS05Ohre3N7Zs2QIDAwOVeTg5OaFGjRpFYp+dnd1/SkDKcXJygpOTE2QyGXR0dBAQEKBtk4qFOnXqwNfXF3369AEAHDt2DEFBQVq2iijpnDp1iptiTxCqOH/+PFauXCkp7tKlS1GpUiXetYCAANja2qJjx45FYR5BEESRQSKSKFKysrIQEhIimKKqDg8ePMCff/6JadOmqZUuKCiI23m0Q4cOnJj4r+Lo6IiGDRv+Z0QkkLtxkHwUu3bt2tDR0UFgYKCWrdIely5dQmBgIJydnTF+/Hhtm1MiWblyJUaPHo0JEyZg3bp1iI6O1rZJRAnkyJEj2Lt3L549eyZ5M7ecnByYm5tj4sSJqFGjBgICArBkyRJYWloiJycHnTt3LmKrCYIgNAeJSKLE0bp1a/Ts2RN79uwBAMTFxSEsLExtEXnx4kU8evQIAODi4gIPDw+N20p8PdSsWROenp7/aRH5/PlzbNy4EW3bti1RInL37t24ePEi2rVrp/URmX79+iEzMxNdu3aFvb09ZsyYofbmVFZWVvD39xfdbIz4ugkJCcG5c+cQERGBy5cvq50WAD59+oRKlSrh6NGj3LN19+5dEpEEQXxVkIgkNIqDgwNGjBhRqLV3DRo0QMuWLTkRSRDEt8358+exevVqzt2OtoWkfH33Tz/9hDVr1qgtIi0sLDBmzBjo6OjwrpcpU0ZjNhLFy65du3Dnzh2cOnUK//zzjyBcJpPh559/Fk07e/ZsZGRkcOdyMUkQhObZt28fIiIi0LZtW3z//ffaNuebhkQkoVHs7OwwaNAgjW/g8urVK6xfv17ytvrP0ABvAAAgAElEQVQhISG4c+cOAKBFixZo0aKFRu0hCIJQhomJSYE3GSNKFnv27MHcuXNx9+5d3vX69eujXbt2AHJFpLzzIT9ZWVmciAwKClK5uy9BEOqxbds2zn1XSEgIIiIicOPGDVy5coWLU6NGDXTv3l1bJn6TkIgkipzs7GysWrUKI0eOhKGhocr4ERERnG9JObGxsVixYoVkERkcHMyNanh5eXEf+oJy4MABxMTEoG3btqhZs2ah8iIIbXD37l2cOHFC22YIOHHiBNc4//7777U+CkkQeQkJCcHs2bNx//597lqjRo3g7u6OZs2aoVevXirz8PX15f62sLDAsmXLyPUQQWiALVu24OPHj1i+fDmeP3/OCzt58iROnjzJnbu4uODVq1eoWLEievToUdymfpOQiCSKnOzsbPzxxx8YOHCgJBF5+vRprU9l3blzJ9LS0rjzxYsX48GDBxg8eDCaNm0KIHfTlvr166uV7+7du5GSkiIproODA42gEhrj4sWL2L59u7bNELB9+3ZRdxgEoW0OHTqEadOm4fHjx9y1hg0bYurUqfjhhx8KlOfEiRORk5ODVatW4dWrV5oylSD+cwQHB2PixIm8kf2WLVuiWrVq3Pndu3cREREBALhz5w7GjBkDR0dHGBgYoEuXLsVu87cGiUhC45QpUwZeXl6CUY8DBw6gd+/eMDY2Vpj2/v37gilDcj5+/IiwsDCVIxXh4eGIjY0FkCv0pLoMycrKwv79+wEAI0aMQFJSkiBOUFAQ5yaie/fumDFjhmQflgcOHMCoUaOQkJAgKb6npyfmzZvHidaiJm/9xWjcuDGqVKlS4PxDQ0N564LkNGrUCFWrVi1wvvm5ePEibG1tYWtrq7E8v3YeP37MjcyXJC5fvoyXL19q2wy1cHFxodkI/xH8/f15AhLIXSdbUAEpZ/LkyWCMYfXq1SQkiW+SjIwMHDp0CN26dYOenl6RlDFu3DhOQLZs2RLW1tYYO3YsmjRpwsXZv38/du7ciRcvXuDGjRsAgKdPn2LMmDEwMDBAhw4disS2/wokIgmN4+joiMWLF6N27dq860OGDEGbNm2Uisjdu3crHC2JjY3F6NGjVYrIefPm4erVqwCAn3/+WdIc+PT0dISFhaF3797ctebNm+O7777jxbt79y43DSkkJATZ2dmYM2cO6tSpozDvnJwcnDhxAv379+dGIRs3bgxzc3MAub1jr1+/FqQLDw/HokWLikVEitU/P1OnTkWzZs3g7OwsWfRlZWVxblYGDBggKszHjx+PVq1aAchdV+To6Ki2/RcuXOAcxPv5+aFly5Zo2bKlIJ6iDgqp3L17F//++6/CcEtLS6W7AJ87d44b4XZzc4O1tbWkcj9+/IgrV67A0NBQ8kYB9+7d4xqoe/bswcaNGyWlU8XDhw95bi8qVapUIP+r//zzDyZMmKD2DpfaZtCgQfjxxx+1bQZRxISHh+Pjx4+8a7Vq1YKdnZ1G8p8yZQoAkJAkvjnS0tJw6NAh9OnTByEhIfjf//6HUqVKabSMkydPIj09nTv38/MTnbnVrVs3dOvWDSdOnMCkSZNw+/ZtAEB0dDTGjBlDIrKQkIgkioTvvvsODRs2FN3FThFRUVHcwmgbGxs4ODggISGBc9MhhTt37iAxMRFArpitWLGipHSJiYmCOfJBQUFwcHDgXRs4cCC2bNnCnYeGhsLa2hrr168XzTcrKwvh4eHo3Lkzvnz5AiB3M4YNGzbA2dkZQO7OffJ5+zExMdw9sLa2LvIRj5SUFISHhyMhIUHlGoG5c+cCAFasWIFff/1VadzPnz8jIiICycnJKkX/okWLsGjRIgC5DfQZM2bA3t5ekv2XL19GdnY2+vfvz903ALh+/ToWLFggKQ8p3L9/Hx8+fMC8efNw9OhRhfFcXFywYsUKGBkZwc3NjRd29epV9OnTh+swWLRoEdzd3XlxqlSpImikfvz4Ebt378bw4cNRrlw57N27V1Bu/fr1eZ0zjx8/xtSpU3H48GFROz98+CDwbaerq4smTZoIdhSV8+jRI8THx2PZsmXYt28fd719+/ZcgxgAjI2NlU7zvnnzJlJTUzFu3DjB+yEmJkZgl7m5eYFEqhRSU1MVjtA2aNBA0IkE5LpJiYmJUWuk+/Lly3BzcytwQyo5OZlr/Ojp6fF62gnNc/36dfTv35/XWVK9enXMnTu30KOQeZkyZQqePXuGoKAgvHz5Ei9evOBNxSOIr5H3799zHdJdunRBfHw8ypYtq9EyevToIdoprQgvLy98+vSJt4Y5LS0NV69eJfdvhYERRBHx8uVLBoB3REdHK4z/+++/c/FGjhzJGGNs3759vPQVK1Zkd+/eVZiHp6cnFzcwMFCSnWlpaez48eO8cmrXrs1iYmIEcadPn86srKx4cbt27cpevHghmndCQgIvrrOzM3v27JlCW1avXs0qVqzIALAOHTqw58+fS6qDFN69e8d8fX0F/5P8R926dZm+vr7C8IkTJ7I3b94oLevRo0e8NC4uLszV1VX0sLS05MXt37+/0ueEMcays7PZrVu3mImJCS+tTCbj5W1tba2yrqp48uQJa9KkCZemUqVKvDKqVKkiyNfW1pbdu3ePl8/333/PXF1dmaGhoUJ7ZsyYISj/9OnTKv9nDx484KXx9vZWmSb/Ubp0afbPP/+wL1++CGx49uwZa9u2raR8qlevLrBHzv3795mjo6NadrVs2VLl/0hdPn36xG7evMl27dqlsNx9+/axmzdvsvr16wvC5syZozDv1NRUdvPmTd5hZGTEXr9+rZaNiYmJXPpt27ZxZZuYmAjy//z5s+R8P3z4IEiv7EhKSlLL7s+fPyvMKy0tTa28GGMsKSmJ3bx5U+EzxRhjDx8+ZMnJyWrnLcadO3dYhQoVBP/z7du3ayT//AwePJgBYDY2NmzZsmVFUgZBFCfR0dG8b/+HDx80XoaZmRnv93nu3DmVaXbv3i34XVeoUEHjtv2XIBFJFBliIvLcuXMsPT1dNL5cRFpYWLCZM2cyxoQiEgCztrZWWGZBROSTJ08EZSgTSaNGjRLE/+mnn0Tj5heRL1++VGnPggULuPhdu3aVVAcpLF++XLSxbGBgwGQyGXekpKQwDw8P7lxM9IwbN47Fx8eLlpOWlsaOHTvGADBdXV1WvXp1pY3Hvn37it5PRY3uL1++sHv37jE9PT2eaJPJZOzKlSu8uP7+/kwmk7GyZcsWSERGR0ezBg0acPHLlSvHNm/ezIuze/duJpPJmI2NDS/vcuXKiXYYdOzYkclkMmZkZMSLX7ZsWbZkyRJB/MuXL3P/Czs7O0kicuzYsbz/af76GxkZMZlMxglgPT09Lm5+0RAbG8tatGjB1SlvvvIjf6O7atWqoh0g33//PStVqhSrXLky++6771QKyO+++4717dtX6f9IXZKTk9nGjRt55ejq6jIHBwdJotbKyoqtXLmSl2dSUhKLjIxkkZGRLDQ0VDTdpUuXWEZGhiQbP378yJYsWSJZaB86dEiSkPz06RNbvXq15HwBsDNnzki6p/L6Hzx4UGFex48fZ5GRkZJsld9TuYB2cnLiwnJyctjTp0+5Mp2cnFhwcDCLjIwstJgsU6aMqO1FJSInT57MZDIZW7VqlaT42dnZXL2zsrIE4XFxcVx4QkKCZDvy31Op/yeCyEt6ejo7d+4c17ZQ1N4rLPlF5LZt21hKSorSNCQiNQ+JSKLIiImJYeXKlVPZ4GUst9E0bNgwBoBNmDCBu3748GHBSJUiEfn+/XvWqFEjBuQK0R07dkiy89mzZ4IRq6ISkdevX2eZmZlK7SkqEblhwwZmbm7Os0dfX581btxYabrOnTuzUqVKCeo8bdo0Qdz09HR29OhRLo65ublKu0aNGiUQVAAUiof3798LnocnT54oLWPFihWCj44qEfn27VtWq1YtLq6FhQXbuXOnwvgnT54UNEDNzMwUxs8/sjd//nyldWBMvGNG0W8qL/Pnz+fFb9u2LWOMsQcPHrAKFSqwWrVqiaZ7//498/Dw4OqvqCEdGhoq+J2WK1dOtCOgVatW7Nq1a6x3796sdOnSvDTGxsasQoUK3NG/f3+V90QqKSkpLC4ujgUGBvKe/woVKjBnZ2f2+fNnVqlSJa7svJ0UeY9Zs2YJhMqePXtUirFy5cqxqKgoSXYuWrSIAbmjw3nvR95DTEgqa7ClpqaylStXMgCsVKlSgvzKly9fIBGZmprK1q9fr5YwDQkJEe1YSk5OZnFxcSwuLo4FBATw0shFZHZ2NouNjVU4or9hwwaWmpqq8j4rQkxEWlhYsH379hU4T02QlZXFCUS5Xbdv3+aEZHx8PIuLi2MdOnTgwqdOnapwJDkjI4O713FxcSwmJkbwnj906BCLi4uTPIKcP8/Xr1+znJwcXpz379/z4sgPTY0kE9ojIyODE5BA8YpIAOzw4cNK05CI1DwkIokiJT4+XvCjvX79umDKnI+PDxeeV0QyxgRTTcuWLcuSk5MFH6d69epxcXbt2qWWnXFxcczY2JhryL59+1Zh3MKISADs/v37Sm1ZsmQJK126NNPX11eYb0EJCgri2eLq6iopXbt27QT1EBORZ8+e5cWRIiIZY2z48OGC/Hv16iXoCc/OzmYvXrzgxRObdizG2rVrBaJFmYiUyWRcPENDQxYSEqKyjLwfUADM1NSUJSUlCZ5VxgomIqOjo7nnVKqITE9PZ7NnzxYVkarIO5UzODhYadywsDCBXSYmJgrrzxhj3bt358WfPn26JLvUJSMjgy1evJhXlq6uLnN3d1eYpl69ekxXV1dQp1KlSrG//vqLF3f//v3MxMSEmZiYKBxhlTKdNSMjg/31118MyBW4P/74o2i8rKws0dH10NBQ0dGpjIwMtnTpUgbkjjp37NhRECctLY1ZWFgwExMTpqOjI0lEZmRksDVr1vDuqfw+5D/y5gmA7d27l9ehlp6ezmbOnKlQeMpHyV+9eqUwjvy3WpBRw5ycHJaUlCToDAHADhw4oHZ+miArK4slJSWxpKQkduvWLYFdxsbG7Pnz5ywlJYXrQM1/TJw4UdCQz8rKEryrlB07duwQ7fzMyMjg7EtKShJMvTc0NOSex+TkZJaUlMRcXV1Fy5g+fbpKwZGdnc0rr7BHSkqKWnnKZxKkp6erVY7Y++/z589K00gZBZbfU1X2qktKSorosgZlZGVlCb7/JCK/fUhEEkWKmIgEwK5du8bFycnJYUOHDuXCVIlIIHc6Xv6XXGFEJGO5U710dHSUTonIyclhI0eOFNijjoi8d+8ey8nJUdiwZix3bWS/fv3UroMqiltEmpmZcXVVdshHofMfXbp04fLOyclhUVFRgjhSRSRjjG3atImXVqqIPHLkiMq8c3JyBPWXN6zFRkYKIiIZE/9NKRORM2bMEMSXIiJzcnJ4v6mCiEgASn9TxSUi847uyw8PDw+V6fJOZZYfYlOO8yLW2AdUi8icnBye2O/du7dK+/KvzwYg2tkhH9kEwH744QeV+VauXJmLr0xEykc25UeTJk0Uxs0/3Vv+TMnfg1OmTJEkaFQdBR0xzMjIEJ1xAWhPRB45ckRpXePi4lhOTg6rU6eO0nhjx47l8szJyZG0zjr/sWXLFsE3K/9ocf6jdOnSLDMzk+Xk5HBr/ZUdkyZNUno/Xr9+rZFnRH5Ur16dxcbGSo6/evVqxhhjfn5+apUjNq24c+fOStN0795d9B7k/W6KzUjIe/j7+yttZyjK187Ojt2+fZuXVtU3/NSpU4Ly9fX1WVpammj8wkIismSgC4LQMoMHD8amTZsA5LqRmDNnDi+8VatW3O6lRYmpqSmSkpJEd2SUM3z4cIU7sUrF3d0dpqamOH/+vMI4Q4cOLXQ5mmT//v0FcsyblJQEU1NTlYfc96YyHj16JHAbU5I4fvw42rdvr20zNEb9+vVx584dALkuQlS5yvHy8lK6c21JomXLljh9+rTKeBcuXECzZs3UyrtOnTrcTqrq4OvrC39/f7XTlRRUvaefPn0qutv11q1bAeTWf+bMmUVq47eGTCaDqakpHjx4IDnN0aNHBTtmm5ubIzk5mXfk96/s4+ODwMBAtezLyMiApaUlTE1NRd1YEerz+fNnmJmZwdTUlPORqIjZs2dj1qxZkvJljKF8+fIwNTVFdHQ0GjdujGvXrnHhw4YNU/oN79SpkyDPL1++wMrKShBXWdtHKv/++y+Sk5Mhk8kA5D7X7dq1K3S+hHqQiCSKFEtLS7x8+RL6+oq9yWRkZHDuL0qXLo3SpUvzwvX19ZUKOwBo0qQJ7t27BwDYunUrOnfurLatOjo6MDExEbg46Ny5M2xsbGBjY4OtW7dytkrBwsIC0dHRMDAw4K6lpaUhNTUV3bt35/LN6zYEAAwMDGBoaKh2HYoKIyMjwf9w6dKlmDFjBnd+8uRJUf95qampKg8p9zQnJwefP38ufGUkULduXbx48YI779u3L/e/UnR4e3vz/FaVFCZMmIDp06erne7z58/IyckBkNuAtLW1VVj3YcOG4dy5c+jbt6+mzS8SpLxTgFxXReo6ytbT01PqC1cRmZmZyMzMBAB4e3tjzZo1aucB5HbK7dmzp0Bp1WHlypWca5cOHTpgz549Su+psbExdHX5TY787/4JEyYgLi4OcXFxCutvYmLCxZEfcsGzc+fOEun3zdHRkfutyDtmFBEYGIgxY8YAyBXm8jpeunRJEPfz589ITU1FTk4OQkNDERcXJ6j/2LFjeUIiOzube0/JZDLExcXhyZMnMDEx4R3h4eGoV68ely4jIwPjxo3D6tWr1aq7/B3PGOOu7d27F61btxbEzftMSeH27duCZyH/MWnSJNG0devWRXh4OGxsbBAXF4fY2FhB20NOYGAg4uLiMHDgQAC5Tu6ldHgYGBggOjoaFhYWgrDNmzcjLi4Offr0EYT17NkTGzZsEFx///49HBwckJKSwrunx48fR1xcHOdvWU5mZiYWLVoEGxsbjB07lhd29+5d3ju8YsWKeP/+PZfv4cOHUb9+ffTu3Rs2NjbYtm2b0m+4om+fWNzu3bvj2LFjKu+fMuTP6eXLl7m6K2tnBgcHY9iwYbxrdnZ2Kn+PhHLITyRRpOjq6qJChQoKfc/lZfLkySr9DyoiPj6ea4yUKVMGRkZGBcpHjoeHBxISEgAAr1694l6Q8+fPx507d7Bjxw5J+ejq6qJKlSp4+PAh3Nzc8OnTJy7sw4cP3N/jx4/HnDlz8Ntvv2H06NGFsr24SE1NRXJyMneekZHB+egEgPLlywt8/snp1asXb7Rm1qxZ8Pb2xvLly7Fy5Ur89NNPmD17NkxMTJTacOPGDVSoUKGQNRHy/v17ZGdnc+d5/1dfG/LeX3Vo2rQpT0Tnd7qen507d+Lw4cO8/39JYdmyZZg/fz533qZNG27mQ0nBz88Pa9eu5c7DwsLQsGFDlenE7vfHjx8L3Zlx4cIFtGnTBlFRUQrj5P39GxoaokyZMoUqE/j/hiEA0YZ3uXLlcPnyZdjY2PCuHz9+HBkZGahUqVKJ6nxLS0uDi4sLnj9/zjX4O3XqpNTGjx8/IiMjAzk5OVixYgVX15SUFIVpDh48iDZt2sDIyAgbNmzAqFGjcODAAYwfPx6TJ0+GmZkZAODQoUMYPnw4AKB27do4fPiw4F7KsbKyQmhoKHr37o0rV64AyJ1Zkrcjz9vbmxODly9fxqBBgxTaeOHCBe5dXalSJTRu3BipqamYOnUq5/s2/zclL9HR0WjZsiV3fuvWLdSqVUupcAAg+u5zd3fH3r17YW1tDSDXLzVjDPfv34e7u7vgfW9pacm7TyYmJhg7diz69euHgwcPYvz48bz4NjY2OH/+PHR0dFClShXR9o+lpSUA8DpefHx8MGHCBJiZmXHh+eufd/Tx4sWLKFeuHKpUqQJDQ0Ns3boVqampmDJlCufLVy7c8vpUvH79Onr06IE3b94ovG+DBg1C6dKl8e+//yItLU1hPCC3s2PQoEEYMGCA0nhyPnz4gIyMDElxVSH/H6oiLS1N8B3T19dHuXLlNGLHfxUSkYRW6N+/P7Zu3Yrt27dzU+Csra0lN0TS09PRoEEDhIeHo3v37pyj+Q0bNqBp06YFtisnJwdNmzZFREQEb3Rs1apVaNy4MapWrcobfZOCjo4OZDIZwsPD4eXlJfrifv/+Pd6/f4+5c+fiy5cv+P333wtcB6m4urpi586dkuMvXLgQmZmZOHTokKT4+vr6cHR0FA3btWsXUlNTufMqVarAysoKU6dOxeDBg2FlZYUqVaqoLMPe3p43yltUrFixosDPlY6OTolq2Erh5cuXyMrKkhw/JSVFaSNXmyQmJnIdQkBuA7BSpUoFzm/RokUwNjaGj4+PJswDkNsJlreBk5SUpJYjbXU4d+4chg0bhnXr1imMU61aNZQqVUph+KpVq7Bs2TLu/PTp07xRK0XI39N58fPzg6GhoeiITF5sbW0RFhYmmBIrDyuJlC5dGrt370azZs24992rV68kpVXWwM9LXgEJ5AqYpUuXYubMmahYsSLPyXtKSgo3rdTQ0BBVq1ZVmneVKlUEo8tLliyBiYkJRowYAXNzc5ibmwPIFTn5KVWqFC5dugQ9PT3UqlWL90zJ85WnV0VWVhZevnzJnTs4OKgUkMuXL8eqVat415o1a4agoCDB90X+nT5//jzatWuncvqtpaUlLC0t8fPPP0NXVxd//PEHF2ZgYKDw26cqT7F0T548Qbdu3Xj1Dw8Ph7u7O+/7V7FiRQDA4sWLYWBggODgYC4sNDQUEydOxIIFC+Ds7IzQ0FAuLDU1FZ6enrwyY2NjVdrbrVs3zJgxA+bm5rC2tsaWLVt4QlJfXx+XLl0S/Ubb29urzF9T7Ny5E76+vrxrTk5O2L9/f7HZ8K1CIpIocgwMDHDmzBm0b9+ea2hGRkZiyJAhiIuLUznKAeT2mm7cuBE///wzgNz5+3fu3IGXlxciIiK4Bq+jo6Pkj1J+UlNT0a5dO1y/fp2bxhcUFASZTIbatWsLegbVpU6dOlzPbt6PQV7evHmDv//+GyEhIfDy8lJbsKqDiYmJYN2LMqpVq6aR0QYg9wUuhnxqTUnDwcFBUiP5W2X+/Plo3LhxgdNrS0SvXLkSGzdu1Gie3bt3/6rX3iQlJWH37t149OgR7OzsuDWJ+dm2bRs+f/6MOnXqCMLevHnDa2R/+vSpQOtAgdzGanx8vMp4hoaGJXpNtBi6urpwdXXFiRMnuJkNQ4cORWRkpGj8vn37ciOFVlZWKvM/cOAAT0DKqVq1qkAgHjx4UOH6uOTkZIXTgOXLROTExcVJErjm5uYICwtDgwYNJM1EkhMSEgIbGxtMmzZNchoxlixZgsWLF/Oe01atWmH58uVKBV6dOnUUTmsVo0yZMhgwYAB0dHS4zt+3b9+iY8eOCAsLU5p21qxZXKfskCFDMGLECNF46enpePToEYDcjokTJ07Aw8NDoYi2tbUVjNAlJiZy7Q4TExPe90xZh9Xff//NmxUREBCAnTt3olevXvD39+fdy+rVq/PS6ujowMXFRa37WRTEx8fzRHGdOnWwadMmODs7a9GqbwMSkUSRo6uri2bNmgl6o+7fv8/9PXr0aHTr1k1hHmZmZqhfv77g+tWrVzViY0JCAn766SfeupPAwED8+OOP3FQgTeDu7o4tW7ZwYnrWrFm8xetA7oLxf//9F1FRUWCMaWyziYMHD2Lx4sUayUsK8fHx6NGjBzdVifh6qVWrlqCn+mvgxYsXknrU1cHe3r7IR768vLwEa5jUoW7dukrDP336hIsXL+LWrVvcZlAGBgYICQnhGqYNGjSQXF6TJk14625fv36NIUOGiMZdvnw5txnG3Llz4ebmhh9++EFyWV8jTZo04f4OCgrCiBEjeN8/ABgwYACmTp0qaIgro1GjRpKXbrx9+xZPnjzhziMjI7n/fVZWFi5evCi5XCkYGBgUaPbG69ev8fTpU8F1GxsbbN++HYMHD0ZISIjKekdFRfFGfb28vDB//nzUqlVLbZtUUbZsWV5nS0ZGhqS2yZMnT7jpqVWrVkW1atUEcR48eIBffvmFO9fT00OzZs0E64uLgkWLFmHAgAG8Dg1ra2v0798fdnZ2BRptLW527dqFgIAA3jVzc3PR9iShPiQiiRJB7dq1RV+gebG1tcWKFSsUrhn866+/ULNmTbXLjouLw/Dhw3Hq1Cnu2rp169CrVy+Va/KA3N5N+UYIUsjbGDczM0NcXBzWrVvHK19u19q1a6Gjo6OREcno6GhBw6UoycjIENSJIAjldOjQAbNmzYKbm5vG8uzUqROePHki2PE5NTWV2+BCV1cXP/30EzZt2iTpvSenefPmmDdvHk8opaSkKFyH26ZNG25Wh4WFBSpUqAA7Ozt1q/TV0rRpU9EZHU5OTmoJyMKSlJRU6M1NNMGIESPw+vVrHDlyBADQrl07jBo1ShDP2NgY3bt3h6GhIdq3b690dHPVqlWCnaKrVKkCV1dXSTatXLkSI0eO5DqgFi5ciDJlyqBFixZSq4Xk5GR4e3tjy5YtKpdcDBgwQHRTOiB3jWzezu2MjAz07t1bZfliMwOuXLmCuXPnYurUqSrTL1y4EAMHDhSMiNeoUUOtGUzaJioqihvFBXKX8cyePVuLFn1bkIgkig25ACzoJiUWFhbo0KGDQhHZtm1byYus85KSkoLDhw9z5wEBAejXr5/kHl57e3t4eHgIrickJGD8+PHQ09NDQECA6IdE3lNbsWJF6Orq4sSJE7zwuLg4XLhwQZ3qFBmrVq0S3SGwKDh79iyePn3K7ab2/PlzUSH966+/YsWKFQWaZuvg4CB5+3OCKC5evnyJe/fuaVREVq9eHX/88QcaN26MW7duYcWKFYI4OTk52LdvH0qXLo1SpUrhzz//5NZYKcPOzo4nIIHc6XI9e8DwoyIAABu5SURBVPZUmbYwU6SJwmFnZ1fgWS5iYszZ2RnTpk3Dn3/+qVZe9+7d4y3vkMlkcHd3F41raGio0tXQqlWrsHTpUjx//py71qZNG6Wb/uSnY8eOMDc350TklStXRNfzyrl58yYWLlzIu5aVlYWQkBBs3rxZNM2yZcu40UpXV1fRqZX37t3D3Llzedeys7MLPLvn1atXkkecvby8JE2pLsns27ePd6/c3Nzw559/4vvvv9eiVd8WJCKJYqNv376YMmWKQEQOGDBA0AhRl+nTp6Ny5cpqp4uNjeX5pdTR0UH//v0LvbsrkNvLv2nTJhgYGAgW9+enadOmmD59OnR1dXm9w3Xq1OFNZdEmZ8+exbNnz7hzLy8vlR/0gnD69Gn4+/sjLi4OOjo68PHxwfv373HgwAFB3B07duCvv/4qkIgsX748unbtKiluQEAAKlSooNa6yI8fP2LGjBnQ1dXFwoULlW5UQuS60snvv+6/yMOHD3Hp0iVu/bemkI8glClTRlREypHvPJ2VlYU///xT5eYr169fx4YNGzB06FCN2ksUHTKZDP7+/pJGtKSSnJyscK2nMi5duoSHDx9qzI5z587xvlNt27bF9OnT1fb3qg6xsbE4fvy44Lp8k7wFCxYI3P6cPn2atwO2GHFxcdwIrRwDAwMsXLgQkyZNUnuHU1dXV4XrLr9Fbt68iZs3bwLIXUrk6+sLLy8vLVv1bUEiktA67dq1K/SGCf379y/QVs3v37/Htm3bClW2KrKzszFjxgz4+fkp9aPm6ekJd3d3noh0cHCQLHSKm4YNG6J58+bcefXq1TF06FCef6v09HRMmzYNfn5+kndRvXXrFs6dOwcg19WBJnfBLCiHDh1C//791RKRqampWLlyJXR1dTFv3jyticiTJ08Wetra5s2bUaVKFZVr7fKSlJSEv/76C0DuDpz56x8UFMSbXt20aVPREX1Cs9SsWZMbLXr37h1vl9W8bN++Hfr6+pgxY4bojqhyHj9+jKNHj371IlJPT49zzq7KpcHXTmZmpqTNjNQhNja2WPyTKmPjxo28jYC8vLwwZcoU3ndKKr/99hvmzJnDjUbu3r0bjo6OgnfU7du3FW5OlZOTg9WrV2POnDkKfcd27dpV8tpRY2Nj+Pr64rfffsOXL1/UFpE1a9b85tcfyzl06BDOnj0LINdl27Rp00qkD9mvHRKRxFeFhYUFxowZo7DhU1gYY1i4cCEmTJhQIIfhYuTk5HA9h1IcnJdEgoOD8fjxY+68ZcuWgvUhjo6O6Nu3L09EZmRkYP78+Zg+fbrarjhq1aqFHj16AMid7ptfoBY3ISEhcHJygouLi8q4CQkJSkd7ipPw8HDuY1pQ9uzZA11dXUyePFnyuqKUlBTMmzcPOjo6mDZtmkBE7tq1izdycfbsWXh4eKi17uhb5fbt29i/f7/SzcbE2LFjB16+fInOnTuL7qoK5K69k6+Jevv2Lb777jukpaVh6dKlgribN2/GwIEDlYrIbwU9PT1MmjQJCxYsEIjIPXv2QCaTFcmmLNogJiYGmzZtKjGzXDTBli1bMG/ePN6mPC1btuT5llQHHx8fBAUFcSLy8OHD6NChg0BEPnjwAPv27UPVqlXRp08fxMfHC9Ye52f79u2cnR06dFA4fTc/xsbGmDBhAgBg3Lhx6lbpP8WpU6c4/6Zubm7o1KmTli36Nin67Z0IIg8///wzz1VGp06dFLp7EKNMmTKCReGDBw8WdUxdUGbNmiXq8y4sLAzLly/H3bt3edfv37+PY8eOISoqCsuXL+f5ZsrLunXrisz3W0GIi4vjpq6pYtOmTXjw4AF33q5dO7Rt21ZSWnlvbF4n1Yq4evUqt2bD1dUV/fr1A5C7qZKizYuCgoI07uR+yJAhAlcxwcHB3NQYVcTHx/Mc3GuKpKQkgX+/QYMGqTWd197eHl26dFEaR+w3tWvXLkREREgq48OHDwgMDJRsE5DrMF7TGzE1a9ZM0EB7/vx5ifcPFhERgV27dqmdbuPGjZg2bRpvU41r165h+fLlOHPmjCB++fLlMXfuXMyZMwejRo0S3awkJCQEUVFR3PmFCxdw/fp1Xpxnz56JTjdXxZEjR7B8+fICuwcpLrZv3447d+5o2wxCATt27MCsWbN4ArJ58+YaXVcM5HZ05X0H3rt3j5vG6uDggLlz54p+p9atW4fk5GTuPDAwEI8fP4aXl9c30zFRUmnQoAF1TBYhNBJJFCuzZs3Cnj17uHWRPj4+hX7Rz5kzp0BTWYHcrbm7d++OkJAQ3vWdO3cKXHusWrVKVERcvXoVvr6+aNSoEVasWAE3Nzf89NNPgnhTp06Fvr4+hg4dWmifk5ogKioKCxcuVOnkOywsjLdVuoeHh8JRjgoVKqBz586c7ysgd3R3/Pjx0NfXV7hjo5zQ0FAcPHgQ1atXF0xBsrCwQM+ePQVTpvz8/NCrVy+110W+ffsWBw4cEJ0u7O/vj127duHTp0+86+Hh4WCMoUGDBqIjkq9fv8bRo0c5P2oGBgbo378/9PT01LJNjA8fPmDDhg2CThRnZ2e1/HC5uLioHIGYM2cOdu/eLfDhevHiRXh4eCht+Mh74lVt2uHl5YUnT56IOinXFN26dcPt27d5oufevXtYvXq12qN8JZ1Dhw7h33//FVw/duwY/Pz80Lx5c+jq6oqOzJiYmGDp0qXIyMhATk4Odu3axXX6rFy5El5eXpxz8H///ZdzSyDn7t27CAgIUGvq/YkTJ+Dr64sbN25g2bJlkke4i5o+ffpg48aNSE1N1bYpJZLr16/DwMBA5dT+9PR0bN68Gf379y9ydxQLFy7kdXQ0a9YMM2bMQJs2bTRazp49e9CwYUPO/c3ly5exdetWVKlSBf/73/8UppsyZQr69OkDU1NTHDx4kPNdOXDgwELvB0EICQ8P5zq927Zty81oIjQPiUjiP03VqlUxb948gYiUOw3OT8OGDZGYmMjb+Q3I/bDm750XY+LEidDT0+M2AWratCliY2O5nd/yjvbZ2toW+Qfmw4cP2L17NwwNDQVrJY4cOYKUlBTMnDmT8y/WsGFD+Pr6Kvxg1qhRA0uWLEFWVpZgHZ5Uv3dOTk74448/uJ1Z5VSuXBkLFiwQXXdz7Ngx3Lt3Dy1bthTtUHj8+DHu3r3L+x89f/4cY8aMQWZmJoDc6Wzdu3fnRmPat2+PrVu38oTUxo0bsXHjRnh7e4s2mB8+fMjb8dXIyEjyiNzdu3dx//59wfrgt2/f4vz583j16hUmTpwoSDdx4kR07NhRcsfEq1evcP78ea53NiUlBUeOHIGenh66devGNfj+97//4d27d7z6b9q0CYwxdOjQATVq1OCtkXz9+jXCw8Px4sULTujq6+uje/fuoiK6YcOGKF++fJGKSEW8ffsWp0+fRuvWrYu9bDHq1auH6tWr8/z4xcTEIDw8XJJ/zuPHj2PcuHF4+vQpmjRpIroZzoULF7B+/XqF0/sMDAy46eInT55UOHPA29sbDx8+FIzMvXnzBmfOnEGrVq1U2gsAS5cuxY0bNyTFLU5WrFiB7OxsbN++nTdz5OrVq2jUqNE3M7U3MTERR48e5XxFSiEiIgJz5sxBgwYNVIrIzMxMnDhxgptNUhQcPHgQ6enpvM36PDw8MHv2bI3swNmqVStERUXh3bt3grAnT55wo5L16tXjppmamZmhY8eOCAsLE83T39+ftzREHdLT07Fv3z7ed4oQsmnTJpw+fRq1a9dW2OFNaAhGEMVMzZo1GQDm7u7Orly5onb6Dx8+MC8vLwaAtWnThsXHxxfKntjYWPb9998zAAoPNzc31r59e3by5Em2cuVKVq1aNUEca2tr1r59e/bbb78xxhiLjo5WmicANmPGDNayZUvB9SpVqrAFCxYUql75CQ0NZe3bt2eurq6C8iwtLVlYWBjvqFChAi9OvXr12IkTJySVFRMTo/Keih0ymYytX79eYb5v3rxhrVu3Vph+3rx5gnqEhYWxQYMGqSz7u+++Y9nZ2bzyfvnlF2Zpaal2PQCw0qVLsx9//FFhXaZOncrKly/PS+Pt7S2wfe7cuSrLCggI4OK/efOGV86MGTME8evVq8fFDwwMZACYkZER+/LlCy/tr7/+qrD+PXv25Nnp5+cnqH/37t0V1l/+G857TJ8+nTGW+9uR53v16lWFeUhh69atrHr16oKyPDw8JKVv0aIFL52Pjw97+vSp0jRPnz4VlPf69WulaSZNmiRI07BhQ949Pn36tCDdmTNnWNWqVbk0ISEhvPC8/5c+ffpIqnPlypV5dhw8eJAXvnnzZtF7WrNmTXbhwgWleYeHh7OwsDDm5ubGALA6deqwAwcOCOIFBwfz8nZycpJku6ZwdnYW1G/06NEsKiqq0Hk3b95ckLe/v7/SNJGRkWo/U3lZt26dIH3lypVFnykxbt26xdq3b88AMF9fX0H4yZMneXlbWVlJynfIkCG8dL/88ovkOuX/Rrm5ual8/hhjLD4+nl28eFFSGVOmTGHlypXjyhg8eDALCwvj7LaxsWF+fn68NC9fvhTc602bNrGwsDDm6OjIALD69euzM2fOKC37xo0bzMPDQ+V3SgoxMTEsLCyMXb9+XRD26dMngb137txRu4xr167x8jAwMGDp6elq51NYBg8eLOk3RRQeEpFEsdOvXz/m6enJbty4UeA80tLSWPPmzVlycrJGbHr//j3z9PRUeFy7do0Xf/Xq1YI4EydO5MV58+aNwvxMTExEG+a2trbM09OTLVq0SCP1EuPMmTPM09OT1a1bV5IYqlu3LvP09GRnz55Vq5y3b98yT09P1qxZM6ajo6OynGrVqrHAwECV+X748IG7j3p6epLqoOowMDBgbdq0Ef04jxo1Si0haWxszDw9PVnXrl1V1qVbt26S8jQxMWGenp6sYcOGKuOGhobyytiwYQOzs7NTmU5MRDIm3uBVdRgaGqqs/x9//MHKli3LSzdgwAB2/vx5NmHCBO5ay5YtVd5HVezYsYM5ODjwynJ2dmbnz58XHFlZWezq1avcuYuLi6B+Q4YM4cIfP37MKys5OZnt2LFDkEZVgz8gIIAnBsUOKysrgb15G9K1a9dm58+f5+WbV0S2adOG3b9/X+X9UiUiGWNs27ZtgnsKgNnb24veV/khb0QDYDVq1GCHDx8WtUHbIrJ///7M09OTmZub8+z45Zdf2MuXLwuVtzZE5MGDB0WFv7W1Nbt06ZLStPfv32dt27ZV+p4ubhF58eJFVqZMGS5d3bp1JXVKx8fHs2XLljEnJyf2zz//SCqra9euCn+TYh0zr1+/Fog/Ve9pZfXMm6506dLs3LlzLCsrS1J6xhh79eoV10nVvn17QTiJSKKgkIgkCC3Qr18/Vq9ePcGxZs2aYrMhIiJC1Ib8x82bNwtVTlZWFmvUqJHKcjZv3qx23p6enlx6IyMjwYewUqVKXHjehrGpqSmv7FatWikt55dffmH16tXjNVrEDmNjY+bt7S3Z/j/++EOlQDUxMWF9+/ZljIn3cMsb4/K6iIn9+fPnKy1DX1+feXh4iIrIIUOGsHr16jELCwuV4hHIFaM//PCDpPp3795daV5mZmZs6NChku+nMnbv3q1SpAFg58+fZ9bW1pLqCoANHDiQMZbbEIuIiGA7d+4UjXfixAkWERHBIiIiFHZ+rVu3jlWqVEly2XkPJycn0UZ0/hHiFi1asMjISIX36c6dO7yRF5lMxs6dOycad+XKlQWyVX7s2rVLNN/379+zefPmCeqnSVJSUlhERAS7d++e0njDhg1jZmZmPFtGjBjBIiIiWExMTIHK1oaIZIyJdm7I3zHyZ1PsyDsav3DhQtG8i0NEZmZmcjblfd9Xr16dRURESCrv0KFD3HtKSkcfY4pFZNmyZdmUKVNE08THxyt87mUymeRO2fwiUn5cuHCBZWZmSspj2bJlDACzsLAQvb/fmoj08/Nj9erVUzqridAMJCIJgvgm6NatG5PJZLwjKCiIC9+6dSt3fdCgQQUqY+LEiYIy8h7qCEg548ePF+RTrlw5ZmJiwmQyGevXrx8X99WrV8ze3p5riMgPVdMr161bx2QymWD6bKlSpZhMJmPu7u4q7fztt9+48vILX7mtMplMsoBkLFecm5qaKmzY+vj4SM5LCvv372c2NjaFEj4AWJkyZbj6Tpw4kSUlJbENGzZITr9jxw6WkpIiauPGjRt5Ik7KYWtrq7CzJ7+IBHKn8kZGRooe+f8fyqbcyX9T+acVSjkqVqzIwsLCePklJCSwyMhI9ueffwri29nZCWxVZzQmP7dv32YymYx5enqqjDt8+HDR2SPe3t4sMjKS/fvvv6LpsrOzeba+ePGCRUZGis4oKIiIvHTpEsvIyJBc54MHDxbq+be2tlbYMNeUiOzbt6+oOM7IyGCXLl0StUudjk65iGzQoIHkNCNHjhT8LiwsLLjp92IkJiaKjtQDkDyFmLHcKa22trai+YSHh3PP1+fPnwVp379/zyIjI9n06dMZkLsEQYxvTUQSxQeJSIL4v/buLiSKLo7j+F/dVrPdJ62tJspezF6pCOvGoouCyt5uwoxeIIoIjYSoLoSKCMK7ChTrLiiKoKTAougNM6EyywwXNcqLCArZXEszt7c9z4Xs4Da77llts/L7gQM1M+ecv+sW89s5swP8Yc6ePavy8/ND7mttbVUTJkyI6uQx4OLFi8owDLMtWbKkT/UVFRUFjdOfsFdQUBA0VqDl5eX1eczeBO73NQxDuVwuy8nTmDFjguqw2+3mSWNg24kTJ4LGvHr1qhmsbTZbyJ8nPj4+KIT2diJ57tw5s19vV79Hjx6tDMNQDQ0NYccKFSJ1msvlUoZhaN07du3aNe0l3yNHjlSGYag7d+4EjfHx40dVWFgYVY0tLS0Ra/tV8vPzlWEYKjk52VLHypUr1du3by2tubnZXMr/9OlT8wOgn5vT6bS8p5Tqvm0jMFa4K1IPHjwwj9E5Yb9582bEFRWh2vDhw8OuFunq6rIsPx4xYkTQaxFqlYPX61UbN260zBW4uh/w9evXsAEymhD5+fNndebMmahDpFLdq4d6zrl3796IfXw+nxoyZIjl/V9VVRXV3G63O+LqiMuXL1vefwUFBeb+oUOHhv1/+neGSI/HE9Ng6fV6g16Djx8/xmwuECIBAIOU2+1WDocjqLW1tQUdk52drRwOh7p06VKvY926dUs5HA6VlZUVcn96ero5R6R70Hq6f/++pcZA83g8EfsXFRWF7Btq+bdI95Jsh8Nhudczktu3byuHwxEyZPUc99mzZyH7Hz582AzsNpvNUm+ocX9niAwoLCxUDofDrLWvLSkpyfzZSktLQ851/fr1qMa8fPmy1hLHysrKsL//cLVeuHDBMs6XL19Ue3t72GWyPVtjY6N5z3lnZ6dqb28Pu5x906ZNqr29XXV2diqlur/Up7exq6qqVHt7e8R2+vRps89Ahcifv19B16tXr/r1ftu2bVvYsWMVIm02m/J4PMrv9yulupeQz58/X5WXl/drFUFvcnNzLb+nrq6umMwFQiQAAIPOo0ePQp5ser3efo1bV1cXctxwSz57Cixj3b59u2VfU1PTHxEiAyLdZxyphftCoZ6iDZEiosrKyrTqf/z4sfaYV65csfT3+/3q5MmTUdXW2NiolLJ+43G4tnz5cuX3+1VtbW2/XutQbbCHSL/fb7YPHz5Yjq+rqzPDn66fQ2SgBYJk4Jv5RSTkNzL3l9/vV+vXr7fMv3v37l8+F7rF9gmwAADgj7NgwQLp6OiwtJSUlH6NO3v27JDjGoYRse/+/fulo6NDSktLLfumTp1qGdPlcvWr1v7Ys2ePWcf58+e1+tTW1pp9VqxYEeMKe5eZmSkdHR3S2NjY63Hl5eWyZs0ay/bi4mLtZ//21d27d8XpdMqiRYtiOk+0CgsLpaioKOJxdrtdvF5vv/9NiYhMnjzZ8nxqXXl5eXLy5Mmgbc+fPxen0ylOp1PGjRtn6ZOVlSXV1dV9mu9nEydOFKfT2efnY+rKycmxPPMbsWUb6AIAAMDvlZCQIA6H448a1263i91uD7kvPj4+JvX2Vc9a161bJ+/evYvYx+Vyic2mf9q1dOlSrXF70g0sgd/T1KlTg+aYNWuWtLW1SUVFhcyYMUNSU1ND1rxjxw7ZsGGD1lzTpk2Te/fuSUZGRsj9R44ckZ07d4qIyOnTp+XAgQMiIrJ48WK5cOGCuN1uWbZsmbhcLqmvrzf7zZ07Vzwej1YNPWVlZUl5eXlUfUpKSiQ+Pl7Onj0rdrtdEhMTI/aJi4sTh8MhcXFxIiJSWVkp8+bNi7peke73/8SJE6W5uVmmTJmi3a+goECOHj0qSUlJ5raHDx/K2rVrpbOzM2y/rq4uWb16tQwZMkREuj80yM3N7VPtnz9/Dvr7xYsXY/Ihis/nkx8/fvzycREeIRIAAKCPkpKStK60RisxMTEm4/aUkJAQNMeTJ0/E7/dLWlpar0Fp2LBhMmzYMK056urqZMKECWYYPXfunPh8PnO/y+Uyw++uXbvMsJKcnCyGYUhqaqq8fPnSUmt1dXWfQkNSUlLUV7FTUlIkOTk56rl6crlcYT8k0ZGQkCCTJk2Sly9fiojIwoULw4bogwcPytatWyU1NVX++++/oH3fvn2T1tbWiPN5vV7zzwUFBfL161fZsmVL2OPnzp0rN27ckJUrV4Y95tKlS7Jq1aqgUIu/V5xSSg10EQAAAMCf6s2bN/L+/XsxDEPGjh2r3a++vl6+f/8uM2fO/KXhye12y7dv30LuGz9+vIwaNSrkvk+fPplBNJJdu3ZJTk6OLF26VNLS0iKGb5/PJxUVFbJq1SrLvrKyMsnOztb+8CFazc3Nkp+fL7dv3w7avnv3bikpKYnJnIMdIRIAAABAELfbLYZhRHXl1ufzSU1NjWV7ZmZmzAJkQFNTk3g8HikuLpaysjLZvHmzHDlyJKolwNBHiAQAAADwT2hoaJDXr19Lenq6TJ8+faDL+WcRIgEAAAAA2njEBwAAAABAGyESAAAAAKCNEAkAAAAA0EaIBAAAAABoI0QCAAAAALQRIgEAAAAA2giRAAAAAABthEgAAAAAgDZCJAAAAABAGyESAAAAAKCNEAkAAAAA0EaIBAAAAABoI0QCAAAAALQRIgEAAAAA2giRAAAAAABthEgAAAAAgDZCJAAAAABAGyESAAAAAKCNEAkAAAAA0EaIBAAAAABoI0QCAADgr3fs2DGpqKgY6DKAQYEQCQAAgL/a8ePHpaSkRA4dOiR37twZ6HKAf55toAsAAAAA+iMjI0P27dsnIiKjRo0a4GqAf1+cUkoNdBEAAAAAgL8Dy1kBAAAAANoIkQAAAAAAbYRIAAAAAIA2QiQAAAAAQBshEgAAAACgjUd8AMAg0dLSIi9evJDU1FSZM2fOQJcDAAD+UlyJBIBBoqamRvbs2SOnTp0a6FIAAMBf7H8yHUjsQnNIzQAAAABJRU5ErkJggg==)
Hier das Ergebnis:
![](data:image/png;base64,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)
Was bedeutet dieser Grenzwert jetzt? Was sagt das ganze aus?
Leider fehlt mir hier das mathematische Verständnis vollständig...
Ich bin gerade dabei für meine baldige Prüfung zu lernen und hänge nun an dieser Probeklausur. Den Grenzwert habe ich bereits berechnet. Jedoch verstehe ich nicht, was die Zusatzfrage von mir hören möchte...
Hier das Ergebnis:
Was bedeutet dieser Grenzwert jetzt? Was sagt das ganze aus?
Leider fehlt mir hier das mathematische Verständnis vollständig...
gefragt
userce7b72
Punkte: 16
Punkte: 16