A continuación, vamos a explorar cómo se construyen algunas figuras utilizando las herramientas que ofrece Geogebra.[br][br]Construye las siguientes figuras utilizando las herramientas que te sugerimos. Si lo deseas puedes explorar otras herramientas para realizar las construcciones.[br][list][*]Un triángulo [img]data:image/png;base64,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[/img][/*][*]Un cuadrado [img]data:image/png;base64,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[/img][/*][*]Un pentágono regular [img]data:image/png;base64,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[/img][/*][*]Un octógono [img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACgAAAAmCAYAAAC29NkdAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAQiSURBVFhHzZh7SFRZHMe/Ws5MM/nWpK7m6JhtboGsC7VgoG2LLFsEimlYuRGR0BIV6LZbm6nB/mMFFevismxFLWnY44/oIeXQg15bQexuL7MR1ClSR92d26TodH7HM8W6ozNncmw+cOGec+7AZ36/+zvn3BPkcDicENjtdqiqiv7+fjidb7snlKCgIGg0Guj1ehgMBrwV7O3t5WKRkZF8kB78EFBgKEg2m42LckFX5BRF+WBiIyHR9vZ2BFOD5ChygSJHkAs5cUFKLaU10CAnLkjhDKTouSAnLigDFXdV1UFYLBbR41+kBGtqzNDpsrFjB5Camo0jR8xixI9QFTc3N7MseyY2NovFj2I4fClKlhjxH1IRVFVKqyu1FjZ3toh7/yElWFj4NXTacnZ3ENqQVVgzNwHN534fHvQTfKJua2uDyWQSXWNz7MBunG+4go3b1iIqZAhPzh6FIS4en6z9AdqwSPHU+CFdxRnJcVi/NBkJygwYpsUjvfhbBE8OQWNZHqx3xr9opAXVLis0IyJlWrwcs74swp3aStw/ulf0jg/SgvaXHSyVUaL1jujUdHxaUoGeZ3/j0vYi9LQ+EiPvh7Tgq87nmBIeLVr/ZbJOj7S8EkSnzENjaR5aGuvFiO/4kOLn0Ea4F3ShzP+CRbOSCdbh5r4yDKj/iBF5pASdQ4N43dvlNsUjCZ2eiPQ137PfOFk0c2G9d0WMyCElqLL06sJjRMs7UnIKkfx5Pv74aRv+qtsver1HSvBV9wvoIjxHbyQxczKQsb4CnY/uoam8GOVb9yA+Phvh4Uk4fnzsqUlaUBPq22SsMYTh4/wN+Fc/DT9WN7DdchP6+ppQUnJozJ2RdIq1oRGi5Rt1txwYGFwnWkZ0dxtx9eq4CVq9KpDRsN69jEyDBZOCL4kesO2bGZmZRtH6P1KC9k73k7Qn2m5cwM0D38HGJvFlm0pRtNLEtvNJ/CotLYbROLqg1GaB1tuUnBUInZEkekZnsN/BxTpuNyEmLYMthSt5scgil+KuF9COsoq4eN1nw1M2QV+r3sS2tENYuL0Wn23Z65Mc4bUgRWTQofJqdAe9n4/PHMb1PZvZn4hCTvUJtppUIcL4kXjCN7wW5BXsJnp97S14cPIX3P11F8ISZmFJrZltwbayPWKCeOL98EqQ5qnDhy7i9EPRwaAX/k+2MjxoqEHcvAVYysTmFnzDVpqxXwFZvCoSRclGR0cWv5+qr8WpjQsx4LAj9avVSF6cz/v9hqevusrK39gXHF2ur7mdzp93VYtR/+MxxYpCc1TrcEMQ62NF+oJHwUWLjJg9m5aiCn7NnGlGbu5wuicCr95BKpL6ejMSE40oKJg4OUL6s3Oi4SmmUyT2PvKOQIKcuCAdtdIhZqBBTlyQDgrpTDiQokguNpsNbwDZLaO283V16AAAAABJRU5ErkJggg==[/img][/*][*]Un círculo [img]data:image/png;base64,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[/img][/*][/list][br]Para recordar las posibilidades de edición que te ofrece el programa, cambiá el color de las figuras, quitá los nombres de los vértices, quitá los círculos que representan los vértices...[br][br][img]data:image/png;base64,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[/img][br][br]Otras posibilidades de edición nos permiten mostrar u ocultar algunos elementos o valores... [br][br]Por ejemplo, supongamos que tenemos el segmento AB o f; es posible mostrar u ocultar las etiquetas que nos permiten identificarlo (A, B, f) o también mostrar u ocultar los valores. [br][br]Para hacerlo, utiliza el botón derecho del mouse sobre el elemento sobre el que quieres realizar ajustes. En este ejemplo podemos ver que el segmento f, cuyos extremos son los vértices A y B están visibles (o sea vemos el segmento y los vértices) como así también la etiqueta ( es decir, se ve A, f y B).[br][br][img]data:image/png;base64,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[/img][br][br]Si entramos en la opción "Propiedades" podemos ver otras alternativas. Observa el menú desplegable de "Etiqueta visible"; allí podrás elegir si quieres ver el nombre del segmento (que sería f), si quieres ver el nombre y el valor (f y su longitud) o sólo su valor (su longitud), entre otras opciones.[br][br][img]data:image/png;base64,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[/img][br][br]En el ejemplo, decidí ocultar los vértices, mostrar el nombre y el valor por lo que el gráfico se observa de la siguiente forma:[br][br][center][/center][center][/center][img]data:image/png;base64,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[/img][br][br][br][b][size=100][size=150][color=#674ea7]¡Manos a la obra![/color][/size][/size][/b][color=#1155cc] ⬇️[/color]
Supongamos que tenemos que construir un triángulo en el que uno de sus ángulos mide 85º. [br][br]Les presento una forma para hacerlo con Geogebra.[br]
Ahora te toca...[br][br]Construye:[br][list=1][*]un triángulo que tenga un ángulo de 65º;[/*][*]un triángulo isósceles cuyos lados iguales midan 5;[/*][*]un triángulo equilátero.[/*][/list][br]En estos casos, puedes usar las herramientas que ya exploraste pero además tendrás que usar algunas otras como las siguientes:[br][br][img]data:image/png;base64,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[/img] [img]data:image/png;base64,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[/img][br][br][b][size=100][size=150][color=#674ea7]¡Manos a la obra![/color][/size][/size][/b][color=#1155cc] ⬇️[/color][br]
Construye:[br][list=1][*]un cuadrado cuyos lados midan 4 unidades;[/*][*]un trapecio isósceles cuyos ángulos de la base midan 45º cada uno;[/*][*]un rombo cuyos ángulos midan 80º y 100º[/*][/list][br]En estos casos, puedes usar las herramientas que ya exploraste pero además tendrás que usar algunas otras como las siguientes:[br][br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACoAAAApCAYAAABDV7v1AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAO7SURBVFhH7ZlLSFRRGMf/irnwgboQEV93Rl0YbgLFpbpxISK2aJOIzkpLEaRlmkqS4dKVCjIj2kYCCcpFo2SQuZBaiFDg446iBKXeBJXBB7fvO/fcNFObuc7VEfrBZc7jzszvfmfOcyL8fr+OG8Aforu7u9jb28P+/j50/Xr8IyIiEB0djZiYGMTGxsrSE6Lb29tCMCkpSdzEb7gOOEAcLE3ThHBCQoIoF6JmJNPS0q5N8DQsvL6+/juykVzIkhzJcJFk2IWd2I0RotzkbB5usBO7MUKUwxxO0TRhJ7NTC9GbgO2iPp8PnTU18LS1yRJr2C5ampcHjIxgpasLjsREWRo8top2Vlej3e9HO6X5UmisnpqYEHXBYqtocVERVmRaEBUFJSdHZoLDVlGlshI+anoXpV23bkEhcUVRjMpg4ZlpcXGRRgH7cPf1yVTwsBs72t6ZmLr6epmyzpWIhoL/oqEmNKJbW0BLCzA4KAtCz+VFaUBHczOvIICxMWB4WFacwkWDlMdjXDStBsvlRVkyJQWgWQhNTUB/PzA9LSslnZ1AbS2wQsM/py2MpZcT5eam7QLu3zfyyclGurfXyJtwBEtKaB6lidTigG9dtLUV2NkxmvQkNPvwVAmvVxYQLMeyU1PGq91N39HhwegofVl3N7C6CjQ0yJpT3LkDzMzIDMGR5CYfGgJU1ZKo2Nytra0hOztbFv0Nrynz8kqp3/Aa6D3KUzW8efWYHvOc55yfN36nAwOywDpLS0tIT08PLKKPHg1JyTq63PD+2MIi7RDPhfc5qakyExoCEjW2U8ed4OjIh77WJ3jx7Dlm3ozj28amrJFsUv6iB7FAwE1fWOjCxgb1XPhQVpaCtnu5UD9MQ6Vm1rSfUNLT4MzNgaOgAMrXL4iLiwNoVX9ZzKYPSNSkp8eD8vIS5OcfR5feD/XTZ6gTk1BnZ6EuLCD24ACOu1VQKirgcDqRlZUp7z5mfHwKt28r/1yfWhINhO/ff0CdJGna5vp8K+DPVhwOOOhyOh142vUSr19/xMGBAl7se73tF8qaorYunA8PD8Vne9969f6+Af1B/UM9MjKTNuq8WefLrTc2uuXdZ2MunG0VPY2maXpUVPEJUVWvquqQtWdzpSt8k0TaLmdk8BBCgz88iI930e+e1gABcKWizPLyO5rhssQyYW7OjdzcizuTScg7U6gJamYKB4ToyVOzcIKdzFNGIcpH0OaBaTjBTuzGCFE+MOUz83CKKruwk3nALDoTJ27Enw0iRYTv3zfAL3CGWKknJF8HAAAAAElFTkSuQmCC[/img] [img]data:image/png;base64,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[/img][img]data:image/png;base64,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[/img][img]data:image/png;base64,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[/img][img]data:image/png;base64,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[/img][br][br][b][size=100][size=150][color=#674ea7]¡Manos a la obra![/color][/size][/size][/b][color=#1155cc] ⬇️[/color][br]
Construye:[br][list=1][*]una circunferencia que tenga radio de 5 unidades;[/*][*]un círculo que tenga de radio 4 unidades;[/*][*]un círculo utilizando la herramienta "compás".[/*][/list][br]En estos casos, puedes usar las herramientas que ya exploraste pero además tendrás que usar algunas otras como las siguientes:[br][br] [img]data:image/png;base64,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[/img] [img]data:image/png;base64,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[/img][img]data:image/png;base64,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[/img][br][br][b][size=100][size=150][color=#674ea7]¡Manos a la obra![/color][/size][/size][/b][color=#1155cc] ⬇️[/color][br]
Para cerrar esta práctica, los invito a probar cómo se puede hacer para exportar las imágenes que han construido en las actividades previas. El formato de imagen puede servir para construir trabajos prácticos de matemática para sus alumnos.[br][br]Una vez que tienen la construcción realizada, haciendo clic en las tres rayitas de la esquina superior derecha, se despliega un menú que les da varias opciones. Entre ellas, "Exportar imagen".[br][br][br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAq4AAAHrCAIAAACB4IgTAAAAAXNSR0IArs4c6QAAIABJREFUeAHsvQ14VdWd7587rbZjW+e585+5M7eeNnRm7v/OvTPTsbXtTKnVtNWOVq5WOuPcOn2J2ARatVZLFEarUUssApKISFAwvAg1gJAKaHsKxqAEaF584R1OPJHAgbxwMEFNxJB93Wudvfbaa7+ctfd5yX757icPrL32evmtzzpn/b57rbX3KXkbBwiAAAiAAAiAQIQJlAzjAAEQAAEQAAEQiDCBkhEcIAACIAACIAACESYgSoFt287MmnW2okK54YZC/VVUKLNmnd227YwD9pMnT/b09HR1dSUKdnR1dfX09Jw8eRJmJBIJ0OA/aKABGjwBPizz2XAYUnAJBPxJwCAFVq0aLZwCMJe8atWoJZTe3t6enp633357bGxMKdgxNjb29ttv9/T09Pb2wgzQ4D9ooAEaPAE+nPWzYTmYIBIEfE5AlwLbtp2h3nrrVmV4mP/w5zk8PKxs3ZqZcjDPDdD5gIKKAL49Y2NjlnMDMIP/4IIGaOCbIjNu8J8ThEEgQAR0KTBr1tkbblCddHEOqgZmzTorwKLzAcWxgdZC5wZgBmiYP3X4bPBMQCMrDWEYwSkIBIWALgXo/oCCzgfwX6ThYXVioKJCEUh1dXUVbUqA2jM2NtbV1RUGM4aGlFtuUV5+mefsNhweGm5bbpUeNHgqMjRSqdRjjz32yCOPHDlyhM+bx7CMGXmszq4oSzOEYQSnIBAUAroUoKsDdp/7QsTTGgVSiUSiEHU5l5lIJEJiRm2tsny5c2OzXg0PjaxNlUgAGjwkGRoHDx6cPXt2Q0PDqVOn+Lx5DMuYkcfq7IoymyEMIzgFgaAQgBRQv+bmr3RQFcmmTcovfmE3cknGe6AxNqbcf39DMpmUrEImmQczZIp1mwZm8MQkabS3t999993r1q0bHR3ls+crLGlGvqqzK8dsRlDGfdgJAgIBSAH1a27+ShdNCpw5c4YNNHkw48AB5bvfVXJzyW7NeOyx5nPPLSspaTjnnAkrVzaz5uQYcGtGjtXZZc+jGQ0NDeXl5RPIUUaO6urq5uZmGQmVRzP4liaTye99r/ruuxv4SIewvBnNzc233nrr7373O4fSPF+SN8NzFTIZzWYIwytOQ0BgAzkeeuihysrKGTNmPPTQQ0uXLm1paQlB0/gmQAqoX3nzV7o4UqC7u3vlypVs0MmDGaOjyh13KL//PSvTQ8CtGX/+52UlJQr9u+CCMg81WmZxa4ZQyKFDhxYtWlRRUXHZZZd9gRyXXXZZRUXFokWLDh06JCR2OM3RDEVRmpuby8rKysvLGxoMEyfN5Kiuri4rK8uqBnI3w7KNH/3ohJKS6pKS6j/5kwmWCYRIV2Y8++yzd9xxR2trq1BI7qeuzMi9OrsSzGbwYyvCQSeQSqVmzJhRaXN8cOmDBEFvI7PfixSor6/fu3ev3ddDPr6gewWam5UJE5QGubsd81e6CFKgtbV1NjkYsfyY8fjjyqJFrEwPAbdmfOxjE0pKkkQKJD/+8U97qNEyi1szWCGJRGL69OmXX375ww8/vH379r6+vlFy9PX1bd++/YPIyy+/fPr06ZJd7NkMak85OZw9fTKZnDBhQnV1NWuCOZCjGeYCFUW5/vrqkpIGTcaV/f732Wd0XJnxzjvvrFq16oEHHti9e7elAZ4jXZnhuZasGc1msIE1fIFUKjUwMOCrdg0MDBTOGW/YsIFqgBkzZmzYsIFOA6RSqZaWlqVLl1KJQC8VjsmePXseyuuxZ88eO2u9SIG//uu/vuSSS3bs2JH1q+KcoKBSYMIE9T51gtStTrFnBXp7e9etW3frrbeuXLnyzTffZJTMI4uku2IlqIEXXlB+/nPlvfcMkW5O3Jpx443VH/3ID0pKGj5yzsW3/PNXDj+/yk1ttmndmkELWrdu3YUXXrhs2TLbcsmFZcuWXXjhhevWrVMUxdlPezODTgaUl5c3N2f3r9TUanLYme3ZDLsCFUWpq2smUwLqN+XDH84+M+Fh/uzEiRP19fW1tbXd3d0OlvCXkp2dDXfdVaBO4SvKPWzuFLtxNujxe/fu3bVrlw+lwK5du/bu3Ts0NJRfwkwHfOD1LUtOpVIszYYNGyzT5B7Z0tJiMyXhMTrPUuDzn//8li1bvvjFL27cuDGXr1PhpEBDgzq6VVer/8oMxeavtBcfLMfilVdeeeSRR6qrq1944YX333+fz5QXM66+/M4//tAn//RPvnr11U53mXy9QtiDGb9eMLe87JrO3z/b/WLT7+/8t9aHbxsZTAvFuj31YMaSJUsmT568f/9+mbr2798/ceI3/vzPv3PeeWWf+pStI3RlxosvJq+9tnratIaFC1eVlWVZK0kmkz/7WUN1tT5zVV1d3WAzkeXKDJnmK4qyYvmK88+/vKSk/Jxzyr/ylXKZXB7MOHz48Jw5c5YuXXry5MmsVVR/97vVH/pQQ0lJ2R//cfPTT9ul92CGXVGW8c3NzRMmTKD7OSwT0EizGbmP/n4rYWBgYJd2+FMK7Nq1q7OzM4+27dmzh3paB8dJu4m66hkzZmRN6a1bfS0FxsbGPve5zymK8tprr1155ZV2I5fD94ddKpwUKC9X6DhcVpYJsEotA+avdH6lAL3FGRoa2rRp05133vn4448fOHDAbEnuZhw4kPzoR+nKffIjHyn77W9lb0l5YzyYcWjzyh3zbuvf107/dj5yx8apX0u1e6mdWeLWjLVr106ePLm3t5eVkDXwF39xCVva+Na3rJWTvBkHDyrnnptZev/wh//cufa9e5MkcUNJSfXll+tV2wkIeTOc62VXt7Vsu/bqyQcOHKyv17UIu2oX8GZGZ2fnPffcs2bNGn6TrGUVEz76UVW/k14p+7TtYpM3MyxrtIwsKyujIxsLWCYzm+FtxPdtLjoZoCkBn84KMPO6u7vzMj1AdwjazQcInbV06VK6nVCIz8spXY9oyd/hsJ7ieoFgdHT0oosuol+MY8eOff/7358zZ47l9yRrZOGkQElJZpdAQ4O6RpB1YsD8lc6jFPjHfyw/99wJ55336fvue+jOO+/cvHnz0NCQJZzczaiuVl2LtvrbcO+9LkZ5ZpIHM15d8VDHE/czKdC/r/1A05KNlV977amHWbFuA67MOHTo0Oc//3lLgeVQ70c+MkFjlTz/fOvFJHkzrrnGsPS+aJGTEvo//6e6pKSZ1n7uufqchN2agrwZDu1ll9r+0HbF5Ve+8sqrLEYy4NmMlpaW22677fnnn3eoKJlMll9wAZMC5f/4j3aJ3ZpRXV1dTg759RpaNd3sKW9GXhyAHwoZGBjo7OxkXpYGDh061G1zDJAjL56Ybz7dDZBKpSyrPXTokGBhZ2dnjjawG33eDIcw21pYoIkBh6rze8m1FHjvvfe+9KUvse/Ge++9d9ttt915550sRj5QIClA1wWoGcmkOrCUZ5v7dDuyyLfx6qvZiJ88//wvvfLKKw55czdj27bkn/1ZGfExyT/7/y5tafHyoL8HM7bP+9mexkd5KdC/r/1457aWB3609a7rT3VbTIE4cKCXXJlx++23r1ixImuZQoK/+qsyopySJSXlt99uLZvkzbjrLn3p/SMfKXv2WSf43/kO+2Ao55wzgS2NNzc3l1t9XuXNENpoPt2ze89VV05qbfWy1ycXMzZt2jR9+vSXHd+G2TBjRtm551aXlJSdf37zb35jNp7GuDKDIaXT/rQEVXaYDtYLNA2f3tISsxn5HZ3Hq7Tu7m7BxcqfdnZ27t27N5VKeXbJqVTq0KFDZiEib0N3d7dndPQuX3JKgNZCNw0UbseA57a4yuhaCrz77rtf/vKXhS/GrFmzfvSjHw0MDAjxzqcFkgITJqiLAs3Nmb+ysuybB81f6XzNCvz3/36xdt+pnHtuqTDWCHzyYsbatcnP/t33Pvunlz9S5do1Uns8mLFl5v/t+u2vBSlAT19teHDNv/1dV7xRaGzWU3kz9u/ff8UVV2Qt0JwgmUx+5zvVn/502QUXXGy3w0DejM7O5J/8yRUlJeXnnVc+cWIW+ZlMJj/+cXU14dxzy777XX2BIJlMWq4RyJthbiYf05Xo+rfvXLd16wt8pHw4FzOGh4d//etf33fffa+99ppDjclksmH2bIcEHnYv0ic26RsdnEtmV5ubPxB2Jc6zCGYargZf3ya2nBKQ98QspcN0tGXbc5EgrNIc9w3QRwNcvTaA7i146KGHLBsVlEjXUuD06dMXX3wx+8KwwOLFi7/97W+7mqEthBSgGwaZ92UBm81YGfPNX+m8SIHW1tavfvUn2ox98sILs7iHfJoxe7Ziv+uK9ZplwIMZz1aWHd0Zt5QC/fva39j6zO+rJu+sqzrzjvXKSI5mPProo4888ohlIZKRjzzyyKOPPmqZWJ5GMpm89NKv33VXw65dliVZRG7ebPF+ocJJgdSx1A++98NNGzdbmCIXJU/Dsry+vr7HH3/84YcffuONNywTSEa6MoPqAPpMxwTtmSLnWYFkMplVB1gqkqCM+zJ2mqffu7u76UKA8C+bwN+7d69wNy+/fi/sS9i1a9chcnR3d9PnGIVK6doBUwA0sHfvXpmmOaShGwZdiZhUKlW47QIOpub3kmspMDg4eMkll1h+Y9etW3fxxRc7TwDyGQshBcrKLJYDsk4MuBpZ+CbYhdnjgvPnz6+oqPvUp8quuUa/87PLlU8znnlG+eUv7SpyjndrxtjZ0bX//g92OoDF75g/ffNPLkt1bnOunV2VN2PKlCm77N3vB/fZL76YnD3bev6fVrdr164pU6awqvmAvBnV1dXOsz58sQ5h5q74NPJm8Ln48Kk33pj6xX9e+5Ob+Ui34dzN6Orqmjdv3hNPPOF2EpE31ZUZ9CWP1PdbsuVLpuGysjL6Ikjnd0Gazcjv6DzupaVSKd61S+7SF3LJTNfz8wGdnZ2Snph/uiFfzzpKPjvAdw2dFZgxYwYfGbiwaymQTqe/9rWvmb88NObFF1/853/+56amJrsEfHzepUBzs7ozwDwBQOMdNg+av9K5zAqwxwW3bt0qPC7IN98czqcZr72maqJUylxL1hi3Zrzde3Rj5deYy3cI7H9m8bM/+uqep6Xu4OXNKCsrS6dtn12MxeiGgGq7jYGKoqTTact7ccs7P7vPhl0JWYHzCQq0QDDy1ls/u/CiFZOuVq66SjFvqigvV782DQ1ZX1kt3yl8o4Twq6++Wl1d/fTTT7/n9e0Xrsz44BafTgywTQOCPcKpMGHgsEZgNiNwDiCrwUNDQ+x+XVIK0DL5SQXnfQNDQ0Ps5t7VbT2TAnl8tQB9fMDVHkC607BACwQfTDnk97DrcddSoL+//7LLLhO+PPR0YGDgwIEDK1as+MIXvnD33XdbpuEj8y4FqqutHx1MJlW3aJYIzBjzV9puuGdZLANDQ0ObN292eFzQMheLzJcZaoHvvKPcequyTfYWnNngyvnRXP37O35/x3ccFAB/6VjbCy/ed8ML9/zgnjvnXXBB2fnnT1izxnqnvSSNsbGxCy+8kLefD8+ezT9SUb1qlXVdiqJceOGFlr+OLWkG9Td81d7CduVImmFX6cx/mrj4yquU9nbl+eeVr3zF8EvW1dXqtprq6ux7avL3iu6XXnrp9ttv37zZ41JFjjTsKLmNN5thN84GPb67u9vDGjybUXCeGGBTAp2dna5AUSngXLirAkdGRjzsAfSw01DSKl+/V+DEiRP/8i//InxnWltbS0tLv/71r1933XU33XTT9OnT6XvchGTCad6lgFC+/Kn5K+1BChw4cODxxx+/8847N23aZPe4oLNJeTFDr2LBAuXJJ/VT6ZBbM45sf67lgR/x/j5r+NlfTT/nQxPJTo7kn/5pueW8uqQZzlJg1Sp9V39JSbXDMkGOUoDOJ0sztk1ot8ogScOy3PvLvl779ctUHUD/Fi5UrrtOT8keWMj2TiQPMlGvxRT64Kna22+//aWXXjJdyR6RC43spUunMJshOcQHMdnAwIDzzb25UalUSmYJn806uHXqQ0NDriYqzBaaY9hsv+QixQe37B7WFMz1Wsb4WgqkUqlvfetb9Muyf/9+qusPHTp06aWXZn1/iPAVC40UeP/997du3VpdXV1XV+f8uKBAQDg1jyweFIle5vPPK3fdpZ9Kh9yaceA3T+6snZ7V/fMJ/mPyzdzb76stf89Q3gyHBYJkMvm//3c52blZHYvZvv4v9wWCvKwOKIpiV448DaGf51x51YNf+aquA6gauP56JR7PpKyuVtcF6I92ZPtNS89mCFYpivLee+89/fTT1dXVr75avNcbmM3IJcZMw3JAj3IklQLOt/tsdcAPoFKplKtXDNHEBVod8LUU6OnpmTRpkqIohw8f/uY3v/nZz3523759iqLcddddbt886FkKJJPJ73+/+n/9r7KrrirfuNF2ylf+S27+Smf1wclk8tvfVn/PbfLk6StXrrz11lvXrVvn6lV3ZvM8mGEuRI85fFj5939XEgk9xip04tixndu2Pc3NH7g1o3PprFeerOE9vXP49aceXvT9SR/6o+/T5zs++lH9BTu8gfJmOG8bVBRl9uwGh6UBRVFy3zZo58L5FmUN260OeLgdv/fehsbG5kcn/+s9X/wnUQe0tytz5ij33afbU16e2W3rsKGGpJbvFL1w+9DAwMATTzwxb968rq4u+1QWV/JrhkUFclFmM/zgzHxlA1sjcLBKRi44ZM/7JXajn/VVAfKvKM67kXkv0PVege7u7muuuSaZTF511VVr1qxZtmzZzJkzFUXZu3ev3R4Cu6+VNymwdKn6vO8f/RF9w2vZxz8+YdYsp83hdrXz8eavdFYp8LnPlZP72g8eOqq+5JIf5+WXWD2YwbdCDI+NKTNnKlY/GD946tSrbW1Nv/513S9/+bPy8nt/9rMnFyxg2d2a8dLsm/atq3d2//TqK0/WbPrJ5S0P/CjV0fKDH1Sfd96E886b8ItfWHefvBl+eJjQvDX9d79rvuuuhsOHnV40xJjTQHm59VqJKymQTCbJTw83lJSU/9X5l5/dudNCCixbplRUCLXLnMp3ikxpiqK88cYbDz/88OOPP97X1yeZxRUN5zIHBgZaXtzW8uI2b48zmGnkfYAOeoEyd/x+kwJsx0BlZeUH+wAsVwrY5AFdHcgqGvzfj66lQFdX15VXXnnNNdesXr1aUZSzZ89+4xvfoBMDd9xxx1NPPeX83eOvepMC//W/Tigpoa/Zp68olf2pdb5qIWz+SmeVAh/72KXaSwvy9su8HswQGiKeLlmiLFxII8+8997BvXt/95vfLJ43b+ZPfnJHZeVjDz20+Zln9r322rvvvMNndGtGvGryG1vWOkiBE6++3F5/z7M3frV13s/697XzdTmE5c3w/IohVvsVV1yR4yuGysoMcxsLFzafc05ZSUnDueeWTZ2a/TlS9kuGzCQhIE9j8mT9/cfnfviS5LPPWkiBxx9X7rlHqELmVN4MmdJomtdee+2+++779a9/PTw8LJkrL2a8deqtB+7/5Ve/culXv3LpA/f/8q1Tb0nWzpKZzfD/iF9kC2XcvMzMQZHN5n94cMaMGUuXLm1paflgDoDGs98kpDogHGrAtRRobW294IIL+Je8sokB+gNF7HuSNeBBCnwwg1qiHknNDdMfLsnyUrCslpi/0s5S4JVXXvmzP7tWs6Eh66vlshpAE7g1I3uxL744NGXKy5s2rVi06L6f//yW731vXnX1M0891blz58n+frvsbs1omvKVY20vWEqBozt/v7Ou6pnvfaFt0d2nklI/GMiscmWGtxcP07pWrFhx++23s3qFgKQZwm8H/Lf/pqvV//E/srxaiv5QsnlegbdE0gxFUfhXGv+Xkk+V//9/u/zbk1//1WyDIHjwQeXGG/nyJcPyZiiK8vOfN/zlX5ZdcEH55z9ffviwUw0vv/zy9OnTN23a5JSIuyZpxqJFi2bZHzfffPM//P1nP/kXF3zyLy74h7//7M0332yfdtaiRYu4+jNBsxlF9lg+r449Jei8V4BJAbfbEgvd/A/mA+jLB3mXz8L0Bwl5WfDBjoEZM2YEdIbAtRT4YKzZvXs3/63gJwZuu+22xkbZV8zmIAUyv+OiOeMSt9sUePtdzTfSxwVnzJhRXT3nU5+6/mMfK/vsZ20ndYVasp6aRxZnRWJXYN+JE394+eU1y5Y99rOf7fzMZx6fMuWpxx/f/sILx44cscvCx7syY/S94Weu/5xZB7y5beP2OT9de93fv7LswbdPSNXL2+CqUxRF8fZzRIqiHDhw4POf//yhQ4eE2tmpJA3hmfW//MsyTbAmP/EJ6x86YlUoiuKwNECTSZpBVQX5HYrqkpLya66pfmXV6qXf/+FN//CPkz/9mQe+fPHmiqnHV61Wpk8vwpbSc85hv/bU8OMfWy8DMQjPP//8bbfd1tLSwmIcApI01jgecx6a8+UvTaRS4MtfmjjnoTmOydeY7TGbUWjnFKzy2VOCzo8GsDcQOCcbl7bT3wZcunQp3R44Y8aMhx56aOnSpfyLB3g1ENwZAi9SwPyVYBMD7e3tV199tTmBZYwHKaAoClkgKNdEgEI2h5dYPo1mWallpPkrbemDDxw48MQTT+TyuKBl7SxS0gyWng+cHhra3dm5cc2aR2pqbp8y5e5bbllSV7d18+aTP/3p2Wee4VNmDbsyY+hYctOPL+OlQNfv12ybNXXDD/9p99MLht9y97MUvG2uzFAUxcOPFPf29k6ePHnt2rV8vUJY3owJE/RfFfrxj6s/8Ql1N8l555WtWJFlZ2tZWZnDe2yoPfJm0PSzZzfs3m3YpjBw8GD8gV/+6ptXXPeZv6n89Gfqb7n1D7v+MDo6KrTX8l3ILI28GWQCj02NNH/xi1mmRs6cObNmzZp77rmns7OTVWcXkDfDrgRFUc6cObNi+Yprr7n22muuXbF8hdsHoCzV6ri4K39Wyt7/s2vXLsvldmY2e+YwX28MZCUXLUCFApswqKysDNzcQH6kAD8xcMsttzwj53u8SYGGBnXb4Ic+NKGkpLyk5IPNgyWWj6I5DAHmS1lHlvfff/+FF17I/XFBc9V8TFYz+MQfPLXx/vvvH96/f8umTU/U1t51880/v/HGBQ8+uGnt2j2vvHKa/Q7y6tXqdnE3h7wZyWTy0ZolFV/LSIFDm1c03/vDTdO+dvDZhtH3ZNd97UyTN4OVsGTJksmTJ9ut+rNkNLB///7JkycvWbJEiBdO5c2oJgfLnkwmH3ywIatILSsrk5nTkjeDGeAQ2L9x06qVq35+28+v/OaVd828+5l165NvJK+7rprsbyj/m7+xnehyZcbf/m05/ZHMj3yk7P77s+ghRVFOnjy5dOnSOXPmHHZeTsjfm47Gxsb27d23b+8+y7dLOQCkl8w0iuZ7fF4Rmw/YtWuX8+oAbQhbI9i1a5f8zxb4BwIvAlg4dzXAtiZsyNPhoMnyIwUURaETA88999w3v/nNBdx2dIevkzcpQKdAr7ii/O/+Tt2Q9fzz2YcYBxvsvtL8rMCbb765cuXKn/70p7k/LuhsiXlk4c1geY+++ebLW7euXLz4l3fccdP118+55561y5e3bd/e39vL0uiBP/xBmTpVOXlSj8kWkjRDUZRPfjLzTt+Pn/fJLTP+/fmfTer6vcU8arYKra/Lm8HnX7du3YUXXrhs2TI+0hxetmzZhRdeKPMiLFdmUDWQ1f1Te+iaQtb5AJrYlRnm9trFvPPOOy9te6luft3kb3/nj/7oU9pkW8NNN1nP57syo6srecUV6q7ee+6xLs1sVXd3d21tbX19/YkTJ8xXWYwrM1iuvAfMZvjHORXfkqGhIfr7wuypARqQ2QEwNDTEqwH6W0T0pUYy2YvfWKFG8xpBXlYKfP1eAbuv09mzZ7/1rW/967/+64svvmiXRoj3LAWEcnI/NX+leR88mxx5eVzQ2VRnMzp27Fi3cuXce++9+T/+4/7p01fU17+0ZcuRbO+EUdJpZdo0xf7XeswmOZvB0t9/fwP/mqD6X85ll/ISkDTDXFcikZg+ffrll1/+8MMPb9++va+vb5QcfX1927dv/yDy8ssvnz59Ot/F5kJYjFszqqursy78080B5ew1f6wy+4BbM+xLsr3y4Q/rD8V8+9vWTz0UwYzdu3c/8MADq1atesf4YAtvdxHM4KuzC5vNEDxEoE+7u7v3Oh6d3CG4f/bggPzbAJ1/GZlW5WiOevHQoUPjxbwQaiCQUsDu2+IQHxQpsHLlyu7uboeG5OuSeWTh3dV/3nTT4ocfjj/77KF9+9yta86dq6xaJW+ksxmsHPKCh2rtPrL6mWfyMD3DCrdciOVp8Cktw4cOHVq0aFFFRcVll132BXJcdtllFRUVixYtctgkaC5Kkgafsbm5ecKECfRVxMIMQUNDQ1lZmfC4AZ/XLuzBDLui7OI/8xk6x9PwiU+UHTpk2GfAshTBDEVRWltb77jjjmeffZbVKwSKY4ZQqfnUbMZ4+aFC1MveB2zp5p0j9+7d6zAX7WCt8KuGzrWYr7r6NSMHM7xdslQDM3L4xcI9e/Yszevh0Cl5WyAwf0+yxgRFCrjzu1mbbZ/APLLwzm/wLdfPPWeqampS7r/fvlrxirMZLHUymfyf/zPzTt9Pf9r2nb4svduApBlui3Wb3rMZzc3N9AfxJmhHeXm5zLYASws9m2FZml1kdXXDbbc57W8ojhmKovzud7+79dZb7VZPimaGHSgabzbDmwvxZy5JKcDu1w+RI5VK5T6lP0AONi1BqxBWEMw6YNeuXeMrBfh3E7EdAwV6J3HePzOQAuqX2vyV5n2w83CQx6uFMmP3buUHP1B6eiRNlTcjmUzOnt3w9NN5ng+gdsqbIdkub8lgBs+taDRGR0fXrVt39913t7dbvJOqaGbwbTeHzWbkfYBGgYEjIMwN8I8d+rktkALqF9z8lQ6VFBgeVm6/XZG1wA47AAAgAElEQVTewxFyGuYR3TEGNHg8xaRx6tSphoaG2bNnHzx4kLfBz19YP4/1sK1oBD54dmAGORwm5Jkx3YOnd/WdXJw4sjhx5Mev7L9vb4JdKmZAlwIVFcoNNyjSr/4UvpuuT4eH1eoqKhShtV1dXd4e7HFtgZZhbGysq6sr5GYsXKhke2qO8ogEDa3rs/4PGjyi4tM4cuTII4888thjj6VSKWZJ8c1gVfMBSzOEYQSnIMATELz+5J2vTWxp5//GSweMjIzoUmDWrLM33KBs3cp/2gsY3rpVlQKzZp3lSY2MjPT09Lz99tsFrNhU9Ntvv93T0wMzKBjQ4D8goAEaPAE+bPnZEIYRnEaZQPfg6d8cPbE4ceS+vYkfv7Kfd/mW4XHUAQYpsG3bGbqPb+vWws4NDA+rgoPWtW3bGeGzcvLkyZ6enqJNDIyNjfX09Jw8eRJmKIoCGvxYDxqgwRPgw3afDWEYwWmUCfzm6AlLl28ZOb46wCAFRkZGVq0apR66OP+uWjVq+UHp7e2lcwMFFQRjY2NU1/f29sIM0BAGenw2GBB8NhgKKpedPxuWgwkiI0ige/C0eQnAnzpAlAIjIyPbtp2ZNess3TdQIEFQUaGuC5jnA/jPCp0b6OrqShTs6OrqspwPgBk8AT6MTgENngAfxmeDp4EwCFACMhMD4z4fQE3V9wqg80AABEAABEAABPJFoHvw9I0d+yxnAmikT3SAYVZgMQ4QAAEQCD6BfI3jKAcEciHQPXjaebegf3QApEDwhz20AARAwEggl+EbeUEgdwJZRcDElvYfv7I/94ryWIK+QGD8NuEMBEAABAJJII/jI4oCAVcELEXAHa8fEtYI/KYDMCsQyJEORoMACDgQcDV2IzEI5IVA9+Dp+/YmBJe/OHGke/C0oA98qAMgBRzGE1wCARAIJIG8jOwoBAQkCTiIAFbCrr6TVCX4UweoUqBgD+uhYBAAARAAARAILYEdBw7N6dwjzATM6dyz48Ahc5un7Hx1ys5XzfE+iSkZxhF8Au+8887AwEBXV1fwm4IWgEDxCBw8ePDo0bePHn27u7svkUgePHgIfyAgQ2D7voMPdewWRMANO17dvu+gXXaHS3ZZ8hifSCS7u/vop73f6igZGxs7iyPgBN5///1Tp0698cYbAW8HzAeBohI4fPjwiRNnjhw53tNzrL+/P40DBLIR2H+i79H9XYIImNqxd/+JvmxZx/N6f39/T8+xI0eOnzhx5pTVoUoBHEEnMDo6+tZbb73xxhtBbwjsB4FiEjh8+PCxY+neXl8P4uPpQFA3RyCgIoBrgfpRP3Ys/ZbVUcK/XhvhgBI4e/bs4OBgMpkMqP0wGwTGhUAikThx4uQpHCDgSOBAb//CA28IMwHX7nh1W0/KMZ8fL544cXLQ6oAUGJchKM+VQgrkGSiKiwaBRCKRTqf9OGDDJn8QCJMIoETT6bSVEhiEFAjDmOcsBY4eTbVub3tu85ZNG+M5/j23eUvr9rajR1N21FBXVsK+YmjXjxGJTyQS/vA4sMJ3BMInAhhiSIHQjm8OUmDf3oMvbdt5/Hjv6OjZ3Ns/Onr2+PHel7bt3Lf3oLk01GVmYo7xD0OzbVGLgRRg7gEBRsBOBKx94whLE+gApEBoBzo7KXD0aOqlbTvzIgJ4dqOjZ1/atlOYG0BdPKKs4XFnmNXCKCSAFAi0S8u78aEXAZQYpEBoBzc7KdC6ve348d5CNPv48d7W7W18yaiLpyETHl+GMhaGPg2kQN69aXALtNwYGJqZAL5fIAVCO7LZSYHnNm9xnhJoJYcHLqOjZ5/bvIXPaFfXOnLwKRVFkY9UFEW+LqEWD6fRqcsDnPBlySoF2kzH/v37+VEV4RAQsBQBCw+8EYKmWTbBLAVWrlyJbYNhGN/spMCmjXHn5t1CDuc0dleFwoVTlkve61umpOUIhQunrK68BITChdO8VMEKEQoXTlmyvAQKWnheLMxLIXv27JEvx0EK7N+/f77N0dzcbDnCSkcmVt1YGouVzm6RzmFIqGYvX2254dHhkqEInFACa984Yn5EMMQigLZakAIryQEpID9u+DelNymwfv36SeRYv369h7YJrkU4ZQVaOnj5SFqOULhwyurKS0AoXDjNSxWsEKFw4ZQlEwJbtmyhHUf/3bLFMD0jJGankoWz9OMSaPZ6vPjii6Ojo4qiVFdXv/XWW5LGO0iB5uZmsxJYsmQJjc9JDRxYXR6bM/tXpbEbrf15Nj8Nf5+NkNz1bT0pXgdcu+PV0IsASylAlQGkgOSg4etkHqTAwMDA3Llzf0iOuXPnnjx50m0LBdcinLLS5L2+ZUpajlC4cMrqsgzMnz9/9erVlpcsI4XChVPLLL29va+//npvr+ttGULhwqllXYqizJ8/n5cCM2fOtEvJx0sWzmcpftjzLyF2dnYqivLb3/62srLyqaeekrTcQQps3LjRUgqcOnUqRzXwIhUBLXNisSmrDsh5LUMqSAEDDs8nTApERwRQVsKsAKSA5HARgGQepABt1X3k8NZCwbXwp9Sp03/vJQcfs27dOslIZhhfuKIowilLZg7MnDmTes3Vq1dLumqhcOGUr2LLli1TpkzhvfKkSZNmzpy5evVqSWUgFC6c8nXxYaHSQkuBRCJRT45EIsGbUYiwNynQ2NioKMrg4ODNN998332/q6yslDTVmxTITQ20zI7R6X0WYL6sZXZsyqrVc2KxUqYSEqunkFN1QUFbFKBSoIWuMqhX9dkFTSWoEw/GBQg1hikPtWqt2DkvsvqjF1j7xpFQbgx07klIgUKMXb4oE1LAshuYDqDeeubMmTJqQPDHwimtqLe3V1AAdqe0xl7tEOwUChdOWeKZ5NiyZUtvb+/q1auFuqZMmUKnPbZs2TJ//vwpU6awjHzArnA+jWW4pqamihz19fWWCXwS+dRTT9166/2LFyt33PHY/PnzZazyLAW8qwFuMiAzPaAP29RD675ZTRBjp0w6qP5e32pAvL5RJSROnSJpfqVvRlAlBVUMJH1Mu2SsQjcFoRATgBSQGRwCmcZvUoCHSOcD+Bi3TxCYpwGyerXe3l5BB1D3KaMGhMKFU0VR5HXApEmT6EI+u48XXJRQuHBKoQk7AwQdYHlquXvAsnChXyxPmRSoqamxTOCHyMOHD1dWVs6e3bl4sVJb21NZWbljx46shrmVAvPnz+c3MyxZsmTjxo2ufIbB/auygL93Z86eFqmeWm0tFN08V6Y2K3DqFJlOYDJCj+cS67VoSsJVU5A4qAQgBbKODEFNACnA95ydDqBec8qUKc5zA4LLFE7NS/Ws2CnkEHwznb1nUkCYzBcKF05po1heoWSHU8uJAcvCeW524UQiUVNTU19fLznrbldOQePnz59/xx2PLV6s0L9f/GLNf/7nf2at0YMUmG883EkBcd5ecOpG38/NHxh9ju7XaTzn3blLfF16UUKNagFcdmM9OAspAUiBrCNDUBNACrCee/311x18JL3krAYElymcmqcEhF0IdAvhli1bVq9ePXPmzClTpvAmuZUC5uUA1oTVq1fT5QDL9pp3SgoNYcQCHRgYGFAUZceOHZWVlfPnH2FS4LHHhm+66ecbN250bl2RpQC/8K8t1YtLAPo0gOq/2W0975Q4f0+iOV/OX9K9vk2CTJncVb4WhENLgEqBFuOBJwicx4pgXIUUoP3EO11LB8lHvv7665a9K7hM4VTwzWaPa1nm6+RYTQ4+gVC4cKooiuXqAL/KYLl7YNKkSebWmQvnLQlWeGBgYOPGjZXkmDlzZllZ2bXX3sB0AA088EBzZWVlf3+/Q9OKKwV036w7Gf7e/VReZwX0NQJ+3cHCBlUKaFsHdMMQCi8BSAGHMSHYlyAFFEVxpQOoJpBZUxc8qCAFcvzcCIULp7Tw3t5eYY1AqFRYEKHzEEIa834LcwK7mGI+QXDQ/njzzTffffddRVGoCKitXbZw4fbHHx+4/vqfXnTRRRMnXjxx4sX33fcyLwhuu+3BJ5980q5diqIUVQoYvD7zM8Q3Zx4BMEoB6/Sn6JZAfnWfu61XS9Mv0RJ+ZXhqkUtMbeCFArMKgTATgBRwGBOCfclvUoBuFaT/3ksOPqYQDxNa3j3zcwB2YfNtveCPhVN+N6LlkryrT5JQuHDKiuL1Bz8lwBLwbxowt4gmsyucFWIXYNsGi/AEgcPDhHv37lUUZfv27ZWVlcuXH6Quv6Zm90UXXXTNNc9+73t7rrrq5xMnXnzXXS8wNTBnzp7Kysp9+/bZNa2YUkD1wVYT/mTVgD7mZ5QCdBVfz8Ju6I3+3rDYL1wiWQxPG546RfQBmwawsyrMnjDybYMUsBsQAh8PKcC60M7lm+NZFiEguEzhlJcCwsK/UI7MqVC4cMpK4KWAZaXFkQJFeILATgo0NTWNjIwMDAxUVlYuXrydOfvLLru6rOz7N9yg0L9LL736yiv/jV1dvFiZMWPJ7NmzGUkhUEQpoLp55oANzoj4ZnIrL0oBdQaAe6+All3w9/y+P/ESza7PE2QqJsbQVwvo7yQwGIWTEBOAFBDGgfCcFloKWL6LUPBbwimDS+cD2CkNyEfS9ELhwilfuNnl28XwufiwULhwyjvdSZMmOT+MwBdrGRYKF05pFmGjouVUBL+CYLcp0rJwS6uEyGI+QXDM5qDvEt6+ffusWXOZp6+qeuaiiy667rp2JgWuu+6FiRMnzpuXmTNYvFipqztRWVm5bds2oVH0tIhSIMSeBU0LGAFIAcvRIAyRhZYCc+fONf9OgeBahFOGVd7rW6ak5QiFC6esLkVRBMcveYlPJhQunAorEXaz8XyBdB8Dff+PkF4oXDi12wAhrBEI6mTSpElTpkwxb4MwFy4Y6f/TZcuWzZmzjEmBb3zjyksvnXLNNc/yfxMnXnLddTc9+OBO9nfPPU1VVVVnzpwxNxBSIGBODObmgwCkgHkoCEmMjBSg7xgW/v0eOYRI8+kPf/jDSZMm3XLLLa2trQyZ4FqEU5bM0sHLR9JyhMKFU1ZXEaSAeXOi8DAh3fZPHf/MmTOpS2bLCsL0vtAQ4dTuCQLq7OlvK/DzAbwMEjRHLtsGebzjG545c+YTT2RWB2677cmJEy+ZOPFS099XrrzyyttMxzPPPGM2HlIgH54FZQSMAKSAeSgISQykAOtI3h1OmjSJxTurBD6Z4I+FU+dXDAm1T5o0id7Be5YC5scHzFVYxvAtomFzQ8xpLGOK+QSBpQEscu7cuY8+upHNClgGqqpmbt++nWVxDjhIgba2NuPLhKzP9u/fHzA/AHMjTwBSwHlYCPBVGSlg2Tw6AWB5iY/EAgFPw6175h/2E+b2BfcsnNJKhSUJS8cvRJpXB3KZFSjmEwQ8Z3N448aNDzyg7xWwlAKVlZX0vUPm7OYYBylw6tSp/fv3tzkePT09kXcrABA8ApAC5qEgJDGFlgKWY6vgt/hTOv9P/72XHHxMIR4mZB0pOEUWn8dZAfozBHYz84IBzj9UyENz8Nb0rYJ2P0c0adIkukixZcuWmeTgW83CQl0sPmuASYEiPEHgbAx9gmDJEn1XoKAGFi3aKCzBOBfoLAWCN8bDYhCQIAAp4DwsBPhqoaWAJRrBtfCnvOMPpRSgQKjrFTQBnUembtuSGx/JQ3OQAnwWRVHYcgOVHZLOT6hLKNPhtJhPENg9TLhkyZLDhw/T9wvdeefMJ58cEETA4sXKqlUHKysrDx486NAW4RKkgITjQJKwEYAUEMaB8Jz6TQrwZKks4GOK8MuEQnWuTgWXKZxaFtWrHZZXHSKFwoVTu4yCFBAWHexySRZul7048XZSYPHixRs3bhwcHKSvHJ4xY+bChRvr6jLTA8uWDcyfv6yyslJ+lwBtDqRA2Lwc2iNBAFKgOKPZONQCKZBH6ILLFE7zWJF5GkCyLmH3gOXOALOdkoWbMxYzhv8JYHP44MGD7733Hn3n4Ny5cysrK++8cyb7JQLLZSxn4yEFJBwHkoSNAKSA87AQ4KuQAnnsPMFlCqd5rMizFPBmQ0Eb4s2kHHMNDAwcJIfnchKJRDqdDttIj/aAgD2BdDoNKeB5xPB7Rjsp8NzmLaOjZx2sl3yCwFzC6OjZ5zZv4ePt6sp9gUC+Lt4eb+Ho1OWNT8hyJRKJEydO2g+buAICYSNw4sRJSIGQjWN6c+ykQOv2tuPHe/V0+QsdP97bur2NLw918TRkwuPLUMbC0KdJJBKp1Km+vv6wjfdoDwhYEejr60+lTkEKhHZks5MCR4+mXtq203liwAOU0dGzL23befRois+LungaWcPjzjCrhVFIkEgkentHe3pOHD2aGhgYsBo8EQcCYSAwMDBw9Giqp+dEb+8opEBoBzc7KaAoyr69B1/atvP48d68CILR0bPHj/e+tG3nvr0Wj2yhLplPmH8Yylgb7jSJRGJgQBkYUFKpwe7unkSiCwcIhI9AItHV3d2TSg3STzukQGiHtbNnzw4NDSWTScsWHj2aat3e9tzmLZs2xnP8e27zltbtbcJ8AF8p6spK2FcM+b6LYDiRSIyMqFIAfyAQEQIjIwqkQGjHOioFjhw5EtoWomEgUAACiURCUZSzZ5W331ZOnYIgAIHQEjh1Sv2QnyWbyCEFCjCW+KPIs2fPvvPOO8eOHXv77bf9YRGsAIEAEKBSIACGwkQQyB8BSIH8sfRZSWNjY8PDw319fb29BXlewGfNhTkgkB8CkAL54YhSAkUAUiBQ3eXG2LGxsffff39wcPDo0aMnT550kxVpQSC6BCAFotv3EW45pECYO//s2bMjIyOnTp06evRob28vVgrC3NloW54IQArkCSSKCRIBSIEg9ZZbW8fGxkZHR0dGRgYHB/v6+o4dO/bmm28mcYAACNgQ6O7uhhRwO84gfQgIQAqEoBOdmjA2Nnb27Nn3339/eHj4nXfeGRoaol2Of0EABMwEhoaGiiwF2mtLY7GpGwyv5lKUVFNFrLSuw+mrjWsgkEcC9LvQYjxK8lgBivIDgTFynMUBAiCQjYArKVBfX19TU5PLd5xIgdLYtKY+vhRIAZ4GwoUnAClQeMaoAQRAIDgEXEmBGnLk0riMFIiVVvBiAFIgF6bI654ApIB7ZsgBAiAQXgLjIAWmNW1QlwkWtDOqvBToWGB7SU3fURcrjdE/NrWgZjEuOvCFkMLFLKxqBCJJAFIgkt2ORoMACNgQGBcp0Ec9eq22O0BWChAdoOUiEwxUT6jx/DSDeokmUzUBu9S3YZppbcIGC6LDTQBSINz9i9aBAAi4IzBOUkDpa5oaY1sF5aQAycLNJRA9QRWA6vvZJAGJJ5sQie/XpIPKha/IHSekDhUBSIFQdScaAwIgkCMBZylA9wnSLQI1NTVVVVUszAKuDOB8NvHTdJmA99D83L7BeZv8uqIY7/4zawScYhBnCxTFohBX9iNxOAhACoSjH9EKEACB/BBwKwUENVBfX+/KDk4KZO7R1Zl8eSnANgqwQOamn3l93tmrkcZnFPmrrgxH4lARgBQIVXeiMSAAAjkScJYCQuF0JkCIdHVqkAIKXSaYuqGDe6+Am1kBvupMybyq4FYQtJSqFOB3FWjx+D9aBCAFotXfaC0IgIAzgfGVApkZe3KLn7l9V6UA9zgA2fdHLwkygubV/TrJWFc7lXsAwTQHYBAKzmBwNcwEIAXC3LtoGwiAgFsC4y0FtGUCNpNPvLXm4NUZfn13ofG5A25PAG10JnHm2YFMHJ4gcPuJiER6SIFIdDMaCQIgIElg/KUA3f3HpID67gDVf5O/qRtSwnq/5u/VBPzTBGpz1WkDvhyKgGiLTIH80wSSgJAsjAQgBcLYq2gTCICAVwKupEA9ObxWhXwg4BcCkAJ+6QnYAQIg4AcCrqSAHwyGDSCQOwFIgdwZogQQAIHwEIAUCE9foiXSBCAFpFEhIQiAQAQIQApEoJPRRJEApIBIBOcgAAJRJgApEOXej2zbIQUi2/VoOAiAgAUBSAELKIgKOwFIgbD3MNoHAiDghgCkgBtaSBsSApACIelINAMEQCAvBCAF8oIRhQSLAKRAsPoL1oIACBSWAKRAYfmidF8SgBTwZbfAKBAAgXEiACkwTuBR7XgSgBQYT/qoGwRAwG8EIAX81iOwpwgEIAWKABlVgAAIBIYApEBgugqG5o8ApED+WKIkEACB4BOAFAh+H6IFrglACrhGhgwgAAIhJgApEOLORdPsCEAK2JFBPAiAQBQJQApEsdcj32ZIgch/BAAABECAIwApwMFAMCoEIAWi0tNoJwiAgAwBSAEZSkgTMgKQAiHrUDQHBEAgJwIyUiCdTsfj8ba2NpnEOVmDzCBQFAKQAkXBjEpAAAQCQsDZu6fT6fr6+iruqKmpSafTOTeub8O00listK7DWFKqqcIcaUyinaklVDT1aaf4HwRcEIAUcAELSUEABEJPwEEKJBIJqgHi8XiCHPF4vKqqKg9qQHX5C+pqS2PTjM7chRQIfc+ggQUkAClQQLgoGgRAIHAEHKQAnQ8QElB90NjYmEtL26kI6FgQi03dkOJKghTgYCBYOAKQAoVji5JBAASCR0Dw9KwBbW1tVVVVbW1tLIYFqERgp+4DHXUxOrfPAloZVAo0qcsEMfKnryB0LIhNa9pQS+LVuQRugUC8pJWG/0HAhgCkgA0YRIMACESSgAcpQJcJ7DJmp8hNBmSmB1geIgX0qQI1pbafgIRjtWxzgVEKxEq5S6w4BEDAmgCkgDUXxIIACESTgJ1HpwsBllfphIHnzYMG9887e0VRiBTgNwPqiTkBQXpKkALGhYZo9iVaLU0AUkAaFRKCAAhEgICls1cUJZ1OV1VVWe4JyGmBQNwNoHp0/YZevWp06qoCWNCuKAoLZDpFkAIkTQT6C03MCwFIgbxgRCEgAAIhIWAnBRRFqa+vr6mpEbYL0NUBS4kgQ6SvaSrdBGD8V3PkkAIyEJEmZwKQAjkjRAEgAAIhIuAgBejEAJ0baGtri8fjNTU19PFCQR9I8zDOAdBs/DyBSQoQ6YBZAWnASChHAFJAjhNSgQAIRIOAgxSgywR0GoC9ZIi+Y8Bu7SALM97r60mJPqAvGDAlMO4V0CYP1LxYINAJIuSWAKSAW2JIDwIgEGYCzlKAtjydTtNXDLFTb8sEql+nC/9GouTWn2wRIFLA/gkCSAEjOJx5JQAp4JUc8oEACISRgIwUMLeb/iqBy7kB9S0C+g5BvlCiANQHB9TA1A0d7L0C3BZCbBvkiSGcGwFIgdz4ITcIgEC4CHiTAvzagecthOECidYEiQCkQJB6C7aCAAgUmoBnKcDUgNcthIVuGcoHAVsCkAK2aHABBEAgggRykQIRxIUmh4MApEA4+hGtAAEQyA8BSIH8cEQpgSIAKRCo7oKxIAACBSYAKVBgwCjejwQgBfzYK7AJBEBgvAhACowXedQ7jgQgBcYRPqoGARDwHQFIAd91CQwqPAFIgcIzRg0gAALBIQApEJy+gqV5IwApkDeUKAgEQCAEBCAFQtCJaIJbApACbokhPQiAQJgJQAqEuXfRNhsCkAI2YBANAiAQSQKQApHs9qg3GlIg6p8AtB8EQIAnACnA00A4IgQgBSLS0WgmCICAFAFIASlMSBQuApAC4epPtAYEQCA3ApACufFD7kASgBQIZLfBaBAAgQIRgBQoEFgU62cCkAJ+7h3YBgIgUGwCkALFJo76fEAAUsAHnQATQAAEfEMAUsA3XQFDikcAUqB4rFETCICA/wk4SIF0Oh23P9ra2vzfOlgIApYEIAUssSASBEAgogTspEBbW1tVtiMej3ul1rdhWmksxv6mbkh5LUkyX6qpIlZa1yGZumDJOhbEYgvaC1a8VnBHXay0oqlPO8X/IgFIAZEIzkEABKJMwE4KxOPxqqqqRCKRtjqYSPCiBlR3aHBUfU1ThZj89wikQP6ZBrhESIEAdx5MBwEQyDsBZymQTqcta2RSoKqqyt1KgY1LJmqgkLfLNvVatq6AkZgVKCBcF0VDCriAhaQgAAKhJ5C7FGhsbJSnpLr8aVYz16mmitqmPrpMIPhLwYuTSQVtcUFfWVBLrm3KrDvUkpUAkpGmrGsyLhBwl2LcwoFFIULb+Iy0FjWBut5R0dShr3pYtlFRFGPT2mvZEkmpNRZFocTaycQJaYuxyXxFauH0Kl0gaKrTlmCExQK1TO3S+C+aCISLcgopUBTMqAQEQCAgBJylQL3Nwc8KuJEC1GVmW8M2+kuFlwK6t1P5EleamUug7k33eSSXdqq6Rt3l8wVSXxvL+FexEKETDWWS7Q4ZT5zZ+pBxq4ZkxiK4pqnG646cWKhrCz1Xxm1nLvGVZlSCTlOHY9FeDQXJpbWXsmWX9FrDHoIUCHsPo30gAAJuCDhLAd7l24XdSAF6t6o7L2tLOX+pJuA8t+o+eX+pOz/q4fQlBqOjpbfjmW2DqnPVfbChfOJ39UIE88QydcOIh+YME1OygvSmqSj4O3K7LKJJQpP5huiXRGHBFSJ2AXeJWRn+AKRA+PsYLQQBEJAnMM5SQPVe+iR55vZU95ekHbrH1ZulOs5MRu6GXveLqm823OxaFUK8YKYc6pXVGL0QvToSEp2oti7QxwUyWez8urBAwIrNtMWqatEk3d9nmRXgdQaRUwQUlz1jq0omwzATE4H/IAUi0MloIgiAgDQBeSlQX18fj8cbGxvp9EBNTQ196YCbbYMmD63byTlaBymgXqLOW3RsRpfJlZapQo3hJ/BpOWoMpxKMhejGkZBagla7HiCCQ2yXjBTQ1QxRAHZZRJM4X25/iWssbQTz9zpAvQnaDgOhvWE+hRQIc++ibSAAAm4JSEoBfhWgra2NPVlgl93ODDuHpyic87aVAuI8PLnJdj0rINrgRgoYZhr0RrqXAlyltBjRKq1we3/vZlaACQgW0MqP5v+QAtHsd7QaBEDAmoCdL6fvFWD7Ayxv/Wtqavsd9CYAACAASURBVKqqqhobG5kysK6DjzW5QO2iIAW4KWtyI0tu6MWbXdV9xiylANlRyM+364WIblv1tdqEgeh3NePI/yYhQuQLMUws086v6wsEqj38pgS1aZZrE6JJnC8nluuFkFNKg4NJTVfbSFKa+YuWGNoc1hNIgbD2LNoFAiDghYCkFBBeJZROp9l6AXs/sawgIF7ZtPuvVHeNxF1p99/ER2ZcNXHGzMHTcuy8uG0hhucO6OoAe8GR6HcFooYyebXhXgqYi1JXH3S/zmoWTeKkABEWwqqHLgWYvqFt1HganyDgJ2NYlREIQApEoJPRRBAAAWkCklKA7gygpTY2NtbX1/MZ0+l0VVVVTU2NdLXEqXNL75lVfJZfc/Pkpp+fDMgoA7Jmv6Cdc6iiy9QePcjsCTC8V4CvfeqGFCmT7P+3KISZRAOkxsyOASZKMu8V0J+MyD4rkHnHgLZgX9uhVh3j5kK0ekWTeCmQeRKSFkJp6FKgrkNnJeAldWWqZhJBqzAS/0MKRKKb0UgQAAFJArxH57MkEgm2OsAC9D3ENeTgEyuK0kgOIRKnIOBPApAC/uwXWAUCIDA+BOykQDqdbmtrow6e/UuXAOLxuHnrQH19/fg0ALWCgHsCkALumSEHCIBAeAnYSQGHFicSiXg8znYGpNPpxsZGYTOBQ3ZcAoFxJwApMO5dAANAAAR8RMCDFFAUhT47kEgk2tra6uvrq6qqIAV81KkwJRsBSIFshHAdBEAgSgS8SQH6qCF9xRBdSogSM7Q18AQgBQLfhWgACIBAHgl4kwJ5NABFgUDxCUAKFJ85agQBEPAvAUgB//YNLCsYAUiBgqFFwSAAAgEkACkQwE6DybkSgBTIlSDygwAIhIkApECYehNtkSQAKSAJCslAAAQiQQBSIBLdjEYaCUAKGHngDARAINoEIAWi3f8RbT2kQEQ7Hs0GARCwJAApYIkFkeEmACkQ7v5F60AABNwRgBRwxwupQ0EAUiAU3YhGgAAI5IkApECeQKKYIBGAFAhSb8FWEACBQhOAFCg0YZTvQwKQAj7sFJgEAiAwbgQgBcYNPSoePwKQAuPHHjWDAAj4jwCkgP/6BBYVnACkQMERowIQAIEAEXCQAul0mv7gkN2/7HeKA9RemAoCiqJACuBjAAIgAAI6ATspkEgkqrIdNTU1dtn1CqxDfRumlcZi7G/qhpR1urzFppoqYqV1HTmV19c0NTatqS+nMqwydyyIxRa0W13Je1x7beFR593oAhQIKVAAqCgSBEAgsATsfDn9GeJEIpG2OujVqqoqL2pA9XylFZxLVV2sMSb/OCEFFEVRyUMKqB8uSIH8f8VQIgiAQHAJOEsBuyUAJgVcqwEbl0zUQCHvjG3qddVxgZ8VgBTQ+htSQCOB/0EABEBAUXKXAlVVVfF4XJKlrTdNNVXUNvXRZQJhwlzw4mRSQVtc0O9x1ZJrmzLrDrVkJYBkpCnrmowLBNylGLdwYFEI1zDB+PZatsAhLD101OlrH5y+samU3KzTZGrGug4uu9oQ/dS4wKHH88sW1Mh2MtFC2p5BpMZrVmlTMtYlcC0ObRBSILRdi4aBAAh4IOAsBRobGy33DNbX1/MbCaSlgLpFQPND9sY6SAHjfS1xxhlfS12dXjjxu9ppxudlXCm5xNwqyWjwl1ou0ULqZcleAbrXQXPzRJ3whbMSSOEkmX2lghRgc/i0RcZTJn1Ii6jiURQzh1jmErGT7W8w0LMtQWx2GM8hBcLYq2gTCICAVwLOUoD39w5haSmguh/mJm1NtpcCqs/T/J+anfNtutMl5aopmQvMpMzcu3MenSTlnLRQiGChnpGrl6Zh1elpjJnFeK5SUQqwBpI0Oi4ui8lOHax4iTeVC4vJyNyDXpfR+PCdQQqEr0/RIhAAAe8ExlkKqM5Jn2bPuCI1UrvhVhSFc4GsneQ+mGbkbuh132+afrAqhLjDTO30nl6N0QthtWUC7KrJjzJRQu7CmS8XC1DPzZUKUoDzx6qDZ7MXHAeLWphIYkZmKufcP6ecnEqwsjpscZACYetRtAcEQCAXAsWVAiYPrZuu39dyrpFc5r24Lh2IAuD8nNEFcqVlquDcKikws4egwyA1jIXoxtEQu8oCeoqMJfYNtK+Ua69gNmezQRIRR85JqIycIhJEtI1DJEoBmxL0RoU3BCkQ3r5Fy0AABNwTkJcCdBWAvndIWCyQXiAgq9rWt92cF1S9l+WsgOlelvNzRhdocsmcnmCT+Rla3CVjISJNdlUN8BZmFiAWtCsmC7UyHCr1KAVs5h6YkZmaOUSiFLApQTM5zP9DCoS5d9E2EAABtwQkpUBNTQ1fstdtg4ZbcL5Auk+eWyBg++Po3DudJzfeJWe2y1kuEJg0h+oRaSGiSiB+3WYbgdFE3cvy/pWkYZ6eBYSswn5JvlL3UsDUOiJBKD3dSGoBbyoXNtkpYjHaH7YzSIGw9SjaAwIgkAsBSSnQ2NjI19LY2MhPDMjPCqiFEK9s2v1Xqt9nk9t0bclcdf+8F9fX8mk52mq66AJtCzHst6cL8OwFR2IhfJvpMn9mSoPc/bOJAWKJ5RME7EZcdb0sPbGNVepBCmSeMNRu64mwyMyjiE3g3D8zhjSLgLUqwdjocJ5BCoSzX9EqEAABbwQkpYAwK8DrAFfvFdCMpK5U3zCob46jKTQ3Tx6l4ycDMsqArI4vaOf8vegCtcX1zJ4Aw3sF+NqnbkjpTtGiEM3izI4/bnWDeHfD1kUtLW8km96wrdSTFFAlleXbC8Qm8FKArl/E2FMY1iVorQjz/5ACYe5dtA0EQMAtAUkpQN8q2NbWFo/Ha2pqcpYCbs1EehDIJwFIgXzSRFkgAAJBJ2AnBWR+jogJArtCgg4H9oeVAKRAWHsW7QIBEPBCwMGLZ/2RYvoiQrvfKfBiDfKAQFEIQAoUBTMqAQEQCAgBBykQkBbATBBwTQBSwDUyZAABEAgxAUiBEHcummZHAFLAjgziQQAEokgAUiCKvR75NkMKRP4jAAAgAAIcAUgBDgaCUSEAKRCVnkY7QQAEZAhACshQQpqQEYAUCFmHojkgAAI5EYAUyAkfMgeTAKRAMPsNVoMACBSGAKRAYbiiVF8TgBTwdffAOBAAgSITgBQoMnBU5wcCkAJ+6AXYAAIg4BcCkAJ+6QnYUUQCkAJFhI2qQAAEfE8AUsD3XQQD808AUiD/TFEiCIBAcAlACgS372C5ZwKQAp7RISMIgEAICUAKhLBT0aRsBCAFshHCdRAAgSgRgBSIUm+jrRkCkAL4KIAACICATiBAUiCV6scfCOSFAKSAPgQgBAIgAAIBkgLoLBDIFwFIgXyRRDkgAAJhIAApEIZeRBtcEoAUcAkMyUEABEJNAFIg1N2LxlkTgBSw5oJYEACBaBJIJBKp4feWdqfwFzUCm08MRPMzrygKpEBkux4NBwEQsCDQ8Pq+iS3t+Ismgc5TQxafiQhEQQpEoJPRRBAAAWkCczr3RNMLotUTW9qXdqekPymhSggpEKruRGNAAARyJMCkwE2vHYzaDHlk23vTawepEoIUaOGOkhy/S8gOAiAAAgElwKRAZL1CQDsuF7OXdqcgBQYHBzkZoAYhBXL5UCEvCIBAgAlACgS487yaDimABQKvnx3kAwEQCCMBSIEw9mqWNkEKQApk+YjgMgiAQKQIQApEqrtpYyEFIAUi+LFHk0EABGwJQArYognvBUgBSIHwfrrRMhAAAfcEZKRAOp1uczzcV4sc40kAUgBSYDw/f6gbBEDAbwSySoHGxsaqbEdNTY3f2gV7HAhACkAKOHw8cAkEQCByBLJKgWwyIHNd8rcM2mtLYzGLv4qmvmKgTzVV1HbkVlHfhmmlRbI2N0MdckMKQAo4fDxwCQRAIHIE8iUF2traZNipUmBacdy+2RzVi8dylQLmYoMXAykAKRC8Ty0sBgEQKBwBSynQ1tZWVVVFvbvkrACkQOH6KO8lQwpACuT9Q4UCQQAEAkzAV1KALB9M3aC9F7+vaWosVlrXoSipporY1A0dTRXa4oIaqR8ddVp8LLagncV3LIhNa9pAlySm1daY03Qs4FYrjPXWNqlTCDHzLIK+QKCaN62pnRhJylFLoDarp4bJDzIhwQwwzExwl2il+lWuXXxpqtkL2jnjjTRY+20DkAKQArYfDlwAARCIIAFfSQFF4ebwVfevrcqTcCymeWviBTP+j17S3CcRE5oaoM5Su2QoXFEU9apWoKLwGak7t9kQYJQCulbQ3HamOnKaCXONUqis0drFt5eGhQI143nziOW61DBckvsEQwpACsh9UpAKBEAgGgTGQQqwm2M9oLtkMgFQWtdB3Ce7FeZlAekX1f+RqyygdZfqgzNe3OjsBSmgZtQcrZqXS0ykgKYntHK1/wUpoFsuuGTdMNV4PZnBDLVSriJO1phssG8XyeVqYgBSAFJA+zzjfxAAARBQFM9SQHjIMI97BYhPLeVv2TMLBNrCgdpvGSdqvOEmHar7YMHRGm7B9b7XqtNrVN0wUyF6QhoSpIDuyIVcuhmsBOrpqQAiKsSUhjWHBVhmMm9BtYvQLkgBHZJsCFJAlhTSgQAIRIGAvBSor6+Px+N0FyF9dJCdsj2GWYmZnJ9VDu7mOHNZjeFvrA1SQJjJ16sQXKYgBdSr9LFGUrJ6mqlCcOpGEz1IAeLXdQWgu3nd1Ewd7BKXRZ870aYxhHZBChh7SOYMUkCGEtKAAAhEhYC8FEin04qiUEFA6aTT6fr6eioO8jcroHtBfdLbJAW0+XPmO/X+Uv2r5d2zQQqYMhZOCnAlEyv1qrNIAX79Qm8fk0FaFKSARkL+f0gBeVZICQIgEH4CklKAvUGICgLGJZ1O19TU5HFWgPh49e5cdZNsHZ14O/7un/l7kzcV1tT1CXzDIr2iJtOlRmbbYEFmBcQ5BtIWa7HCXTK1SxUQ3B4Irl2QAuzjKB2AFJBGhYQgAAIRIJBVCtSQo9H+oBMDTCs4MzN5OCE558iJt864TOojYxlXzW/xo9sM2QZAtXwmIISJdPOsANsQoKZUFwuoOBCdt8FG3SVrMxOZy0IuvaWkcE12kCkB/VFDfYYgo1TYnke++Qp9RlFz/0K7IAUMHSR1AikghQmJQAAEIkIgqxRoa2uj9/0O7xqKx+OSuIirtnjxMNmmR92k5vAyewPJrTD1dk3svQKaJsjUqgqIzMI/8+761kLOtIzLp9m5XLEF7aQKetstOHUuv0Idtp6MyQ7qrbnadSmQceQZCyua+gx6hQoUYn9FU4d+66/WarSQ2QEpwFB4DUAKeCWHfCAAAmEkkFUK+KLR7m98fWG2ayNU36/NH7jOLJ8BDxNCCsh/WpASBEAg/AQspUAikaiqqmpsbHT8aWL1YpEAhVQKkCUGfYZDWHEoHFtIAUiBwn26UDIIgEDwCFhKgXQ67bAcwF8qUoNDKgWUzHZFbXWDW24oKFhIAUiBgn7AUDgIgEDACFhKAUVR0ul01imB4s0KBAyq382FFIAU8PtnFPaBAAgUk4CdFCimDairyAQgBSAFivyRQ3UgAAK+JgAp4OvuKYxxkAKQAoX5ZKFUEACBYBKAFAhmv+VkNaQApEBOHyBkBgEQCBkBSIGQdahMcyAFIAVkPidIAwIgEBUCkAJR6WmunZACkALcxwFBEACByBNgUuCm1w4u7U7hLwoEbnrt4MSW9okt7Uu7+R9+jtCXAVIgQp2NpoIACGQlwKQA9Q34N1IEIAVauKMk67cFCUAABEAglAQ27T0QKeeHxvIEOk8NhfJTnbVRmBXIiggJQAAEIkRgx4FDm08MRGFWHG0UCGw+MRChD7qxqZACRh44AwEQiDYByR8XjjYktD5sBCAFwtajaA8IgEAuBCAFcqGHvAElACkQ0I6D2SAAAgUhAClQEKwo1N8EIAX83T+wDgRAoLgEcpQC6XS6uPaiNhDIAwFIgTxARBEgAAKhIeBZCtTX19NfK25sbAwNDTQkIgQgBSLS0WgmCICAFAFvUiCdTlMdQP91PzfQURcrjWl/FU19UrYWO1FH3bSMZX1NU2NauNhWoL4CEIAUKABUFAkCIBBYAt6kQDwe56VAPB6XB6C61VhpXQfLQWSB/xxte20p3D/rpJAFIAVC1qFoDgiAQE4EPEiBxsZGXgfU1NS4sCDVVGHQASQrifTb3ACkgItuDVpSSIGg9RjsBQEQKCQBV1KATQbE4/F0Oh2Px9va2lytDtj41772Dn6NgF8+WNCuNZ/O0reTSQWyuDB1Q0qhcwzqKZtXUIXF1A0dquagaxDcDISiKH0bpulrE7FabXaiY0FsWtOGWnJp2orlehqtlkz5ava6pkzhxpI1Q/G/7wlACvi+i2AgCIBAEQk4S4G2trZEIpFOpxOJRE1NTVVVVWNjoyvfb2yK6kez3P2TGQLmoVXpEMuogYzXzzhvTS7wpzRMS4ipLlw9OhZw6xFEBzD3z89GkGSsXkVReNVCVQhRK1RJaIUbm4ezoBCAFAhKT8FOEACBYhBwkALsGQEqAurr6x0Sy9mq+m9nKcA7YFKmnoVIAd0H8yrB4Ll5B0+K0MtUL+klZGYIqDJQpQB/yVEKMDFBysc/gSMAKRC4LoPBIAACBSRg592FZwTy9MSg7tdtmmS8ayeJmCMnUkBcL2DrCiyZIvp7OjGgZ1RLJXIh8wiDLgUMafQCFbIMwS0QOKsZm6Yh2kcEIAV81BkwBQRAYNwJ2EmBtrY2fm9gnqRA1gUCiwTMJedDCtDpfbIhQFUAnPJQZwUgBcb981gkAyAFigQa1YAACASCgJ0UUBSFrgswQVBfX5/DLoEMDObXBThaPOebtRTqJXLj7lkK6BnFVQCuOkgBDXgU/ocUiEIvo40gAAKyBBykgKIoCXLQQD62DWZm5sWN99zqvqYJmP36moLu0clF9ZQ9NcDv8uNKo6UYxASXJbNMgAUCBjsyAUiByHQ1GgoCICBBwFkKCAXE43EqCOgzhG3kcDtVQDy6/SuG6Co+dc/UwWvz9q6kgL4HkJ8JUMOsam2xgIoDzAoInR3qU0iBUHcvGgcCIOCSgCspoChKOp3O6RVD1Dx+157FMwXqTEBmTx93E+9KCrBH/3VNQKqmQoQWXtHUp04YUKlhkgJsa2FdB7YNuvxU+T45pIDvuwgGggAIFJGAWylATWPvGqI7Cdra2opocraqiM4Q1yCyZcL1SBGAFIhUd6OxIAACWQh4kwKJRIJtJ6yqqnK7RpDFphwvQwrkCDAC2SEFItDJaCIIgIA0AW9SQFGU+vp6tpFQuraiJIQUKArmQFcCKRDo7oPxIAACeSbgWQrQfQP+mg/IMxsUF1oCkAKh7Vo0DARAwAOBXKSAh+qQBQT8QABSwA+9ABtAAAT8QgBSwC89ATuKSABSoIiwURUIgIDvCUAK+L6LYGD+CUAK5J8pSgQBEAguAUiB4PYdLPdMAFLAMzpkBAEQCCEBSIEQdiqalI0ApEA2QrgOAiAQJQKQAlHqbbQ1QwBSAB8FEAABENAJQAroLBCKDAFIgch0NRoKAiAgQQBSQAISkoSNAKRA2HoU7QEBEMiFAKRALvSQN6AEIAUC2nEwGwRAoCAEIAUKghWF+psApIC/+wfWgQAIFJcApEBxeaM2XxCAFPBFN8AIEAABnxCAFPBJR8CMYhKAFCgmbdQFAiDgdwKQAn7vIdhXAAKQAgWAiiJBAAQCS0BSCiQSiTh3SOYKLBUYHnICkAIh72A0DwRAwBUBSacej8eruCMej7uqhSVury2NxYS/Be3sMgIgUBQCkAJFwYxKQAAEAkJgHKTAtKY+Dk5f09RYbOqGFBeFIAgUmACkQIEBo3gQAIFAERh3KaAoijpVYNQHgUIIY4NHAFIgeH0Gi0EABApHwA9SQEk1VcRK6zpYKzvq2CKCUSLw6wsVhskFLkuMW3EgJbMlCVaFOhVR27RhGlmqqKUV92VOY6WZS5l4hZpnLkTpWBCb1rSBLnkY7cy0hK+dT2ATr7autoNro9oQ/ZTZo5Zu016GEAFHApACjnhwEQRAIGIEnKVAW1sb3SxYX1/PbRWoqq+vp/HO2c0sVcfGO8VMCtWxaa6dODnN7RFHmHHthry8eiBhLbtCVhxIFj6NQuMzKxEkDatRURSiAwRNQE/tC1GlgKobdAljaC+5ysSHbjyJ16wl9WpASGM1q0i9MYaFbyO9pNXLIzIYgBN7ApAC9mxwBQRAIHoEnH15Op0WRIAgCNwC0z2iIafqEal31B15JgFTCby3NmZummolL4jv17ysmoFz6mItqns2zSUQX6umtCmESAHbXQ5qSzVvzZlragVnldGpG1QCL1ZMDBkirh4EHQlACjjiwUUQAIGIEXCWAoqi2KmB+vp6D6hMboyWwaSAyVPSGXLmldWFA85nq7ktsgiG0TkAOsNPb9MFB2+yyqJMcyFECgjGsJrt3LM5Xq9LMEM91cUES8YCrC5sttBRSIYgBSRBIRkIgEAkCGSVApZqwJsOsN8hyBwk8XNsowALMI9I5+RpfOZmXc2izbcbu4xOpJPEqgLg7r9dSAH7QrJKAbY6wJmlttQYr7t2eSkgtFfIyFWHoDUBSAFrLogFARCIJgEZKSCoAc86wFYKqO6WzrTrfjFLd1BNoEoE2yyig/QkBRwKySoFBIdNWsRED2ufLmWEutRTpoH0Zlq015iSlYyALQFIAVs0uAACIBBBApJSgKmBXHSAnRTgXSAfJt2he0qhd9idvSkLTShmpDP8lgsEolOnMwGazuA9Ol+ImMtgn4XDZs3hHLxhrkJoiHpqIQXMywFmeWEwBSdmApACZiaIAQEQiC4BeSlA1UCOpARvpy71i68YUh0bc4HkKl2PF5wr5/+I59YdtjphoM4xqHWxjQXUu2sb8tVi+c2A+j23tvlAS+lQiKMUUMhVfS1AbwiZz9CsJY3SLBHgqKdWUiDzcKN2yWBhjt0TmeyQApHpajQUBEBAgoArKSBRXpYkxG9lffEwUQOZjQL8vjziOM0bCNQ6+SxsVz+ffuqGlC4yTFJAVwDk+b0Obv+BbSFZpID2zIL2QgKuIZouEZ5FlJUCQns1JUHRWxTCJbBqeJYuC+VlSIFQdisaBQIg4JGAsxSoqanhnx40h2tqajxW7Otsqmgwbu7ztbkwzi0BSAG3xJAeBEAgzAScpUA8Hm90PDz/LpGvmJLZezaXwL2kyFdWwpj8EYAUyB9LlAQCIBB8As5SIPjtk22BceWCm8yXLQDpgkQAUiBIvQVbQQAECk0AUqDQhFG+DwlACviwU2ASCIDAuBGAFBg39Kh4/AhACowfe9QMAiDgPwKQAv7rE1hUcAKQAgVHjApAAAQCRABSIECdBVPzRQBSIF8kUQ4IgEAYCEAKhKEX0QaXBCAFXAJDchAAgVATgBQIdfeicdYEIAWsuSAWBEAgmgQgBaLZ7xFvNaRAxD8AaD4IgICBAKSAAQdOokEAUiAa/YxWggAIyBGAFJDjhFShIgApEKruRGNAAARyJAApkCNAZA8iAUiBIPYabAYBECgUAUiBQpFFuT4mACng486BaSAAAkUnAClQdOSocPwJQAqMfx/AAhAAAf8QgBTwT1/AkqIRgBQoGmpUBAIgEAACkAIB6CSYmG8CkAL5JoryQAAEgkwgqxSIOx5Bbjpsjy4BSIHo9j1aDgIgYCaQVQpUOR7mAp1j+pqmxqY19Tkn8n61b8O00gp3xXvI4t0+5PQJAUgBn3QEzAABEPAFgXBJAV8ghRH+JwAp4P8+goUgAALFI5BVCtQ4Hm4NLfCsgFtzkD6iBCAFItrxaDYIgIAlAQcpkE6n2yQOy2LtInkpQMPtTVNjsVLyN3VDSlEj6SlbR0g1VcSmbuhoqsgkK63rYMV31MWmbmhaoGXXZ/tlC1f0LErHgti0pg21xBhWO6sKgRARgBQIUWeiKSAAAjkTsJMCbW1tjpsE9Is1NTXxeFzSEFEKxEpjtdSxd9RRT8+f0rAqBUpjMVUoqEeH6vg1NUBzLWjPVK/79Yyk4EsT6spc0rPQkjV7MiXiv1ASgBQIZbeiUSAAAh4J2EkB3dU7huLxeGNjY01NjWT1JimgOXhFaVdvx5lTJ6f01pxIAX4zoJoyc9euSgHuku7XiRSQKFyYFYjpWSRbhGRBJAApEMReg80gAAKFImApBeSnBBKJBE3c1tYmY6JJCui+n7+kUGWgSwGjh1YnBmhGVQpoMwSKwvl1IgUkCueykFkBPYtMc5AmoAQgBQLacTAbBECgIARylAJsygBSoCDdg0ILQwBSoDBcUSoIgEAwCchIgZqamkbTUVNTw3RAVVVVMaUAd8ePWYFgfuzG22pIgfHuAdQPAiDgJwIyUqCxsdFscmNjYxGlAL8hgGwj4PYDYoHA3DuIcSYAKeDMB1dBAASiRSAoUsD4BAHbOoBZgWh9XPPVWkiBfJFEOSAAAmEgYCkF0txRVVXlMCvAEkqy4PcGcvP8am7+kmnbYGldE3uvANMB6pOFhds2aLCHvtuAPs1ItzRmpiUk241k/iIAKeCv/oA1IAAC40vAUgrwJlVVVdXX1zOXzwJ0gYBPWagweZiQWwUoVD0oNzoEIAWi09doKQiAQHYCMlKA3xMghLNXkHsKSIHcGaIEIwFIASMPnIEACESbQFYp4PgbxbIvGcyJMaRATviQ2YIApIAFFESBAAhElkBWKRBZMmh4iAlACoS4c9E0EAAB1wQgBVwjQ4bgE4AUCH4fogUgAAL5IwApkD+WKCkwBCAFAtNVMBQEQKAIBCAFigAZVfiNAKSA33oE9oAACIwnAUiB8aSPuseJAKTAOIFHtSAAAr4kACngy26BUYUlAClQWL4oHQRAIFgEIAWC1V+wNi8EIAXyghGFgAAIhIRAIpEYIcfJkyePHDnShQMEQkrgyJEjJ0+epJ92SIGQjF9oBgiAQF4IUCnQS47TEMjGYQAAGRxJREFUp0/TgRL/gkD4CJw+fZp+zkdGRiAF8jJ6oBAQAIGQEEgkEul0enBwMHxDP1oEAmYCg4OD9AM/ODjYYjxKQvKdRjNAAARAwCWBRCIBHWB2GIgJMQE6JQAp4HKoQHIQAIHwEkgkEsPDwyEe99E0EBAIDA8PY4EgvEMaWgYCIOCeANs2KAyXOAWBEBOAFHA/VCAHCIBAeAlACoTY4aFpdgQgBcI7pKFlIAAC7glACth5C8SHmACkgPuhAjlAAATCSwBSIMQOD02zIwApEN4hDS0DARBwTwBSwM5bID7EBCAF3A8VyAECIBBeArlIgdbW1v7+flcOY8fc0ljM4u/GtUetyjm6prI0Nnenemnn/Fhs/g6rRCzu6NqKWKVYkBoZK7Upn2VFIFoEIAXCO6ShZSAAAu4JeJYC69evX7hw4fLly12pAVUKmLy1vRfipIB9IscrO+fFSucRLeGYDBejRQBSwP1QgRwgAALhJeBNCvT39y/UDldqoOhSIFoeDq2VJAApEN4hDS0DARBwT8CDFIjH4/3k0MTAwt27d0sOwRJSgMwE0EWEuWttFwi6197IFhq0aQZhgYBfjNAnBuhCg/pvZp1CvyTZBiQLPgFIAfdDBXKAAAiEl4BbKcCvC9C5gXg8Lu8askkBogM0157x5ea9AsSRMxfOyuSkANUT2t4CPj0VAYYqtGTyzUDKgBOAFAjvkIaWgQAIuCfgSgpQHUAnA+i6gKuNAiMjI/ydOrsvj8Uq1nQT36L6aS2sRqgr/eZtg2ohVB8YHZIuBcRySL3U/QuXyOwCUxXG8nAWWgKQAu6HCuQAARAILwF5KcDrAKoGWltb3foKdgdvmVH35ZnL3LZB1YXT23dVH1g+EcCyqwHhcQOmAPRySB2QApY9EfZISIHwDmloGQiAgHsCklLArANcrQswz+IsBcxX9QkA3YXbPhRgkALaEkCmakgB1gcIjIxACrgfKpADBEAgvARkpEC+dEBmgUBw0pxnYr5ci8vvrACZVNAlBakEswIa60j9DykQ3iENLQMBEHBPIKsUyKMOyCoFyHuEsu4V4PSB0X3pSoLNAWgJ9PkGSAGNSZT/hxRwP1QgBwiAQHgJOEuB/OqA7FJghLh5bdpA9d9W2waJYtBfHMR2BuhSgJbDtguo7l9LDykQZQmgtR1SILxDGloGAiDgnoCDFMi7DrB/goB/BSFRA67eK6C5fE4KqEN+RkmoRXEzDZACmjuM8v+QAu6HCuQAARAILwE7KdDa2sreIEQD3vYJRtnfoO2+JQApEN4hDS0DARBwT0BSCkAH+NarwTAPBCAF3A8VyAECIBBeAjJSADrAg7NBFj8TgBQI75CGloEACLgnYCcFkslkq3b4eUyHbSDggQCkgPuhAjlAAATCS8BOCngYXpEFBIJCAFIgvEMaWgYCIOCeAKRAULwX7MwjAUgB90MFcoAACISXAKRAHh0MigoKAUiB8A5paBkIgIB7ApACQfFesDOPBCAF3A8VyAECIBBeApACeXQwKCooBCAFwjukoWUgAALuCSQSieHh4aCM4LATBHInMDw8DCngfqhADhAAgfASSCQSg4ODuQ+vKAEEgkKA6oDBwcEW41ES3q85WgYCIAACTgQSiUQ6nYYaCIobg505EhgcHKQfeEgBp3EB10AABCJFgO4V6CXH6dOncxxnkR0EfEvg9OnT9HM+MjKCBYJIjXJoLAiAQBYCbNvg8ePHk8lkAgcIhJRAMpk8fvw4VSqQAlnGBVwGARCIFAHMCvj2LhaG5ZcAZgUiNbKhsSAAAi4I0L0CQ0ND+R12URoI+JPA0NAQ9gq4GCCQFARAIAoE8ASBPz0WrCocATxBEIWRDW0EARBwQSCRSLz77ruFG3ZRMgj4jcC7776LvQIuxggkBQEQCD0Btm3Qb+M17AGBwhGAFAj9yIYGggAIuCAAKVA4f4OSfUsAUsDFGIGkIAACoScAKeBbdwXDCkcAUiD0IxsaCAIg4IIApEDh/A1K9i0BSAEXYwSSggAIhJ6AvBRobW1dv359a2trf3+/b4d4GAYCMgQgBUI/sqGBIAACLghISoHW1taF2rF+/frdu3fnJgiOrqksjcVK5+2UGbfdptk5rzAlH11bEatce9StOUjvPwKQAi7GCCQFARAIPQEZKbB7925NBhj+X79+vUdB0L32xtj8eXNL4Vn95yUjYRGkQOhHNjQQBEDABYGsUmD9+vULFy5cvnw5UwGtra3JZLK1tZVG7t6926332EFFwM75sVjFmm63uZEeBHIlACngYoxAUhAAgdATcJYCVAdQZ7979+54PM47/v7+fqoGXC4ZqBP4N6oT7SygjezqbEHFmp1rb4ypywfiCoJ6NRNvuLRzfqxy7Zq55JI6gW9cIOBzzdUXJOhs/461FbQiUZTwubRFAeMCQWaNI5OdK1kVOpqdpJla6/C/bwhACoR+ZEMDQQAEXBCwlAL0pp/qgGQy6TCA83sIWltbHVLql7jJgMz0ALuWccDaVIGaUttPQC6xvQWqV2YzCiRZTHfGnBQguTR/TJw379djpVouw6URvt6REWYkJwVIelYjVwtLrLbJaDNrJQLjTgBSwMUYgaQgAAKhJ2CWAq68O5ULdO1g/fr1MkO8wVkanS71nZrnVgtjiTk3TCrhvaxaiKYe1Iu6FGDZM4ZxuYiYmL8jc2GEuP9MIWou5uZZgpER3Qa1HL5GpgxYgMuGoP8IQAqEfmRDA0EABFwQMEsBfltAVu/uSjeoHoFzxsRBGH2n6GKph+YcNvXH2vR7ZpJAlQJ8GiYF1AAvLEZG1OpojO7XqaPS9YQ5V8aViVm05vBrBERhlBrtyWTHf/4hACngYoxAUhAAgdATcJYCMnP+8Xh84cKF8XhcZqDXPKW+mk78qObIHaQA0RDU6aoKgJcUjlKALduzgIwUYCsRfKM4KUAUDFUk6vyBUdCo9mgN1NYj+HIQHncCkAKhH9nQQBAAARcEzFKAbQZcvny5zLOCdGJAbnA3ukyah3fqJilApIMqFBym+sncviYm1DIdZgV0Mzm/TiJdzQroiWmBVu1SDSGawGqtQbcDofEgACngYoxAUhAAgdATMEuBkZER+iIBGR0wMjKynBxS4znv9fUMxI/Su2eSgJ/S15bt1TR8PJ1dyLZAYPbQTCVwC//UEt27m3NlbGXqgQUyF4jZWbYX6O1FaPwJQAqEfmRDA0EABFwQcJAC/HODdoM3nRKQWUfI7AE0LOpnSiV+nezCoz6V7cjT3TOZFWB5M8k0caAms5wVyKwjMA3BTy2I7pyrS3iCgJinlq9nURNrjzbQ1YEYfV2SICNstx3Y8UR8cQhACrgYI5AUBEAg9AQspQC913dY/u/v74/H4+ztQ3LDt+oXLW+d9QcHiI+ft5a9P8C0Sz+zBl+xppsrzUEKCDv7uJV73a9T63kpIOTSdAafheiDzIaAG9ceVUVGJhlRA2yvAFYH5D4cRU4FKRD6kQ0NBAEQcEHATgrQzYDm1wrRIZtepc8QSk4JSI31VAro7wGSyoREIOCWAKSAizECSUEABEJPwE4K0IkB/mXDbLQVfpLAYfKAZZENQArIkkK6nAhACoR+ZEMDQQAEXBBwkAL8rf/y5cvXk4N/6wAVCjJbCmSHbUgBWVJIlxMBSAEXYwSSggAIhJ6AgxTgXx9Ef5Fo+fLl9GcI+vv7W1tb4/G482uJcxqtkRkECkYAUiD0IxsaCAIg4IKAgxQYGRmJx+PU/RdsTEbBIDAOBCAFXIwRSAoCIBB6As5SYBwGaVQJAoUnACkQ+pENDQQBEHBBAFKg8H4HNfiOAKSAizECSUEABEJPAFLAd24KBhWeAKRA6Ec2NBAEQMAFAUiBwvsd1OA7ApACLsYIJAUBEAg9gUQi8e677/puqIZBIFAwAu+++y6kQOhHNjQQBEDABYFEIjE4OFiwURcFg4DvCFAdMDg42GI8Slx8b5AUBEAABEJEIJFIpNPpoaEh3w3YMAgECkBgaGgonU5jViBEYxiaAgIgkDMBuleglxynT58uwNiLIkHAFwROnz5NP+cjIyOQAjmPHCgABEAgRATYtsFUKpVMJhM4QCCkBJLJZCqVoqoEUiBEYxiaAgIgkDMBzAr44o4VRhSeAGYFch4tUAAIgEBICdC9Atg5WHhPhBp8QWBwcBB7BUI6mKFZIAACXgngCQJfOCgYUUQCeILA62iBfCAAAiElkEgkhoeHizgOoyoQGGcCw8PD2CsQ0vEMzQIBEPBEgG0bHOfhGdWDQBEJQAp4Gi2QCQRAIKQEIAWK6IBQlV8IQAqEdDxDs0AABDwRgBTwi3eCHUUkACngabRAJhAAgZASgBQoogNCVX4hACkQ0vEMzQIBEPBEAFLAL94JdhSRAKSAp9ECmUAABEJKwJUU6CeHxxG7e+2NsdLY3J1W2XfOo5d2zo/F5u+wSsHF7ZxXufYod44gCLglACkQ0vEMzQIBEPBEQF4K9Pf3L1y4cPny5f39/W5HXpp+x9zSWKxiTbeY++jailisdJ6lSBDTjqiFQAqYsCDCFQFIAU+jBTKBAAiElICkFEgmkwu1Y/ny5bt373Y18mYSqzf9pTeKt/RH11S68O6QAl7II4+RAKRASMczNAsEQMATARkpwOsAqgeWL1/e2tpqHF1lzqy8Plk4yOgDfoGALijESmPqH101INkzMdrsgiGZ7NSCjK1IE2ICkAKeRgtkAgEQCCmBrFJg9+7d2nSA+L8HNUDWAjQvTlwNidH2BzApQBw8WzLgZwL48IgxmbnwEDszNC0XApACIR3P0CwQAAFPBJylQDweF/2/8dy9GlB3CHJrBORGn+0lZFJADRgUAxv3eSmg+n5+34BRGbAsCICAQABSwNNogUwgAAIhJeAgBdavX2/0+9Zn8XhcGGedT1Vfzh4TUF0+N6vPpMAIeabAIBoypfJSgFVE5gPoUgJXGruMAAgYCUAKhHQ8Q7NAAAQ8EbCTApI6gKqD5cuXG0daxzPu3l3067oUGBkZ4XcG6A7ekIUURTYTkARcyY4W4GLUCUAKeBotkAkEQCCkBOykAPUVy5cvt54K0GLdiYCMA2KLAsJiwciIQQowd0U1QWa9gJcCfFhNDSnAmCHgSABSIKTjGZoFAiDgiYC8FFi/fn2cHPyEgScpoLl8s+M3x2QGdFU00F2EnPtXJQK37WCELhOwzYaOvgAXI00AUsDTaIFMIAACISUgLwXYuwT4Zwo8SgFtK4D48kEmBdSAvm2Q+PjMUwacFCCvG2LbDrTFAl4cRNrdofH2BCAFQjqeoVkgAAKeCIyTFKB38LqzzwzaTAqM0JmDzE5AXhbQVQBtsyG/n6BiTTfZbMieR7D3BLgScQKQAp5GC2QCARAIKYHxkgIRd0Vo/vgSgBQI6XiGZoEACHgiACkwvj4JtY8LAUgBT6MFMoEACISUgLMUaG1tpVsF4/F4Mpmko3YymWSR7l8xNC4jPyoFAQMBSIGQjmdoFgiAgCcCzlLAMHziBATCQgBSwNNogUwgAAIhJQApEBbvhna4IAApENLxDM0CARDwRABSwIUDQdKwEIAU8DRaIBMIgEBICUAKhMW7oR0uCEAKhHQ8Q7NAAAQ8EYAUcOFAkDQsBCAFPI0WyAQCIBBSApACYfFuaIcLApACIR3P0CwQAAFPBBKJxPDwsItBFElBIOAEhoeHIQU8jRbIBAIgEFICiURicHAw4GM7zAcBFwSoDhgcHGwxHiUh/Y6jWSAAAiCQhUAikUin01ADLjwJkgaZwODgIP3AQwpkGRpwGQRAIDoE6F6BXnKcPn06yIM8bAcBJwKnT5+mn/ORkREsEERniENLQQAEshP4f+2cwW6rOBSG50GQ8nBV+zStuuIB2DZSHiC72dDu2SLRRdVqhFQpiZSyHGFjYwymOE3Te08/dHVJbGN8vjtz/h/bxG4bfHt7q6qq5ICAUAJVVb29vWmzgBX4PDXQAgIQ+D0EmBWYe5CkThABZgV+T1ojUghAII6A3iuw3+8F5XxCgUCQwH6/Z69AXI6gNQQgIJ4AbxAERYMKoQR4g0B8WiNACEAgjkBZlsfjUWjOJywITBA4Ho/sFYhLE7SGAARkE7DbBidSJkUQEEoAKyA7rREdBCAQRwArIFTsCGuOAFYgLk3QGgIQkE0AKzCnGNQJJYAVkJ3WiA4CEIgjgBUQKnaENUcAKxCXJmgNAQjIJrDcChTOMZdlqYPAH08AKyA7rREdBCAQR2ChFajrOnWOqqpOy/aPt6sk8f9crV9O6y1w1dNdsrp7ClSGip/uk+T64TlUPV3ehnNz5tFP34nSsxLACsSlCVpDAAKyCSy0AkVROE4g/ZIV8LTzeX2VrM7tBuJ1AysQz+zvvQIrIDutER0EIBBHYMYKVFW13W6rqqrrerPZuFZgs9nU6sjVsVwSJh+jX9bXP/9sjRVY/q/497fECsSlCVpDAAKyCcxYAVf7Zz5nWVbX9UJ1CFqB5P6x7eLpLrl+WN+rRYRuur41CmZNwZk80KsA7d+6dlRlRqRmHboebofLBq3868v1TZ0Fgr5q5S0c9GscN+uH4QKBO9TBCoXbmzcpYobJ+ZIEsAKy0xrRQQACcQRCVmC73c7Iv1e13W4X5vFJK+AUamnXtqDtUumuUejBUkJnAjrFHVVNlb883DhL+0qe3Wa95LdV5qbdGLohqfF0nzvhN9Kuvpqr3PEMelNj8BzJQnY0Ox8BrEBcmqA1BCAgm0DICnhin6Zpnud6sSDPc682y7KFWdpRfXOFkmTzTN8KvPncNEpQ3cdrJbd2/mCVOJrqVemr/Nv1HfqS7Ap5e5XTc2O1vL9cD971FsORN40dj/1gAub88wSwArLTGtFBAAJxBEJWoK7rLMus5Od57uZv1w1kWbZ8F6F6qvbfIHDEvhXU/qvVYHvvXoyHLRvtG/RDua3y5blpWvFWVsO2MV2P79XNB5gVhOdGeYJ+xqKbtNCzAuPL26Gq8agxJ25c5p6cf4oAViAuTdAaAhCQTSBkBZqmqarKWgFvN4D7buFyHzDQzmkRGCp0q68D6XXmCYYtw1bA7Abo/UdrBXpLYcZhlbvdseDsIegcQCvq4+f7tqS3Av0tzE3NekG7B8LW2kJza84XJ4AVkJ3WiA4CEIgjMGMF3BcIPb13XYJXNZ/V/Rl7v/VQ4GcetZW49vMHnX5rlbWdtB/65YbBvWwbU9rfy1876BcIRtakD6e/3HQ4fW7v6/ub6ZaUfiMBrEBcmqA1BCAgm0DICngLBN7GQG+BwJszmEnhvXZONxoq9OjZ3XkuV5rqrOj3D+i9SxiJerhK9ew5iW6IalFDVfnjcfYK+FUTqwldd+70wzQESr+dAFZAdlojOghAII5AyArYpQH9Icuy79o2OEj7QysQ+QaBmSRwOlEKbScGBkakfY43+xJUM/PWgCPwzmKB7lzZggVvECjPoe/r2Jc21MEYBrHz5XIEsAJxaYLWEICAbAIhK3DJlwkdBXBU3JQqKe0W2o3Y618gWF2t13YN3qvqv3Yyr3owL/51fSs3oNb1vd8VUFMO3er+/ePYT+iq2d8VsP6j6d4msHsFhrsfTJicL0kAKyA7rREdBCAQRyBkBdyNgd4MwfjrJZO4uVer1q7cmnLOEPicAFYgLk3QGgIQkE0gZAWapimKwi4KhH54WP8y8eep9/wtsALnZ/p7esQKyE5rRAcBCMQRmLECrjC4rwykaVoUhVv7E5+xAj9BXco9sQJxaYLWEICAbAILrYC3XrD8lQEp2kEcoghgBWSnNaKDAATiCCy0Anq9oDCHKFkgmN9HACsQlyZoDQEIyCaw3Ar8Pr0gYrEEsAKy0xrRQQACcQSwAmLljsDCBLACcWmC1hCAgGwCWIGwXlAjlgBWQHZaIzoIQCCOAFZArNwRWJgAViAuTdAaAhCQTaAsy+PxGM6Z1EBAGoHj8YgVkJ3WiA4CEIgjUJblbreTluyJBwJhAtoH7Ha7f4fHP3H/69AaAhCAgBQCZVm+v7/v9/tw5qQGAnII7Pf79/d3ZgWkJDDigAAEzkFA7xX4Tx2Hw0FOyicSCAwJHA4H/d950zRYgXMkD/qAAASkELDbBl9fX6uqKjkgIJRAVVWvr6/aHmAFpCQw4oAABM5BgFmB4aMj38QSYFbgHAmDPiAAAYkE9F4Bdg6KFUACGxLY7XbsFZCYyYgJAhD4AgHeIBgqBd/kE+ANgi8kDC6FAAQkEijL8uPjQ376J0IIGAIfHx/sFZCYzIgJAhA4lYDdNmjyJGcIyCeAFTg1YXAdBCAgkQBWQL7uEeGIAFZAYjIjJghA4FQCWIGRTFAgnwBW4NSEwXUQgIBEAlgB+bpHhCMCWAGJyYyYIACBUwlgBUYyQYF8AliBUxMG10EAAhIJXNgKPN6ukpv1i6c1z+urZHX35JX+wNeX9fXE8KIG8ry+uv0DIoka8+9rjBWQmMyICQIQOJXAvBWo63q73W42m6Io6rr+umT84VbgywG+PNysEqzAlzl+dwdYgVMTBtdBAAISCcxbgaZpiqLIsixN0zzPxwm6KIo0TZe7BKzAmCEllycwaQX+B7Xw9dqmmICoAAAAAElFTkSuQmCC[/img][br][br][br]Según lo que deseen hacer, se presentan dos opciones: descargar o copiar al portapapeles.[br][br][br][img]data:image/png;base64,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[/img][br][br]De esta manera pueden realizar excelentes construcciones matemáticas para sus trabajos.[br][br][br][br][br]