Medianas, Baricentro y Áreas de Subtriángulos

Objetivo
Explorar cómo el [b]baricentro[/b] de un triángulo (punto de intersección de sus medianas) lo divide en [b]tres subtriángulos[/b], observando si estos conservan [b]áreas iguales[/b] al modificar la forma del triángulo.[br][br][br]
Actividad 1: Construcción y exploración
[b]Instrucciones:[/b][list][*][b]Observa las medianas[/b] construidas.[/*][*][b]Ubica el baricentro[/b], el punto donde se cruzan las tres medianas.[/*][*][b]Mira las áreas[/b] de los subtriángulos generados.[/*][*][b]Mueve los vértices[/b] para cambiar la forma del triángulo.[/*][*][b]Verifica[/b] si las áreas cambian o se mantienen iguales.[/*][/list]
Triángulo Equilátero: ¿Qué Revelan sus Medianeras?
Preguntas
¿Las áreas de los tres triángulos que se forman con el baricentro son iguales? ¿Por qué?
Cuando mueves los vértices del triángulo, ¿Cómo cambia la posición del baricentro? ¿Se mueve o se queda fijo? ¿Por qué?
[size=200]Exploración en diferentes triángulos[/size]
Triángulo rectángulo
triangulo isósceles
Triángulo equilátero
Análisis Algebraico
Aquí veremos, paso a paso, cómo calcular el [b]baricentro[/b] de un triángulo y [b]demostrar algebraicamente[/b] que este punto lo divide en [b]tres subtriángulos de igual área[/b], sin importar la forma del triángulo.
Veamos un ejemplo de un triángulo equilátero con sus vértices ubicados en el plano cartesiano. Abajo están las coordenadas de los puntos y una imagen que muestra cómo queda el triángulo.
División en subtriángulos
El baricentro divide el triángulo original △ABC[br][list][*]△AGB[/*][/list][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAawAAAEQCAYAAADswECiAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAADD5SURBVHhe7d0JdJTXlSfwq11o3/cFoQXtSAJhjDFmsTHed8d2dybJdJJO0pPutO3pzown6TOnT3ccJ51OMqezOHbipNPeMbYxtsGAAdsYA1rQvqN93/edqXv1VfEBEkJSVam+r/6/czhcVVUcg6W69d67716HiwYEAMvywu/+QMXFpcpXl/j6+tDfP/m35O/vpzwCACuFhAWwApywBgYG6Tt/89e0Zo278ijRgQPv0ycnP6O//tbXKT4+TnkUAFbCUfkdAMzonnvupKSkBHp7/7s0NjauPAoAK4GEBWAhO3ftoI6OTiotLVMeAYCVQMICsJCAAH9yd3ejtrZ25REAWAkkLAALcXd3J19fX+UrAFgpJCwAANAEJCwACxkfH6eBgQHlKwBYKSQsAAvp7e0jvjSSmpqiPAIAK4GEBWAhHx87Tn5+vhQREa48AgArgYQFYAF8cbiqqobuf+Deyy4UA8DyodMFwAqgNROA9SBhAQCAJmBLEAAANAEJCwAANAFbggCLqK+vp2PHjlFPTw9t2LCB9uzZozwDANaEhAVwDc888wz95Cc/oZSUNHJzdaPu7k5a4+FBf/zjS7Rp0yblVQBgDUhYAAt47rnn6MUXfk+33LKL1qzxUB4lKisroZLSIqqqqiRvb2/lUQCwNJxhASzg2Wd/TJs333hZsmKpqekUHhZOv/3tb5VHAMAakLAA5vHFF1+Qh4cHBQQEKo9cLjIymj766CPlKwCwBiQsgHnMzs6So6OD8tXVHBwcaWZmVvkKAKwBCQtgHrm5udTf308DA/3KI5draW2i3bt3KV8BgDUgYQHMw9nZmZ566ik6ffozmp6eVh6dU11dSXV1NfSNb3xDeQQArAFVggAL6OnppQcffIjyzp2lxKT15O6+htrbW2loaIh+8IMf0t/93XeVVwKANSBhASzg0KEjVFxUInevPL08aGxslFxc3Mjby9fwk0P0xBNfwugQACtCwgKYx4ULDbTvzf0Sb926hbbetEXiwcEhevnl12h4aJjWr0+ke+69Sx4HAMvDGRbAPPLO5cnvQUGBtGlTjsTMx8fb9HVlZTVVVlRJDACWh4QFcIWi88VUX98oMScnVzdXiY34scjICInPnsun2VlsUgBYAxIWgMr42DidMyQhtm7dWkrPSJP4SsZVVntbu+H1c6sxALAsJCwAFU5Wvb19Em/ctFF+n09iUgKlpKyXOM/wv+nvH5AYACwHCQtA0dHRaVotZWVlUmxstMQL2WhYZTk6OdLIyKhpVQYAloOEBaDgldL09Ax5eKyRZLSYsLBQ2qSswgoLzlNjY7PEAGAZSFgABjXVtVRWViExn0/5+/tJvBh+rZ/yWmNlIQBYBhIWgIFxS0+9aroevBozFmDU1l6gkpIyiQHA/JCwwO7l5xVQc3OLxJx8+FxqKdTnXZz4JienJAYA80LCArvGHSuMq6ukpARKVir/lspYUdjd1W0q3AAA80LCArvGyYrbLbHrKbRYiPrOFhdvdHf3SAwA5oOEBXarpaXVtLrirUBj94rl4n+Gm5srTUxMmv65AGA+SFhgt3glxNT9AVeC+w4aV2klxaVUV1cvMQCYBxIW2KWK8kqqqqqRmJOVl7eXxCvFFYZBwUESo8wdwLyQsMDuzM7MmrbsoqIiKWdjtsTm4OrqYlqtNTQ0UWFhkcQAsHJIWGB3uIqvvb1DYnNsBV4pPT2V4uPjJObEODo6JjEArAwSFtiVvr5+0+oqNTWZEhLjJTY3Y5l7v+r/DwBWBgkL7AoXWvCKx9nZaUVl7IuJiYmirOwNEqtXdACwfEhYYDfUZ0pcHBEaGiKxpfB2o6enh5yZGSsSAWD5kLDAbhir9gIC/C1ydnUlPz9f0yquvLySqpWqRABYHiQssAvqe1GcrNzXuEtsabySCwsPkxhnWQArg4QFujep6jyxdm0MZW7IkNgaHB0dTKs5dWcNAFg6JCzQPU4Sxt5+1xp7bynJyUm0fn2ixPzvYuxdCABLg4QFutal6p6ekZlOcXGxElubnGU5XN4dHgCWBgkLdI2r83g+lbu7m1UKLRYSEREu51lMPX8LAK4fEhbolnoCMCerwMAAiVcL/zv4+vpIjDJ3gKVDwgLdMpaxh4QEm1Y3q8nLy9NU5l5dXUvlZRUSA8D1QcICXSosOE+Njc0S88rG2cVZ4tWWk5NFUdFREvNZ1vT0jMQAsDgkLNCd0ZFRU2FDQsI6Sk1LkdhWGM/SOjo6TQUhALA4JCzQHU5W/f0DEluyX+BycRJNU5Io/7v29vZJDADXhoQFutLW1k5nlVVLdk4WRSvbb7aGEylvU46PjZtWgwBwbUhYoCtcfXdx9qIUOKxmGfti1IUgReeLqb6+UWIAWBgSFuhGVWU1VVRUSawuIbdV/O9oLLXHOH2AxSFhgS5cvDh3HsTUl3Rtmfoy84ULDVRcVCIxAMwPCQt0gVcora1tEksScJDQ5qnbRXHCHR+fkBgAroaEBZo3MDBoWl1xo9kkpdGsVhgb8vb09KIAA+AakLBA8/hNfnh4hBwcHWyyjH0x6pEnfC+rs7NLYgC4HBIWaFpTUzMV5BdKnGtYqYQrwxK1hrcxeajk9NQ0+gwCLAAJCzTN+ObO4+iNBQxapB7bX1paTjU1dRIDwCVIWKBZZao3dn6z9/D0kFiruLIxNDREYpxlAVwNCQs0ibfOjG/qMTFRlJW9QWItc3Z2Mq2ympuaKV/Z6gSAOUhYoEnq4oTVGHtvKSmpyZSYGC8xb3dyMQkAzEHCAs1Rl3+np6dSfHycxHphrHRUl+sDABIWaBC/ifMFWxdXF02WsS8mKiqScjZmS8wrSeOFaAB7h4QFmqJuYcRl7MHBQRLrDZ9leXl7EV28VAkJYO+QsEBTjE1ig4ICTQUKeuTj423681WqmvoC2DMkLNAM9RgOfjN3dXOVWK/4zxgZGSExb4POzhqWWwB2DAkLNEE96HDdurWUnpEmsd4ZV1ntbe1yngVgz5CwQBM4WRlHyeupjH0xiUkJlJKyXmI+yzKO/gewR0hYYPM6OjpNq4usrEyKjY2W2F5wJaSjkyONjIyaVpkA9ggJC2weryymp2fIw2ONLsvYFxMWFkrGgZSFBeepsbFZYgB7g4QFNq2mupbKyiok5vMcf38/ie0N/9n9lD87xumDvULCAptm3AJTrzLsEa8ujQUYtbUXqKSkTGIAe4KEBTYrP6+AmptbJOY3az7HsWfq8ztO5JOTUxID2AskLLBJw0PDptVVUlICJSuVcvbOWCHZ3dVtKkQBsBdIWGCTOFkNDg5JbI+FFgtR30HjYpTu7h6JAewBEhbYnJaWVtPqircCjd0eYA7/nbi5udLExKTp7wnAHiBhgc0xNntV99ODS7iPonHVWVJcSnV19RID6B0SFtiUivJKqqqqkZiTlXQsh6twxWSQ0qkeZe5gL5CwwGbMzsyatrjUM6Hgaq6uLqbVZ0NDExUWFkkMoGdIWGAzuOqtvb1DYmwFLk49bZkT/ejomMQAeoWEBTahv6/ftLpKTU2mhMR4ieHajGXu6r8/AL1CwgKbYFwhODs7oYx9CWJioigre4PE6hUqgB4hYcGqU5/BcDFBaGiIxHB9ePvU09NDzgAxTh/0DAkLVp2xyi0gwB9nV8vg5+drWpWWl1dStVJlCaA3SFiwqtT3iDhZua9xlxiWhlemYeFhEuMsC/QKCQtWzaSqU8PatTGUuSFDYlg6R0cH0+pU3SkEQE+QsGDV8JuqsReePY29t5Tk5CRavz5RYv67NfZiBNALJCxYFV2qbuMZmekUFxcrMayMnGU5XN7tHkAvkLBgVXA1G89zcnd3Q6GFGUVEhMt5FlPPEwPQAyQssDr1xFxOVoGBARKDefDfqa+vj8Qocwc9QcICqzOWsYeEBJtWA2A+Xl6epjL36upaKi+rkBhA65CwwKoKC85TY2OzxLwScHZxlhjMKycni6KioyTms6zp6RmJAbQMCQusZnRk1FQIkJCwjlLTUiQGyzCeDXZ0dJoKXAC0DAkLrIaTVX//gMToF2h5/KEgTflQwH/3vb19EgNoFRIWWEVbWzudVT7lZ+dkUbSyXQWWxR8MeNt1fGzctLoF0CokLLAKrla7OHtRCgJQxm496sKWovPFVF/fKDGAFiFhgcVVVlZTRUWVxOqSa7AO/js3Xh3AOH3QMiQssKiLFy/dBVJfagXrUV/OvnChgYqLSiQG0BokLLAo/kTf2tomsbxpOkgIVqZuf8VnWePjExIDaAkSFljMwMCg6aCfG7MmKY1ZYXUYGwz39PSiAAM0CQkLLIbfFIeHR8jB0QFl7DZAPcKF72V1dnZJDKAVSFhgEU1NzVSQXygxn1uFK8MFYXXxtiwPyZyemjadLQJoBRIWWITxzZDHt+didWUzAgL8TQUYpaXlVFNTJzGAFiBhgdmVqd4I+c3Rw9NDYrANvOINDQ2RGGdZoCVIWGBWvNVkfBOMiYmirOwNEoPtcHZ2Mq2ympuaKV/ZugWwdUhYYFbqw3yMvbddKanJlJgYLzFv33JxDICtQ8ICs1GXS6enp1J8fJzEYJuMlZvq6wcAtgwJC8yG3/T4QqqLqwvK2DUgKiqScjZmS8wrY+MFbwBbhYQFZqFu+ZO7aSMFBwdJDLaNz7K8vL2IVC20AGwVEhaYhbGpalBQoOlAH2yfj4+36b+XukkxgC1CwoIVU4+t4Dc/VzdXiUEb+L9ZZGSExLytOztrWG4B2CAkLFgR9WDAdevWUnpGmsSgLcZVVntbu5xnAdgiJCxYEU5WxtHrKGPXrsSkBEpJWS8xn2X19w9IDGBLkLBg2To6Ok2fxrOyMik2Nlpi0Cau7HR0cqSRkVHTqhnAliBhwbLxJ/Hp6Rny8FiDMnYdCAsLJeOAzcKC89TY2CwxgK1AwoJlqa6upbKyCon5/MPf309i0Db+b+mn/LfEOH2wNUhYsCzGOzvqT+WgfbxaNhZg1NZeoJKSMokBbAESFixZfl4BNTe3SMxvbnzuAfqhPo/ks6zJySmJAVYb3mlgSYaHhk0H8klJCZSsVJaBvhgrPru7uk2FNQCrDQkLloST1eDgkMQotNAv9Z063v7t7u6RGGA1IWHBdWtpaTWtrngr0NgdAfSJ/xu7ubnSxMSk6b87wGpCwoLrZiy0UPefA/3ivpDGVXRJcSnV1dVLDLBakLDgulSUV1JVVY3EnKykwzfoHleABimd91HmDqsNCQsWNTsza9oSUs9QAv1zdXUxraYbGpqosLBIYoDVgIQFi+Iqsfb2DomxFWh/1NOj+YPL6OiYxADWhoQF19Tf129aXaWmJlNCYrzEYF+MZe7q7wcAa0PCgmsyfqJ2dnZCGbsdi4mJoqzsDRKrV9wA1oSEBQtSn1nw4XtoaIjEYJ94O9jT00PONI0VowDWhIQFCzJWhQUE+OPsCsjPz9e0yi5XVY0CWAsSFsxLfe+Gk5X7GneJwb7xSjssPExirLLA2pCw4CqTqs4Ga9fGUOaGDIkBHB0dTKttdecTAGtAwoKr8JuQsXccxt7DlZKTk2j9+kSJ+XvF2FsSwNKQsOAyXV3ddFY5u8rITKe4uFiJAdTkLMvh8u79AJaGhAWX4XOJqckpcnd3Q6EFLCgiIlzOs5h6PhqAJSFhgYl6wiwnq8DAAIkB5sPfI76+PhKjAAOsAQkLTIxl7CEhwaZPzwAL8fLyNJW5V1fXUnlZhcQAloKEBaKw4Dw1NjZLzJ+cnV2cJQa4lpycLIqKjpKYz7Kmp2ckBrAEJCyg0ZFR08F5QsI6Sk1LkRjgehjPOjs6Og3fRxhBApaDhAWSrPr7ByRGv0BYKv6Qk6Z8yOHvpd7ePokBzA0Jy861tbWbytizc7IoWtneAVgK/qDD28jjY+Om1TqAuSFh2Tmu7ro4e1EO0FHGDsulLtQpOl9M9fWNEgOYExKWHausrKaKiiqJ1SXKAMvB30PGqxAYpw+WgIRlpy5evHR3Rn0JFGC51JfNL1xooOKiEokBzAUJy07xJ+DW1jaJ5U3GQUJYruFhot27DX+Phr9I468Aw2ojz75WGup2XnyWNT4+ITGAOSBh2aGBgUHTwTg3Mk1SGpnCMh04QOTtTXT77XNLV+Ov73+fPw0QPfec8kL7YGyY3NPTiwIMMCskLDvEbyLDwyPk4OiAMvaV4hXUV75C9O67RP/wD8qDCv76xz8mev55LsdUHtQ/9UgavpfV2dklMcBKIWHZmaamZirIL5SYz63ClWF8sExHjxJlZxPt3Kk8cAXeJty2TfnCfvA2Mw/9nJ6aNp2VAqwUEpadMb558LjzXKyuVobPrQ4dmtsK9PJSHrzCxo1EL71Ehk8GygP2ISDA31SAUVpaTjU1dRIDrAQSlh0pU71x8JuJh6eHxLBMQ0NEDQ3KF3AlXsGHhoZIjLMsMAckLDvBWzPGN42YmCjKyt4gMVgAF2GoqwX5l50VXjBnZyfTKqtZtRUNsFxIWHZCffiNsfdmwpWBsfNMZL7nnkuVgq2tRPHxyhP2JyU1mRIT5/78xmIfgOVCwrID6vLi9PRUw/tnnMSwQnxuFR09d47F51kwL2Mlqvo6BcByIGHZAX6T4AucLq4uKGM3t+9+l6iggOjjj5UH4EpRUZGUszFbYl7pGy+sAywVEpbOqVvk5G7aSMHBQRKDmXAV4B//SHTvvURf/aryoILPsiIi5uIvf3nudzvFZ1le3oYV6cVLlaoAS4WEpXPGJqRBQYGmA3AwMz6z4orBpqbLCy04ifGF4poauytrv5KPj7fp+0/ddBlgKZCwdEw95oHfLFzdXCUGC+DzLL5ErG7NxL84mYHg78HIyLkVJ29Tz84a/n4AlgAJS6fUg/TWrVtL6RlpEgOsJuMqq72tXc6zAJYCCUunOFkZR5WjjB1sRWJSAqWkrJeYz7L6+wckBrgeSFg61NHRafr0mpWVSbGx0RLD8szMzNCRI0fo9ddfp4qKCuVRWC6uVHV0cqSRkVHTLgDA9UDC0iF+E5ieniEPjzUoY1+hX/3qVxTh708/fOQReuWb36SdGzfS/Tt3UktLi/IKWKqwsFAyDgwtLDhPjY3NEgMsBglLZ6qra6m8bG4VwOcF/v5+EsPSvfDCC/Tr//W/6IOhITrV30/7BwaobXSUNh0/Tvft2KG8CpaDvzf9lO9NjNOH64WEpTPGOy7qT7GwPM8+8wz9dnCQrlyj/h/Dr7jOTvr1r3899wAsGa/+jQUYtbUXqKSkTGKAa0HC0pH8vAJqbp7bquI3Az4ngOXJz88np7Ex2qp8faWHDYns2NtvK1/BcqjPV3kbe3JySmKAheAdTSeGh4ZNB9hJSQmUrFRiwfKMjIyQN1/+XYC/4ddAb//cF7BsxgrW7q5uU6EQwEKQsHSCk9Xg4JDEKLRYmbHhcRprICoyfAjoVh670iFHJ3J3iaLCo+XKI7Ac6juCvJ3d3d0jMcB8kLB0oKWl1bS64q1AYzcBWLqiE5X02r8epJKj1XRj/DZ60tlNeeaSk4ZfP5+dpdSQHPr45dP0xnMfUG3hXEcRWDr+nuUuLBMTk6bvY4D5OFw0UGLQqHffeY+qqmqkX9sTT3xprskoLEl9SQvlHyqhhrJWmhyfoqmJaXJ2caLDxb+nvvoyemJkmPhjwMdu7vRfM9P0rUefpkjnBJoyvNbF3YWcnB0pZWsCbdyTRsHRAXP/ULhup06dplOfnZb4wYful5UXwJWQsDSuvLySDr73gcS7dt1iGuMA16e3bYDyD5dQ8ckqmp6ckWTFPxLJN6yjqPVh8prPzn1CeWc/oYHeLopPy6E92/dSUEAwTYxOSoJrNPzi5OZqSFycvDhpbdybTm5r0LvxenHBxcsvvyZnWVyI8cijDynPAFyChKVhMzOz9Irhh7y9vUNmDj32+CPKM7CY6akZyjOsqPI+LKHRoXHDimqKZqZnKTIxlFJuXNqE4IGuIUlcnQ095OrmLEkrINyXcvakU8b2JOVVsBgubf/wg8MS33rbLqkiBFBDwtKwM1+cpZMnP5P4/vvvoQRlFDlcW/npWso/VEod9d00aUhUvLLyDvCknNvSyMWQcJaL/3kNpa001DdiSFwu5OzqRLFpkbTx9jT5HRa3/6135F4WXyrm7W2+rwVghISlUf19/bKFMjo6RqmpyXTnXXuVZ2AhLdUdkqhqChrkjIq3//iuWtauZMOKyDwdQfjHqdGQtHjFNTM9I9uE/P/BKy1ecfHKCxbGbZpef+1NiTffkEvbt98kMQBDwtKoIx8do8LCInJ2dqLHDZ9EQ0NDlGfgSkO9I5R/uJTyPyqVrUAulOBZTAk5sbQ23TIrn7GhcUlazZXtstLixLXGy92QtNLohrs3KK+C+Rw58rH0GOREz6ss7toCwJCwNKihoYneeH2fxFu2bKZtNy/UjwHyPyqjcx8UG5LWsKyo+JwqdG2gYcVjnYvVfe0Dkri6m/vmijLcnKWKcOPt6Us+K7MXPHKEz2a5mztfgL/77juUZ8DeIWFp0Fv73qa6unoKCPCXT6Dua9yVZ8CIt/14+6+5qt2wopqmqclp8vB2p+zb0gwrnavvVllaW22nJK7RgTEpyuCqwvisGFlxGasR4ZIzZ87RyROfSnzvfXdL9xYAJCyNKSkupQ8//EjiPXt2U+aGDIlhTmdjjyQqLqzgcyre/iNHBzlDCokJVF61OvhMi0vguTCDf+pc3Z3nztB2p9DmuzLJ09dDeSXwli2f0fJkYr4I//gTjyrPgD1DwtKQyYnJubsq3T20dm0MPfzIg8ozMD4yIedUX7x3nmamZqT6b3bmIsVlRFF8dozyKtsw0j8qq63Wmk5ycZ0rg/fy85BqQt4qhDkVFVX03oH3Jd6xc7upuzvYLyQsDeFOANwRgD308AMUFxcrsb0rOVlFZz8oot62QblPxYUVgRF+lH1rqvIK29TT0ieJi8+5XNzmzrfC1wXLNmFSbpzyKvt24N2DVFlZLd1bePubu7mA/ULC0oiurm5ZXU1NTlFGZjrdfvutyjP2i9/suZ0St1UytlNy93STMnUvf0/lVbavpapd/izjI5OyTejk7CQJiztmhBkSmD1rbW2T73syvEtxFxfu5gL2CwlLI7gDAHcCcHd3kzL2wED77VfX1zEoiYob1U5Pzt2n4u/i1K0JFJGgzfJ+TrYNZS1yh4vPtaQ/oeF33ia86aGN5Ohov32qjx//hM6dnRs9wt1cuKsL2CckLA3gm//cAYBt23YjbbnxBontDZekc9+/T/flScwFFdyeKjo5jNZvXqe8Stv4zhgXZbRf6JItQi6F9w3ykkvHXJxhj4aHR6TMfWBgkBIT4+m+++9RngF7g4SlAXzznzsAhIQEyz6+s8vy2wdpVeUXdXTm/SLqauyVFRWfU/kGe0s7Je6Urjf85+RtQu5TyNuEzq7OUv7O51tcDm9v8vML6djR4xJzVxfu7gL2BwnLxvGNf775z+6883ZKTbOvT9mttZ1Spl6dVy8rqsmJaXLzcJUydb8QH+VV+tVU3iaJ68oxJlvuyTL8+e2rAOHVV9+k5qZm6erC2+Lc5QXsCxKWDRsdGZUDZ775n5Cwju5/4F7lGf0b7h+VRJV3uGRu7MfEFF2cvSjFCDEp4cqr7MO1xphsfcB+Sr1rauro7f3vSszdXbjLC9gXJCwbxjf9+cY/+9JjD1N0dJTEesdj50++fkY6VHCi4vMqLvdO25aovMI+XTbGxN1ZSuHtbYzJB+8fotLScunuwtvj3O0F7AcSlo1qa2uX1RWvKrJzsmj37h3KM/pVV9hIXxwskjZGck5lWFn5BHrRhl3JGIaoYhxjMtw3YmrzxONLcu/IoGidrz47O7vk52J6alq6vHC3F7AfSFg2im/4801/Ly9P2a/39dXveU13cy/lHSqlslM1prEfrmtcKPXGBAqKwifo+fCP7UJjTLY/uln+/vTq008/p9OffyExd3vhri9gH5CwbBDf7Ocb/mzHjptpU+5GifVmYmxSzqlOHyi8bOxHfFY0xWVGK6+Ca1GPMZlr8+Ss+zEm4+MTUube09Mr3V646wvYByQsG8P/NfiHkW/4R0SEyz49OShP6kjpp9V04rUz8obLKyo+p+KxGxt2olx5OextjElRUQkdPnREYu76wt1fQP+QsGwM3+jnm/3s3nvvoqT1+io04DJtblDbaPidV1Q89oPH0/NWlocPxqGvlHqMCScuJ2WMCVcT6m17dd+b++nChQbp+sLb5twFBvQNCcuG8E1+Xl3xzf7k5CS6+547lWe0jyvc8g6V0PmPK+bGfkxMyRZW0uZ1FBYXpLwKzOFaY0x2PrFFeZX21dc30ptvvCUxd3/hLjCgb0hYNuTo0eNUkF9IDo4OshUYHq79wX58JsV9/z5585y8kU6OT9PszCzFpkZQ4qa1yqvAEi4bY8JtntxcyFNnY0wOHz5KReeLpfsL/8xwNxjQLyQsG9HU1EyvvfqmxLmbN9Ett2yTWMuqzl6g46+ekf54vP3HhRW8LcXnVA4OOjyYs1GXjTHh8y3DypbvtW2+ewOt26Dt4pbe3j4pcx8fG5cuMNwNBvQLCctG8A1+vsnv5+crnxQ9PLU7fba9rksq/y4UNUtBBW8Bevl7SJm6T5CX8iqwtoXGmOx4/Aby9NXu+eHp02fo009OSczdYLgrDOgTEpYN4Jv7fIOf3XrrTsrK1mY58ujgmNynOvdhsTL2Y1outcbnxFBUkva3N/XgWmNMbn4kV3mVtkxPz8jZb0dHJ0VFR9Fjjz2sPAN6g4S1yqampuWHjW/wx8RE0aNf0uYP2/ljFXTsvz6X8nTe/uOxH5GJobosqdaDhcaY8NnWhl3aa7BcXlZBBw9+KDF3heHuMKA/SFirjG/s88199sCD91F8vLZGo18oaqLjr5yR8xHj2A8eT5++PUnOSsC2XT7GxIWcXZ1kjMnND2/S3LTjd94+QNXVtdIVhsvcuUsM6AsS1irim/q8uuKb++npqbT3jj3KM7aPD/JPv1tIVecujf3w8vOQMxFuyArastAYk9u/tk2qVrWgubmFXn3lDYm5Owx3iQF9QcJaRYcOHaHiohLDSsRFCi2Cg23/PhLfn+Jzqs/fKTC1U+KzkLiMKIpNx+hyLbtsjIlhpcVl8FobY3Ls2AnKzyswvLOR/ExxtxjQDySsVcI39PmmPtu6dQttvcn2L3SWfVZDh37/idyjMrZTikgIoVTDJ3HQj8vHmMy1eeJV8433ZcsK2pYNDg5Jmfvw0LB0ieFuMaAfSFirhG/o8039oKBA+STo6ma74zO4serHL5+mrqZeWVFNTc7IGxiXqbt7oR2OXi00xmT3l28k32DbnXZ87lw+Hf/4pMTcLYa7xoA+IGGtAr6Zzzf02d69t1F6RprEtmawe1i2/tRjPzx91kiZekhMoPIq0DN+e1hojMmtX7lJeZXteeXl16mlpZXCwsPkA6GjRs7h4NqQsKyMb+TzlgXf0F+3bi09+ND9yjO2hfv+nXz9LM1McTulKTl4j0mNkEaqYH8WGmOSe2cmbdpre22eqqtq6J133pN4+y3baPPmTRKDtiFhWRnfyOeb+eyRRx+i2Fjbao1Tfa6ePvjdSSmu4Iu//Kk6PD6Y0m6y7/H0MMc4xqSnuU+2CY1jTG55bDNFJ9tWgcPB9z6g8vJK8vT0kDJ37iID2oaEZUV8E5/L2PlmflZWJt162y7lmdXH5xUf/9dpaqvtkhUVj/0ICPOVQ3ZuqwSgZhpjMjgm1YTGMSZ7v7Fdtg1tQXt7h+xmcJEQd4/hLjKgbUhYVsQ38flGvofHGvnE5+/vpzyzenir59TbBVR0vEKSFBdV8FbP2owoqQAEWIh6jAnj1ZatjTE5efIzOvPFWYm5iwx3kwHtQsKyEr6Bzzfx2fbtN9HmG1a/b1vR8Uo6+p+n5I2Ht/94eBKfUyXkxCqvAFjcVWNMDCssT18P2vbQRkq9aXWvPIyOjskqq7+vX7rIcDcZ0C4kLCvhG/h8Ez8sLHSuasnwSXS11Bc30/vPn6Cx4QlZUfEFYG7Dk7IlXjocACyHeozJXJunuTEmt331JgqMXL1px4WFRXTko2MSczcZ7ioD2oSEZQV8855v4LO7776DklPWS2xtvW39dOzPp6mpom3unGpimvxDfSg+O4b8QnyUVwGsjHGMycTIpKnNE5+F3vWtHcorrO+N1/dRQ0MTBQUHzd17dLWNczZYGiQsC+Mb97wlwTfwk5IS6N777laesR4e9XFqfwHlHS4xjf1w93SV7T9bq+wCfbhyjInx/taWe7Pkl7XV1dXTW/velpi7ynB3GdAeJCwL4xv3fPOePf7EoxQZGSGxtZR/XksfvnBS2ijx9t/s7KwkqsSNGE8PlqceY+Lqxve35saY7PyLGyku07oFEB9++BGVFJeSm5urFD1xlxnQFiQsC+Kb9nzjnm3alEM7dm6X2Bpaqjro/d8elzeMyYkpw8pqhsLWBlFS7lpyXWO7baBAn0xjTLqHpAzeOMaEtwk9fKwz7bi7u0d2OyYnJqW7DHeZAW1BwrIgvmnPN+59fLxl39zL2/Lj4TlBHf3Pz2VOlbGdkl+wt5SpB0Wt3sE3ADONMTF8iOLE5ejsSGnbEmnP17Ypr7CsU6dO06nPTkvMXWa42wxoBxKWhfANe75pz3btuoVyNmZLbEmn3s6nLw6cN439cF3jItt/MSnW3YYEuJarxpi4c8cMF9r+aC5t2JmsvMoyJienZJXV3dUtXWa42wxoBxKWBfB4eO5owTfto6Ii6bHHH1GesYya/AY68B/HLhv7wYkqaRM+PYLtWmiMye1/tZ3C4iw3G66kpIw+/OCwxNxthrvOgDYgYVkA36znG/bs/vvvoYTEeInNjX/QD/7mOPV1DBhWVNPSqSI0NlDK1K11LgCwUguNMXng728jBwfLdFnf/9Y7VFt7gfz8/WS7nrvPgO1DwjIzvlHPWw58wz41NZnuvGuv8oz5jI9MyDlV1dkLck7F238+QV6yqgpda/tTiwGuxG9D840x2XRHBt38sPk7rTc2NtPrr70pMXed4e4zYPuQsMyMb9TzzXpnZycpnQ0NNW8/vrPvF9Gn+/JMYz94758TVWwazqlA+64eY+JCa7zc6Nb/tpUSzbzFfeTIx1RYcF4SI6+yuAvNcn3rhXJ660yn8tUlUYHudPAfsyjcD4NOzQEJy4z4Jj3fqGdbtmymbTdvldgc6ktaaP+/H5ZzKl5VcWFFdEq4nFNZatsEYLWYxpi09MmHMuMYk3v/x27ZTTCH/v4BOWseGRmV7jPchWa5OGG19E7QK3+bQV7uTsqjc4+fqR1E0jITNI4zo7xzefJ7QIC/3LsyB/7B/fM/vUP7f3ZYVlTc/48PpjfflUnrc+OQrECX/MN8KWtXCqVuTZBq17HhcWqv66IX//ENuV9oDjwfa6Pyc1pRXklVVTUSm9M3d0dJU+m2vknlEVgJJCwz4Rv03P6FcbJyX+Mu8XLxPv6h339CLz3zFrXVddLo0JiM/Ui/OYkydySTT6Dl73QBrLbw+BDKvSOD4jKiZFeBS+LLT9fRv//VH2Qq9kpt2rRRxuizPKUjDdguJCwz4JvzxvZLa9fGUOaGDImXq+BIGf3yr/9ExScqZUXFm7bx2bGyqrJkuS+ALXJydqK4zGhJXCGxgXLOxbsNJ18/S88/+Zqcdy2Xo6ODaTeEO9MYf47N5fmjzfSXN4dTTpy38gisBM6wzIBvzvMNevbQww9QXNzy5klxO6V9/3ZIaVA7N/Yjen2YlKnzqAYAUI8xGSRXd+e5MSaGldhDT90uZ13LceDdg1RZWS3daLgAg7vTLMVCRRfswc0h9JuvpyhfwUogYa1QV1e3lLFPTU5RRmY63X77rcoz12+4b5Te+/WxS+PpJ6YpOMqfYtIiyD/UV3kVAKjNN8ZkudOOW1vb5OeYDO+G3JWGu9MsxUJFFz872EDPvlNPf/hWGt2Vg92RlcKW4ArxvjcnK3d3t2UVWhz78+f0u6dfo6bydhodHCd3TzfprbZhVwqSFcA1RCaFUe4dmRSdGk6TY5NyvlXwURn9/OsvUdmppRVQRESEy3kW4/l1PGzVHLjo4oYEXzqQ36U8AiuBhLUCfFOe27wwTlaBgQESX4/ik1VycJxv+AHji8A89mNdVjTdcPcGmdIKAIvjLcCE7FjKvTOTgqICaJTPtwzJ69CLn9Dv//EN6mntV165OP4Z9vWdG2Rq7rMsMA8krBUwlrGHhASbPp0thtvQ/PpvX6aP/vApTRh+sDhZcYLiRMWVUACwdN4BnpR+cyJt2JFMHr4eUpjR0zZAf/rBfnrn/x1VXnVtXl6epjL3mupaKiurkNgcksI9lAhWQncJa3h8hu55rpBCvnmCDuZ3K4+aH9+Q5/YujD+ZObtc+7CXtyve/OmH9PI/H5ARIPxJ0C/Yh3JuS6PkLfGyFQgAKxMcE0Cb9qbLgFK+o8gfCGvy6mU34/SBQuVVC8vJyaKo6LkPjrzdPz09I/FycZVgS98EPX7TXOk8rIzuii7yLwzR3/+pknzWzCWQKw9BzWF0ZFQOaPmmfELCOrr/gXuVZ+bH5bd8Z8Q49oMb03I7pYgE87ZtAoBL1GNMXFydpDCDu2bc/Z2d19zNqKmpo7f3vysxd6vhrjWLQWsm69BdwjJW6/Ddh2deraHXv5dp9jsQJ098SmfOnJP4S489TNHKJ7IrVZyupQ9+d9I09oM/8XHPP75TAgDWMd8YE27zxGXwa7znv+D/wfuHqLS0XBoAcJk7d6+B1aerLcG2/gnp27UzzZ+2p/iRj4czHS/rVZ41j7a2djqrnF1l52TNm6z4oJcr/95//gRNjs21UwqLC5aDYSQrAOvyDfamzFvWU8b2JNl65/MtbvP0m++9Qh+9NDcG6Ep8lsXb/ONj4yjAsCG6Slj5dUM0ODpNO1IDZAm+Od6HPi7tk3Mtc+F97YuzF+WA9soydl5JvfPLI3LQy5caxwbHpVFn9q2plHJjPHn6YuYOwGrh0Tu5d2ZQfFYMzRp+hsdHJqnoeIWcb/HvaupCqqLzxVRf3ygxrC5dJSy+65AS6WmqyLknJ5i+qBmgE2V98vVK8U34iooqidUlsOzU2wX0i2/+karP1UujTt52SDYkKU5WgRF+yqsAYDXJtnx6pLR5Co8Plt0P3gU5+qfPpXqXq3iN1FdVjBXBsLp0c4bFxRaP/ryIfvGV9aYb5byyevyXxRQZ4Las1ihjY2N07tw5Gh0dpdjYtZSfVyg34vmSIe9rk4N6PP1FmpqYkkF0sakRtDYjSubsAIDtumyMCZ9vuTpLQRSfb7GiohI6fOiIxDffvJXy8s9RX18fZWdn05133imPg/XoJmEZW6DMZzmVOk899RT94he/pOC4DJp1dKfxnnry9nCnO/feTk8/9SSFBYbTvp8dov6OQVM7pYj4EGmn5OWHOxcAWtJW2ymJi7vNcH9CbrjLZ87bHtpI+97cT88++yPKL8gnZ99IcnD1oumBZnJ1dqDv/88n6Yc//KHyTwFL00XCutZKar6V12Ju3L6b6oa8aCb9q+S45lL3ionaYzT22U/pe3/5FIVfjDM1qeXZPfypLCgSlUQAWsUjfbgEvqG0Vb7mFRd3c//RwX+mcZ+15Jr7N+Toeek9ZOLCCRo6/iP6+te+TM8//7zyKFiSLvasqtpGqbxlRM6srsTnWXyu9ZsjzddVfPH000/ThSFPupj75GXJirnF7yLPPc/Sz//0E+ru7iInFydKvmGdXP5FsgLQtvnGmLx67A807hFL7jv+6bJkxdzibiHfu35Gv3vhRTp9em5aA1iWLlZYi42h5u3CXx1uXvRO1uTkJHl5eZPPo6+Qo0eg8ujVhj/7Od0d5knf/sZ35UIiAOhPb2s/Pfi9u8j3kT+Rk/fCnSqGT/8H5fp30IkTJ5RHwFI0n7D47tVdPy6UEvaFCiuM24Lf2RNFT9618KyqU6dO0YNf/jbN7v6l8sj8Juo/pYCiV+iRrL9QHgEAvWkbaKb9FQfJ45E/Ko/Mb7LpC3I4+zPq617+IEm4PropujCHo0eP0hPf/t90ccdzyiPzm2zJI8+zz9Nf5n5VeQQA9Kap5wK9W3eCPO7/rfLI/Kbai2nq5P+l4X6MELE0JCyVuro6ytl8E7k++KryyPzGSt6kGxyr6euPfVt5BAD0pqW1mb7/b/9A/l95X3lkfmPl71JY+wGqrp67owmWg4R1hS1bb6Yyt+3knrhHeeRqjoe/RS/95t9p7969yiMAoEf+gSFSLey+/i7lkasNvP4EPf03X6V/+Zd/UR4BS8HN1is8+6//TGOf/Zts+81n9ouf0u5tuUhWAHaA3w+GTv6UJpvOKI9cbuTEjyjY1xXJykqwwprHvn376Gv//es0G3UzOUVsJAcXD5rpqyeP1qN02/Yb6M//ee1DWADQj2eeeYaefe6n5BF7Azmu3U0Orp40099AEyVvUFiABzXW1ymvBEtDwlpAb28vvfjii3Tik1M0MDRCmamJdN9999GePQtvFQKAPjU3N9N3vvMdOptXSOOT0xQR4k+PPfYY/eAHP1BeAdaAhAUAAJqAMywAANAEJCwAANAEJCwAANAEJCwAANAEJCwAANAEJCwAANAEJCwAANAEJCwAANAEJCwAANAEJCwAANAEJCwAANAEJCwAANAEJCwAANAEJCwAANAEJCwAANAEJCwAANAEJCwAANAEJCwAANAEJCwAANAEJCwAANAAov8PrVK2aSb4LZwAAAAASUVORK5CYII=[/img][br][list][*]△DGB[/*][/list][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAATgAAAEYCAYAAADI0+pcAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAADDESURBVHhe7d0HdNzHfSfwLxaLxWLRe+99ASwaq7pEi5LlSLalXCzlxWcrsWxHvjRbF8un2O/u8nKWbSVn+72zVW3JqpZMRRLFXkGRFEmQIHoneif6Atuwu7z/zH8AiSRAomP3v79PHoPBzIqOGeHLmf/M/zdeVyQghBAFUomvhBCiOBRwhBDFooAjhCgWBRwhRLEo4AghikUBRwhRLAo4QohiUcARQhSLAo4QolgUcIQQxaJXtYhLevml36Ompk5895ng4CD80/f/HqGhIaKHkIVRwBGXxAJuYmIST37vO/Dz04peYPfuvfjkxCl857vfQnp6quglZH60RCVu5cEHH0BWVgY++M+PYDZbRC8h86OAI27n7nvuwuDgEOrq6kUPIfOjgCNuJywsFFqtL/r7B0QPIfOjgCNuR6vVIjg4WHxHyMIo4AghikUBR9yOxWLBxMSE+I6QhVHAEbczOjoGdrhJr88VPYTMjwKOuJ1jR48jJCQYcXGxooeQ+VHAEbfCDvo2N7fiK1996KoDwITMh95kIC6JXtUiq4ECjhCiWLREJYQoFgUcIUSxaIlKNkxHRweOHj2KkZERFBYWYufOnWKEkNVBAUc2xDPPPINf/OIXyM3Ng6/GF8PDQ/DT6fDaa69i06ZN4lOErAwFHFl3P//5z/HKy7/DnXfeAz8/negF6utrUVtXjebmJgQGBopeQpaPnsGRdffssz/Dli3brwo3Rq/PR2xMLF544QXRQ8jKUMCRdXX27FnopKVoWFi46LlafHwiDh06JL4jZGUo4Mi6cjqdUKm8xHfX8/JSweFwiu8IWRkKOLKuNm/ejPHxcUxMjIueq/X2dWPHjnvEd4SsDAUcWVdqtRo/+MEPcObMKdjtdtEra2lpwqW2VjzxxBOih5CVoV1Usu5GRkbx8MOP4ML5cqRlZMJf54+egT6MGyfxtf/2JF7+n/9bfJKQlaGAI+vuwIHDqKmu5WffDne3YnpyEqExMQjMzoS3ygs/+eJXsE2vF58mZPloiUrWVXt7Jw835qGHHoLhgfuQ/9WHcLv01ddLBaf01+270vKVkNVAAUfW1YXzF/jXiIhwbNpUwtuMn9YPuVExYAuKhrHL2HXyEzFCyPJRwJF1U11Vg46OLt5m4abx1fD2rO1FhQjx0fCQ211VATsdFyErRAFH1oXFbMH58xW8nZaWgvyCPN6+liExWVqmXsGgeRov7NsteglZHgo4si5YuLHLYpjSTaX863zyMjOQoAvkIXe0pQmtvb1ihJClo4Aja25wcEgKOPnZW1GRAcnJiby9kOKMDLB3HUwOO14vOyZ3ErIMFHBkzV2QZm92uwM6nZ80e/tsY2EhibGxyAyL4LO48v4uHK+qFCOELA0FHFlTrS2XUF/fyNtsY2Gxl8Vs1efBT+XNQ27XuTOil5CloYAja2p2YyEmJloKuIWfvV0rwF+HvJg4vqPaOjGKt44dESOELB4FHFkzFRcuoqdH3iRgszeV99L+ddtckI9wjR+uSP+zt7YaRpNJjBCyOBRwZE1MGafmZm9ZWRnIyc3m7aUqTE7hy9QRqxkvHdgneglZHAo4siZYuE1OGnl7MRsLC8lOS0VyQDAPubL2FtS2t4sRQm6OAo6sut7evrnZG1uaxsfH8fZylWZlw1v6anU68ebJMrmTkEWggCOrjh0LYYKCAnnArVRMZASyw6P4hkPVUB/2l5eLEUJujAKOrKrGhiY0N7fyNgu3gMAA3l6p7YYCBHir+VL1g4pzopeQG6OAI6vG6XDOLU0TEuJRUlrM26tBo9EgLy6BB1yncQK/P7hfjBCyMAo4smrY61gDA4O8vRpL02uV6HMRrdXxpeqBxjoMjcnvthKyEAo4sirGxsbnZm96fQ4yMtN5e7UVpabDiSuYsFnxuyMHRS8h86OAI6uCbSyYTGao1d4rOhZyM+lJiUgPCuVL1U8623C+qUmMEHI9CjiyYp2d3aisrOZt9jpWdHQUb6+VTTk50Hh5wSGF3DufUuVfsjAKOLJis2XIw8JC1+TZ27XCQ0OREymXN68fGcKHp+kOBzI/CjiyIrU1dWhr6+BtFm5aPy1vr7XthQYEq334UvWjKvnZHyHXooAjy2az2uY2FlJSkmAoLODt9aBSqZCfmMQDrm/aiOf3fixGCPkMBRxZNhZuw8MjvH2jMuRrxZCVhTi/AB5yh5sb0DkoH1EhZBYFHFmWy5eH+bk3psCQj9TUZN5ebyXpGdL/voJp+wxeO3ZY7iREoIAjy8KOhdhsM9BqfddlY2EhSfFxyAyRy5uf6e3EyZoaMUIIBRxZhkuX2lFbW8/bLNzCw8N4e6Ns0euhVcm34r937rToJYQCjizD7LGQqKhIfu5towUFBkAfHcuPjTSPj+DdsuNihHg6CjiyJJUXq9DV1cPbbPam9lHz9kbbajAgTOPLQ25PTSXMVpsYIZ6MAo4smmnaNHcsJCMjDfq8XN52FYYk+Vb8IYsJL+7fI3qJJ6OAI4vGwm18fIK31/J90+XKTU9Hon8QD7njbc1o7OoSI8RTUcCRRenvH0C5ePZWXFKExMQE3nY1pZlZ/F9qi8OBN07QszhPRwFHFoUdC7nivIKAAP8NPRZyM3HRUcgKj+SzuIrBHhyuoNe4PBkFHLmp5qYWNDY28zYLt+DgIN52Vdvy8+DvLd+K//55uhXfk1HAkRuSMmJuYyEuLtYljoXcjJ/WD3mxCXxHtX1yHK8fPiRGiKehgCM3xM689fX18zZfmnrxpssrzdMj0le+FX9fQw1GxR2txLNQwJEFTUxMzs3ecnKykJWdydvuojAllS9Tx6wWvHLogOglnoQCjiyIhdvU1DS8VF4ueSzkZjJTUpAaGMJD7kRnKypb5esMieeggCPz6u7uwcWKSt7evKkUsbExvO1uNmVnQ+3lhRmnE2+fOiF6iaeggCPzmr2dPiQk2KWPhdxMZHg4ciKi+YZDzfAAPj5Lu6qehAKOXKe+rgGtrW28zcJN56/jbXe1zVCAQFHe/MOL50Uv8QQUcOQq9hn73MZCUlICiooLedud+ajVyI+Xb8XvmZrES/v3ihGidBRw5CqsSu/Q0GXe3ogy5GulKCcHMVp/vlQ91FSP3uFhMUKUjAKOzBkZGZ2bveXn65GensrbSlGSLt+Kb5yx4dWjdPjXE1DAkTks3CwWK3w0Pm55LORmUhISkBEcxpeqp7rbcaZerkpMlIsCjnDt7Z2oqa7lbXYsJDIygreVZnOuHr5ecnnzd8/QhdFKRwFHuNky5BER4W59LORmQoODkBsl34rfMHYZu05+IkaIElHAEVRX1aCjQy4OycJN46vhbaXaXlSIEB8ND7ndVRWwO5xihCgNBZyHs5gtcxsLaWkpyC/I422lMyTK5c0HzdN4Yd9u0UuUhgLOw7FwGx0d420lHQu5mbzMDCToAnnIHW1pQmtvrxghSkIB58EGB4f4uTemqMiA5ORE3vYUxRkZvPqTyWHH62XH5E6iKBRwHoy9b2q3O6DT+SnyWMjNJMbGIjNMvhW/vL8Lx6vk4gJEOSjgPFRryyXU1zfyNttYCA0N4W1Ps1WfBz8VK28O7DpHL+IrDQWch5rdWIiJiZYCznOevV0rwF+HvJg4vqPaOjGKt44dESNECSjgPFDFhYvo6ZEfqrPZm8rbs/812FyQj3CNlpc331tbDaPJJEaIu6OA8zBTxqm52VtWVgZycrN529MVJqfwZ3EjVjNeOrBP9BJ3RwHnYVi4TYoLWDxxY2Eh2WmpSA4I5iFX1t6C2vZ2MULcGQWcB+nt7ZubvbGlaXx8HG8TWWlWNrylrzanE2+eLJM7iVujgPMgs2XIg4ICecCRq8VERiA7PIrP4qqG+rC/vFyMEHdFAechGhua0Nws3yrFwi0gMIC3ydW2GwoQ4K3mIfdBxTnRS9wVBZwHcDqcc0vThIR4lJQW8za5nkajQV6cXN680ziB3x/cL0aIO6KA8wDsdayBgUHepqXpzZXocxGt1fFjIwca6zA0Jr+rS9wPBZzCjY+Nz83e9PocZGSm8za5saLUdD6Lm7BZ8bsjB0UvcTcUcArHws1kMkOt9qZjIUuQnpSI9KBQHnKfdLbhfFOTGCHuhAJOwTo7u1FZWc3b7HWs6Ogo3iaLsyknBxovLzikkHvnU6r8644o4BRstgx5WFgoPXtbhvDQUOREyuXN60eG8OFpusPB3VDAKVRtTR3a2jp4m4Wb1k/L22RpthcaECxuxf+oSn6WSdwHBZwC2ay2uY2FlJQkGAoLeJssnUqlQn5iEg+4vmkjnt/7sRgh7oACToFYuA0Pj/C2J5UhXyuGrCzE+QXwperh5gZ0DspHbojro4BTmMuXh/m5N6bAkI/U1GTeJitTkp7Bz8VN22fw2rHDope4Ogo4hWHvm9psM9BqfWljYRUlxcchM0Qub36mtxMna2rECHFlFHAKculSO2pr63mbhVt4eBhvk9WxRa+HViXfiv/eudOil7gyCjgFmT0WEhUVyc+9kdUVFBgAfXQsfxbXPD6Cd8uOixHiqijgFKLyYhW6unp4m83e1D5q3iara6vBgDCNLw+5PTWVMFttYoS4Igo4BTBNm+aOhWRkpEGfl8vbZG0YkuRb8YcsJry4f4/oJa6IAk4BWLiNj0/wNr1vuvZy09OR6B/EQ+54WzMau7rECHE1FHBurr9/AOXi2VtxSRESExN4m6yt0sws/sNjcTjwxgl6FueqKODcHDsWcsV5BQEB/nQsZB3FRUchKzySz+IqBntwuIJe43JFFHBurKmpBY2NzbzNwi04OIi3yfrYlp8Hf292K/4VvH+ebsV3RRRwbkr6mZq7RCYuLpaOhWwAP60f8mIT+I5q++Q4Xj98SIwQV0EB56bYmbe+vn7e5ktTL94k66w0T49IXz/+Gte+hhqMijtniWuggHNDExOTc8dCcnKykJWdydtkYxSmpPJl6pjVglcOHRC9xBVQwLkhFm5TU9PwUnnRsRAXkJmSgtTAEB5yJzpbUdkqX89INh4FnJvp7u7BxYpK3mbP3WJjY3ibbKxN2dlQe3lhxunE26dOiF6y0Sjg3MzsxkJISDA20+zNZUSGhyMnIppvONQMD+Djs7Sr6goo4NxIfV0DWlvbeJttLOj8dbxNXMM2QwECRXnzDy+eF71kI1HAuQn7jH1uYyEpKQFFxYW8TVyHj1qN/Hj5VvyeqUm8tH+vGCEbhQLOTbAqvUNDl3mbypC7rqKcHMRo/flS9VBTPXqHh8UI2QgUcG5gZGR0bvaWn69HenoqbxPXVJKeDieuwDhjw6tH6fDvRqKAcwMs3CwWK3w0PnQsxA2kJCQgIziML1VPdbfjTL1cZZmsPwo4F9fe3oma6lre3iwtTSMjI3ibuLbNuXr4esnlzd89QxdGbxQKOBc3W4Y8IiJcfiWLuIXQ4CDkRsm34jeOXcauk5+IEbKeKOBcWHVVDTo65GKKLNw0vhreJu5he1EhQnw0fKm6u6oCdodTjJD1QgHnoixmy9zGQlpaCvIL8nibuBdDolzefNA8jRf27Ra9ZL1QwLkoFm6jo2O8TcdC3FdeZgYSdIE85I62NKG1t1eMkPVAAeeCBgeH+Lk3pqjIgOTkRN4m7qk4I4NXszI57Hi97JjcSdYFBZwLYu+b2u0O6HR+dCxEARJjY5EZJt+KX97fheNVcrEEsvYo4FxMS8sl1Nc38jbbWAgNDeFt4t626vPgp2LlzYFd5+hF/PVCAediZquFxMRE83JIRBkC/HXIi4njx0ZaJ0fx1rEjYoSsJQo4F1Jx4SJ6euSH0Gz2pvKm//coyeaCfIRrtDzk9tZWw2gyiRGyVugnyEVMGafmjoVkZWUgJzebt4myFCan8GdxI1YzXjqwT/SStUIB5yJYuE2KC0toY0G5stNSkRwQzEOurL0Fte3tYoSsBQo4F9Db2zc3e2NL0/j4ON4mylSalQ1v6avN6cSbJ8vkTrImKOBcwOzGQlBQIA84omwxkRHIDo/is7iqoT7sLy8XI2S1UcBtsMaGJjQ3y7cwsXALCAzgbaJs2w0FCPBW85D7oOKc6CWrjQJuAzkdzrmlaUJCPEpKi3mbKJ9Go0FenHwrfqdxAr8/uF+MkNVEAbeB2OtYAwODvE1LU89Tos9FlFbHb8U/0FiHoTH53WOyeijgNsj42Pjc7E2vz0FGZjpvE89SlJrOl6kTNit+d+Sg6CWrhQJug7BwM5nMUKu96ViIB0tPSkR6UCgPuU8623C+qUmMkNVAAbcBOju7UVlZzdvsdazo6CjeJp5pU04ONF5ecEgh986nVPl3NVHAbYDZMuRhYaH07I0gPDQUOZFyefP6kSF8cJrucFgtFHDrrLamDm1tHbzNwk3rp+Vt4tm2FxoQLG7FZ+XNyeqggFtHNqttbmMhJSUJhsIC3iZEpVIhPzGJB1zftBHP7/1YjJCVoIBbRyzchodHeJvKkJNrGbKyEOcXwJeqh5sb0DkoHyEiy0cBt04uXx5GuXj2VmDIR2pqMm8T8nkl6Rn8XNy0fQavHTsseslyUcCtE/a+6YxtBlqtL20skAUlxcchM0Qub36mtxMna2rECFkOCrh1cOlSO2pr63mbhVt4eBhvEzKfLXo9tCr5Vvz3zp0WvWQ5KODWweyxkKioSH7ujZAbCQoMgD46lj+Lax4fwbtlx8UIWSoKuDVWebEKXV09vM1mb2ofNW8TciNbDQaEaXx5yO2pqYTZahMjZCko4NaQado0dywkIyMN+rxc3iZkMQxJ8q34QxYTXty/R/SSpaCAW0Ms3MbHJ3ib3jclS5Wbno5E/yAecsfbmtHY1SVGyGJRwK2R/v6BuWMhxSVFSExM4G1ClqI0M4v/kFocDrxxgp7FLRUF3Bphx0KuOK8gIMCfjoWQZYuLjkJWeCSfxVUM9uBwBb3GtRQUcGugqakFjY3NvM3CLTg4iLfJ8vhrfJEcFo7s6FgkhITBV+1ZGzXb8vPg7y3fiv/+eboVfyko4FaZ9Bft3CUycXGxdCxkBVLCInBHRjZ2ZOtRnJCMXCngNiWl4L7cAuzI0iMj0jPKTPlp/ZAXK5c3bzeO4/XDh8QIuRkKuFXGzrz19fXzNl+aevEmWQI2QyuKT0JBXALCpGmL6gtfkP4cpT9I8UsVHo7AujrkRMchPzYeahW7hE/ZSvP0iPSVb8Xf11CDUXGHLrkxCrhVNDExOXcsJCcnC1nZmbxNliY9IgoJoWHw3rMHCAwE7rtPnhrP/nr6afa3B9TPPYfE0HAkSZ/1BIUpqfxZ3JjVglcOHRC95EYo4FYRC7epqWl4qbzoWMgyxQaH8Ods6osXgW98A/joI+Cf/1mMCuz7n/0MePFFaC5fRlRgEPx8fMSgcmWmpCA1MISH3InOVlS2ytdNkoVRwK2S7u4eXKyo5G323C02Noa3ydJE+AdAy8LqyBGguBi4+27YHHZ0j42i9fIQ+ibG4XA6gR07gNtu408AWLj5+Wjk30DhNmVnQy0t0+3Sn8Hbp06IXrIQCrhVMruxEBISjM00e1sWtlsaqNVCNT0NHJCWYNLS1Onvj34p1OoHejFts8A8Y4NJ+oXSUuDVV+GIjsbQlBGjJumf8QCR4eHIiYjms7ia4QF8fJZ2VW+EAm4V1Nc1oLW1jbfZxoLOX8fbZGl8vL3hwzYMjEZ2Mw/vY7O1SYsFmVExyI9N4M/nAn2vLvPONhk86ejINkMBAkV58w8vnhe9ZD4UcCtkn7HPbSwkJSWgqLiQt8nSqdgOKdsp/RxW/JEtQeODQ+RNB7GTOvvL+7nn+FhsUIj4J5TPRwrz/PgEHnA9U5N4ef9eMUKuRQG3Qux2+qGhy7xNZchXZsbp4M+W+M5pslzx2NtLxWd2DnbK9cEHP9tJ7esD0sVl2Tzrrg5GpSvKyUGM1p//BXCwqR69w8NihHweBdwKjIyMzs3e8vP10s9bKm+T5bHZ7bDMzOCKvz+QmMifw3mbTAjTBaBnfBQW+4z4JGFKpIBnszjjjA2vHqXDv/OhgFsBFm4WixU+Gh86FrIKrFLAsc0CPov7u78D2FGRY8f4xkN6ZBTfMeU7qIRLSUhARnAYD7lT3e04Uy9XjSafoYBbpvb2TtRU1/L2ZmlpGhkZwdtkZYamJjEmhdwVtkv62mvAQw8B3/wmX6r6qn3grZL+ld29m70HJ/8DX/+6tGK94rHBtzlXD1/pz4at4N89QxdGX4sCbplmy5BHRITLr2SRVWG0WNA6PIRJs1l+5sZ2VLu7r9pY4KHHDgC3tsIZE4PLU1PSr0nxO3iW0OAg5EbJt+I3jl3GrpOfiBHCUMAtQ3VVDTo65OKDLNw0vp5xyHS9DBknUTfQK4WWkZ+D44d+2cbC539J4We1z+CSFIY1fd0wz3ju87ntRYUI8dHwpSq7Fd/uoGX8LAq4JbKYLXMbC2lpKcgvyONtsrpYyJ1qa0F5Zxt6x8cwYTHzQ75sE4LN8tpHhvFp+yXU9ffyZ3eezpAolzcfNE/jhX3SEp5wFHBLxMJtdHSMt+lYyNrrn5xAeVc7jjU34EBDLfY31OBIcz2qerswbjaJT5G8zAwk6AL5UvVoSxNae3vFiGejgFuCwcEhfu6NKSoyIDk5kbfJ8jgcDvTVNaCnvALD3fLNY2T5ijMy+FeTw47Xy47xtqejgFsCNnuz2x3Q6fzoWMgK/eY3v0FcaCgGfv1bBP3hLbzzD0/hub/5DkaGhsQnyFIlxsYiM0y+Fb+8vwvHq+TiD56MAm6RWlouoaG+kbfZxkJoqOe8GrTaXn75Zfz2Rz/CPqMRlSYTDpjNGLZacf/583jur78tPkWWY6s+D34qubz5rnP0Ij4F3CLNVguJiYnm5ZDI8j37zDN4YXIS186B/0X6lT02iv3vvid3kCUL8NchLyaOP4trnRzFW8eOiBHPRAG3CBUXLqKnR35oy2ZvKm/6Y1uuiooKeEsztlvE99d6bGoaDUfperyV2FyQj3CNXN58b201jNIs2VPRT+pNTBmn5o6FZGVlICc3m7fJ8kxPTyOIvY2wgFDpl2mK7htYqcLkFP4sbsRqxksH9olez0MBdxMs3CbFBR+0sbByRUVFqJ6awkK1L/Z7e8OWkoyGQfniHrI82WmpSA4I5iFX1t6C2vZ2MeJZKOBuoLe3b272xpam8fHi/UeybIGBgfjbJ57AD9kbCtdgBbh/5XQi4datONfRhv31NbxUOVme0qxssPvGbNKf6Zsny+ROD0MBdwOzGwtBQYE84Mjq+OVvfwvjrbdic3AwfiF9/6b06zs6Hb7o44On//0XyJV+MAN8fTEyPYWjzQ04eanZY0qSr6aYyAhkh0fxWVzVUB/2l5eLEc/hdYU9iSTXaWhowp6P5WcX99xzJ0pKi3mbrJ49e/bg0McfY7i/H8W3347HHnsMcXFxGGNHRxpq+JsL7MIZ9noWK2iZFxsv/YqDxtuzbrZfCZvNhj+eKMO004GUwGA8/53viRHPQAE3D4fDibff+iMGBgaRkBCPRx/7L2KErCd2ixYLuvNdHTzkWMHLYK0f9FLQZUVFi0+Rm6mob8DZ7g5eDv4vDCV4fOf9YkT5aIk6D1YKiYUbQ0vTjZMRGYXv3bED373tbuTGxCFIq+Uv3H/a3opDjXX8CkFycyX6XERJfzGw8uYHpD+3oTH5XWpP4P0/JaJNJONj4zhw4DBmZuzQ63OwddsWMUI2SkJIKG7PyIJW7YNB4yQcV5yYMJv5DI9dIRgk/fDyu1TJgnxV3tKf1yDfcBiTAu42fb4YUTaawV2D7ZqaTGao1d50LMSFsOXVA3kG/Mv9D2JnTj4CfLX8smcWcnvrq1Hd2y0+SeaTnpSI9KBQvuHwSWcbzjc1iRFlo4D7nM7OblRWVvM2ex0rOjqKt4nriAwIxNe33IIf3vsAtiSn8mUru6vhYk8XdtdU8gKYZH6bcnKgkf6icEgh986nnlH5l5aon3P0yDFp+j6OsLBQ3HffvVD70G6dq4qQgm5bajoPPLbrOnvjfcfIMD9SopNmd2yWRz6j8/ODeXIKg9NGjFhM8JfmNzmJSWJUmWgGJ9TW1KGtrYO32caC1o9+ONzBrWmZfNn658WbEOEfCH+NL9982N9Qi7MdbTz4yGe2FxoQLG7FZ+XNlY5mcBKb1cY3Ftizt5SUJNx9z11ihLgDtUqF7OhYFPOy3U4MTE7wu2kGpa9t4kLkqMAg/tXTsfOEV+x2dI6NYnpmBlPjE9iUmSVGlYdmcBK2sTA8PMLbVIbcfcUFh+Dxbbfj+/fchxIp7NjuKgs8do5uT101X74SwJCVhTi/AH5s5HBzAzoH5SNRSuTxAXf58jDKRRnyAkM+UlOTeZu4r4K4BDy144v45rbbkBoeiUBfLSbMJpS1NqGspYnf1uXpStIzeDmlafsMXjt2WPQqj8cHHHvfdMY2A63Wlw71KsxdmTl45r4H8WVDMUL8dNBpNOgaG8E+aTbHZnXsOZSnSoqPQ2aIXN78TG8nTtbUiBFl8eiAu3SpHbW19bzNwi08PIy3iXKwl/YfKdrEg+7OjGy+bPX18eHXDf5n1QWPLsu0Ra+HViXfiv/eudOiV1k8epPh8KEjmJiYRFRUJD8WQpV6lYvN4EqTUpAUGo4pqwVGq5Xfp8pmdGxTwlftg2A/P/Fpz+Drq4Ft2oR+4yTGrGaoZxzIT0kRo8rgsT/RlRer0NUlX1XHZm905s0zsM2HH+38M/zV5u1IDA27riwTu1Tak2w1GBCm8eVL1b01lTBblXWsxiNncCbpby12LMRisSIjIw2333GbGCGeIj0iCpuT0/grYKyopkrlheGpKTQNDfCT/rFBweKTyuftdKJ9dBhmhx0TY2PYlpMrRtyfR87g2LGQ8fEJ3qb3TT1XqE6HR0u38udzt6Rm8OdzPipv/l7rB1UVaB5S7vGJz8tNT0eifxDfVT3e1ozGri4x4v48LuD6+wfmjoUUlxQhMTGBt4nnullZpv5J+S9DJSvNzOLv9FocDrxxQjm3mnlcwLFjIVecVxAQ4E/HQshVtqak8de+vlayFTFBIfy1L1ae6WBDLU5LYTcj/fArVVx0FLLCI/mzuIrBHhyuUMZrXB4VcE1NLWhsbOZtFm7BwfT6Drna58sy3Zebzw8Jz5Zl+lPleUWXZdqWnwd/b/lW/PfPK+NWfI/ZZJD+YsLBA4dhNE4hLi6WHwvhc3JC5sFmb4XxiciJjuXL1THzNBxOJ3rGx/imhNpbhTDd9TeDuTMftQ/sZit6J8cxMWPFFZMFhWnpYtQ9ecwMjpUh7+uTD3XypSmFG1kEFnD/ePdOPHHLnciMjOEzOqPVgpOXWvjRElaqSUlK8/SIlP47sg2HfQ01GBV3Arsrjwg4dph39n7TnJwsZGVn8jYhi7VQWaaPai7yskxKUpiSyp/FjUlB/sqhA6LXPXlEwLFwm5qahpfKi46FkGXzVavxUEExD7od2bni+ZwPmgb78W5FOX/9SwkyU1KQGhjCQ+5EZysqW1vFiPtRfMB1d/fgYkUlb7My5LGxMbxNyHLdrCxTz7j738a/KTsbai8v2J1OvH3qhOh1P4rfZDh29DhGR8cQEhKM+++7Fz4aun2JrI7owCDcIi1dQ3Q6jExPw2K3Y8pq5fdCsFu/ooOC4OPtLT7tXvyl/06mCSMGp6dw2TyNYG8fZCW435lRRc/g6uoa0NoqPx9hGws6fx1vE7KaZssyfcVQzN+OmC3L9J60bGWzOne1zVCAQFHe/MOL50Wve1HsDI7da8qOhUxPm5CUlIAdX7hHjBCy+jRqNfQxcTDEJ0rLOodcVNML6J8Y5zM6dr6OXZTjTrxZKSWbDd3jYzDO2GCZNKIkw7026BQ7g2PHQoaGLvM2lSEn6yU5LBzfvvUu/N2dX4AhLoE/n7PZHXyndX99jdtVEy7KyUG01p+XNz/YVI9ecceFu1BkwI2MjM4dC8nP1yM9PZW3CVkvC5Vl2ltXzcsysXNm7qIkPZ0vU9ks7tWjh0Sve1BkwLFwY6WQ2IYCHQshG+nenDz+fO5LeYX8nlZ2X2v7yDDePH+GX1btDlISEpARHMZD7lR3O87Uy1Ww3YHiAq69vRM11bW8vVlamkZGRvA2IRvlqrJMadeXZXKH27425+rh6yWXN//jmVOi1/UpbpPhyOGjvNZbREQ4f9/UW+2e2/REecL8/bElOQ2xQSGYsJgxbbPCPDODtpHL/Nkcu7uVHSZ2RX5aX1iM0xiQ/u8ctZqgdQL6JNe/gU5RM7jqqhp0dMjTfnYsROOr4W1CXMlsWaZHS7bysJsty/R+5QVelslVbS8qRIi0xGZLVXYrvt0hpZyLU8wMzmK28DLkZulrWloK7rzrDjFCiOthN8xnRkVjU5J8yQt7r5X1DUkzpPqBPt52xdv4VXYnOsZGYLLbYRwfw5asHDHimhQzg2MbC+yNBYaOhRB3ERkQiK9vuQU/vPcBafmayqsJs0I3F7o6sLumkt/45UryMjOQoAvku8BHW5rQ2uva798qIuAGB4ekgJPLkBcVGZCcnMjbhLiLhcoyHWio5WWZXKmacHFGBv9qctjxetkx3nZVigg4Nnuz2x3Q6fzoWAhxa/OWZRofx1vnz7hMWabE2Fhkhsm34pf3d+F4lVzMwhW5fcC1tFxCQ30jb7ONhdDQEN4mxF1dV5ZJWrZ+viwTK5++0bbq8+Cnksub7zrnuuXN3X6T4dDBI5icNCImJpofC2E13whRAhZsxQnJ/A5Xk82KcbMZM04HPzfXOzGOqMBAaKXg2wgajQ9mTGb0GScwbrMAVhsMqWli1HW49Qyu4sJF9PTIDznZ7E3lrZg9E0LmFMQl4KkdX8Tj225DWngkfyNi3GTCh9UXUdbSJD61/jYX5CNco+VL1X211TC6YPl2t53BTRmn+LEQq/Q3R1ZWBm697RYxQogypYRHYFtKOnykv8h7J+QTA+z91ir2ypeXF2I24DZ+tbREZQeV2X2q46Nj2J6rFyOuwW2nPGxjgS1NGdpYIJ6CvbT/SNEm/trXnRnZ/LUvX7UPKqWQ21V5nt/6tZ6y01KRHBDMZ3Fl7S2obW8XI67BLQOut7ePBxzDlqbx8XG8TYinuKosU/xnZZmONNXzskyWmRnxybVXmpUN9kKkzenEmyfL5E4X4ZYBNxtuQUGBPOAI8VQLlWX6Y8U5nGprEZ9aWzGREcgOj+KzuKqhPuwvLxcjG8/tAq6hoQktzfL7eizcAgIDeJsQTzZfWaa24ct4o/xTNA7K9wGvpe2GAgR4q/mxkQ+kcHUVbrXJ4HA4eRlydgVgQkI87t25Q4wQQthZufy4BOTHJsDmsGN4eprPqjpHR/jRElYynd0XsRa8vb3hsNjQMzGOyRkrZqSf0eJ0+Y2HjeRWMzhWhnxgYJC3aWlKyPwyIqPwvTt24G9vu5vfE8HO05lmbNhTV4VDjXVYq1rCJfpcRGn9+HuqB6T/nKGx9d3wmI/bzODGx8b5sRB2mYxen4Ot27aIEULIfBJCQnF7Rha0ah9ejondccrq0LEdV4fUZve7rjZflTdaLw/yDYcxKeBu0+eLkY3hJaXtWgX6qjp86CgqK6uhVnvjsb/8GqKjo8QIIeRmWEFNtrvKXty32u18l9VH+lnanpqOlLDVrXp94NNP0TY5DrVKhf/1Zw/zS6SX67svN+D9c9e/mpYQrsWeHxYhNsRX9MzPLZaonZ3dPNwYdjs9hRshS7NQWSb2JgQryzRltcgfXAWbcnKg8fLiz//e+fQT0bt8WzOC0fbr2zD04p1zv7akB+FLP6tE/7hVfGp+bhFw7NkbExYWSs/eCFmBubJMt15dlmlX5QWUta7Oa1/hoaHIkX5vFnD1I0P44PTq3+Hw7R0JgPT794/ZRM/8XD7gamvq0NYm3w7Owk3rp+VtQsjyXVuWid/GPzqC186eQl3/yotYbi80IFjcis/Km28Ulw44m9U2d6g3JSUJhsIC3iaErNznyzJ9IVvP34Zg1UnOd3XwskwrqSasUqmQn5jEd1T7po14fu/HYmR1vHikB391eyxKUgNFz/xcepPh9KkzOH1arjX1yJ9/Famprn+LDyHuqqavBwcaaqSvvXwTgp2lY8/udubmQa1a3u10H5w4gQHLNALUGvz7Y/8VydHRYmRxFtpkYB7eEoXnv5Urvpufy87gLl8eRrl49lZgyKdwI2SNXVWWKYKVZfLFmGkab5Yvv5pwSXoGn8VN22fw2rHDondp5ttkePrLKTz49lTc+E5Zlw24C9LSdMY2A63WlzYWCFlHd2Xm8Ne+vmIoQajOnz+fax4awB/OnsKl4aVVE06Kj0NmiFze/ExvJ07W1IiRlWGbDCz4dldcFj3zc8mAu3SpHbW19bzNwi08PIy3CSHrY6GyTCcvtfCyTOPmxRe33KLXQ6uSb8V/79xp0bs+XDLgZo+FREVF8nNvhJCNcX1ZJi1sdjuvJswODS9GUGAA9NGxfKnaMj6CP5YdFyMrlxWrE635LTrgpiwOPPjzSkR9u+ym696VqLxYha6uHt5msze1j5q3CSEb57OyTLcgMTQc/tIMj11WzY6VVPV2i08tbKvBgDCNL1+q7q2phNl64/NrN8N2UXvHrHjs1hjRM79F76JWtBvxT39oQpCfHDhv/30BArTL21lZiGnahLfe+iPGxyeQkZGGr3z1ITFCCHEVYyYT321ld7by177sM1B5eeHuzBzEh4SKT12v4dIlHGttgreXCvdn5uIfvvxVMbKwlb6qteiAY/9BvaNWfvbkmXda8e4/Gm56BmWpTpSdxLlz53n7a4/+ORITE3ibEOJ62PWFLOjKu9r5sRIWdmxTYmdO3oK3fe0+eRK900b4qdX46SOPIScpSYysjUUtUdn7XucuTeLuvFDckRuCIJ0ax+tHxejq6O8fmDsWUlxSROFGiIv7rCzTPdDHxPPXvtg7raya8Ok2uSjttUozs/g7sOySmjdOrN6zuIUsKuAq2oyYNNlxlz6MTwnZi67H6sb4c7nVwo6FXHFeQUCAPx0LIcSNbE1J429DPFq6FbFBIfw2fnbTFns+1zQ4ID4li4uOQlZ4JH8WVzHYg8MVa/sa16ICjp01yY33n9uxeLAkEmdbJ1BWvzoF7ZqaWtDY2MzbLNyCg4N4mxDiHtgzuAfyDDzo7svN57M5VmH4bMclvH3hLIanp8QngW35efD3lm/Ff//82t6Kf9OCl2xz4WcfdeDHD6chP1G+/yAu1BdnWib40vXPpLBbKrPZjDNnzkih1gi73cEvcDYapxAXF8tvp+dzWEKI22Gzt8L4RF61xDwzwzckWHHNhoF+DBknkS4ta33UPrCbreidHMfEjBXm0TGcPXwEBw8exNTUFDIzM8XvtnI33WT4jz2dePZDuZrHtRa7k/F5P/jBD/CrX/0akakFcKq0sIx0IFCnxQP334enfvB9ZGWv3n85QsjGYjd77a+vRcfoMN+IsDsd/N6I0sRk/On4MXyy6z/RfeosfILj4eXjD/tEDzRqLzz937+Pn/zkJ+J3Wb4bBhx7xvbYr2sQH+Z73UutbGb3F7+sxq++kY0vlSyuIuj2O3agzRgAR/43ofL77O0E66WjMJ96Dq/9/mU89thjopcQogRsd5XttrKgm7CYeNCxZ3DH/vWXsOtSoC19Eir/zzLE2l4G4/Gf4luPfx0vvvii6F2eGz6Da+43oaF3mj9zuxZ7Hseeyz1/uGdRmw1PPfUU2o3+uLL5+1eFG+Obfg/8dz6Lv/7WExgclC+VIYQow3xlmS6+9S5m/JKgu+MnV4Ub45t6J4K/9B946eVX+KOslbjhDI6dfWPHQxZahrLl628O9tz0TJzNZkNAQCCC/uJtqHThovd606d/if/x2CY8/fTToocQojS1/b0oSctEyCN/gHfgwm8iTJ35f9gcOoiysuXflr9gwLENBFbznB0JWajm0uwy9cmdCfj+lxYuZ3T69Gk8/PW/hXPHr0XP/KwdJxHT8y6eePxx0UMIUZrW1hb84U+7EfDI66Jnfrbus/Aq/w+MDV991GQpFlyishlbxU+33rCgHJu1tf7q1huGG8N2Ta9437zUuJePH6y2GfEdIUSJ2IrOy2cxeaDDjH1lZ20X/arWSrS1taFky63QPPyO6JmfufZPuDemFz/84Y9EDyFEaVpaWvDNv/kWwr6xT/TMz9zwEWIGdkufl8/ILse6BByz7ZbbUe97B7SZO0XP9VQHv4tXn/+/uP/++0UPIUSJQsOj+GkKbfaXRM/1Jt79Szz1vW/i3/7t30TP0i3qTYbV8Oz/+VeYT/07bL3y+6bXcp59Djtu20zhRogHYHlgPPEcbN3nRM/Vpst+ishgzYrCjVm3GRyza9cuPP7X34Iz4XZ4x5XyNbZjrAO6viO4946teOP118QnCSFK98wzz+DZnz8HXfJWqFJ2wEvjD8d4J6y17yEmTIeuZd4D8XnrGnDM6OgoXnnlFZR9choTxmkY9Jn48pe/jJ07F166EkKUqaenB08++STKL1TCYrMjLioUjz76KH784x+LT6zMugccIYSsl3V7BkcIIeuNAo4QolgUcIQQxaKAI4QoFgUcIUSxKOAIIYpFAUcIUSwKOEKIYlHAEUIUiwKOEKJYFHCEEMWigCOEKBYFHCFEsSjgCCGKRQFHCFEsCjhCiGJRwBFCFAr4/57S79eA85kFAAAAAElFTkSuQmCC[/img][br][br][list][*]△ABG[/*][/list][img]data:image/png;base64,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[/img]
¿Dónde está el centro del triángulo? Cálculo del baricentro paso a paso
[size=100]En un triángulo, el [b]baricentro[/b] es el punto donde se cruzan las tres [b]medianas[/b] (líneas que van desde un vértice hasta el punto medio del lado opuesto)[br] ¿Cómo se calcula?[br]Para encontrar el baricentro GGG, [b]promediamos[/b] las coordenadas de los tres vértices del triángulo.[br][br]Si los vértices 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zlK/DdxTnQhDLVh1uwfP5mjOy7jNM/iLcxZRkQpc+ZyGinaOIoPrV4OlDTJVuhadnS1OLyhDRtBGSfcJYQzNFj2149PK/XwyxNg4wz3DAfbMOSlQrMUB3rRWN9NzKM27Am6CjcLIeJnzMJatfSTmY8/oJoyFxOsp9um/IUhVCIozb315ELQX5OmAhwmz4UcfnDcA96T1iRVLoCmXIPoavkh+Fc9OEQlgApNCHzf0+j5l6Wl4gIS4Do65H/Px2oSOSVEChc9BzVwTuyHNXBRc9RHVz0HNXBRc9RHVz0HNXBRc9RHVz0HNXBRc9RHVz0HNXBRc9RHVz0HNXBRc9RHVz0HNXBRc9RHVz0HNXBRc9RHVz0HNXBfznFUYQtW7bg6NGjLBUZn3/+OYspCxc9R3bOnz8PvV4fMxFHCzdvOLJz5MgRbNu2jaXiDy76SPA4UF/s5+uVE5CBgQEcO3YMP/rRj1hOdDgPP468bTbmalQZZDVvhs+3wz7IEkFJQsaiAmTekxID730yMCYIPg+tK3tw5tkYe0Mc88B94wv8k2aWlBWlpqZGdFK3e/dulhMtblirs1GFJvyxsWR63liCIYheHoZI26ZcoluoI9pUtqpucpqYnhBER2s0pOYSQ3v8r4krOj1bFnwdd+UYIZZNgsM1v/Xpp8LHbaR2WTZJE+9JMknTFZLKgxYyKPMK0teuXROPf/Om/yKYI2Tw7VpSmiMs/03PIU1HcpfVkubeIGu0jdqJkeqk8JAyXlAUWNZvhLSWscINsiTebS+DyaT4tTh273KujmSHWcddKUasBnFt+WmLXnDrk0YrmLf7x30F1IrOGmjQGYhFxrUBn332WWI0GlnKi4s+vLSyW2EinR+zp+xTO6lj6/IXHpy4dr4Xl+ipspQ0f8wyZEQB0TOnBvSCKttZViAcgpcNYT9lLmz6uKSHdybWaL9pIQZvizgd0bMas7Ldr0ofvUDq7mfHD+fYIUKEB0o43t/+9jeWw+gTKg5aAeb4PWDjvseKSUOg+89WjlZiLVH5O7IDNtjE/p4e+lCL6i6oQE2RELHhyDsx9O8UKVdbsPcUULKpArFdod0D6zYDepevYV4Yp8FFC9poj9Bc7tcJn5OD6q2iRyqgowWtMvhHrqurw7p165CamspyGM5BCHfXQ8tz9zGf+zzu1bAb9kBeyefoUbYhCe4GE8y3WJ5MyC764bNdkmOvBUUoCKkWDeb9sxTr7Z3sCmymcVIxOOiDu2JxjLuQv38Rhr4teP0/HmIZ08DjZqMgbtgvTVS21yO4HK7wP/vsM7z11lvYtWsXy/Gh6Aeo+ZYGGlrJ7Vjv4z5i3HVpJh4K8nTnP7ac/m3He11SWi5kF33vWZu4TfqO119sBDgcYm0QPwzD9j59EDX5yIllNT/Wja0Vdmw5UoNMOfy7PrID5pfWYM1T+3H4qWD+Sqggv8aiU+RnP/sZVq9eTR+kAIV1Rz722C7j8oeHUOIzFGP7XYcUKapBWbCFcb9NrQW66figW0rLBTNzZCJCe15EWv9dtOuebmN58QK1qYXzioWzNR/sW3W3O3bjfnllGL0JwIWdzPFdmpF0BlmLfnh4mMWCI4zUCMdxOp0sJzyus7XStYXtSDM9FYX3rRUN8tb0V+2R2fMCY724cF6KJn11nhQJQ/eePMy/b/4UQx5297ADheOaA73CNiWG4+Pnd6PqTDVeN8TgXcAtK0yHJXOn5Bc7oA/QqnzwwQeijb53716WE5gDBw5g2bJluOeee1hOMGzYLtyH9Lm4e0k9PP/WhJ6LE2v/yWiQIbQCf3KKPm1lg4lfFiTfo/TJXLSXBB6I8uGscXzcOGLv3CPT8Bo+5Iq81ma1bMy8ZYujKblkr69fWAVrevHdAz124U57QG8mDQ0N0n2kITs7m7hcgavjL774Qtzn4sWLLCcMXhesfWzIemF5GPeq3uFvectA1jey1uq5WP0rWnP/4DSu7wtd1XdvS8fjDbRZSKpGx1/3B6xtZoyr9ch7aDuw+yJ6ng1mC7vheN8Gx02WjIKkTD1Ksm5Xcb27HsAzXz6BHqNPLc/OwYE1OPF5E0pY9nRxn6pC9lozvm48jXdfyp/0xtPtduO5557DG2+8gYcffhiXLl3Cnj17xDet/rzyyivo7OzEe++9x3KioGc75hfX0xo8B3s+DO75RNKUvGUgo3nTDes7Umx5URjbZsyG1mZpCC1ze018CV5gzGd4T2kG9uEZcxlej8EUB/epzchda4X+jcs4E0DwAinUpBMEL7BhwwZxK4zM/P3vfxfjvgimzYsvvshSUZKnxxIx0ovtu8yIYYnLaN74vmwK8zZn3AyiHZT+aBx6JaB5M3gwVyqLsCGXmK6wD00F4c1sqo4YTk40VS4cMZLWPpbwQ+ikPvjgg+L3NzU1sVyJw4cPk0cffZSlguPqbiC1NbWkodvfRGIOmsVrox1aljsRZcwb2UQfsT0vFL6wn5ZeSMie+2TsL0tze6YWckldNztQOJzsHP29dceScW/iMtxwl4VU6grp9fsXeD/Zu6iQmEIMvOzbt088D71ez3IksrKySHt7uCG626N5k4VN+zE69j9dHU0Fgj0YMntvl0n04efbCLjO1pFiYTKatpy0xuXUAy8zM2Q5gVCiH+0nphVaotWWEpNv5zcQVPAGXS4xWgcnt37nhNY59EN1/fp1otNJw5vHjx8X88xm86SHIDA+otfWThTuzVaySry+UE6q2edlnvA3PdF7e+PO5vELKH1tcuH222gTVyIVnG6lidijrOFjzxBpXkavJ2gNpBwjLqnMBo8IE66EMqUVhFiO1DzzmoJWA/sfDaHmzggPh/ddSLBQEH4MfNeuXeK+S5cuFdPFxcWkpaVFjIdDNN9Si4nJb5Sm/2Ch9P2hWvyhZlJK99HtlPcuTEv0lk1+BRgsaHNJaY2JWK7MWL0ZNf0vZ9NzD98/kRvLxgDlJwYfm/6mndQuYvmhRDveWoQIEZhwf/7zn8ldd90l7n/q1ClR9BEz6iKWF4R+SxopLDMQQw0NZawfs8hA2kK1+OL5pxGjjaVlQr6ObKLBZgeuMsfxgzraRiojqKnl4IUXXhCFWlZWRo4ePcpyI2fE1U86324gdVT0dUfaSGdf+IEF+9a0kG+MpwoXfVCGSIMw73wmphZHylkjyY6RG/++vj7yla98hZSUlLAchWFTi7NfDvuaM2rkn1qcMGhQ/XI1Unrq0cimS8QXbpgPtmHJynDzPeQhKysLTz75JL7//e+zHGVxv0PL3VOCn2xW4P0FEz8nIOwnezPyc8HQDJnLSfbTbQGnEcx62I9fVpmVuTq+7k04ZvKH4UHxoPeEFUmlK5A5W34xHjHK/zCciz4ShCVAlpXC8cJFHHoi4VQWVwhLgKwe3IHT+/TKrIRA4aLnqA7ekeWoDi56jurgoueoDi56jurgoueoDi56jurgoueoDi56jurgoueoDi56jurgoueoDi56jurgoueoDi56jurgoueoDi56jurgoueoDOD/AZCP124Y7IbCAAAAAElFTkSuQmCC[/img][br]Entonces, 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FVIirwBjV6D0N3LAVbMelYJGujyaiX5GekwNbaBnydbnScluHwxl/nDH4P73N/vWHEjErcVtvA0r6wrH7duXMOJg7sRVROE2YuX4eX6cxStSFxZhhpxNfy7d2HPLzD7QEk+cu9UoFtXH5iYcOqidSQ8ZGeno9beG45W5ve1FIhMAolEBEGNiGnNN7FsGDuhq48H7GXXcOpmORtsGE30LY6gMj8X2UzTzb53Nzga3rOhH4GXdQOhB7fiYmYZVDW3sXt3LDR0tGFiYcpsJCX4Nw7gfzGGeCHQnH3H/QpPbsNtn+kY29kYBhwm0VdXQyZp5bOxKjmKYo5g0+FLSCurQm7EWVznMUnE0gmWzF6gqi1F5IlwlGsYwtr8/iFhkpI8ZBfVwrerE/R01V1XClQVpSH8cgLMeg5BT19b6DxuDFkLIqoynP9jM05FJYPPy8aFS0mo4MvgYqfuiCMQFiTj7NV4qMxdYaF/zxdjmubF6begcHSBk63FfTuYvIqPkqI8GDnawpDzUApuPl09mOrqQleigFx9qo050BYkncKhE2mw92Y+3+7+z1cTZiTgltgcA7u6Q9/KElYqgioul53b+iyZ76Bkyo1EfbAkTGXm7J84kFgBdJ6AfvZ3l7mrGjev3YHCZwj6WSnrkqFMXIAr5y6i1LQnpgz3wuPGOzwN+hwTaOvqo4a9ulBeXYxrZw7gcr4dujHbwJTz7xaQ8iqRnV4CJ193pvzf36VWzS1FeXEZnBwsoK/X1DUxhLuvMyyt5Qg/n/DQ+ZN70UTf4qpRlJuOvEwjdOtkDwP9xjqB72fh5oNOXt3hLLuJFbMXouKNI1gyQg8nNnyOjz6eg/nbszBy+jvoa9vAJqs4j6+385iDSj6iL0QhOa0UMibB8sS1aIkxHk2mqQ2rTgMwxFMD+Zd3YOVFAyxbNwcBhVswb84ifL7gG4SWO2HiiyEP3OtHjpK8HBSILTG4dxC6+PnAx9cXvUdMwIT+xti3/S9EpbdurVNDwwx9hg+EmYyHE3/8igzXV/HllJ64vHIG5i9fhC+XboU04CWM7u8Bg3s2SW0VD5kpeXBx84aD9b3bXgluSTbSEmvRK9AX1haPv3TusfTcMf618eihEYZ5ny3B1x+Ox4xlu5FSYIrObr5wsHkgYUiKEXE5Bun5FchJjEHkhdsQa6ggKyyHgF2ktXWbvQHDNBLxy+fvYPbMt7Fg1Z9IqaqB2/gxcLv3wC66gysJArgyZWKAr7p8+KBLn7F475UeKA9bhU1Rj67RPi36/i/gg3G9UL5zAWZ+8w3mvjENG44moczBF/5uTjD+pwioIOAWMpUZLab14gGr++p/tcjLSkdqtgtzAPaAGafpNRpbNw+YW1iCfyEaaWysQWwXTtsn45O0sD/Jx+P7EF9/X+bVlQybvoScS60gCnUXaebv5KUvIu4u+yzVFJKj371BXI0HkNWnE4iYDT+eiqikIlJZXkq41TKiZNZJJZcREbeClFcKiUTKzGeXvF8NubhiAVm1dx85duQY8zpEfv7qXdLTaxz55fwdImGXaq4n7aMnKgWRiPikXN23LZETlUpFlBIR4ZaUEa6gllmvBtZCVUkitn5CQl5cRCIyqtggQ8knV/YsIIFdXiNbI7MJU2ttvv/QR68+3yDm8QiXLyZyppCplEpmuoSUlJYRYa2SWTd2wX8oSVHSPvJ696Hk278SSS0brSMTkMs7PiR9R88mx5P5bLAlML9vrZCUljLfq0xAEvfOIU6+I8jKQ7eIgl3iLiUpSYgkm5d+RbYdVpcT9et3MtXLmvR7dRvJZ5dqrv/aR6/+/gppLeGXFpNy5rcOXzOZeNu5kWU32Nn1EraRYd27k0WRAjZwlyxhO3m5vzsZ/kMcG2mm/9hHr6ZSKUmNoIwUl5SQ0qxUsmGKE+n2xhJyKe+eLaASk8RTS0m/ftPI1iulbPAupSCH7F00lgx6dx2JLWnmeShpAlk9cSCxNe5NNj1iI7bxGr36svlSxB5cjwlDh2PS59sh7fUhNu8+iyvnj2HNS8bYumwptm5fguBB38CqTwD7vmeH1IjBLSwAj2m6u5qaNeGWB/U0oKFryDTDbGHB1HbVo1o0tHVgaGEFa0tj6Oky89kl/8E0dcuv/oULzhPx0YTJGD9hPPN6BRNeCEYnCy64tWI86R0TNC1c4WXzBN0LGlrQMzSDtbU5DJgmqHq0g6aeISzsbGBhqh6t83BtRSXgIvNOGnS9XJmabv1YR4KakhzEX40Bp08QAtwdnqxprmcJ/07mT/ReDS0dcMzNYWHGgbYW8/trajLTdrCztYGxviazbuyC9VRKCPMSUWZsD08fd3YUDLMmMhEy4k5g/5ECvPjuhwjx/y9DK+9SCfNxfNWb6DpkDo6li2FlawcL7VKE7vkbdt2C0K+XL+5tT8irCnDzZgxMxn6Btyeqy4n69R4mDGBq9NwiCJ5wEBDH3B5OFkbQbm4mUVbi9Bcj4egWiG3p+jCztYWR8DoOXcyFKuAjvNedXa6OkmkJxaFK4ouBXepbggRKCQ9XL11DZW0XvD7UlY03k4YmDKwc4Wje3BaWChVJpzB3bDeMXnwIQk1L2NtaQZB9DKGXbTC41wB0cvx3CxCpFGWpiYCrM7xd68fhEcjFlYgN34ejyfZ4792pCGzS0Mp76NrC284Y+tq3ERPXeOdNG070BOKK2zj43ef4dO1e6AZ/ggPnTmHz19MQEugKKzs39Jr4Mb6f4YiDP/yOhBoPDO5ed5rsmaoRi1BclAttBxtYmTA7ABtvWUqIKrMRHboH3226BlVtNWo01X20KlSXMhs8NhWl1RVIvnYF4YlF7HuaR6//YuyYFchOPT1VWdEIPXkWl64VQk9agZS4MISdD8O50yexZ+cfuFI9EPPen4ruTg0NE2wC69HYtn0qe0L7KapMw7mwszh7LAzFKhFK06Pr1iMsLAxnQ/fhjx2R8H53LT6d2AXGTW+ZN0pcUYC461ch1zGFsa4mZMznh/7vE/wlHIq33puDQS71SUaA2+HncWj3r9h9TABzMxnqTtFLShEXGY6EYiWqeEkID49HHrcJl1g+wGXkPHzwYh+YNnfziBNw8FAqDBx8YKzNlOfSFBz45U/ckXvjm7XT4FC3kAo1/ELEXzqE/adTUWFqjOqoyLvl49wZHNmxBftiqxGy8FtM7vz4K88bpKUHP2Ydvn3Zhw00VQ1yU24g5ba07kIvZgugNOkEflu/EwYTp+HNV0NQ33NXm3cdZ86ew6lzydCQiJGVeLeMh4Wdxol927HvfAVe+XolpvR7ksqMKeyc9aHNHKdupKazsYe12XvdKCXFCN3wBdYeyES3GUux+qOX4GlZX0eqpwVTew7STlzETYOXsG7hYGa1nyWCquJUnPjzT+RZD8bkscFwa4m+2IeoICzLwPVLtyAxN4SutjU6d/eEOVNKhMUpiLvNh00nf9gxGUWs74i+Pk0ayf9M8NMiEJEmgJlzZ7hZ6UHMq0B5eTnKS4qhsOuL6TNnIITZidv8M1rKk3Hsyi1IOe7o4uMCLQkXlRXMejDrwtd2YWryczG+p12LnVDW1FBBxOWihmlFVFcWIfV6FKJ5Lnhj1jxMG+YOvX8+h4ukExFI4algydQkra1c4OZiDp3aQlwNj4bQMhBd/e2Z1qI2bB1d4aC+gqc1MBtUXpKFUi1vmIhu4kbsTRTIHTBm9keY2MMJOnUXaqjXMQ+J0fHgG7ugG1OOa6u5db9pWVk5qoglgie/hylD/JiDXWsXEKaFp2AO6JVi6GuKkJeVitgo5sDr9zrenzUDfe+pmNRkXcLZhCKm8t0ZPq4mkAm5qFCX8bJKwKY3psx6FwM8TO5rgTWdDmQ5YTgQmYYS7V746NUuDfYitNkrY1O2TcWMpREwHPwJfvhhLnraNlYAS7Fr6iRs8VyHyGUDnvDHailKFMYfxOcT30f60G+xZeWn6OnwbL8R1V4xSbAsF8lJSSgUEnDMXODfoyvczJrZ9H+G5PxMRF+7hTKxAkY2Lujk3xnOlkZt/6BeTyFGwZ1kpKQXQKzBgbWbH4L83GHyNOp2j1B+YiGGzt2GQvvFSIr6FC5s/F5ts+um5BgWrTiJAgMnhEx6Hd0aTfJqUohFRhg04P4+yWdDBamMC24VYKC+2u7fm7lQVAvThJGtB/qNeBmTX5mAF4b1eK6SvJqOuRcGjX0Jkya/gtHBvZgW3XOU5NW0DeHs3xdjJkzGpJdfQHBg6yd5NQsrW2hrM9s+OxtlbOxBbTLRx2xdgkiuBuzsRmDsKGf2QoTGuGDmgeNYMfzhO5m0PgKVohYKpRYMDLSh83ztdxRFPYe0mUSjHvQAqaTRsfRtL9Erk3BsnwBERxc2Q0egx2MHfmhAS1f38Wf9JZW4snMhRg0NRnAzXsNnLMCBuMaOkw9QKiEuK0UhjGBhbALOE54/pCiKajJNLaYlpG4KlaD8wZu2sdpeH332bgwethDJYg28seUmfpnwwHgJpQDZaYWoYSf/wXGAn/vDVwL+i0Ahl6BWLEVzLj7X1NZlaucc6DSlF0ZZi4Sj3+DVt/cjaP4arFs4FW5NuzAW+fn5SE1NZaeojmL06NHsX00nkUgQERHBTlHtVZPLRt4hjBm7ANeKbPFLSgzeVN/49QFtL9HHboDPpHXgSnUw/+9CLH7wToEV57FyxVEU1VajrCgffIk+7D2cYNd3Nr57r8dTGs7YRP8h0cfExODkSfU9+6iOZPny5exfTScUCrF+/Xp2imqvmlw2Sk9g4vC5CC+0eY4Sfc5uhAxlavS1mg0n+upc3EgtRUVWNLZt+BZnaoZj1ZKZ6N+7P3q4P2pwJYFSLkVtrQzNuTZEfdGMvoFB3f2kH+s/JHqKoqgnkn8YY8d8hqjnqkYvT8Py4NH4MVOO17YkYfOEhi6EkCHr0k4snDEf8b0W48gPcxHk9JiMKuEh5vgm/PBXHJpzqy9dpyBMf28uxndrwslemugpimptCb+i12srkVHeDdvTT2FCQw9+UCf6tkVFine9SYxNLEjP8WvJrYbuoSHhkohf3iZuJrbkleUHSH6Tbu2tIgqZhIjF4ua9aiREVncznaaQkvRL60iwsQkZMncjSXn0LaIp6n4VUWTN1NEk4OU1JP2JbuxDdUhxP5FAb3tiavYuudJIqmqDwys1YD91Mw6+546KpO2YP/9nXMssRAWXBx6fh4rSIsSe/R3/23IZxCIA/l6uMG3SLd81oKWjBw6H07yXgR50mjy4VwMaOhxoaxLIFOTZPHSZem5lR59HeEIM8i6sxrdHxGyUoh5NfUvvum4ZbR1oN5Kq2uyVsSo5H5E71mHLkXhUKHVg4+wGZwdTKIoyILQajndnjkJt3h1wbLuhT4Adk2LbAvWVsQewYMIsZA9fis0rPkF3emVsAwikvEKkZWSjUqSAlq4RrBxc4eZsAyPdNlj3aCXKslj8tnEbwq9cRv4rJxHz8RPeqKudUMlrUJJ9GznFAkihDY6FAzw93WFj9EyHXLQ55cfnY+gnO1FotxiJ1z5FQ6WmzSb6OkQFSRUXRTl3kFEshqGdIzy9fOHQik8aah6C8tQwLJ0+CccdP8bu9V8ixLtpT5jqOJTg3o5E6Lk45PEFkEhUqGW2cUU10G38W5g2ug/sTTr2lWaVe2dilvZ3OPxqww+Z6RBUfFzZuwMRWULIpDWQygXIyhDCrmt/TJ45C8HOz+AS1DYqe8/7GPfVQZT03IS8I2+ioWfdt+3qk4Ym9M2s4Rk0EKNfGIVBPbq04SSvpgGOoSXsXEwgqqqCtLWf8PQ8EGXh+PaNWL8/A93fXow1a1Zj5WdvwkcajQ3L1uFwXC6Y3N9xyTKx74wWXh3UgZM8Qx6/DYvWbEYaZwDmLl+DNSuWY1aQGId+WY5vl4eigHaLsiQoKeRCLlPCNjCgwSSv1nHbyU8Jx9AIDo6uUJWVo1wkat0nPD0PuLmIT89DUfo57IwoqTuYG1nYw8XZCjUF0YhIKIS4lR9122aoapC0fzvuBE3BC3ZsrIOqiD2GxKJKpEeHIqVEE5r6tvDvZAVtbQUyw/9CMo9dsMOrQllhLeRyoHuALxt7GE30LUyTYwgrJxeYFZcgly+EtO12jD0bdp0xILArvNz6YtJgNpupf6O638kYtpa6TbsKuT1SVEHoPAlfzugDo7Zx0umZsRs6DSHe7vDqGoJO7LNj6wY3MOVEEw6wfLb3I287ZOXILBVBKvdBn6DG77lCE31L4xjD3tEDzpoFyCkUQPaoJ/Z2RHrOeH3pn4iN24/X3I2YHZegsqwASSm3YBAwGiMDPWHYUbvode0xMCQIjuatdE/4NkzTdyaOxcZh75IJsNdmGjuyUlyJSIcMBvCe8z76dOzTOP9QFWYjkc9FjVFvDHZjgw2gib7FmcDJvTPcfUVIuF2EGklz7qzTkVQjJzYGVyPOYP/uLYgWj8RXX7yPkC52beB201SbQBQQlmUi7mokTv2+Fr/d1ka3KRuwe14XdgGqPC8bfCbRGw/rC3821hCa6FucBmzcPODp5Ym8mJsoFT90+zWqThXuRJzHyaPHEJdH4NE1AG4OptBS0b4uiqWSg1+YhPDQUJy5kQuOTQBG9HJQ53+qTi1y0gvArdDF8FE9Hvl86jb7KMHnmZaBFipS4hETngKrsS+hn6MxO4f6lwm8+g3AoJChGNDFEhlhf2Lb34kw8OoKPyfz5j9smmp/NHVgZu+LPsHBGBLcD/YFJ7Bo42Hk8k0R1N8PZh19OL04F2cOHMSpO8748PPX4W/d+P1W6O70NOjYoG8fP7ha5eD45UI2SD1EUwu6HCPYde6JIYP9obgRirVbjqNUSIelUiwNTWjr6sPQ0hMj3hgJr5pMnNixFr+Fl7MLdFzCvDtISU+C8eDh6G7b2MDKu2iifyq04dxnILq72CNt5xFksVEKkJWl4O/ffsIfFzIgU7LdNFpGsLF1ga25DGVnriK6mnZ3dXQV5zZgxfoduMlnAwwt907w19KCTFyM6+ejcc+sDqgGuWm3kJZoibHjesDG9NEXkNFE/5RoWPbDhFHeMK3Yjx3R8rujBzs8Pq7s34ZVX3yDTyd+g1Oi+pq7ElJprfpJaICZGSyZnZnqwLjH8M6kpfj+uxVY9sMpCNgwakUQqi/kV7cEzS3QkTtEVYIS3IyJQHLAIIzs6gWTx+wyNNE/Ndro89o7GOwB/Pb9bpTSYZYMbRibGIJjZAT7rj5wZh+erqoVIL8gA0VSQ3iM7Y8uxo99fiTVnmmbw8FaE3rG9nD3tsfd0eEqVCcmIFGhgL6FB4aGdHu2Dxl6logKZXkpuHg5G8OHDISvy+OvoqYnY58mQ1d4at7E/s2hUA1+FSEuHT2B6cHCTA8iXik03F1gx+R5Xmk+UqLOYc/hc6jxeAlLFkxDIFNwm3zDUKr90XeEp1kO7hQawy/QAcqqShSmx+Lg1t9wVeiMFz9Yhc9f8YJBBy0jKrkY1w+sxOHcAMyYMwN9nTmPvalj276pWXtQnYb1U8dgL+cj7P7tM/h19AE4RAlu5nWciYhCIV8KQXEpiKklDMw9MHDYEPTzcwKH9txQSj6uH/8b1zJKIaiugUyugKaJDTwCgjFuVA9Yd+B7molzTmDO29/CcNJPWDlrECyacPEYTfStoCptF+a88ROsP9mGNW91Be2YYGolSgmEfB74PBG0Ta2Zmr4pOHqabeR201SbQFSQigXgcoWQa+rB1MISpoa6HbyMCHBk7kj8UDYJG3+Zhx5NPOLRRN8aiBTJBxbj061czP5xEyZ1MWRnUBRFNZ3o3CcImp2Gr08cxTQ/gyafZKUnY1uDhh78X/gMH4UocGjrLqTwlHQUDkVRTUeUkKTvwWsfRuKV7YfwVjOSvBpN9K1E08geI9+ahz46Sdh/5CJKaugwHIqimkKBqpwLWPHNfjh8vQdrg5t/oo8m+lbEcQrE9HdehkHGeey7lA45va8LRVGPIam4jZOHz0N/9GdYN6UTG20e2kff6pQQZN1AFN8aI4PcoE3HEVIU9Qg1ZWlILJTD07fzEz8vlyZ6iqKodo523VAURbVzNNFTFEW1czTRUxRFtXM00VMURbVzNNFTFEW1czTRUxRFtXM00VMURbVzNNFTFEW1czTRUxRFtXM00VMURbVzNNFTFEW1czTRUxRFtXM00VMURbVrwP8DwbTAOcr1+E4AAAAASUVORK5CYII=[/img][br]Sustituimos:[br][img]data:image/png;base64,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[/img][br]El [b]baricentro[/b] del triángulo está en:[br][br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAOIAAABhCAYAAADLNH2hAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAABGASURBVHhe7Z0PUFTXvce/742T4Y1BYjq4TkRJLLAW+aOJC7Ej8BrjOiZA0gpo1KxGq7YFTCyQcUK3jSAvL5JY3JW8AUMfbszUwMZGbE2geUaIE11wVEAtq6PD+iePdZq41xfHdTRz37n3nkUwIPt/D3g+M9d77s/du+w9+z2/8+93zr+IBHA4nJDyr/TM4XBCCBcih8MAXIgcDgNwIXI4DMCFyOEwABcih8MAXIgcDgNwIXI4DMCFyOEwABcih8MAXIgcDgNwIQYAoa0YibEFaLlBDZzgcaMFBbGJKG4TqGF0wCd9+5uzRqTN2Yrkj89hx4IwauQElSPFmLrQgtePfYnCOGpjHC5EfyK0YE1CDrpe60BHkZoaOaHAuj0NmnfiYD5VB20ENTIMF6LfENC0OhYrzpSg43AJ1OOomRMa7lhROU8DQ5IZp2q1YF2LXIh+wl6fhdgNvShp7YZ+NjVyQsuJciRmVOJxwznsX6WiRjbhQvQHV0zI+kkBLEvNuEhKX94y9J4NGzagvr6eXrnH9evXaeqHtJdMxbM1qai7ZEYuy25REiLHFxzivlcixfDwTHHXZWrieMXx48fJcwynV37i8i4xk9wz8pV9JKfYhQ9f+MqRcuSbnYhYr4duCrVxvGLnzp0oKSmhV35iig5biqLhNOej/Ai1sQgVJMcr+sSaZ8JJKT5frOHe0CesVqvsDW/dukUtfuRyjTif3Dv8+V0kx9iEe0RfaKvE7zrIOWs994Y+YjQa8eqrr+Khhx6iFj9CvOL6LHJuK0Ulq16RCpLjMQ6xIU/yhpFiUSs1jTVu94n7NmWKCZHS9yRHZIw4b61BbD5/k77AP1y8eFG+/3fffUctLm6KvXvfEDOTpTa48vlznn9D3NXpRWuvtUiMlO6xrIHclT24EL3ldJmYIGXszDKxh5rGFLd7REN6pDincJ/Y09cn9vX1iM2b5iuCCI8R8w/4r+uDeEKxqKiIXrlwiM2/jhFjsg3ioctUOv+0iGXp0ueHi/OqPH3qPWLZTOm9bDYjuBC9pGdLgvyDSNgyJmUoWoqjxPBX9v3Ae5x8U/ne4eHLxYZ7HZgX9BGRS/f79ttvqYVCC7rI5HyxeaDmm1bTz/dcUCznGW8jekU7dm63kXM08n4+FqeydaL5EwEwr0Dsb1rgpFaJ5F+VIENONcHUaJdTvlBWVoZly5Zh4sSJ1EKx9UJ6ws4LJpTvllKU/hlL7bB00aSbqJ/LgzSsb9u+k7ybLbgQveFIA0zSr1OVh+x4xTS2uAWBBi8Ix60YJDfVZEyiydb2TpryjmvXruGDDz7A5s2bqWUA6etROFsFVZwO+hXR1Ei4Q89QY5anZeDshXhBmm3hNKGBsU4bLkQvaN9rkr1E2IsLkayYxhgp0Jv1yM3R4R2jjvj9oVGpfJs29vbbb2Px4sVD32d8Cipaz+HcsR2DJm23frFfSaQXIm+6knSfFGhflM5OmPYy5hNpFZXjNifFshilw2B1EzU9SBwvE2PkNtrwvcV2u52mhkfqIZWeoc1mo5aRcXz1hjhH+uyYe9qNHnCzcbH8ueExZSQn2YF7RE+50IYmua6WjFlj0x3eByda/suoVFUXVUOfLhsHcfDgQbnNt3XrVmoZmm3btuG5557DtGnTqGU4WlH6k1jETpqAqQuNcP68Dh3dg72kJ4SlZCi1GHsT2i7IJjagguS4Sd9/ZzJZogaFr4rEKOm7p5eJliE8Uk1NjfJsyJGQkCA6HEO7LWn2jPSa7u5uahmB2zdFhzSEcnqXuDyK3H/GcrHmtLejgRaxiI6LLm5kZ0SRe0QP6WxvVRJPzsADFforBT3n1UKYXYLPm/RIuccjCYKAo0ePypEQ8fHxIFVOmEwm+r+Dkbzh3LlzQcRKLSMwLgwRpB2pitdh995CqK40ofjpBTCepf/vEUlI/ZmSajnYpiRYgAqS4xY94tanlNJ0zjtjc/xwSBzNYj5pF0ctaxD7blPbfXjvvffkZ6TRaMTvv/+eWu8SGRkptrW10StPIX8Lubd0f29nyZx8M0Z5/1NbmZmMwT2iJ9zogoWWwklxD4g/vGOFMTsHzQvMOPVhLlSucbwTtSjeY6UXg9HpdHjiiSfQ09Pzg9hCIlLMnDkTaWlp1DI0QkctSjeUorbj3kWg1FC7hoz2t8Ibn6aeSRv3Zy3oYmSBLy5ET+iy0IxX4fEoOTHGEdDym0w0PPM5jr03eLkJ68GdsHwzdAj0+PHj8fLLL8vpe6un1dXV2LhxI70ajnaUP18MY70RxfNL0UKtCg44vqFJqbpKk54Q9uNk+r5O9HhVvfU/XIge4LzSS2eZzED0Y3JiDCOJcA5KI6qx+1fRcNrtsPcfnWhqtCJu+nAjjMDKlSvl8cHjx4+joaFBtpnNZpBqKbKzs+Vrt4iIwCM0KXPjLDrpDIOwrHTvxnF/9Agmywk7Os8PnDcUQmgVleMG/W2L8NWkpTK26amaR7/rcMcc0XCevngYNm/eLL920aJF8vX8+fPFXbt2yemR6K2aI4ZPnC8a7ukd7f+7okgeeD3vvFlcTb8HK239IHlEJ+wnmmDckAWNNCZEj7R1tWh3VTOktkhGwT3VELawX6FFcfwsBntMnRDsApz9U8B8oQVb9SNNX0uCeoSZLVJbccKECTh8+DA+++yzfps7ROd/DvN6AaVPT0PakgIUbCDHEg000t8Vp8Puo74skxiNGXS9U6t1wDzWUEIFGTAcXxnE5TOU0ifm+XzR8OdDd8NqqpaLCRPnkVJPCrkhr2E4gpqU0aIhVfkeLP6dvTskTzGylwo2mzZtkp9ZXl6eWF9fT63uc9PRIx7aWyOWFeaLZTv3iYdOO/wQT0jykoZThacayFXoCaAQHeKhTaR6IX3Z5Hxx3zDBpI4Dq5VBYnLEvMnyEPndgeDwtYxVTM8bxHnyM2RPiKdPnxYfffRRUavVUgsbNK+lecnIxIwAVU1JQ39dArKqrYj42Q50HNuB7OlD97BFLPo9Xpe7o8PwgpblOWMOXHO165laPNgG4yul8C0OInBIg/tSD+pLL71ELYxh7x0cXRIiAiJE6/ZM5OwRgGkl+OvHuhFWvY5Gapok0nSkJikWJrH34SpNqtXstBBt1StgmKmDll6zSFVVFVatWkWv2EA905WHAgQGxhL9L8QjxXhWbuhHYN1OPZLd8B6qqGiiw2ykj6cGFrkhoI8mmeGKCQVVcah+K5v5JeXZxYY+Blyin4VIqkkba0kZQ9DoUTJXNo6I/bINKo1rkJXjHnaY1pdjkmHbqNhkhXN//CvENiPKzyjJ7F/r3BZWSuVVnPsD4zFFdpu8dINE0n0GsoOFvf6XKH+sGtsWcRV6xTi2NkbwqxDb9yuR6yAtlhcWBeiL2huxYsBYpMfHykbvGueOa/S7EULdWSM0Il8/Ce9Wsr/LEatET3dtnGjFyaGnzAYVP25CQ6qlTyeiVPKIcXp0HCsJ2KC38xs7BC8HrsMeViHCm7bop2swYUmjnMz96DrqFsnJECCgcUkCPltxCnVZLhm2YM2EHDSSJ15xsgOFHi8h8QDCTH4q+FGIrh8DYakZ12uH6sdzor26GKYhSyA1dG8VIoXVDhsfM04404JWqxfzGh9WI2OBut/zCeYcJBzQ4dSfBnbQcCF6DGNC9GvV9N/oeXjssF2mySutMNWb5KP1CrkePxkqlntNWUBowm83Atv+GNheUmla2mg6xgL+rZpmkKrpCZIc1iMO4O8FmLBYCpHRou5/zcj1QIQPbNV0wN8wEiyU8kwzdqumpNlbkQjN2zYgvgLdRwuHXYZPonNzLNLetbv12kFInTX//gYs9NJjUv4Dh3flej5UwljGDeKCEZpZpbDyqqn7sJafkhD9Bt0UMjw8Slx9v70Rbp+k+xCwPr90AP3LCDK4jOJ5g7LM4DBzTR0H8sWEqCgxobCZ6c06g4kySX74ZxZs/DuOOEWH3R/lkvaL1LM3D8Wf2u92+btw2mBamYnKr5XLhT9lfPzQRcQj/QGqXRcYCZ25ISiBurY+OKjJQartkk3of/Dkef+nCTZBgK2+CAY6zvvAc8eLjrMA4ueZNdIk7jqc+p8KaFU21C6JxaRJicharcSTrclMxKRpz6Il5WNc+roDFZpsZPyUvpHjMbb3n0VsbCxiX6BrjZLKaeV8ck1sv/1CNhCikb1WS6viNvQyUoZwBuPXNuJgnBDOWNDa1QXLV1aEJWmR+lQq0hNVCGMqesFN7CZkxRZAWkxRXd6NjldDP7vGU6zvarA1voN34hCkZ6HZLI2j5WL3t3XIDvFv0u8e8S5hiIjPQPbSQlQYdkD/y2xoZ49SEUoM2HzFamVgKobH2GH5YjIynqSXQcEJ219KkTVrkjLUMCkWmsxSmLruXZkt+NgG5CELv8kACnGs8Qgmumbt+WU5iiBzohZGUvovDNrMemnxqUQ8Wz8ZxX+7KC88fP0fHyL7/4womDcVadsZKcxUjzMRbMCF6DYqRLuGBb7u826+aqgQ2lH+Wgvytrk/Ed9nzhhQtNsOwWbFrYdpCfajFOiLc+Vkpz4ftdJEjpBgI7UamnzsbidcKOFCdJtoqF2By/8UftgbzDLfORD9u7+ixDXPORgEYKNR/+GE0xUMrFa7P4YdQLgQPUA1hfqTMycxqlqJU7TQLQhynEYgNhr1G7b+hYXVajY63bgQPaB/qXZcZSKqm2kCstGon7hohWuB7+hoLsRRR9iUx6G0dnpgoxMSOO4jHClF8fukUq/SwfxhENur93KFtBHlhArJP2YjQJgL0ROSUqHszWlHryuKhDMC/t1o1B/c3TohuX+h4VDDhegJ45OQSjOu6+yoaiWGkAxUdHfjWDepph7dgeSDa6CZvQK1Z0LX3WU9TRefjEtFEiOhd1yIHqFGcoqSsrZ3ja6e01Di141GfcWJs2doAz8lmeQoG3AhekhySoaS+MKCkPW+j2Y0GVgoJzpRurkxBIVZFyx0Hq72GaWhwQJciB6iStcqpajTAstF2cQZgkBuNOoTFyxoldWvRsaTbHTUSHAhesr0dGTL3X2dOMnqOvchJ7AbjfqC83ir0mOqykY6QwHUXIgek4yFLyol6f62dvnMuQ+B2GjUB9palGJBtSI76J99P7gQvSDlFzp5PNH5STOzm7+ElhQUlpIK/LgUVDTrydVdrO8bFA8ZkYvdf6Dt7aDRjpZPpDN7Gx5xIXrD3DzoJCXaG9DEI96HJLAbjXrJiWbsk9qHqkK87OZ2EMGCC9ErUrBWDgy2oeEvfDxxSMZFQPtWB65e+hJblibJbUHVAj32H72Eq9I2fVOUlwUT64EGOWomelUeU9VSiQBG6I9xzpQj8elK2KaVoOOUnpnxKM5wdKI8Ng2V9hS884/PsS4EBcH94B7RW+I34PfSkhMXjdgZ9D54jse0fQCj5A6z1kPHmAgluBC9JgK5+etIs9+J2ppQDExz3MeJxppa8m8E1hXk0on7bMGF6AvpJdiiIef9NTCFLNqcMyJXTKiRoq/SK9zeszPYcCH6hArrtqwj5Ww7yqv4mCKrtFeVkxyKRkl5CEOvRoAL0Vfm6lGdEwahppx7RRYh3rC8RkDY0ndRMpvaGIT3mvoDoRE5U9egbakZF2u1TLZBHkycaFk3DTl70lF3yYzcEMZAjgT3iP4gIhfVhgw49xShUtoNi8MGJypRtMcJ7Z/qmBahBPeIfkMgpW8Ccro2oONwCdSjdSHlscIdKyrnaWBIMuMUqaUwrkMuRL8itGBNQg66XutARxEf4g8l8pL6Vakw9+yAdhRsgMuF6G/OGpE2ZyviPjqFukWsl8NjE+HTNUhYchavH/sShYysSTMSXIgBQOgoR+YveqHvqRsVpfGY4gaplcwox4zmv6MkfvR0m3EhcjgMwHtNORwG4ELkcBiAC5HDYQAuRA6HAbgQORwG4ELkcBiAC5HDYQAuRA6HAbgQORwG4ELkcBiAC5HDYQAuRA4n5AD/D/EUR1q+kAKIAAAAAElFTkSuQmCC[/img][br]O, si prefieres un valor [b]aproximado[/b]:[br][img]data:image/png;base64,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[/img][br]
¿Por qué es importante este punto?
El baricentro [b]divide al triángulo en tres partes iguales en área[/b] y se comporta como el “centro de gravedad” del triángulo.
Área total del triángulo △ABD
Cuando tenemos un triángulo con vértices en coordenadas (x[sub]1[/sub],y[sub]1[/sub]),(x[sub]2[/sub],y[sub]2[/sub]),(x[sub]3[/sub],y[sub]3[/sub]), podemos calcular su área utilizando la siguiente fórmula:[br][br][img]data:image/png;base64,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[/img][br]Esta fórmula nos permite calcular el área de cualquier triángulo a partir de las coordenadas de sus vértices sin necesidad de conocer la base ni la altura directamente.[br][br][size=100][b]Comprobación: Área del subtriángulo △ABG[/b][/size][br]Vamos a verificar cuánto mide el área del triángulo formado por los puntos A, B y el baricentro G.[br][b]Coordenadas:[/b][br][img]data:image/png;base64,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[/img][br][br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAm0AAAFICAYAAAACgsmmAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAMQPSURBVHhe7J0HfBRFG8afJHfJpfdGEiA9oYTee5cOFlQQ+BQUQVRQBEQFFEUELICAWBGk9947obdAQnrvvV6/y34zmwsQuIQAgdwl8/e3kpvd29s688w777yvQV5BCWdrbQ4Gg8FgMBgMhu5iCE7zF4PBYDAYDAZDZzEEU20MBoPBYDAYOg8RbQwGg8FgMBgMXYeJNgaDwWAwGAw9gIk2BoPBYDAYDD3AkHm0MRgMBoPBYOg+bPYog8FgMBgMhh7AhkcZDAaDwWAw9AAW8oPBYDAYDAZDD2A+bQwGg8FgMBh6ABseZTAYDAaDwdAD2EQEBoPBYDAYDD2AWdoYDAaDwWAw9ADm08ZgMBgMBoOhB7DZowwGg8FgMBh6ABseZTAYDAaDwdAD2EQEBoPBYDAYDD2AWdoYDAaDwWAw9AA2EYHBYDAYDAZDD2ATERgMBoPBYDD0ADY8ymAwGAwGg6EHsIkIDAaDwWAwGHoA82ljMBgMBoPB0APY8CiDwWAwGAyGHsBEG4PBYDAYDIYewGaPMhgMBoPBYOgBbCICg8FgMBgMhh7AJiIwGAwGg8Fg6AHMp43BYDAYDAZDD2CijcFgMBgMBkMPYKKNwWAwGAwGQw9goo3BYDAYDAZDD2CijcFgMBgMBkMPMOQ4Nn+UwWAwGAwGQ9dhljYGg8FgMBgMPYCJNgaDwWAwGAw9wCA9M49zcbLVfGQwGAwGg6HvlJaWoqioCAqFEgYGBnwZ/dfCwgIikQn/maF/MNHGYDAYDEYdo6iwCHv27OeFmo2NDV+mUqtgbWWFdu3awMLSgi9j6BdseJTBYDAYjDoGR/4zMTFBl66dMGToQH4ZNOglGBoa4nzwBbBJiPoJE20MBoPBYNQxqCajQ6Rc6X1xZmwsRNt2rRERHoWCgkJNKUOfYKKNwWAwGIw6CLWmPWxRMzMzg6mpKVJTUzUlDH2CiTYGg8FgMOokRLCVzUG4B/Vxs7Nnfuz6ChNtDAaDwWDUUQweUm3U8iYRS+7NKGXoF0y0MRgMBoNRBzEwIE38Q9pMrVZDLpfDzc1NU8LQJ5hoYzAYDAajjkENaQKB0SMWtciIKFhaWsLGxlpTwtAnmGhjMBgMBqOOQcWaWl2KtLQMxMcn8MvdsHBEx8SiT99emq0Y+oZBWmYe58qC6zIYDAaDUWegQ6BhoXeRl5fPx2ajGBkZwT/ADy4uzvxnhv7BRBuDwWAwGAyGHsCGRxkMBoPBYDD0AGZpYzAYDAZDTykuLkZUVBTi4uIgFArh7e2NwMBACAQCzRaMugQTbQwGg8Fg6CH5+fn47bffsH37Dri7NURpqZqU5eHN0W/ggw8+0GzFqEsw0cZgMBgMhh6yZs3v2Ld3P/z9yyxrNC5bUVEhzpw9iV27dsLPz0+zJaOuwHzaGAwGg8HQM5RKJeLiYtGggTv5ZACVSk0WJUQiUzRu5IW1a9eWbcioUzDRxmAwGAyG3sKhtLSUz3RAhRv9l1rcFAqFZj2jLsFEG4PBYDAYegaddODh4YGMjHRetNGconSRSiWIjYvGO++8o9mSUZcwJCKdwWAwGAyGnjFq1CiYmBjj0qVgxMXFICo6AlevXcaAAf35GaSMuodBWkYe5+rMJiIwGAwGg6FP5OcXYNfO3QgLC4WTsxM/JCowEsLdwx2jR7/BZ0Bg1C2YaGMwGAwGQ8+g/munTp3hE8CPev0VODk58uXnz1/A5UtXMXBgfzRpyqxtdQ3m08ZgMBgMhh5BfdfSUtOQmJAIX1+fe4KN0qpVC1hbW+ESEW40jhujbsFEG4PBYDAYegQN9xEaehcGBgZo2SpIU1qGubk5unXviqKiIn4blUqlWcOoCzDRxmAwGAyGHpGWmo7o6Bj4+vnC3t5OU3ofHx8veHt78UOnGRmZmlJGXYCJNgaDwWAw9AQah23//oNwcLBH06bac4zSCQht2rREcUkJoqJimLWtDsFEG4PBYDAYegD1Zbt27QYvwrx9vGBnV/kkQkcnR7Ru1RK3boYgPT1DU8rQd5hoYzAYDAZDD8jMzMJ1ItqcnZ3RokVz3qetMmjwXV8/H9ja2iL4/EWWIaGOwEQbg8FgMBg6DhVdISF3IJPJ0aVLR5iammrWVI6zsxP8A3x5S9utW7c1pQx9hok2BoPBYDB0nMSEJMTGxCIoqBk8GnpoSquG+ra1aBEEkcgEt27e5oPxMvQbJtoYDAaDwdBhpFIpIiOj+UkIbdq0rnJY9GHMzc3Qt18flJSU4Mrlq3xQXob+wkQbg8FgMBg6TEJ8Ih/io0PH9rCyttSUVh9vb080atwQycmpSE1N5Sc0MPQTJtoYDAaDwdBRZDIZLl++ChcXZ/h4ez1VPlFDQ0N07dqZn3V6924E5HI2KUFfYaKNwWAwGAwdJTj4EoqLixEY6A/bKkJ8PA4a161Z8yaIioxGRgYLAaKvMNHGYDAYDIYOQkN83LkdCmsbaz75+5P4sj0MtdD5+/vxGRROnToLtbpUs4ahTzDRxmAwGAyGjkGHMC8EX0JpaSl69ugOY2NjzZqnhwo2Ly9PFBYU4saNW8y3TQ9hoo3BYDAYDB2CiqnY2Dikp6ejSZMAuHu4adY8G9S3rXlQMzg62uPSxUvIzc3TrGHoC0y0MRgMBoOhQ5SUiBEZEclb17p07cyLrZrC0tKCn4WqUChx9co1lpdUz2CijcFgMBgMHSI5ORmxsfFo36EtLCzMNaU1h4+PN5+7NCkphSzJmlKGPsBEG4PBYDAYOgINpHvxwhU0auRBlkbPNPmgKnr27A61uiwEiEQi1ZQydB0m2uoo1CeCOZkyGAzGk1NbdSf9XTr5gAo3/wB/WFk9eSDd6kL33bp1K953jlr2GPoBE211lEOHDuLAgf2aT3oAqaxKZXmIjEiGUll3fSxUCgWSw8MhlcvBJHVF1ColcmLDkFcio49DnSU/Kw2JqXl1+hz1GTpb8+dffuHTPr1o0tLS+aTwNNG7r6/Pc7OyUaifnK+fDxwdHXmhSBPSM3QfJtrqKDRHHV30AtJ6KZRybPxpEW7GZcKgBp1udQ16bllx1/DPb1ugrsPi9Enh1EpkRlzF/+YfhLHAkDRWmhV1EKFAgPXLliAnr1BTwtA1VKQDQcXbi0SpVOLsmfP83126dISpqYj/+3liZ2cLf39fFBUV4zYRiwzdh4k2Rq2jIoIt/PAfuFrijRF9gmBkqH8tNh3WEIvFKCwsREFBwSOLRCLhZ2kZGhmheZ9XwaVew6bTUUSsMuFGrh6y0xPx16+/4+ev34SF6NnjUT0MtSIUFRVpvTc02rxcLtds+fwxs7LF4Je6493Z/6CgSMIsbrrIC74ntP6IjIjiQ3A0a9YEDdwaaNY8X6glj4YUcXF1xunT55CXx0KA6DoGaRl5nKvz06fGYOgm+/bt5XuKw4eP0JToJlypGrmJYXh70nwsWvMbAho56p1ooxUuzQ/4yaefIDMjU+uQhkgkwtq1ayEUClGqViMr/hamf0jO+a9/4O5ir5dCtaZQyqX4e/YMRPu+hu8ndYfQqGb7ktTivG//fvxLrr+20AkCgQALFy6Et7e3puT5I5OIcfDrUchp+ikmjOkJoxo+Z8bTQ+vNpUuX4v3334eVlZWm9PlCOw9Hj5zgOxCjR78OUzNTzZoXQ0xMHPbs3oeAAD/0698XxsZCzRqGrsFEWx1FX0SbTFyInV+/jcTG72D25MHP1YfjeUEtaIcPH0ZmZibGjh1brcjlVOjtWfk9tmT548/Ph8LctOatS3oBuQ53Lx/CjJUX8dfPn8HVoeYbSWoBXb58OaZOnQpLy+fn2P0k0Pufl5GKd0ZPwtJ//4a3uxMRlPVXuOsSL1q00d+7des2PzTau3cPBLVorlnz4qAdm6NHjiMuLh69evdEYGBAnXZR0GdY945Re5CGK+nibqw+r8QrL/fUS8FGoaLt6NGjGDduXLVTzdBT7fPySBQcWorT12I0pfUNDipxNn79chaGDewFZzsLTXnNcuzYcXh7++iMYKPQZ93K1g6jO9njmxV7IFcqNWsY9Q0aSPfixcto3LgRvLy9NKUvFpqXtHuPrvwksKioaNLRefGTMBjVg4k2PUFGXqKMlAQc3bsVc5b8oz+TDKpAJSvC3v27YdVnIrwczTSlLxZq8ZDk52DjN1PQn1RaPV4ahWOngkkjWj1fMyrY4uPj0b59e37oTa2Q4vrJvXj7lQHo1W84vv1hNbIKJFCXPuwkYwBzZ19M6G2O/Xt2Qiyrf75tHLkmYWeP4nxOY/Tq0lTr0KVULMax7ZswuHcPdOrcE9+t2orCYjHV+9WCDjetX78OAwe+hFKVErmpCVj48Xj06dsPwyd8hZDQSKhqKXG2wNgE3d4aj7Aj28lxSlBa3ZNiPH9eUP+R1j83b9wk70Ip/Px9n0sg3epibm6OXr16IDYmDnGxCfyxMXQPJtr0APry3DpxFNu37sC+H+chIp/GYNOs1GNS7p7F0WsqzB3TDoJa8umh/mX/LZsH15emYT25vt9P6IaPJ72LHXsvEaH1+MacTjD4/PPP0b9/f150RN06i88XbcOn367E5nWrEXX6b0yfvQpS2aOO7oZGAnR8ZzGSL19FbFK6prS+wPEz9Pau/Qldx3wAD2c7Tfl9qL/j6X9/R3i2Mf7evB1//7oQt3//AhOXHIJY+viJA/S9uX79BqZO/ZD3KSzJy8C0d16HQdAYbN2yBe81DsekSV8jPbN2nK/pTGIH7854uYUS0zfcgVzBJqXUN9JS03Dt2k14ejaGt5enprT28PRqDDe3BrhzJ5R3K2DoHky06QF0KKX1S0Pw1ujX4UM6YmrOUO9jfHFqBW5v+QdGPi0Q2NBRU/rikcskOLtlP+ZvuAtrW3sEdhmI9pwcP+27gNJHrGMVUatLSeV2B4MGDYaTkxN/n0ykmVBJMxCRC1hZW8FKxCE14RYUSu2WUWcPHwR6SLD4vzvVEol1BWpZKIy9gP3XhPhwRBOYGAs0a+5DRduZ65ewY892CM2t4RfUHsNe8sStLWsQm1F1uAwq2OiM0U2bNqFZs6b8BBBwRBQZClCQlcz7Krk7m5C/E5CeV1tDQQYQCITo3nc4bvz1K5Ky2ZCUrvAirEwyqQzBwZd4l4oWLYJgIjLRrKk9qKWvefOmKCgoxK2bIZpShi7BRJueQF9sExMTGBo8yS3TXR8xdXEafgtOQsemHWEuMtKUvnhMRGYYMn06vnnTk1xbcr2MjCEi17iklB5TWcVNh6LpMCh1GH4QuVyGk6dOYeTI+5M9PDq8hn0Hd+GlFi6QSsTIz82BZ7e3YFZJGAsjEzO09myF5LMrkV/84sJO1DZ0qDL08HYoPT3h7KR99qwBuQ+vjXoZr454BSIhuR9kE0MhnVUngUrjHkAbVxrfit6bBxta+vnkyVNo0rTJPWdyc3t3rNl2GHM+eAMKItavX02HZYuu8Gvkyq+vDai1rXWnZpCJQxAamcaGSHUEg+dcd9Jn9U5oKNLS04lga44GbrX3DD4IHS3w9PIknVBH3LgRguzsHM0ahq6gU6KNPsj8ovnMeJiyK2OAx1tkdP0apkZGIadICs8OzUmDXXuPoZFAgDfem4YeHVtAKDBAcVIILnJKTBncnhfI9HlMSkrCP2vXVojlRcuvXb/OW9fs7e01pYBQREQFp8L2RQvwwaQJcOo+F7982FWrJYlCh0jbdG+E7LwCxCYXaErrPkqVGrvO3EZg4ACIKgkvYECvzYDX8eH7r8JUaAhJUR7OHL6BNsOmwMfVjr8HVExv3boNFy9eqiCqafmJEycw4Z137k0OMRIIITI1w/VjezFn2vvYrOyK5V9OhpV57c3cpc+P0K0VBhhLcfbCVSiU9cfaqstwz7m/S+M5xsbE8x3CTp07aPXnrC3MzEzRoWM78mwCBw8erhP+03UJnRJtMkkJIkNukQqXPSTaKatJDDn9r9ijbx6ABM3Qxr32hwTKERfkYPvGLWg1agHeG9GBj50lFkuwevVvWL1qFUJC7g8XUFFw6OBBvPnmm49UuGaW1hj91df45ptvEHNqHXbtPQO5ovLZgRY+vRCgLMKxa+GakroOB7lUgujIu3Dr0oYXzo9DrZTj0rovERM4Fj/NGsYLLWphW7t2Pf7++y8sX77sng8ObWQSE5P49DzUOk2FUTk0uHHPEaPw1Xc/oDdu4Pc/tyC3oFiztjYwgImZHYYNs8HxKzEokbJUQjrBc+z10ufzblg4MjIyMHTIoLKhex3D3d0NjRo3QlFhMT+blHaQGLqBzoi2UpUcl//9EqNnLIRcxXqblcPBQM9FG60Aos7vQGmzTnBxsNGU1i4KqRibFs5Dps9E/DrnVdKUlll9aSqZuXO/Qs+evfgJB1QoUGhP2cXFFe5ubvznchRyOb+NkbExGnkFYERzL3z5w8/IzKvcqdfeyQUdm6nx++k48puawjoMp1YhO+osorOsMKKZFQRGVZs1lHIZEk4sx7YEL+xY+SXsLcoCFNOguGPHjsbcefNx/fp1ZGVl8dY2ahGdNWsmXn99FB/KoBw1Edo0ETd5g2Dn5IZh705E6KF/8MnWeM0WtQQRlXYd/gfDqIuIS8nSFDLqKnl5+YiIiEJjz8Zo2MhDU6pb0I5oz57d+U7P7ZBQUt8VadYwahudEW0Zdw7gt+tG+On772EiqD0fJ33AEI+3RD5vn4ynhqgSaVE2zl1SoU0Lb4gqGTZ8YZDjUStkuLnlJxh1GI2v/tcBAgMOqzcf4EUbbfTNzMzw2muvISUlBRcuXOBF2TwiFHr06F4hLltpqRr/ffIB3h43n1TMJXzF52BvCmluIaQlEs1WjyI0FiKwWWOogs+iSFK3k6VTaJ5RZchm5Fm1QoCHPaqKKatSKBF1MwQHQswxb/YkmJoIcHThAqRn5vPXlzYqnTt1RNt27bB4yRJ+Nm9iYiI6dOiIhg0b3rOC0nsZceMqRg17GbtOR5F7BYisXSAif6SSBrS2cfXrBiuDNByPqvw5Ybw4nmf9ef3aTb4OoQ7/9PnVVaysLNGxY3tkZGTyQXfpxCtG7aMToo1WqBLSw1wwfw66tPaGUKAzWlJnoGlvCgvzUSBWQCktRkF+PhTkxafXThuVtvtcKW+eV9WwNVNFjuVhR31tcOT3DbJuIbjYGJ3chbV+r6nQurpzBWacBASSRBw6sA9btm6FNC3r3rWlDX/TZk3RsmVLPhVVVFQUn2bG39+/wtAbvejy1FCkZOXxFh0JWW4lJKOBXwBs7CqPrG5gJISZewsYFV9GVLaC2vg0a54PXKmKd+R/NHbc00PvPZ2tWdnz+CDUGnnhZBQMPL1gZlpx+PJB6OzR2FsX8fP8RRDZinD+9DFs2bwBa84KIdI0dvS71OI2ZfJkBJ8/jytXruDY8RO8la1csJXBQSEuQkJ8KvLEMnJ/yPsUfgR5ZrYY9lI7zTa1h4OTEywt1UiIeP7xsej+VfRe1eD9p5TVK5W7AdDfVcir94w8b+gxKEmHoPJjeT7HmJGegbt3w/nhRw8Pj0qffV3B19ebHKc7bt64hZKS2nQjYJSjE+qIPrgNeo2Gu715vc7BWBm0Ygle/Q1eHz0WW9MNEHZsPUa+PBKHr1JfA81GD1FJM0gqTRlOb/u9WnGuKkOtVpEKj4hHperebLfoWyEICwnjxVuVENFWnB4NBczg5ewIQaX3m+OHwKgQUJDK9XHhN54WcXEBln/zG5JOrcGcObMx/ZNPMP/rBXBp4FuhQjU3M8PcufNw/PhxfsborJkzH+klU3+p11f+h6aOCfhh1R9Y9u1H2Bqjxn+/zoe9deXBgzlDAUR2zSFCEcKz6DXVrHgekOsvzk3Hd7/vfirRRkW3SqnghyCp72n5/aezQX/5ew/EEvlj75WcdECuhCvh4O5KrnEVVRARbf+s+RHHw65iwYJ5+PTTT/D5nK+Q2LQJROb3rye9T61atYK9vQN27tyF7KxMvkF8EPo7/m07YsbwJji+808s+2kRpi3diTEffYX3elYc4q4p+GulUvHPMJ14URXGIiEszYSQRUfXqJh+mPL7t3flP8jIyXsmacKLsAeET8qlg/jj6B3SmXw03hwN8ULrjLW/b7hnsaHfo3UJ/46T71QuoJ4Bss+yekTO/0Z5x5L+++eqXcgi10C7Banm2yH6zuzbd4APq9G6TSvoQ35PkakIAYH+fNaGO3fuPp97xHgidEK00Rd379Su+HjJVsgqiWdVn6GNUp9Pf8CZC5dxJzIa0eF3cP7cOQzr3ARPkq+QVl6H1yxBnKwRrCxEmtIng+4j4epB/PT9Avy8ah0Ki6V8uU9QU4TvXI1DR65W2WjTlz41IRecmQUsHezIuWlWPAT9nVjSWC8lv7Nw6Rpk5uQ+F+FmaeOAjXdjkZicwg9/0iU+PhZvj+9TwVJDh0m9vb3Qtm1b3nfKwsLiIUtOGXZuPvh53W58PG4kho7/HNfP7ESLZtR6XPmQv4GBEewd7SEy5pARn/qEFpAn2JZce2l+Ar759Gu8MaATjJ/Uykm+TwXX7r9+wTfffIvfNxxFUVFZdgIqWN9oY4FZX/0OWRWTLiil0mzcUcrR1ElYZdNoIDDGor/2IOGBe0OXOytHwcK04rA6TVH18bTpiIyKxJtvjuatbw9DJ4iMW7oJyxfOxoCXXsauw2fw+XtDYEYE0/NAKZPhyMY1RHB+h3V7g3nhVtndEgpNYGpujqwCInpUNf+cl6Mm4uXqf4sQZ+MDRzubp5YmVPwV56Vj5eqtvHinuLTqhQbxR7Hl4HX+mXgQGg9x07dfwqphM00J9TFU4ur+DfhuwTdYuX4/pDJqhdOsrCGo9S88+BC+J7/xw7I/kZRdyHc0aL35xuttsPzLucgvKCK/+/AP1+yBUJF4+3YoET8S+Pr6wMXFWbNGt6Ftj6dnI/j4eOPy5Suk7svWrGHUFrUv2sjLL8sMw8/Hc3Ds4Flk51YdNJNRXWilU7HiyUyMwMFE4VPn+aSV7L7VSzDv33CM/t9EeCMGHy3dza8TmojQ9/2ZOLJ/PzJzK3daJbcbibFilBobQ2hmqvU4aIMQG7wD781YjdcnzcCHwwMx8bU3ERGTrKVyfXFQy9rUDz/Eyy+/XMGX7WHodr4BTRDUNACiagTMpNfAysaUfK8U4pSMagfZpddJmpOI/KLqpUCijviH/voHGDgNjdydNKXVR5yfgXVfToJZYH9MeqMfLvw9EyOm/YQ0cr+paHNr2QddLO5i94XYKicTqaUFKFYr4GFlTk5eU1gDDHypPz74YCrfwFQGvdbOrm5o064VbG2sn+o9qA5qWTH+nvk2bua74PNZM2B8awcmzt8CmVy7oFUZiWBl4oA8qQzyJ+i3yuUKRIRXM5sGeUZy429j1oYCvPdqJ3529NOiEBdi36J38N32M/esiMam5ug+/FXsXP4HEnLIO655JKmVLT0hCjtz3TByYEu+A8SpZDjx9xL8eLQEn836HC1MstB/wnJk5NdcFH464zgyeB+++O06pn4yE6/29MS0mT8iPLWY3HdDWDs1Qt8eQZj+xy2IpRXvS03XMrmk00lnjFpbW/N+Ys/ruXsemJqaolnzJjAj/54+dZa3rjJqj1oXbbSxib0WgpYTx8E86wK23ag/sapeJLSBv/bHVHRs2wmW5k9uZePzNl5ch++3X8TXX0yEo4MtCmIugBOWixciPByc4WsuxtKDSZqyR6H+WllFeUSgCCsdHiiVl2Dv9o1oMGIqGjlZwta/OyZ1luCPQ1cgrcU4VtSy1rNHD7QICtJqZbuPAV8pV71NRWg0dHo9Cguyqm9pI41hxtUdOHA7jwg9TVklULErkZZgz/k4zHypIYxpsNonJOXWSSw7Gg6FygTOvu0w//uvIDm/CSuPJ5K15HxJY9ytXzcs+Wo9cvMr93+RSYrJ86SCvYVjjbaONFXVsKFDHhtCofzePM+GMyU6EjvOm+GNYZ352HAD3vsIqVvXobioWGvHw8DIGG4mFiiWqiB/gtEGSWEhvv3uuNZ9PkypUoqoM5sx8K2hsLTQ3mGqDqUqBWJvXMGFNCkU5MEr/2W6P3M7F7zVMhObdlwlnYSy81DKJLi6bh7GDOlJnjsB2Q4ozC/C5n+uYubkIXxcsPZDXkbDqxsReiexxizqhXnZ+PWzeegzfBAvOBoHdoSXMhKrdtzkf8PA0AhturZD+Ja5CEmq+LzW5JNBh8gjI6ORm5uH3r178P6w+gb1a/P180VaWjrCwyM0pYzaoNZFG22groVG4/Mx4xDYSIhrBw5W6KUrpFKE3ryJ48dOIoU8MCePn0J2dj7vh6CQSxETfhsb/v4Tx89eI70lBf8yUr+tyLt3sG3d39i66xBS0rMe61NS5yD13v2Kh1yTgiT8eaAALv5eED5FD5sOYW/ceBg2FkEwUEmREJeEkfO2Y9X0QZotaDIBE7QPckLMof2VDpFR0VasKgIdmatsZFdckI+7N2Ph5yAi2xnCUCCE2rkVjp2KIMKj9uJY0UaJWgmeR4NP90eXfFkhf42qA91OTRrQDNhB9biGrlSFotBdyDZzg6mJcVn2hyfE1KExgvy9YWFmDAER62Y2XjA1ViM/pczSQ4/f0bc5rPMOIIw06JWhVFDfIg5CARH8NXgd6X153mKsusRd3IIsWxfef4lmPTC3coCT4R0cvpEOpZZ7RY9ZSESEXCrnE9hX16JMh/+ob2l1NpeWlODksSj0a+f3DMKIiP/sOBw4HIw3OlFfwIrXWkA6Hm36dcX5S2fuZa3Iy07D1vMSeAZ637vf8bdO4BbM4GRnzd8zkbk1vB3ycSEkjAjBpz22isjSQ3G6QAybBi58ZSMQmsBNYIqs4OOk41HKX3ORkx9G2BciLjy2xsTiw9CsAqFhd+Hv7wt3j+fjP/m8ofeoS5eO/L+hoWEsBEgtUruijQ6NluQjO10GJ5cG6OgdiLC7Z1FYct9JXlxSjNVff4EPZ8/Bd+/NxJbffsbnc/7kfWtC9i3Dhwv+QouOXXBt21K8M3cTpHIFEq7swZgPvkSDJh3grorF+HH/Q0J6rlYHXxURePEJSURk3Bd1MokEKUlJSCZLWloaUlNTkZdXRF7qMjFJh5nExYVIjI1BdEws0jJzUZSVAZmWpOBUQCbGxiIqOqrSJTomGlkF0mpVvNXmwbqU7FiRGYVE2KKR7dOF2KCNQ0TsVZQIpVi5ZguCj27Dh+/PQFbe/R4qHXJwbNwQRTmnkVeiPfk1bYyUyixYkMOwqMQgUpKfh8wsNTiD+9YgWsGqSW+1oLiOhkQwJBeENtq0oavuc0AfGPJMq8l1Uj6moS8lojvx8hG4OHjxu6+uKHgQN/I+rd20Ad3bNiaPVykKUi6ipNQKrdo2LduA3H9DW1+0F6qQn5Si/TdImYQ8G/RVMrev3KdR3zHMuABylvw1oedIn1+BgQT7kgREzGg2qoABzMj7YFCq5uuX6gx383B0Z0S+V2P7nNRIXCk0g6W9Ldn/Y0yzlaBUyHF0+1l0e2UUGtg8arE3IM+xwG84MqIS+DqDUhB/HVkG5nC3MbpXLUmTr0FGOhLlQ7Q0+4jAUImzaUSEPt2hPYK0mHbuFeS1Is8lfTbJ+0WzNmcVx5H3rOx6CU3M0aWDEEmxYeS+PPk78ThomxFy6zZvnGjWvKlWX0t9gQ6T9u/fG9lZOQi/G37v/jJeLLUq2mhDkndpLTICX0apoQkGDW4KWUoEzofEarYAbB2d8PH8z+FQYoCuH32CGV99jY+mjkBBZiIWLj6EcRMnIMDHE1M+fgtxxzYhJ68EQlt3DO4YhIZurmg1dAJGNEjC93vCH+3BkYouLvwqpn74I3JIj6wcqbgYx5dPxsrVe3jH57shV/Hh5HkoKhaTClWJ7Lun8enUzxEZm4j8ggJc2fkTJk5YjmItsbhoJZeRloqEhIR7S/y9JbFsSUxGCZ11V0nFS83rNK6PtqVcSFYF3WsJEZmGBv6wMqtY0dLv05evsoWupw0C73hMzlWSl4ZPP30X46d8gnHt5Xhr5qYKPlictQe5r0IUVGYQo/tSSGFkyFXaYJf9Hv3r/gZGpAGkFZ+2863OOWiD/g5dr+261vRCf6eqhtVQaEJO0gSpEnLhqhAydD90hi6/X4WiLHQHEWw04wINp0DLyy0cD0K3SU9UwdKlMdV593Rh+TUov05l1/5+GX326P2l29PMBdRfT0DunbwgEavmrsHICZ9gTPv7Cf+pQ72fvwpyIry1nS4tUihKyW8ZwOgxw5j0eKp69mtqob/xuGekqkX7faVl5c/4/Rv64LV/ECrqHJ0FMCAdRpm08rAY1D9MpVSVLfS4iSgpJeKHhv+hFjf+flUi4EsLkyE25mBuIqhgaX3c+0MXujs+yX/4QeRbeaKZ74Ozc+//Fh1ytHF0h2NJAUo16lRVlAVjg8awfmDyCHnK+P8/Eg+N/BC9RlVBz40u9LjLl8quV/mh8adL/ld22uQ7D2zu6uWLZFK3K8l+aprk5BSEh0fyVjZXVxdNqf7i5e0Fj4buuHs3Ejk5uZpSxovEIC0jj3N1ttV8fLHIpWL8+uE4XDENQqCDAcT5mTiwdR+Ew5bh5qoRpGdU9kJHh1zAexMWYvmmv9DMmzQQ5M1LPjwfA6cex7jZH5DvmpEeaj5O7buDTxbMgouLHeLCruHQyWCoTG2Rsv873O35H7Z/1BGWJvd1qlKch5VLfsHBM1FY9c8y+DQum9GjkImx8PWRaDDpZ7w7sAk/82nWyObo9uU+tLdKw88rNuPdWfPRxKes4soKv4wvd8Zg6SejYGWqvSEqryMeqqKqxaJFiyrkvXyQV199FU2baiwdD7Bv715SMZVi+PARfGWbfm0Hhr13AfuOzEX5/aYVXWR4GGJj43i/G9pw0FRA9Fhpr5RmXjAzIz3Rbl1RqpTjg0G+yGk4H+tWjYeFiMPpDd9jwue7cPL6WXi62vLfjwu/gY8++AaLNmxGM9dHe+I0UfePU3pjc6gxdu/eBc8G9/N2lpMWfhOTho9Gu++2Y+5rZee295epmLW6BPuOLYVPQwe+jEIbqUvBF4l4zuMbAL5SJv+jQ1J0oX9b29qhc4f2ZV94APrdPXv2ICwsrPJKv4YwNzfHhx9+yIsebRQmh2Lw8JEwavsuDi2fpjXBPD3GO6fPIYmIZ755IY112o29uGQ5HEN9jSCkj7aBIUSOXujfpQnd4h4KSQn2zB6Piw0/xLzJnWBJnlM61CGTyXDx/AXIyLVo3LgRPMmSmZmFsNC7vDgkPwrnpl3QxtuOz1xAY6fJiguw7vuvkG3bBR9OGQlry4rhTLZP8oO0ywqMeasf/xsPQs/h1oEtGDVpOqb/fBDvvhxU6cxa+iyuWLGi0me/pqA+cG+99RYfjPdBaEclIzWFT+xNrfQcR86fPCb0SaHPGbUsU8tJB/JsWVtXjMN3ZkE3TDnVCSe3zYWznTkkJcV4v30jyD65hLXjfWFm/Oh12T5rHD4/kIEDB7fAx8PmkZy89HjyU5Nw4XooL1Qo8uI0/Pr7LUyePgQiIqbpN4yFpujYpT1sbCseU/y5DZj4wy78999GOFvR+19WG8WFhSM8Nh4qcmb03OjvUv9KOoObLvS97tq9O0zUBaQu2o7/fTwO7nbGSNz+EVquNETa8RWweKAzKJfJMbrnKKw7vhHmFua4vWcFPv0pCQeOLbznx3run1l4b3UcThz4Bw0cLfjf+bZ7QwR3/QHbvn4TVqJHnwl6jajILi4uQUFhER+GQkk6/vS9d23gigbO9zsPlNhzmzBo/EzM/e8SXmvvAiMDDiveeRt7spTYteM/2JgJ+H1Gbv4YP4f748c5k4igNeLLli5divfffx9WVpXHV3wc9Ln9d+1//DMyZMhAODk/+eQfXYNem/j4BBw+dJS0O4Ho0bO7Zg3jhUFFW21RUljAvfPZYo68fBxpPDhxUT637ouXOXf3zlxUejHRGmXbRd4K5nq0Gczdic7k+CKyIvnoN1xzvyFcSFgcp1AoOKVCzkklUvKvlLux7XuuZfv+3PXQaE4qlXJ/TmnJDVh8nssuknGk18jvk+4j5OQZLvzKJe7DoSO4W3fjy8oJysw7XL+u/bnTl0O53OwsLvj4Hu71t+dx+dlp3IwBfbgfVh3lSK9WszU5j7Q4LvTaFU6p0uz7AUhlzd25eYMLvnCBCw6+wJ0PDq6w0PKLl69waTnFnIq0DNqg50cqAK3LvfN5iL1793BEFPF/l5aqubTLW7lWQZO5lPQcvqwc+n3SOHNEwPALqRQrLLSMNBCcTCLmZr7Wjhv5/kausFjKqRQS7vBf33CNXBpydxOy+W0o0TdPcz16DuHC0iX854chQp1b+E5Hrnm7blxcaq6mtCJF6QnchJ5NuHkbb2pKOG7PjxO4pkO+5jLzxJoSDeRntR33g4uqkmtEj5l+V9t1remFHkf5NdJGYfIdrmsrH677u4s4sVSuKX0UerwKuYIsck4mLuHCd3zDLTwj5grFcvKcaM5Xy3NIRBu34+OXuekLj3BFZNvyYym/BvR5ps8C/cw/E5pryr9bZH90c1ouLSrgTiz7mFvw+ylOIpVxydFh3L5jd/h9Uej3/xzlx63/9yjZ/tHzpetv7N/E+TRw4VZuuckpHniPHob+XlXPfk0t9Dfo+WqDHm/5c6Rtod+j2zzMyT/ncM26z+TSMwv59UX5udwbPo7cPwdCyDk/en/oNltnjOG8m/TlohJzObWWfVLKj4d/BshxZyTFca++soaTysrOo6pjijm3ies56BUuJY/Ugw+sp9f5wXN6eCnfX1bkLW7UkJe4vn37cf369OI6Bnlzli5eXM+XXuci47M1eyN1nljCDQgazpUUl72rd/Ys4/p0+5iTkGMs5/rJPVxQ+ze4lIxC/rOSHPsX7Ty4+T9v5GQK7e9rOfRY6DHzz6nmX23nmxJylAvw9eLWnUkg+yTnQdqIxWPHca++OouTK8ruN/1e+F9juA/m/sKJZWXvKN3fDz/8wBUWlh3b0xJ8/iK3ZPHP3PlzFzQldQP6zhw5fIw/t9zc2tMP9ZWKXbkXiEohQ0HUXrRx9+bDIlALhMjMAoEdhkKIBFy8kaQxy5PeH+ndk//BgPxNCvhurmWL8WjeIA37IyQaq4oRrp6+iNzMHGzbdxqNmw6Hv5cHBEaGyMvKQalCgg27D6NETvZJeqmFOWm4cDMHDm6uMLeUI/WebxaHlPh0KNw7w8zEEFkp0Vi/Yi3eHPcKFDmJuJ4vRYf23rwvBvU9KSkpgdrMFl5Nm/O974ehlgYjav0g5ygyNeFzWT648OduLOBn/1XmHE4tATTEhLblYUtGOdQqUA79y9zSCmouEvniilYL/vhIT5A62NOF9gofXGgZ748jMEKPtl0gTg7nh2FIDQhTaRIMfUbB09W6zPRAMChMJvsrhW1lE1TJdqVGtuRYDCsdBjGzsUdAkA+uJJb5EdKsBdL4KxjcJwBW5g9ZqsjPajvuB5eHLRbl0POi39V2XWt6ocdBf68yaHgCek3dzKueJECPl6a9EpJ90n/pfbGAnDxDpEyoOV8tE02oX4+ThwCFafHkkpW9Q5Tya0D3Q58F+pl/JjTXlD579B2imyulJYjYvwjXBF0wsosrUpOTEH70D9yW3r8nKnIe0VECiBwdy3+iAnT/IjMBdd8j51x1XC56HFU9+zW10N+g56sNerzlz5G2hX5P23317TQSzuIE5FKHbU4NcW4cUoQtMbCtO/nOo9vTei43m9RNpqZ8PVHZM1B+PPwzwB832dZIAGPyN3+vqjgmQ0t3iBSGkCjUfJ1QDr3OD57Tw0v5/uy9mmDt1h3YtWsntm7ZjHnDPYBG3bBl/W/wci+33peiqLAAeVbk/pe/d1YNoOASUCS97+fqHdQRbUQFSM7I4b8jKcpCeIEtOrVpAaFA+7mXQ4+FHjP/nGr+1Xa+Fq5N0dfSDIXxyfTAoFZIEa8ogHPXQeS87r8jGfFR8LKz4ydoadvP05CVSc4nPAI2NtZo07a1prRuQN8ZamWj4UsOHTzCQoC8YLS3Zs8ZWlmf3rYWX3zxI85eO4tL0fmkAedQknwTF0PuwIRUWjs3rcHGPcdIBVCIM4cOoVhZiD27t+PGrQi+grO0dca06dOQsvNnbNq2Czt27EJURAQsyIPUusNAGKSdxIlzl7Bn3wEUmHeEJPwExBIlXxlSIXDtyB6onEwRcvUiMsVFCNPkaaaNSNiNi+jSvT2a+PvAy685Zr/pgo2bNqE4v5A0rIFo7GTOb5uXmYS965Zh2qdf4fz1cFIRPvrCm5iaIbBFC7Ru1brSpVXLVnB3tCAVhuZLWqDCVS6T8iEDSsSSCn5kWuH3Vb5DAxg7ecOVy0VywdM5j9KGoceY/6GhTTR2HzuH08eP4EBwDv5dOh4i0oDQX6KVby5pyK2cusPeXPswMb1GQmM7lKgMIVZpP2EjY1MMfvU9WJ/9G2cv38SFY/uxJboV3h7egzROtfLI8lDxKJOUoKioCFKZnHQqas4Hht5fupiTRrLakAeGDtE1FuaTjoGmrBJoOA7Ptj2QmpvAP+SP2VwruZEXMPn7Pfhj2VyMGvUKRowciem/XUT7BppjJvtV5cfjulwEJ3fnShtAkYgIRAMOxbxPTBWq7Qmhk37oxCX6fmiLyv8icW7si0H97fHn7nOIJI330fWr0XXsaNKIW2oXZLT+k5eCI/df+AT5eOn959+qqioPDQ7uvmhtJkFxHg2r9ORPAJ3FbUrqMxq248q+fTgZKYe1Khu79hxCkWbyGKdWoThsPxr4ePDPHMXOqzVsuRKkFdAB2DIsLK0x8J2XseTfQwi5G4tz2/+Aad9RaN2sYaWC9UmxIJ2/aUs/w4ULB3HxdiSun9gHQ/MAzBzV9N5vUCF3+aocbj5N+eH/mkChUCA09C4/w7Jvv958x7yuQYejff28kZ6egTu375DHt+beY0bV1E4LSG5whyFv4Id1R7D8xy/QopE1LYKJUyDemjwLp89dxBpSPrB3Z/IiGWHU+zNw8NhOvPu/1+HnU+Z3Qh232wx6HYtX/YhObVuiW7euGPPBRJhaWGDYhEn4c8NvCPRuiB7de+CrX//C9qWf4KMxA2FiqEZeVhokahe8M7IH2nfvCd+GHojIVfP+EgoijBIv7MGg5qTRKSWficAMCUmAbwNv2Dk7wdIiEzmFJby1ydreBX42hkjN8UaHFgGkx1czL/0jkJ56SWE+1i+ahqFDBmPU+Jm4dOMu73xe2avCH0n54ZAKytjGE2O7i5AWHsvPNHxSqCXTrEEQfvr1V7gZl5DGX4XPV/2Dzu3u+06Vkmt1JSQbQeQYacWuFXIsVsaWfIiKSh2OyW/5duyH1euXIvXuFeSpTLF2+2p4ezjWWIX+pNAJKAVZGfh++kQMe/kVvDNnNZJS0lFTOVxLeZ8p0sCZO1X7HKkApg1pc1ch+Y6msDIMBbBs8QYschP554Z2kp4U+8DuOHDiFM6fPY2TJ07gBFnOnjmMrk0b8OupaM+PvYV8h1fQxN2CL9OGUGhEnicDInqpz5ym8BmRlRTh5NbfMOblYRg59j2cPnuJCOuqcks+X4Rm1pjy5WK8OyAAxw6fRrfxX2D+jLcqfS/otaMTSMzNTSu1DGuDCiP+elbjkTEjdWPvXu44eSWcXPanvy50JmanEa/g0+W7cO3A3xgxbADMNJMM1KQOvUs6WR17DEC5xdfBwQkjWhkhKTqJr/spNDzQ8NfHYvXMVxF8+gKc27+MP36aATvrsg5xTWBE2ohGXd/Ej19NRsLtGxBbNMYPy+fC3dmubANyLOrcCOzKtkZQgEu1hG91SE1NQ0REFJo0CUBD0rbURah1s23bNrwgpQI1Pz9fs4bx3KlNn7YXjVql4I5vXsGNHdyBm7VkPUf9eG7vXMAN6NaGaz1gAnf56i1uxdwPuDZ+Tbi335vMffLZJ9yUSe9zK5av5nILxbx/x/FtG7kJ73zAbdl/jDu06Q/uy8/ncQs2XOSkGh+J54FKUsDNnTmXO3MpjCvKz+FO/zaVc/VqxR27EaPVj46yZ+9ebtfu3ZpPZSSEXeEmfLyQP5fnQX5aAjfz/VlcenblviAquZzbOW825+DXibscma4p1X0KE0O4kZ2bcv8dvsNJpRJu84cduU493uNSMvI1WzwbqXfOcG19HLkFPx3lFNV8lqivYnF6FCeXyzQlVUP9hv6bN5ObszmMk8pr/nlVkf1vmjeV234+hpNr8dsqJzvsBNfMx52bOv8vjghITenTQ/2QDv86nevxznIuJ7+Ei7p6nGvj25Bb8+858s5W7R+lKyhlYu6D4S9x7V56i8sXV//eyKQy7uaNBM2nqqHXKeFmMNexzwyuoEhMPmtW1BRkh/mpcdwrg97nUnNK+N/ji9VqLvLWVW74lF+q9GF80ahVKu7splXcZz/s5sRShaa0zMfvaX3aqF/hwQOHuVUr13AZ6Rma0rpLbGwct3TJL9zJk6cr9Qtl1Cy1N9ZUCxgaCdF71BSs3ROMhZ/Q/IRGaDZiDg6cuowrB9agXZsgTJm3HJfCQvDHqhVYsmgJVqxaiSkfvAdbKzPev6PXy6/jl2Xfo2ljV3QY8CrmL/gKc97oAJOniDBfXcR5WbhwZAM2770NcysbtHhlDrqoEjFzbTgkT5Dzxt2vJbo4K7GTnD+pTzWlNYNKIcfZv39EjxGj4GRnqSl9FDqa08jTDAY0ibZEVt7x1nloIOcieSkiw2+T50AIn0bmyEuNQFpODaRdIxehuEgBmdwQIjdn3hpZHejQmIWzD4yNqzf8Qn0XB016HyW7f0FCSlaNXns6LJZ5Nxi3ChtgUBsPCKvIa2pgagczI2OklsjIp5o5CGlhOooijiKroAR2tlYQGZciJiqcnGPNDWE/T4xK5ShS5MLRzAQm1R8d5TNptGhZcdZrZVBLUoOAVvhmqDH+2n2d9xmuSWgdcPnwIUz4cDxc7czvWa6ob5uHbxP0sc7DgeO3UZ6rtDahz4U0LwGnLt7Fl5P7wtSk6vAz1SUlJZUP8RHUojnsHR6dGV/X8PLyhKdXY8THJfKzzhnPn3ol2ii0oaNDCtS8W/6ZOtqWO9vS8nLnW/p3+VLejNK/zc0tEBgYyDuZlm2nzZut5jCzd8Wr49/HqBFt+OMVCEUwNaOOtfJ7FePDaCs1MhJg9LTPYK5MRWExbTBrjtg7oQh6+QP0792cvx6VQY/XrbEtDCUlKMiiTsj6odpsPVtj/7mr+Pz9V8Cp5Ag+mwzzji/Bn4j3Z4X07ZGXlQ2ZwgBOjd34ocNqU8n91wa99jYujbBg2ZdYs/syHxW+pqAC4K9TqZj77XR+Yk1VR2Vk5oDmRiJEZNWMaKfnNXD6Xwg+vg3ertbIyS5CkdQQAX0H3vOr0nXUShkf1NvBujmMn9C3qrI6QBsCExP0fH8u3NJCEZ2SW6PvX+zVM8h0boU+vds+8ljSFGPvzZ2DmIj4J3pmnxe00/rv32fx6XeLYGFOU3ppVjwDUqkUZ06fgwMRa36+vnw7Uh9o167NPT8+lap2fUnrA/VOtNUEtJLkhdwLqnyMTMzwztRp6NrKC6VqJfJubMNVqScWTOhEGkjtt1BrVUyO15j0zEeNG0sqqpp1jvUOCkJDf1JRCR/TYyWi09zVH8aQID4z5/Hpl3QEI4EQxiYiBO/bjnkzP8Ieq9exZuYbMBXVQMVMg6PmXYUUlgh0pIFPNeXPASr6Le0bYMlHQ2vM8ZpCfetmTXmNdCZM+HejKkSm5ugQKEB2SnqNWXzphB9xXjJWLvoW3/24DGNnr8YbnVxqzQfySZFJ5KQjpYDIx/ex1+9Z4Dt9xsZ4edoE+NN4hzV4fXw69cXo/m1hrGUiBbW2GZsYY+rkoTB6ng94NaF+eROnvwUzc7Maud5U/F6+fBUFBQVo0jQQ9g4av7l6gLOzE3x8vRERHomMjExNKeN5wUSbHkArWhrOgdZ1kqIiLFt+FKOmzEDfpvZV5xHVUjfylkWBUZXDV08DFWvVqfzo7xuQ3ngncwWupBGxUoPWnhdBl4HDMGHyR2hfdAZbd53UmgXjSeHUChSnRkJt0Q7+Tibktj3fRs3AiIZyMKrRxpPeexoKoDodGSHpOHTuTTog8fEQS6m1rWaEm5W9O8ZMmozRIwdi5+atCAmNI6JQP56vvJxclIiN4B7gWZM6Siv0Hglp/llyz2ryp+ioQ1WdNvq7IhNhtZ6R5w21ZtNAvzV1LFlZ2YiMiAZN9dS8edPnKrx1DfreN2vWBFZWljhw4LBODH/XZZho0xe4Uj7cxNaZo9DktUmY8/FIvuGlqZ20wVdFumjEIpWkmZU9unYwwo3bcZAr9MOcTrMDKORKCE3N4R3QAuM+Ho2j65Zg8aEUzRZPj1KuQERoPASdesDSXEQvUZ2G+paatBgFm8KbiEzOq3wWcTWhok8mlZIdC+Dg1ACd+rwEn5KbmPj9Bij1pAHJiL6IIs4Fff0qZpdg6D406sCVy9cgkYgxZOigSrOe1GWotY1mVBGXiFkIkOcME216Ag2+embHnygd8B3Gj+qJ0txovLfiMqQPJLp/EPrK6GrbT3u3Xl3eAHfjPDKyacwo3Yajcf2O7sWIISNx8XYKHy7DxMYLAqUKKVExmq2ensKsRATfNsC4Xn46e89qEppU3DGgN3wd8rErtOQZE3UTwVZShM/fHIVp3++AlAhrQ4EpnIxESI2N05vGI+/y3yj16QRfd/1PdVQXeCA2eZXQ5yspKRnp6ekIDAyAW4Oy8Df1DVqnt23XBrZ2trhy5Rpyc/M0axg1DRNtegCnkuH4n7Ox9rIYFupkPl/mv//8A5UDqSAqMcMbGd6fbKGLNGk7AGZGYbiZph/RtMX5OYhLzISUaGQa40odsw8Sc1v06eyv2eLpUSRdQrTQGkPa+WpK6jikgjcxtYB3QCDSLl7nM4s8C6WcGunRYcgoVvGNqEqcjbuyfHTr1FIPhqk4KCSF2L8vF306+cPC7NGcswzdhebuvXM7jJ90QEVLveh1VYKFhTm6dOkIiUSKO3fCeAsko+Zhok0PkBQV4I/N53HnzGYs/G4B5s//Gr9uOIvxzQGTSpzJabL4pwmg+qJo4OsHO0tTRF2+DVUNZhZ4HtBeZPtBI/FxL1ds+Gs5fvh6Nib+eBbT5y/GG90aa7Z6OrhSJS6cioeVrT08Pep+iIBy6ND+yK5BiAg/DukzpcExgJmlDb5YuQyKu7ux+Kef8M3cz6HwfwW/zXun0mT0ugIVmYrUGzgsNUWPjm1qNeMH48lJSU5FQkICApsEwNbWRlNaf/Hx8Yafnw+iIqP5IMOMmofVEHqAyNIO/x48g4sXL+L8+fP8EnzxJHo286jcmZw0Bro8NCS0boD3OnrgRtilJ4o1VysQ0WZuY4+JK7bjq+kT0XvAcGw/cALjRnR95vhOKqkYt+JvoXG3yXCwrD9WFhozrgURwgYJMcjKyoP6GRzb6OSWJl0G4L8Nf2BY/z54f85P2P3HV3BztsVzy1JSQ9Ch95DLIRCaN0FTfze9me3KoL5sKhw6dASurq4IDPTnJ2LUd6hlu137thCLxYiKiuFDgTBqFiba9AAjoTHMLSz4BL33Fyt+Rmlldbyue/IYCozR9M33IYkMRUxytqZUdzE0NIKJyBQ+fgHo2LkLHB3s+STtz0puYhhCY0WY9HozPjF7fYGmRbPx7YmhLcRYtS+CVO7PNkRK3xEbW1u0bd8e/n5+sLTQB4d+jh8aPnt8D5qMn4aGjpWn/mK8YB5TgdJZyZcuXqZ9Y3h5e/J1MqMMOztbdOjQDqF3wvhgw4yahYk2Rq3h3awTurcwwIJN15/J0qKvcKUqXNv4NSzbd0Frn2cP0qtfGPB+QEPfnokzG35Dcmb9y11IrWzZcdex84YhVoxtCtGTpEJgPFceZ+9MT0vHzZu34Orqwoe70IUwJroCfa9p3DYHBwde2DJrW83CRBuj1hCaWWHY0JeRdeRvxGc/e7wz/YKDOD0Sqw/L8NqI4bA0fXarnb5BY2U1794X7SyjcOpieI2nVtN1aNqnYCJY/Qe8AlsbSzY0qktUcSvkcjlu3Azhh0c7d+7Ix2ZjVMTR0QEBgf7Izs7F9es3NaWMmoCJtjoKrXP0oQlo0mM4JnUuxa7dZ3XaB6+mofH1Tu/YAkG/aejbwVtTWt8wgLGlMz5euBS7Dp1BToFYU173obkviwty8N+5DHw37RWYPC6TCOPFUkVVFBsbh8SEJLRu3QLu7m6aUsaDUN+2oKCmMDc3ww0i2vLy6p8l/XlhkJaRx7k622o+MuoK5dOthXrQGNBhIolUBhHpsepCipsXAVeqhpQ/Z5pGp75bWDgoZDKUGgoh0pICqS4iExfj6MK3kB44DRPf7AGjeuTPqOtQf7WlPy7F+5Peh5WVlaa0jJKSEhw7dhLpaRkYO240LC2ZH2JVxMXGY/fuffDz98VLL/Xjh04ZzwarKeooVKzpg2Cj0LyEtEdWXwQbhTrim5mbM8HGQ3PimtYbwaZWKRFz6QQ2pbbBG8M68FYJhm5RmY8aFSHUytapUwe+zmJUTWPPRvD08kRqShp/3erTaMrzgtUWDAaD8QKRFuVj154TWPnzNFhbmVU6A5xRO1DBRmci0xzND0It41evXoebWwN4eTVmYrsa0GvUo0dX/hm/ezeCXEOpZg3jaWFPHYPBYLxAlNIivDlzHuxsKw69MXQDKtrenTAR5mbmmpIygs9f4DMg0EC6Vtbs3lUXGxtrtGrVAjExsUhLTdeUMp4WJtrqINSfTaUqS+mj03ClfCJ2mVzxuLBItQiHUrWK7yHWw6gkWuCgVMihIPfthV8P8rzISaNJk8Drwq2g7xd9z540pIFNA294u9Wf7Bd1gfT0DNy6dRuOjo58xH8W4qP6UGubt483XFyccZ4IX/rOMJ4eJtrqIEVFRdiyZQvUal3ONECdz6WIv3EQi/65osOiDSiVZWHJrG8Rm1UMdalup9x63ijlElzcvgabr+e++DRppTKs+eZ73E7Kg/wZg/HWBNRhffv27YiPj9eUVA/a4LNGX3+g1rXg8xf5e0Zzaxobs/ywTwq1tlGxW1RUjMuXrzLftmeAibY6CK1kaO+fNiq6ilopR1HiOazcGooP3mqvww8iaWBNHPDBJyMwZ/5fyJYooK6nFQ4NBhx/ZBmO5DbCkKZWL37iiJEZJnw6FutX/IbEgmIoazlnLW146HvG/HTqLvQeR0ZGIz0jAy1aBsG1QX0Lgl0zUGtbQGAAHJ0ccOXKNWRl6X4WHF2FiTbGi4crRUlBLpb/tBN9J0yAg0Xt9FxphUytkeXDyQ8vdB3dxkgghK17c3zcLBIrtp6DTF4PzfvkOkjy72DOdjHGvdoD1hZmNRoHkHYw6H2o7F6U98zN7b0wsYcplv++AwUlMp220DL0HzpqQZOfm4pE6NatM5t88AzQ2bYdO3aAWqXGheBL/HvNeHJYnLY6SGpqKo4ePYoxY8bopClfJc3HyVWzcdhkKBa+PxgiQe0MFUkkEqxfvx5paWlaw6PQfILvvfceTExMeNGikmRg2nufov+sHzGwmQuE9SZcB4dSeQEWjeuPBpPXYVQnX5jVYMolKo4PHz6Mq1ev8km3Hx46pPdm6tSpMDOjMy0NoJbnYdVXM2DYfwYm9AysteeHNjobN25EUFAQWrZsqSll1BVoRyEk5A5OHD+FQYMHIDAwQLOG8Szs23sQyckp6NO3J/z9/TSljOrCRFsdRLdFWymSb53AOzN+w4I//kIHT5taydxAK+TMzEz8999/mDJlilbRRgXCgyKC49S4uflbLDwtwpolH8Heqn6krylVKRF7fh1eWxCJfdvnoYGNOYxq8KaJxWJ89913mD17Ni+QtVkzaFDOe2KOK0X8xe344PtTWLr6ezRxtykrf8Ew0Va3of5X27bugK2dLfr37wMLCxZItyag7/v69Zvg7OyEfn17w4IFKH4imK1Xj6A+RQV5eZAqVHo7LKSSFOHKjlWwGTgNzd0sn0mwlaoUKMrLQnxcLBKS0yCh16WaF4b6/R04cAAdOnSASCSCAadCTnoKklNSUSiWkTfDqKJQIBgYGCHgpTfgHHscRxKLoFDXg8E5IpCUinz8u3glRi/4BA5mJo8INpqSSSEpRGJ8LOISkpFfLIGqmlNLqfA5ffo0L3poDkehwADF+dmk45GCrLxCqDlDXlA/eB9gYAi3Ft3Q3Tgae2/EQqpig6SMmoV26i5euMT7LDZpEgBz84rhPxhPD72Wbdu2RlJiMuITEvlrzag+TLTpPDTEghR3Lh7GL3On443X3sLuJJnehp8oiD6H5edkmDHSHyJhxeCVT0KpUoai5EtYvnorEuOi8Ofno/Hy+PmIK5RCXY2LU1xcjIyMDLRu1RJKaT42z5uMM3dTkJ14FZ+NG4ffz6dApnx09q3IsiEGjWyG9Yt2Il/6ZKEe9BEa7iTxwm4cK/HAW02tiICqeM9oR0KeHYrv5q9AAqmEd/w8HW9NnIMbKblE1D5+ogBtFG/cuIH+/fsTMajC4WWfY+upEKQnR2Dx1PewcPtlFMse9X0Riuwx8sOhOLR8O5LIPWcwapIU0nmjwWBdXF3g6elZsdPAeGZ8fbzhSq7tpUuX2USeJ4SJNj3A0MAIQhNrtB3QGUaJGVASMaF/mo0Dp5bj4tnTMHEIQmMHq2caYlPISrBy4XLkmTdAm049MH3RMkjubsVf2y5AoapaLFAr24kTJ3ihIBKZQJoRhSV7LyGZc0SzVj3RwjUbG75Zihzpo2LBUGCC5m27oSBxOyKT81DXA4AoFTKcPn4CDi1HwMbU+JEZo2qVAnv/WYO7Sgs0b9MBk75ahAbFF/DT8l0okZblv60MamU7f/48AgICynI4youxZt8ZxOQq4NesA4a2UWPbd4sRU/SoODYwEsLZpx+s1Cdx5moC6oPRk/FioJNhjh87ybtGdOncCSYmLMRHTWNlbQ0/fz9IJTLcDgnVlDKqg06JNhXpddPgmapansqvWxjASGgMvxbt0MK/MYSGhrXiA/asUBO4UlaAc2cvwKvPCFiJnjEvKhGyZk72KCzIhZBcHwurBrA2N0RsfHSFWGraTO/Ul436/Pn5+fEVs6lDI3ww9g30CHQAShUoLlHBxNm3Egd3Qzh4N0FrwxIcvBFPBGIdVgt02LMkAeeCo9HnlYEwNtL27BnAmFTAisIsfjjZ3MIZri7WyE6+CcUDlkpt94H6tuzduxfdu3cn90EAA2NzjH39dfRtFwiBgRr5+TIIHb1hbaLtPhjAzNYJ3V1tcOr8JciUpeQ3NKsYjKeEK+UQFnoXxcUlaN68KZycHTVrGDUJNVz6+/vAw8MdwcEXWQiQJ0BnRBunViD0+HqMf+dD0hDqclBYxtPAESElybyMy6GG6N07EMKH8vo9KSZmVpjy1TL8OmscEbI0Un4hxLJSBHg3hYAIW2rFycvLQ1xcHP93ObQXfe3aNcyZM6fMsZiIPxPrBnh31lfwFskRdnoLjuT6YsniN4lY0C4sTSwaYGAfGxzfdw5F8qqtSfoMp1ai8MZB3JB7oX9zKxhqGSIyEppgyIR5+G/ZFzA3EZCOVwlycvPh1rATTIyN+FAeJSUlCAsLg1wuvyfe6IzRhIQEDBs2DHZ2dnyZgdAcr74/A529bZAccgprbprgy4UT0MBcxK9/GIGJBV4a0Bg3SaWfI1G8+GC/jDpHXn4+PyxqZWWJjp06aEoZzwPqw9qyVRDp7BnhwoVLpH6o++4mNYHOiLbizFj8/O8etH/pLRYLpw5CZ17GndyPTJcAdHYRwugZb7GBIRFbIhFEIiGUcilu/fMxjNpNwvuj2sNYaMQPgX700UeYOHEicnJyNN8CCgsLcebMGbi4uPBWtjI4IirVkBRko7BUBCdSXKwkgqMSEWBkLIJP1/4QRB1DRLZcU1r3UKkUOHnoNmx8fOBuaqLVr8fAwBACItwsLc1hUKpC+K6FiLPqjdnTBsGSfIcKZjozdOzYsUhJSbknoGm4lcWLF6NJkyYVZ+5S6564EHkSNWzVpVBCSISf9k6coZEADbsMgEPaNVxIFDPRxngmaEciNiYOmZlZRLC1J6JCe2eBUXM0bOiBps2aIDkpBVGRUVot8oyK6IQ6ojcqbv+feHvWT5g6utszOagzdBGav1OJSxcT4erZEJZ0VqZmzTNBnhsVEWx3j/2NNZJXsH7xB3AyF5J9c7zAmD9/Pp8r8K+//uKfMbrs2rULI0aM4Ht5mp3w1iB1qSHc/Fug77D/4c3uRvhkzNuISCvSbPMQhgJYurWFuTAX4VFpmsK6h0ohx7X0THi4e0NkQt7JKm4aFb1Z1zZiRaQXln77GXycbWFoUHbNaay7tm3b4ocffrhnbaPWziFDhvD3pxw6C1Wl5mDr5o1u/V/G19PJd94di8O3szRbPISBEQSObdDIUYLzV6LIfWQVPuPpoR26K1euws/PF40bN9KUMp4nvN9gl058Zy4qKoYflmZUjU6INtrANp/wA7q18ISxgFnZ6hykMS4lAuBSYhY83BpBUEP3WK2UIfbqUeyLJcLsi/GwMczDwf0neF8qOq3c3d0dw4cPx8GDB/khOjpjlFp7aJgP6n9Vtg854i7vwag3JiI0vRilpBKxc3WDtCgFiVn5RNJpwxBmFo4wMzVCTHQ8lHVSK3BQyguRlpUNN09vGJNbVplmo4ItJzoYi/fmY8Fnk+DjaIjTWzejRCLj4641bNiQt3iePXsWycnJ/H24cOECevfuXRa4uGwvKE6+jHfHTcDhGwmQlxrArKEXjJV5CItMrGTChwG5jzZwdbNB4rUQKIj4ZrKN8TRQwX/zxi1+lMff35cPA8R4MdAOdP8BfZCYmMRnn9Dl9Iu6gI5Y2kpxcUFfLPx1G+9QzKgItUyolHSShpQIBDX5VwHlE8QkK4PO3lQgJSEBEmXNpA9REcGTm5GCfC2zLB+E+rMpicDKzsuDk60LjAye/bFTK6WIu74HS34/hsZOBti1cxu2rFuFsEzDew03FQS9evXiK4W1a9fi0KFD6NSpU4WAw/TZK8xOIMIgDlKVmohLGVKio2Fm3xCeLvaVChWhiSnMyP6TUpKgJTJIDUHuu0KMxNi4GvsN/hkgwknyWP+RUihkccjLUxER61ppRUFDfuTGB2PWjF/R3N8epw/vxbb//sCBmzRHa9m3aG+6RYsW8Pb2xubNm3nx5kr2aWlpya/nITdNKU5BWHgM8oplvD9dzu0QSEX2aNnUu9Lfp8Pk1raOyMoII88Yp7ehcBi1S3JSMkJCQuHj64OGjTw0pYwXBbVsejT0QHh4OB/UmFE5tS/aiPKQ5SVg0X8x2HTwBumFSzQrGGVQwSbDf7Om4tUxXyLTWoB/P34No17/AOGF1RVfHBE5CiRd3ooVm25A8BSiiff5KsolDX4SMnMKICOi0ZA0mIaSZHz8wc8okFeuKqjoVCoykF/Iwa6xB/nesw+OqlVKrPlzM+5EXMWqlSuw7JdfsHL9KTh4e0KgcZijFlxbW1veyrNy5UpcuXIFPXr0uGdloxgJTNCk11uY0c0SKxctwFeffYS/rxvh1/V/wc+l8kjdRiYiNDUVISktC8rnNHFGLinB2T+/xvEUoyf2AeTUKpQU5iM1JRmp6ZkQy8tEvoGhALLoY5i7/joKSqrwxyP3W5keiQJVKRq5OWkKH4X6m+3+by1C02Px26pfsXzZL/j1770wadYUIuP715kK6Llz5/LD08HBwbwFtII1g9wrG5/B+HxkIA78uwLffDEDn/wdiq//XI/egWUTFbRBLSM+Dg7IzcmCgnRG6LNWk/CBg2VipBNxnpyagRKJnPnO1TFonLDz5y/wnTs6Y1QXU//VdWiKuiBy7UtKxLh167amlKGNWhdttJLNCL0OVcs2UEWdwLFQNvW3IjSVkhBvfLcMe/YdxPHjx7Bv7x5s3rQMfpbVu300DZG0OBM/bw7F5MmDiah5MtGkUsiQl3QFX325BDfCY3Fq96/4ZX84VJwBTJ2b4pPXDPDjzjuVNma8r1JBOPJlhrC2teHF1LMiEJpiwfL/cPTYMRw5fBiHDx/B0aOHMa57IyJw7l8XWgF36dKFrxSoL9vD0fX5CQ3m9hi3dDN+mPMx3p32NXZu+gNtG1jBpIphXCMjYzjbm6AwI/OJZjtTAaAk4uJxFiFOpUBJ3HEclbXBK+0b4El0LrVSpUZfwne/7UPo3Vv45csP8c7UecgplkJN7lnDjiPQKXczzibmQV5JgDNqHS2IuA1pqTXsbSr3MTUkInDcrF9x9PgJHDlyhM8heuTIYXz9elCF68e7QDRvjkaNGqFZs2Z8A/nwhCMjck8Hz1yBXxd9gYmTP8P27VsxuEXDKvOcGpB9ONhZQ1qQD1m1RRvtRCh4/7oq7wOnhqw4AbOnf4WrcRkIv7gdHy3ajcyCErCoRHUHKhJoyImWLYPg4uKsKWW8SGj90KhxI94CH0LuR3b2/cljjIpU3iq9IGhDf/5iApZ88QV8nUpIA3yVd0YuR6VUIj83FxnpGSgqLkEmaSSlUhnvg0DXFRXmIzkpEZlZOXxPm+5PRURKYUEBbxVKTctAsVhSIXaXvkFnyZlZWMLGxkazWMPcVHTPolQ1pIFSKhB9cDnMm/WDm4VQa+iGyqACQJyfga+nzULzkRPQr0sLlNw8iVtxWWTPhjCmPkvNB+PKXz8gJl+ttRGkAkCVlQIxEUg2VuY1ItoMBUKYmltUuCY2VpYwFtBcoZqNCHRoztnZGT/99BOfKun+jNH7UIuhyNwSru6N4O3dGPbWFvx+qsLAUAh7ByIm8vKRq66+aIs+tAxHY+nQoaagEuTiXPyz/B+069Qelk8Y006lyMfm7xfAxMkD7Tv1wifTxiPx2Fb8fD6VF5jGptZo1asXVi3ehiyxdmsbvWe5aQnkDztYWVR+LajoNRaZPXAfyGJtBVMRzSFa8T5ToUatbX369HnAl+1BDMi+TOHg4g5vHy84ETFmamJc6RA1hT5L1rZmMBQXI1Nd9v5Xh5gz+3EiWUw6HpoCLaiVYhz7bhYMmvVEr45t0GvQSBgc+xnnQlP4VHIM/SeXtC10xijtQLRt17pG6ibG00EDnbdr34Z0tIU4sP/gvZnmjIrUrmgjFayS9HazsxLg5eWFVo39cPf6wQppawpzc/D52+MwctwE/DxlOr6c/iEWfr8BCrkM6Td2YQrpBV+/dgNL50zHwr+DiUBRI/VuMP73wQxcuHwTZ7b8ivemz0FekZT+3COUkgaXikD1A11n3jJEBCFd6DRw+vBQ60h5L542aGpSRsvLFzX1h9IiDPltNfuoanluM9/IuSjlYmzcGoK2HVo/0pA+Dmply4zcj1ORrmjb1BYZGfnoP2cD1kzqCAHZl6GRECIre/QwT8X18FStjSa9burcTKgMDElj/uKHHqi1rWfPnrwPVU1VyjTUhYWlIbjifBRoue+VIZdJ+IkS2p7F+3AoykrG2TRvBPg4PUXmiFIIhLaIjsyGodAYNo294WUkx8EzEWWdFwMjOLl5wzxlJ6KTtfuP8KItp5AciRkRTjVTTdBr365du4fCrTwrBjA1Ix0RaQlyyDFXfV3Lob6CcvJeKMhflaMsysK6q6lwtXeEqbERhGZ2aOumxrnb8ZDU4fh89QVap9+5E4acnFwMHTa4YugZRq3QoIEr0QKeKCws5uPl1bS7Q12gVkUbdWLOD92LDLthMBJZY8TAABQlRSAsJkWzBWDn7IJPvp4Jo8RUYPAkvDygPxo3ckZJTjrmzl+D1sPfwzDywn354UvY9fdSZOWVQJKTCBERYW07dMWrU75EUNYhrNx7FXIt6Y2ykqMw5eNvkVVwP/9ZWnwcVsx+B3O+WISNmzbin7/W4Mef1hFxR8MVAEVpUfj3tzVY8cNCLP15Of78fTV+/uxbpGc8atLNy87Ab0sW4etvv9Ys3zyyLFj4HY5eSyYNas0/oNQXTSkVI4y0zV7uTz40qVTKEX1iO4rsnLBv3d84cXgbpk//BjlSal0ix0vEi5GRCF07mOJqVLx24Ur+K8jPJ5s6wNbagByDZoUeQ8/BSEhfH3J9azqHEqcmgikUEo9mcCGC5EkRihzx/q//4M/5w2AhMIA8Mw1RhiYY0avVvaFjobUDOoiMEJ+SpnVmJscpkZdLzosIFssa8EF8XpTdB2pdJZ0T/v2uuXuhkJSgUC5FKblmZVfAEEKjUkTEZZDfYlYAfYfGb4yOioWvL43M76YpZdQmtH3q0rUTP/v/zu1QFBQUaNYwyqlV0UZ7Oic2H4JpIzNcv34NGZYtYFecjs/3Zd7rMdObaGAggMDSDSNauqLf6HEYP+4lFMXsxq0YGVTZd3H40BGcjyuGO+n9yktK4N15FFb88i0kBek4cuwYskkFeznLGA9rNhoy4vya+bgTmQaFVKYpBRwbuMEwLRNu7V7CG6+/gdGjxyLnwmLsuJyAguxk/LLga/h36okPPpuFTz6eisFd2+CcwAOWNjaaPdzH1tEZ7306E19+/qVm+eKR5YvZn6NfG3etw5ZUBNGk2jRY7MMLje7/uJ4IPzRJrrNK4QpbcnjlP1FuLaT70LaUW/+oJTItORWlWbcwYOzHGP/O+5jUvhgffE2EnGZKI/Ur8vDyQlpW0b37VgFSqBDnk/MzROVuYlyVx0OXB0UtPT7qk6TtutTUQn+zsutLLW2Ojg7kr3zk5lcyPEq+S6/fg+egUpHPqgfPS/Xo0D0RbZLcLFg18iAi4b5FircAV3mNNBZbAyOIRKYQmZBnXiHFoR1bYNntXXzUzQEmmhiIhkZm8PQzQIG4mMjOR6HBkMXFZF+GxhCSc9UGvTb0eLRdu5pceN8zLZ2BMuhkExsYGoqRkVO5BZPvvDxwrehx89dS8UAZ6ehV+D75oO3+U2vy8zKMM14cN67f5P9tHtQUzMqmO9BMNV27deb92qKjY/mRKsZ9DNIy8jhXZ1vNxxeLtKQYH876Fq+/PIBvnNQKCU5vWIR/Lzvi8sV1cLEx40VG1K0LmDRxIVZs/gtNvZ34Xm/6oc/RZ9ptrFq3EP4NnUkZFTelcHa2R8atA/h06Q4Me+UVNGsRhLM/vorDgb9hy9QOsBQZlYkjUvHG3ryN2OxC7Fr+Mz74aRma+Tfkj0uZF4vXRkzC1B9Xo0tTN6TGhWLml6vwy68LsGfBTGQ2HoIvPxlFGsWyF70oORyXIzLQo1f3R3yh6PBvPnWSpkMxpKKnVqdyeP1EjoX6VNk5OMKU7O9h4UbzMy5cuJBvuB7GysoKs2fPfmS2U2pqKp9bc8yYMRAYlCI3PQljRi/GP+f+QAOyf/oLSpkYd64EIy1fe+gHI6EIPi3awNVciaMLR2D2xd64fHYBbEpluLh1Hqb9chPLt+9BRw8zfl85x77Bx6FdsH7G4HvCoByFtBihf76FoT/lYHPwcXR2NX1kyI9aXaMuX+Lvh7YhVt7h3K8t2vk68kO8NEXVkiVL+Mb2eUGHU+n11eZ/VUqe1dv/TcObi0Pw/b6jGOFrrVlzHxpQOCksBHfjM+5Zs6LObUROw5Fo72HKC1jqm+cW2B4tvB54B0vluHHgRyyK7Ii/PuwJS354kohaRQEunLqEIhkRJ2VbVoAmUW/btQccrUXkOaJDgFKc27wce2LsMWvmeDiZCe5Z2lSyEpxY+DLutPwSH7/cHQ83WUpJDtaMG4hfMzrh8IHFaEz2+TBU9Kxbtw53797VlDwf6Gxf6gtHfeIethRTn8uMs6vQeczPmLXvIsY3p0OZFScuULGbEROCWxFpGuHPIf7aWaQ7B6Gduy0RpWXbOTbphDbkPpT7ihYl3cLLb76N/h+txqevd4QR5Pjz9c7Y6jEFf88eReonU2zcuBFBQUG8vyRDf0hPT8eG/7agRcvm6NWr4oxyRu1DDRWHDx1FZmY2Rr48DA4O9po1DFDRVhuolHIuLfwst3TJOo5U/nyZmpQdX7+Sa+Tmxm07n0TK1RzpYXMRN89yPdoM4kKjMvjPlJToG9zQNh24dcdC+e2IGudi70ZxhbnZ3Lx3hnHDRn3LFRZLOKVSwa0Y78f1X3iC237sElciU5J9qDlJcT63a+WvXEZyPDd79CDucPAdfr+UjNunuJ4D3uf2HT/LXTx5gHv3zfHcsQuhXG7sDa5Px/bcnuAY/jjU5LilUilXUlTIyWRSTkWO4WHyczK5339cwn3/w/eVLouW/MAdvZrMqTXn9jD8b5F9P7yUX4uHSUlJ4f7++2+OCD1OrZByWYkRXL/Oo7g4eSn34Dfo96taKLLiPO7Gho+4wM5fcrm0XCXhgjd8xrVr35+7lCTmt5FLirnIde9woxfv5WSKsnv5IHJJEXd9+TCuQePO3NlUCafSfthaj6HCotmOUl6m7brU1EL3XxlquZi7+de7XIB/e25XVIGmVAvlx65Zrm34gtsRQp4X5YPlmm3LUcu4a/u/5wbP28sVSitezwf3pW0pR62UclGn13KL1uwm+5Bz8pxY7qttdzi5QsmvV0jyuY2T+3A/7TjPKfiSiijE2dyKV9py/l0+5OILpJrSR6G/qe3a1fRSGaUqBZd28heusWsjbvW1NE4iLzu/R3nwOqm4kH0buF130jgpeRjvl2s21SDLjeNG9+7MfbPuLH+NSrkSbulLrbmPft3PZRaISd2i5P7991/u5s2bZV9g6AW0zl696nfurz/XclmZWZpShi5B38fo6Bhu+fJV3MmTZ/jPjDK0j3s8Z+iQUWZSLNbM/QgZRVJINTGkqLq2dzSDyMQQxw4fJIIyh5+aX5KTCqlSjqzsHBQXi/khC5eGAXh3VBdsX/0nCoqKUJBfgEO/rUCpgREsTRugVJrCx/JKiQvDwSsKiPMzERIVxfsfkScA8Uf/xXUjT9y+egnpxfmIyNHYQsi+Q0LC0bDXUHTv1B6t2nfFjAHAps1bkZuRCZW8OYLczflNU6Jv48cfvsN3PyzFlkPBfNnD2Ng74d1PZmD2zNmVLrNmzES/ttqHRynUukBnNz28VMc/jVqohMbGMBblIK+AP717lA09V75QaBBZl/ZvwE4RiowCNe/AXRCfDOfOY+DvVGbhIy8UEmOS4OfhpPUc6L7sHF1Ryikgq8Iw9vDvP7JotqOUl2m7LjW10P1XBqlWkJFB0yvZw8m+Cqf68mO/t2g7T8225RgawcLRA4rkFMgfGhp49LsVFwoNoBt5YSemb0yBq4UUR/btwYaNG6Aytb03rFeqEiMmHnC2s4c2G4OBoTEcnEn1oJBARs61Muhvart2Nb1UBq0LcnPyoFZbwM2Z+rZVds+0X6+Ki2ZTDQJLJ4zt7o60zHTIlaVQl+QjJN8EPVt7w1ykbfYrQ9ehddWN67cgFkvgH+AHB97FgaFr0PfRw8Md/n6+uHUrhI8awSijVkSbmjT8yZER8B85E22aWiMsTQzSl4Y8OxpxxSLM+/YH9CTlV+5EoKiwCJmFQkybPQHZKWGIS0zjhYeRsSle+mgBFkx7Cbv37sOJU6cwcNbXsLK2wcRvvsHHE/vi6OlgRCaL8deBQ5jWxgiv9uzGDzVJJFLcyXHExP5NEdC8OdxdXBBXaMD7A6lL1Ui7tB3j2tvBVGjENxhFBQrSEJrB0toCItNCPrAsbSxcPQMworkVLl9VYlD3dhXig+kKNCSDwNQcrSwMEZ2YzR/3k2AoMIadW3P8MqMp5kyejLlzZmH17YZY/dXLsDImYoVTkwZTgtMX5Ggd6Emul7ZG0wBCkRkRywUoLqF+QppiPYaeA9UytHKpSlQ8HUawtw+EaWoIUosfl7ngUdTqDPy78C/k3NyNX5f9jB9//BFr/juLrm3MYaQZ+lPkZyNYaQivhq4VxHA51GfPlKZnLcyDRMcduDh6fJr7UJlkexqMBKboOWMNrMM2Yemajfjpixlw+GgVejZrCFOa14uhd9B4bOERkeT9skObNq3495ehm1C3FJpMnk5KOHr0BG/UYZCqrlZ82kiLV0qWcgFBrUHUQkOtF7RMU1xWEZN/6Md725LG5J4wIGUP7oevtPn9lJXRYvpO0q3pFqVqFeLDruLE+oWQt5+DyS93QGbYCXz9zRJEO4/A2pnDkBx+GYtnLsDg6TPh7mwNcU4GTp+5jE++XohGThZY982XiLFsijeGdYWpshDbN2xFQsNhWDGp8yO+NDUFzWZQnJ+GHWv/wrW4HLi2GohJr/eFo7UZuW6ajR7gQZ82GvNGIRUj/vBSLI9vhZ8/GvLYGGQPQy2TSrkUebnZKJSUwsXdDRYiYyJSidBVyZCXGoPRH67Fuq2L4UxE8cP1oEohQc7139D+tV+xYMcVjG7nAH7i5XOnLLRDbkok/v59LdIVhmjb/0283L05zExNtF676qKUFmLr52/hu8t22HtkDXysqperMGLvYsT7f4h+vmU+bZUhL87CP7PehcWri/Bmr8AnCvtBn3M5deBXPjjDkYgwc7OyOHZEaEde3IY5hyzx+5wBsNcyQ5X67F1ZMQpv/y7Dbyd2ooe7lWbN00F9FvMSb+K3P7chV26EToNfR982frCxMnsmoVWqkuPCX3Pxxg/B2HNhH5o7WJNzfNzDxSHy5F7Ee/ZAn0Y2VT6LdAKDQlaM9PRcGJpZwt7GGibknaJ+b9Snj/m06Q90os65c8F8jtHRY0bxgVwZug1tx8+eDca1q9fRu3cPtGrN3rNa82mrDei4uExSwuXn5fL+bvQz9cfKzc3hcnLzOZlMzpUUFXCkN8bl5+dzhYWFXEFBAScWi3l/M7o99YdITUnhjp84ySUnJXFFhUWcWKrg1OrnM+auVim4wtxM7osZn3HHr97l7t44y017tTP3ypQVXEqJNm+kij5tFLqPkvxkbs5HH3PX0qjvXQ0dq8Y38Nz62dw/Z+PINdKUP4SK+tXFbOECXBtxvxxL5BSVObXVNGollxcTzI0eOoQ7FR7PJUcEc2/2ac/N+f0cJ5E/6nv3JMhKsrnlYwZwgQM/4rIruQ/aUMikHGk8yLOkKagE6quVF3WSm/bN71xmceU+ZU+DtCiV+/vLD7nLidmcopKbVqqUctEbp3CBAa25veH5mtKng/qQFsRf4gZ26c+duxnFRV0/wL3avRs3Z+s1TvyM94E+Wwe+n8K5NhvAJWYVkmercv+3B1EqFJxCTt7bZ3gUmU+bfpGUmMz9tvoP7vCho3xdztAPJBIJt3LFb9zaf9ZzeXn1R69Uxguxd+gK1ApnYmoOG1sa5b1sJpqxqQXs7Oxhb2cDExNjmFta86EcaGR3OjvT2tqaT4FELYF0e5ov0YX00Hr26I4Gbm6wtLKEmUhYybDgs0NzSMqld3HuxEmkS83h16wN3pn8MlIubcD5u7maraqGZlQwtXDC1IkDcWLLbkgrDZ/wZNC8kzmx13EsrRVe7dioUssVtY4KLQJga65GUU6e1tmhzwXyO/KCdGQUFCJG4gBnN3/YmsoQfuU8lM84jZyIKqQXKeDYwBXGTxAoVmgiguChrA3aoDNBzT3a463mCuw7HfrYDArVhtyzsLOHIes0CU0crSGs5KbRYXWLgCCYGUiQnVdFjtLqQO6DpDAXhYpi5AlM4OwZADfjYpw+cB2yZzwx0voiu7AIFnZ2MBEK+He0OgiEQgiN6WxtTQGjTkNnmd8Kuc3XRc2DmlX7OWHUPnTWeL/+fZCXn4/Q0HDewl2fqVeiraagw7A0onvN+zI9Cp8b07QJRo56Fa18HclnAxiam8GANIQ0sn71IN8RCOHSpDcmTxiKmnKhptrL0b8zPp/2MiyqGGPiRZuxE+xsBMhNSuGdgV8IhgLYNR2E7bt24hUvNQryk5CVb4jAPoOeeIj4YVQyKcJlMrg3cILwOY310vRQLQa/izd7+t+bQPCscFwpAnu9iXf6+sHCtIrYVOTZFjoHwtbYAClp2bx7wdNC3R+cm/bFvoN70N3DGuLMSMQWmWHYmP4wfexQZtXQjkNsTjbs7V3Ifai+aGPULxITk/l0VQGBfqRT7qgpZegLnl6efKaEiPAIZGbSCWD1FybadBw6EcDKzgnTZs9GUxcRFOIS3N6yEQbNhqFP8yepfAx4642lpTmEzyhYyjEiQpAP4voYXz4qNAVCY7g6OCCrIP25ZH7QCmnAjUUiWIrU+HPe55j49mQ0nfgjpg/2rYbfU9UoiGhTyORo7N4YD4Wlq0HKrhvNO1tTupA+A2ZmprxfVtUYwdjYE3b2xshL0541ofrQToMxbCxNseqnr/Deh6vQe+a3GN/Gvsqk/NWBzkQvzMmCs1sQuafkd5hmYzwEjXF59Mgx2NnZomnTJry4Z+gXdHSideuWoMHJw8MjX1zHXwdhok1voNH1lYi8uBurEtpj1beT4WLx4vN4PhUGhjAyNkFnLyckJiXykedfJEZmTvh06U/4+48ViNuxBKu3nIes2lZKbZRCIk6DRFYKb7/GWkNm1AWEJmZo5OSE5LgoKMjlesaBTBgYm2PWl0vw+/LPEPrfd1i59zakz3QfaBaNTGSklcCrfQsY04lImjUMBoXjOFy9cg0y0sEKDAzgZ40y9BMXF2cEBPoj5NZtZGXVX2sbE216glqlQHTwNvx9rAA7/l0Af0sJsovu50vVbQyIbhOiY1c/ZEfHIUWpfEbLTTUhvTFpXgZu340FZ2QCu0bN0MnXAlvX/4GMIsnTixC1AkUxFyFWeaCpr5OmsO4hEJqgg5cz4hMi78VSfBpowynJz8SNsCSoDQRw9m6DboFm2LNyHiLSizRbPQWlaiiTLiEu3w7d2zd+bn6lDP0lPT0DYWHhcHRyQFCLZppShj5CU40FBPjB1tYWJ46fglxeP0OAMNGmB6gUMuQk3sbe62J8MXcyzNRi3D36F64l6YtoIw+aoRHcug+Bpzga1xPleBHGNhqqYefKr/H62CmIFst5UxGdBEFjAgqokNRs96TQ+xF27iSEbV+Cn131Qn3oI0ZCY3R9qQPUSUmII9ePiq+ngU7aOLRiCl5/81XcTSmESs2Riofsi6OV7tNXQbzl+dwJSH07oIOrORNtjArQYdHQO2F8IN1ePbtrTUfH0C+cnZ144UbTW928eeup6yR9hok2HYfGoSrMTcfEsWOxatVP6N25Ezp26YWpK2/DyZFGP9UPqIO4mV0rdGxjjmNHbkKperbZm9XBSGCMps384N2kC4wL85GRGotrYbFo1/dN2Fk8vdiSFyXhwFkFhgztCHMaYLiOYmAogHmzQehoF4d9V/OfetYvnYjg3aorGnZ7D2YQIzP5Jo6cSUHQW1/Dx8lMs9WTo5IX4cDxdHTq2hk2ZkI2CYFxD9qYJyYmISoqGi1bBsHN3U2zhqHP0Ml/LVsFQWQq4i2oNAd1fYOJNh2Hzh41tRDgwzmLsezHxVi48Dss/P57fLvgS/jb64lPG4U0qAITS/To0R1pF3agQPz8TduGQhMEDpiA79/vjCunD2DXwWAMn7EKP34y6BkCIZciLSIM0SIL9G/SCMIniXqrbxgYwljkSO5ZO1zcuh1yFQ1+rVn3BBgS8des3wT88FpD3Di5F3tPROOtb3/HsnfawUL0tPeBQ3FuJq7l5qN3t44wETy95ZRR96DR86MioyEQCHnRxgR93YGG4BoyZBDy8/Jx9eoNqJ8xfJO+wUSbjkOtHWaWHug/ZBiGDStfhqJPj5awen7TFp8DpNI0FKJVtz6wKYxGSEYBiAZ4rtBQIyZm1mjeuTdGvjoGb//vfxjWtyMcLER8NoenQa2Q4ubFE3Bq9S4au1rVeaEgMBahW//+KIk6imyxjNyzp7hpVLCLrNGuZz+8PGYCJrwzBv26t4G9lQWMnrIxpUOuKTd2QOLyOjo3c2YVGaMCCfGJiImJQ+s2LWFtY60pZdQVGjZ0h7+/L1JTUpGWlv5UnUl9hdV1jBeKpUdrvDesMVavu4Ji+YsJksjHuhOZwlRk8sx+T5Lsu9h/KguTP+gNq6e2EukPNDCzc1B/vOYrxa/n0vjYgE9dP1LLnYkIIhMTPg3Us6AoTsWGtRcxetJAuFgwXyXGfSQSCS5cuAQnJ0f4+HjxMTXrPQcPAgsXli1LltAZGpoV+ku79m350B+hd+5Cqaw/kxKYaGO8UAQic7Qa9B5U11bgVjz1k9Ks0AM4tQJXdm+GYdBQtHe1qDSbQN3CAAJjS7z28cc4tWAhMoplLy7OXiXQPKYxV04gXNAefYMa8UOjDAaF+rIFB19EcXEJmjVrws80rNdIpcDXXwOxsUCLFmWLnR3w0UdASIhmI/3EwcEe/v5+iI6O4a1t9QUm2hgvGEM4NA7Eosk98N+uk5DSAGB6AM0kICtOxIaTBXj/o1dhaVZ/rDvU2uYW1B+ze6dhz+VoyOTKp7e21QBKaRZ2bA3GxHnvws3OQlPKYAAZGZmIioyBqZkIgU0C6rcvG3Vl+PdfOuUSePddYPDgsuXtt8s+T5pUto2eIhAI0KRpIB80+eDBI/XGt42JNsYLx8jEEl493kWrwtPYdjVRD/wROJSqZNi/eB5a/e9DtHC2gqBehZcwgIHAFCO++g1hm/7C3fTiWrO2cZwKFzeuhqrDKHTzcoFJXZ4IwngiaIgPOixK84xSR3Ua16tek58P0CC01LomemC2vCFp9rt2BUaO1BToLzRYspe3J+Qyeb0JAcJEG6NWMLe1x+jJ4xC7529E5j5jQvLnjFqpQPK13ThhOgRj+zWBqA6H+agcAxhbeOLrKR2wc/MeZBaJa8XalhN+AvtTnPDuq11hY8582Rhl0MY6ISGRaJRsNG/elI+eX++hgo0uDRtqCh7AzAyYNatMwOkx1JJKZwfT+G2XL11DdnaOZk3dhYm2OgidEm1nZ6fTDrh0VqyVWytMf38otm25/GIyJDwVHDh5Lv7ZXozvPn0VVibCOj9jtFJIBena4Q38r6MIx8JLoHrR1jaVGOs2JWLqtHfgamVR63lGaYNB3zMrKytNCaO2oAF0qUO6qcgUbdu1rt/DouUolUBJieYDgQ4fHj4MjBtXtkycCMTFaVbqL7S969S5A29pvXXrNpQKct51GIO0jDzO1bmeO2vWMVQqFV9p0UCEOl15kd6xurQUpaTx1+Ukzhw5RhoMmA63sLaAplSjPm2GMCSdghcrnDjSDqnIc01+16j284xS6w5d6Aw26l/DqD3u3g3HkcPH0KNHN7Rs1YKv++o9kZHAqlXAzJmAmxtf36KoCMjNLfNlo/5t69cD7dtrvqC/0Hfw+PFTiIuNQ99+ffhZw3UV9mTXQWgDQq1sOt/bJMdHj1OXBRuFRvQ3NmaCrRwjgZA8Yy9asFEMeOFspAOCjVLeMWKCrXahFpaTJ07Dw8MDPr7eTLCVQy3AdPZoRETZZ1qBWVsDXkTQ0KUO+fzRe96uXRs+HykNqiyVyjRr6h7s6WYwGAyGXkItLOfPX+SNSL6+PrC0tNSsYfCzRocOBYKDgRs3NIUEhQI4cqRMxNWhkChWVpb8MClNXUZTmNVV2PAog8FgMPSSpKRkbN+2C15enhg4qD9LCv8w1K+NBtalC518QJHJymK1NWkCjB5dJt7qCLm5eUSPHoeKnPfrb7xaJ58HJtoYDAaDoXfQYdEDBw4jLjYeY8e+CWc2Y7RyEhKAnAdmVvr5lQ2f1jGo5TUk5A7On7uAFi2D0L17F82augMbHmUwGAyGXkGHQ6nvUmpKGjp0aMsE2+No3Bho2/b+UkdnPFPftiZNAmFtbYXr124QnZqrWVN3YKKNwWAwGHpFUVEhIiKj+OEvmoOSUWZ5VCgU/Izm+oyJiTF69OyGUo76O17gr0ldgok2BoPBYOgNVJTExMQhPTUdnTt3qPd+bDk5Ofhp0SL88e23WE2WHZs28WGf6jMeHu4ICPBDGnlGYmPj65SQZaKNwWAwGHqDWCzGtas34NHIA40aN+JDr9RXqGD7/rPPYP3VV+hAhFuHhQuRMm0a5k6frtmifkKHSbt37wqBUIDIiEj+makrMNFW7+GgVqsglsjqvVn9aaG9WoVCSa6j/iZfZjD0heDzF/nk4IGBAbC0tNCU1k9+X7ECLTduxNukDmpHlo7kukzNzkbypk0IDw/XbFU/sbCwQPv2bXlLW1JSSp1p35hoq+co5AqkxMXgx2V7QDMTMJ6c3Jxs7Nh6CPn5hXyGBwaD8XxITk7BnTthcHdvAG8vT01p/YQmxpcXFKAtEWoPNuQ01PPLubnYvXFTWUE9hVpgPT0b80Olly9fhUym2zmuqwsTbfUYmgi9MDcLiz6Ziwlv94NhbSdz1FMcHJ3gXXoLu4/fRmFhCenRaVYwGIwaQyqV4kLwJT4bB7WgCI3rTkT/p0GlVEMiVUCqpcIpJIIlL6sYSnn99m2jAXcDAv0hLhHjChFudcHaxkRbPYUrVUNcXIxL/36NV2Z9hQbOti/EN6SwsAjp6elISUmpsKSmpiI7O5uPs6NLFBVVfbx0mIam4mr+yidIun4AEdGJkNSRHh2DoSvQxpYmhM/IyESbNq3h5OykWVM/KcgswrUDd5CfxmGnUBM0VwPNBfALDCAotMO5bVeRnZxbb11faJtGM2W4uDrj5s0QZGZmadboL0afzpg139LCVPORUV+QSySIuh6M5ftyMG3qay8k/yeden3hwgXExcXxDrSZmZkVFlrm6empM47F9Hg3b95Cjiv7kePNyMiATCaDm5sb7/QqEArhYmmAPzYeRdvWzWBpYV6vHaQZjJqkoKAAV69e5/8eMnRgvc33qpQrcetEOI6tPY/YW8kwhw1CDEvwX1Em5ColzhsJ8KWRIVoMngB3U19kxuUg9mYS6VxycPV0hCFZV9+gbZuVlRXCwsKRm5ML/wA/vqOtr7CMCHUAau2hVPdBpFa27LRUrPn8M3T7YB56dmyiWVMRavWiPTQqPu4lYSafVaRyUKrUpAIwgpBUnvfWPQYqdlatWoVPP/2UzxGoVqmgov4YhmVJ45+3yKGpTciPwYj8XnV+ilrYdu7chbfeGgMrcrx0wgH1WTMiFaM2kauQSfDr3FmwbDMSbwzpDEtzkWYNg8F4WugEHxooNTj4IoYOHcQnha9vKGRKpMVk8ZazDCLE6DWxcbKEb5vGMLc2xZVblxBy8yKMRabo1qUfPD28IC6UIi4kmbfKGRGxZulggX7jO8PNzwXGJkLS+mt2Xk+g6a1iomPQq3cPfhKLvnaqmaVNj1Eo5JCIxchKz0Budj5s7as3xKmUihF9bi+23MzHx1PeIsKrotijYk0uk6GosBAxoZGwtLWFsbGQ6LVS0tOTIyE6AiG37yAhJQPWpAdjbGJMhFDVwo0KnnPnzsHP1xdeXl5QkP3ER4TiduhdZOUUwsLCEqYik+f2IqmVctw+fx4lRpawtjQlx1v179Dj3bJlK9q3b48Grq4QlxTjxuWLiEpIglJZCjMzs0eEpiERc2acDOvWH0KX7u3JtbGoljhkMBiVk5+fjzOnz6FhQw+0bBVE3rv648umUqiRHpuN64dDcWbzFRTmlMCKiK/Gzdzh07oREWll18LNxR1tWnVCy+ZtYWttx9dLdJ19AxuYWZlCKpZDnC9BzM0kFOeJYWJmDAsbs2p3uOsCDRq4IvxuBIqKiuHu4QaRSD871Tp/x1QKBS8gVCycQgWoBSwzNQX/LFuCd998A7v3n0ZpdfwWyDYlRYXYdeQEAvu+BpGJFouRXIZTB/fim6nj8dH0ecjNK+TL1UolEm9fxOpdt+Dh4YEzG3/B5Mmfk0q1mD+eqqC+YXfDwtCmbVsYEPF3Zd8GHD5xHQEB/gjZ8RPGTP8dcoWKHl7NQ3aamxqHGbOn40JYCnmWHv8j9MWWSWXw8fGGQlqMNbOnwMDUFu6ONvhq0jjsO3btEf87WlF6teuGhtIkxMUScacqs4AyGIyng9YrFy9cIu+aGk2aBuhtQ/uk0PPOTSvAhd03cHDNGVw7fAdGQiN4BrmjaVdfuHg6aLasGoGxAM6NHRDYyQeeLTz44dGQ0xE48tc5nN54GTnJ+Y+tu+sKZmamaN+hLdLS0hEfl/BI/a0v6LRo49RK3D25EW+NfQ/F0rqViqImcHJ1w+h3JqN7I29w1QzXUVqqQlpyAu7ekuH9IUFaLVtCoTF6DhyKiZ/Mhw1nAI78R1EQ8bx99qcIzSmFT0ATvD9rAUrCLmHrsVtEoFT+AtCX4+SJk/D3L6t06TDlpZ3HsetsDCwsbeHTvA/iL21GCbnH5b9Vc3BEdJXg71mLkU96rdWpoOjxbtq0CR07dYSpqSmKM6JxOCIVEQkZaOzlA/cGJjiw+wg/RPEwFlbWaNcvAPP/voCiYqmmlMFgPA3JycmIjo7lrSTU0qatvqprlJJ6JeRUBHb/cgxX9ocgKzkXDZs0QPMe/nD3c4GQCLEnxdTCBK7ejkS8efP7yEsvxPVjYdi3+iSuHrrDD7/WB7y9vNCocUNcunwVJSX6GXBXp0VbcWY0lq/bg/ZD3oHpUzyodRlaeZkQAUQX6hPGV2XV0DtKmQTJwXtg6OcBB3sbTWlFjAQCiIhYMSbija8kNfsVmIjQZuLHeKtzQxiScmNTS4jIyvAcBahmpIKofHkQGo2aBnrs1asnP7RhYmaGD1b+hC1rPiW/ASSmxcLdvQ2szGp+eJRWgBEnt6LHJx/BzUpAjpuWao7vgWN+EHq8qalpRGT6wdjYGE4+7bDu3/8wamgvKJUKFGQXwqdzb60+hAZGQgS16w9B9HakpWdqShkMxpNCc2kePHCU7+h16tShzg+L0roqMzEXa+fsxLG1wchKyoW5jRl6vdkBXi08eOFl8AxhmWjdSv3f6L5a9QmEtYMl7x93dutVbP3hIP979BjqMuYW5qRe9+UNByEhdzSl+oXOijbakCYcWofRny7BR2O6Q8REW6XQ15h/l6vxPktKinH0RhoCG7et9jUtlzTGJibo+8Y4vPVab1IBkPtz4wgynL0xeWBTCAUG/AyvjZs24/r1G5pvlBEcfAEtW7bkhSDFgIhMMztnyBIv4rsFc3Hhbi5+XT2HVMoa8VlD0AkXhSnh2Bphj+ZejrzvniHKKiX6fOUX5GP1qtWIiIjky8o5fPgoRo16jbeyUejMUEdnJ+xf/zdmTfsQHn0/wEdvdCRi+dGjpRWjI7UICA0QH5f+iCBkMBiPh1q779wOJcJNhqCgZrB3sNesqXvwYi0hF6c3X8GWhft58WRqIUJAR2+06B34XGZ8WtpbIKinP/kNT5hbiXi/ufVzd+Pkf5fI31l8DLi6Co1Q4OnlycdtS0/P0JTqDzor2mjj13T8t+jeojFMBDptEKxl6IBi2QzP6iAuKkR2ZiwcWzTRKjoeB3Vcpb+VlZqKdXtCMGP2F/Br5AK1So3jx0/h6JEjWL9+Hd9LpoJFIpHg0KFD6Nqta4Vp+tRp36PNUHz22efo5W+BJUuWoVhcg6m0yH4UUimObD2J6f/rSQQbPW56tcrOmUYT37ljN44cPYY9e/bw4TsoVHju2LGDj6T9YM/emPT2X333fcz+aj6Sbp7G9p2nK/XBM7V2QjcrY4TcugGpvH4MOzAYNUlOTi7uhkfCzs4Obdq21pTWPYpySxC88zoO/3kGVw7cJiUGaNzcDc26+cKVdDSfZ8BzWo+7ejohoIM3PPxdYGxqjOtHQ0F96C7vD+FnndZFRCIT0hFoDhMTEz4lmr5lStBhS1spLn0/CPN/3ACpsm6bbGuC6oidUrUKGaRnkZMvRGdfO01p5VAx+DAc6QEX52bjv9/+wdCJ09C7nRcycwtgQMTcsGGD8d577+HWrRDExsbyvWVqxerVsyefB65cWMrp7NWwO8jKzoOVjS169O+G4ON7SCUdx3+nJqBWtsyQoziRx+HEiaPYfeAI0nOKcO3SeYRGplFzH94aOxpTP5iCw4cPIzExkfw2h0uXLmPGjE95Kxt/vOS6Fubl4U5IGB993K2RJzp6u+Gn1X+gsESudfIHrQzatTbBofMxRLQy0cZgPAl05nZMdCwfU6tL1058I1vXUMqUuH0qAvtXncLFPTd5S1ujJg34SQZ0ZqjI/AWdM6niTC1FvM9ck84+cPNxRmF2MS6RY9q/+hRuHA0j9XXd8yd3c3NFUItmvBvM3bt3NaX6gY6KNg7y/GQs2RSD7UdvoLhIoilnPAgValTklBKBS8XD44Qbp5IjL+wwigzc4OFctWijorlUreb3TWOT8b9FPpcU5uLg6vlo2m8oWnpZIy3sAvZeSyXfMODFSrNmTdG6TRusWbMGJSUlWLlyJTp36VLB/0talIMvZkzG2k07eaFEH0Pq1F82Q7iGepZERLq2GYQfZryFfv37oUf3rhAJDODbvB28GzlAQI6HHm+Hjh34ALl79+1DUVEhdu/Zy/uylVsF6dFdPnwAUz/+DAlpufTCkEUNmZr+hPZjNSD7dmvaGiVJ0XyoEAaDUX3ySCfp6rXraNo0EO7u7prSukN+ZiH2/3YKx/4NRvztFBibkk7ewGa8hY36nNUGdAiW/rZ364Zo3t2P/zs5IgOnN13Gzp+OIiM++7Htiz5BR4w6dmzPt59RUTEoLCyLkKAP6KRoow9HZkQIuKAW4GLP4kAIc+jWRmFuLpISE5AuLUFGdjoSEpIgl1feK6IhO7LiYsDZufLDfZWhksuRHJ+AuMRoFCmLEZeQiPSMLN4J//y6+Vi49Ty++XwqXn31FUyZvQydG5veEzA0ftmI4cNx6dIlcjwJ6NmrN+zsbPmXpByBiTlcLZ3RpEkAMrKycPZSJLz8WyOoqXelQuhJMTAwhNBEBDt7e5gaC5GfnUPElDHE4hJIJNJ7FjJqUXvllVdwYP9+nDlzFoMGDuQdnx88Xj9fF7g07AROKeED7oZFX8Prb4yHhZkxPyHjYajPnoF7D5iAXLesfE0pg8F4HLQRvXkjBCbGxvDz9+XjQ9YFaKc0L60Al/fdwt+ztiP6WgIvlKh1q+PQFjC11Fj2axl6DNTfrXmPAPi3b8wfY2pUJjZ8sw/nt19DfkYh7wpTF6CTzAYPGYiM9EzcDYsg90g/zksng+vSIbhjOw/gldffRPiF7YiTeGFE32b3AqLSmR8F+fmkR5bP+yjl5eTCUCDgrSc0yn5xcSEy0tIglql4awoVAmq1ig8Wm5mRjsJiMXkYjcj2NJp/7b8oTwtNRZVNrkFAh45EAPnQN44XSJWlpJKKxdj79y4kO/hi7LBuMBFqz6BAK848cv04E1P0eqk3zElPUGgsgo21JSB0Rte+fdGnTx/07t0bAwYORpMAb4hMjPnvUrFjbW3ND5HSHsw7b/8P5uZmFSokI4Ex2vfsgZzMNFy+fAHujQMwcfJEfjarNhH0rNCAwBnZuejSewA8nSxhbmUHa/LM03tPj5eGEzh27AQRczKMHTuGF23lx0v/NXdwQ6dmjgi5fRuxsTHoNXwsRg7sSERbZbNdDaCQKbB/6zY07jAALfzrnrWAwXgexJPO4vlzF9CseRM0a9ak2lledJniXDFpx2JwauMl3L0YSzqTQrj5OvPZDGydrTRb6Ra0brS0s4CdK6mTiXCTieVIDEtDwp0U0j6QzrmVCKLnMNv/RWNubo6c3FykpqSiYUN33uig6+heGiuOg1wmxW+zP8b4uQux4pMp2JlkhEO7/4WLddk4f15mBr6Y+A5ulKjQ17Uhsg2KYdWgB76Z/z/k3T2MGcuP4I1XBuPyoW1QNxmPb97vgezoS/hgwR94c9QoGKVdx9araVj20xI0sLciDx6/23tQ3y/qZC4kSlxAHlgKFZI05RKl/EGlxhqBgKZEMuDXU7HDm5Af2CEVBQ9abSjl21YZDJfsg6ZbqklRmZeViU/H/g9Sv274e+lMmGkJrFsT0Jyd169fR0jIbbz33ruPnH85tGdTnnC9NitnOilh9+49RGoZYOTLI7QeS/nwMB0qpkOnlZ1TOdnJ8Rg7YgiGfvQrPhjfS1PKYDAqg05a2rplB/8+jhgxFI5Ojpo1+gm1SMWFpODmsTCkRmfysdDc/V3g4G4HK3v9yZaiVpVCUiTlZ5hmJeaQTrcRXLwcENQzAIGd6ehI1XWhLkPrddpROHb0JLy8PdGvX2/NGt1F50QbRwRT1s1d+H6/Bb6f3ReRuxbg9a8P4te1G9Cvo79mIw4xdy7gnVenoOdXq9FdEIMEsS2GD2iCL9+fBK8JS/HZ8KaQRO5B17F/YNuuDeAST2D+rwcxd9ESeLvbYMXoFsju/wvm/q8vTB+yOGUkhOPLb//BN4vmooGDRVlZUjy2/vo1ElSeaNPWh/Q8ipCeYYDpn4zj1XlRWiS2bjsCibQYChMLWBJ9WRRTiDdnTIKHmzO/j3LysjOwbe2/SCfitAz69pYLuLI3mQ7vdXppPPq3bch/rgky05IxfuxYNOk6FN9/Oa1SS9uzwgscjTDVh9hK5cdLBSQ1mdcExTmpGDu8H3q8sRjTPxyiKWUwGJVx7mwwrly5hh49uvIzRvXZikOD19Kk7jQOmrhIwsdE823buCx1lMYQoG/Q0CQl+RLE8vlMC2FuZQorJysMerc7nBrpb0gWhUKJ48dOIDIyGqPHvA5nZyfNGt1E554eOnPo5PajMG0owuUrl5Ao8IF9SRbmHUilWq0M8jIbGAhgZOGMQUHu6PnKG/jf/waiJO4ArkaJweWE49DBIzgTmYdGZHN5cTEatxuG5csWQlaQhkOHjyBTqcKNbAFUpRUrBrVShgv/LMbtqDTIpWVhICj2zi4wys6HU5sBGPXaKLz55luQhSzDlgvxKMhKwsrv5iOwa29M/vQzfDx1Cob37Y5rRk6wtnk0gK2NvRMmTPsEc2bN0SyfP/T35/h85iz0bOlWo+m7aDYEai00NTbRBJl9PtDKllqr9CUYZvnx1pRg46ENDnm71HIpLwoZDEblZGVmITY2DqamIrRoqT1Ti65Ds9KUFEhwae9NrPtqFxJCU6Ek7YxfW9LRH9CMt67pq2Cj0GOneU/pRAV6TmpyvtmJOdiy6CDObrnKzzotm1imX1C/yVatW8LCwhz79h3gR4p0GZ17gqjD5jmJLQZ4k0afNKS2Dm4YMsgXSZuXITWPCDLNM0F92fjGVkDEGxEH1J9NJMuF3MAaHZo3Qdt2bdGu01Cs3PU3fDydkRFyCO+9/zFuhcegsW8gvFzMedsW/b0HH7TkiFhYdhiHzjaFKBaXaEpJGyzNwrlUOVp62/I+demJEYhQtkXfQGtsWvAV8p1eQtvm/nzDTx8CGspiUj9PmGgJYEsnBOTl5vJO7TQPWlpaWsWFlGeQSuzw8VM4eCVG862KUKsQHUZ4eKGitzKRUKpWglMp4GBpXanvGP0u3Ye2fT/vhf6uNu5Z7sg580OU/EItY7RMMyStBfodbb9TU0tV15pORjAUmqKgOEMvKzIG40VBG8nbd0L5/MRDhw3Wm87ePcjrLSZiLexCDJ966uzWa3yxq5cTOg5pwQ+J1iUEQiO4+TkjiIi3Br7OKFWpcflACPb9ehIhJ8P5hPT6houLM3x8vVFUWIw7d8Iqrdd1AZ0aHlUTQZEbfwX/bo3E9Fnjed8hKjSCd6/H29O+wrx1wXize0N+QkLMnUt473/zsGTdP2jTtAEv4NLjbuPDN9/FgPl/4p3+TXljR0JULGztrLFm/mScSg3C1v8+42f9/fN+M2zx+BFTOtuif9f2MDMxglxciENr16PDsKH4c+4HaDNhIQZ3a8EfW3bEZYyd8Q+mTn8LTsZS/Pv7Bgx971N0aGSEt8ZMwDvfrcPL3Xx4fzUFadDVSgV5uI0hICLO6KEx/8L8HOz+bwNyKhEpFHo+LbqPQu9Wblp7nceOHcPixYt5YULhHzHyoNF4aFu2bLkXzf9BUhMiMe6tcRgyaio+mjrmkeOiUL+SUaNG8f++SOg50mOngW0fDMJLX57cjDRE3Q2HkoifUiLW6cLfXB5D+Pr5wN29QQXfCirsdu3ahVWrVmlKahb+/rRsiR8WLdLayJTkZ2H8q4Pg33kMvpn3Ee/7yGAwHiU5KQUHDx7mA1r36durVv1bnxTq7xV7MxGh56ORcDuF91uj/l4unk6wcjDXa3+v6pKfWYSshBxkp+Tz1kaf1g3h186Tn2hhbKo/Apy2eZs3bSfPnyEGD3kJDg7VS8r/otEZ0UYtKGlxEfhr7njkeIzDN1+9CxsLU8glRbgbvBf/m/oF2gyfji8/eA1uLva4c3YPPpyxGl/+uBSd2/rC1sYKpUoZjq1ZhF+P5eC3NfNgTN6XHd99jdfmfoMtS77Dnpv5WLdhKST5qfjktVeR02sWBgUYYsq4t2BlYoDIg3/hvzQP9HQqxvb1y+EzZiU+e6Ulf3yntv2FdVG2WDZ9MEygQPKuz/D1eRt8PWEgJr2/Fmu2L4RnIxekxYZi3aZtKJSWIrBdD7w1vI9WcVQdSiRSXhyYmz4anoOKNSpoHu4R0O1pRaFN6JWLtqGvT8WHH2gXbXR/5ft+0dBj1lZhK+RySMkLxZ+vxufvHuSjqakZTEw0eVIfgG5PxdvzorLjpZTkZ5aJti5v4Zu5TLQxGNqgdc3+fYeQk5ODgYMGwNVVf6xS1KJ05K9zfAyzolwxLO3M0aSzN0zMTHhrVL2BNBU07VVBVhGSI9P5TAqWtuZwD3RFl5Gt4ejx+EDuukJ8XAJ2796L9u3bokPH9hUMCLqCzoT8UCnkiA+9CaFnR3i6W0Nl4Q4XWxHkObEITSpCl1794edhjVyxAs5EoCUmZqB11zYoVRXDSGAGJ0c7PpREo5Yd0dbPEhduhCIzMwNdXn8bro62CGzfDr7uFohIyoRMYYgJH0yCp3Ex2rfpBHdnGyIKpDgfHIORA9vD0ckOCXdvIM62Owa3cOKtZ5f/nEF+bzD8fBvCkFMj6eJeXM5wxZBeTXD48HH0GNQXDnZWMLe0gZMkAiu35OHLz96EpfnTX9v0jEwUKwBby0f3US7OtC3aBBulpLiQnyXpHdAaHdq3INs+ul1V+30RizaoMKKJ8WnuUhERsBUWUl4+g/dhXsS5VIZCWoxdm9aicZO+6Na1RaX3hMGozyQlJuP8+Qto3rwpAgP9q3yndAHaEZRLFLh5PBx7fz2B7KQ8lKo5+LVtzPt50VRQ+uy39lSQqo2es5mVKZ96S2gs4K1v9NqEnoviu9kORLgZESGr6/WglZUl8vMLEEfEm4eHOz/6o2vozvAotaKQhQ+DQRtbstAbzFtXNAuFltH/qM2FlvEPgWb7Mkg5HUbTrCtfHtwHhW5OP9LZqnGhl3F0/WIUt/wUn7zZFZlhJ/Dtwh9xy+Il/DfnZaSFX8SPsxag+5RP4eVmC0l+Li5dvIoPv1wATxdrbFr8LW6pG2DMyz1hpirC7m17EOHUH2umdIPpM4TVKPeFqqmwHxmpiRg7dixa9xiBb7/4mE+gzng+FOemYexwIthe+RafTBvJP4MMBuM+dDhq3b8beFeOIUMG6nxSeCrW4m8nI+RUBBJC0yAQGsK+gS0aNnHlBQvjPjRESHJEOvLSi6BSKGFP2s2OQ1uiUdMGMLfR7VhoiYlJOHDgMHx9fNCnb0+d60joXpy2FwwVctT/TE4WA0NjmIqMyWc5ZHIl7ztlKjJBqUoJmULFW3zoeHe5WDQxoUFYyxxpaeDeO6Fh8PPzhZ2tHQyFxjAmoqgm46w9jExcgvjIMEQnpcPM2hFtWjaDjQ2NO6f9N3My0jBx7Dh4tOuPJfM/gUjLJImngVoiJeRY7oZcR2aBFK7ujdEkwIe/lroOvZcKmQx3b11DSm4hP/GlZXN/mJlWzIrwpBRkJmPM8JfQb+IyTJvYV1PKYDAodFj07NnzuH7tJrp174p27XQ3xAcd+ou7mYS4Oym4cyaSL6NDfnSxb/BodABGGWpy3QpzSpAem8n/S61xXkEe/BBy4+YeEBjrptGAtufnz1/EnduhGPnyMDRs6KFZoxvUMzvuo9CKQmBsAnNzS9JQl0V4FhiLYGFpCStLC97J3MTUDNbWVvyUYNorpHHZ6L9UkJWJNxM4ODqiR4/uaNCgAczMzXhB9DwFGw0lEX79Av47nwXPxg1xauPP+GzWdygqKY/99ihCgRAeQhHSC5RQ11wkEUhLCrHvh8mIz+Xg5+uJfxd+jBUbjt+zFOoySnId9y3/CqcjxWjetAm2L/gYf/53DNJnSZJMhCBNsiyXASasB85gPEJGRiaiImPg7OyIFi2a66xgo35aNP/msXXBfPJ0mgkgsKM3fFo3YoLtMdDhUDtXa35SAh06NjE1RvilWBz79wIO/3kWOSl5mi11CxoBgua9tSQa4OiR41WmhqwN6r1oqylopUMtcS/KlCqXiLFtwddIKipFYy8fvDruHaRdOYltZ6M0WzyKsVAAf1cjpBcq+HAZNYVCXIh/L2fjREQuHOztYNfAFcd3r+ezB+g6dAJM8N0IRIVeQwM3d/Ky2uKfVf9CLJXxw+dPAx26LykphlTOwc1B99OiMBgvEhou53bIHT7Ex8CBA/hJRLoGtcBHXonH2s934NqhO3wqKuq31rpfMzi429aviQbPCE3bRa9ZUE9/eLbw4POXhgVHY8OCfbi8P4QP26Rr0AC7/gF+KCws4jP76BJMtOkphkITtBz+Cka0dICxiQlEFvYwIRVNeG7lYUSoOdrT1xylyel8rLmawtTGEcuW/oDPX+8EBemVqPKT0aD54OdqaawpqJX14y+WYOrEMZASIZybmAaXrsP5XKpP3fknYjUv7jJKIOJ9HhkMRhlUDCUnpyAhIRGtWrXQOT82mmOTBsX9a+Z27FlxnO/c0mj/nYa34uOt6ahBUC+g6a8aBrii47CWcG7sAJVcjXPbrmH93N2IuZEIabGM9nh1hjZtWvIjbHSYlM5u1hWYaNNTTMwtMOK9qRgxsCPI04/cqIvIcvDEhG6Vj78bCoSw8OwEgSwNBaQHUVOYmJrDp1lzZN68hBU/LUWx3QDMn9L/qUOdvEhoLL1GPv6QZcVj5U+LEG7ZEys+7ftMvX+uVAUuNRilJk1hb1d//UUZjIehQ03UykaHoIKCmmtKax86eS01KgOnN17GnuXHkZ9ZCDsXGwR08OKHQ03MdN8/V1+gkzZoDDf/Dp6wdbLi47vtX3UKp8i1jw9N4WPf6QI0MkHfvr1QXFyM0Dt3eQuxLsBEm55Ch2P5tEtcKXKyMrHlSBje/YjObq2852ooMIGzXwc4CLJxO7Hm/Alo75kOJTbt0w9jx78Nw9wIHDpwBkodefmqpmxWcdN2HfHm2LfhJE3Art3BfONCy58Gmikh7EYaPFp5wewZQr4wGHWNhPgEJCYmI7BJAOzsdaNDQ+OtHfs3GIf/PIeQU+H80Kd/e09+obMeDfRgxEDfMBIYwoFcW9+2jTRBeI1x+0wEjq8N5nO25qcXarasXRo2agh/f39EREQhNTVdU1q7MNGmx9BZm4W5OVi36h8MGPcxhnf1RVbR/XypD0OT0Ns72MHOSYTQsIynFiUPI5dKkRCbwIvCxl7e6NWmKX75dRUKiiufFKErqJQqJJKGhOagbezth2Gvv4Y1v85DREIWlOqnuz6ykhKcjVZhVLdmMNejiOAMxvNELpfjyJHjcHJyRBMi2ioLTP2iUKvUuH44FBu+3oObx+8iOyUPXi0aokXvQDh52EP4DOGaGNWDijU6/Nysmy88gzz4Waa3z0Ri6+JD5N7cgVJeubvPi4D6qLduUxZgPyIiUiesbUy06THighyc+ucH9Bn/Hrq3cEVu1AXsvJGtWasdUwsbNHNvgpzoyzWSjJ4Kv6jLFzHuzbE4fCIE6lI1jAxKoaa+bUrdtrRxXCkSI25j4mujsGLzJd6dQiAQ8pMTZEr1U4taWX4SkpQSePj5s1h4DAaBhvgIDr7Iv1M0iK61de35elIhkJWUh22LD+Pkxou8pY3OBO08vDU8Al3LJhkw49oLg/oJGouEaNSkAVr2DuBj3xXlFOPUpivY+dMRpERl8OnBagt7ezs0D2qKu2HhOmFtY6JNT1FIirDvp3cw5++D+N+owejUpTvGTl+O3o8JKWNqZobefX1xLSYZJZJnfxHoMK2Tqw0srL3h2dAK+fl5uHHnBFp3/n979wEfVZW2AfxJ78mk94QAIfTee1EUsWFfVFRsi+1be0EUKyiW1VVYBWysKCyKLkhRpPcOAUJPAiG9ZybJtOS778kEQ5MQAszI8/d3DblzM3OTzOQ+c8p7rkOgnRdRlCLNIZGxiGvWHgPbh6CkuAjb5r6HwM4PoFV8KNwaUNm8Wgut+/ekaoE4CS0SIm17iS5vGRnHkLJnH6KiIlXX6KUgY6UyD+ZizY9bMOOVuTiakomAED+07NUMbfokOtQ6mX9VvoE1S4G17NEM/sE+yNiXjdkTF2DV7E3a7ysLZtPFb3mTpayk/mpoaIiqLVhZeeberIvhsi+u66jMxkrs374dhSapISNvC6UQsD/atGv5p0VtpUv1WOp+THzyIQx7dgqG92tju6XhLMYKZB85iLVbdyM/JxtJbTujc+dO0AX4qXdR9sxqMSM/Iw3rtibj2JEj2rm3RcfO3aDz923QeqHmCgO+HXcHjkXejn+MuRU+3h62W4guT3KR+33JMjUuaOSdt1+S9UUNJRVY//M2pO/ORO7RQvjqvFSrmi7Un5MM7JSsQJGfUYSctHyUFeoRFKlDUvemaD8oCbowf9tRF4e0FG/duh2rV61F126d0adPL9VgcSkwtDko6dqzWE7swpP+dxkncrYnk744Hz9Mfh+rC2Iw5d0xcD3ftfK0c7BYrWoAvpyPnIOrm1udpcXsWbWqE2TWzl26RZ21c5eCyg2tt5e/fyOe+L+3Mfb999GqZVOHKHtCdKHI34OUlL1Y8tsyNTboYl/s5LWdvHK/qrVWcKwYLm7OiG8djdD4IFXsleybzOqV7uzMgzk4pm0yhiUg1A/dhrVHh8EXt8VWxmTO+GamCnAjbrpBtbxdCuwedVAyqUDChcwgrd2kGbc+fxC9vP3Q/6orUZa8AgVFZba950F7THlsmSItK0XIuThGYBNOKqjJqhbSdSwfGxrYZLmz9ctXISBpIMLCQxnY6LJXUVGB/fsPan8XPNGh/cVb+UDCWu6RAvz4wa/49cvVyDtaiMAIfzXJIKZlBAObg5CZu9Jt3aRdDDoNaQ3/EF8UZpXgt69X4+uXf1RlWmRCycUg14Zh11wFvd6ADes3qklsl4LL0888P97Pl2UJLifOzi5w9QyAS+kezNsJDOyR6EAhy34VZ2dg1hcz8eATDyAqKlytU0t0OZMZd9u37UTv3j0RGxdzwUObhLXMQ7lIWXsICz5bgcLsEvjqvNWal007xqkB7+SYZGUFmaQgS4mVl1airECPA5vTVTeql68HfAK8Lvjzy8/PF6WlZWqMphSG1ul0F+2NSC1eVS5H2pPMS3vy9RkxGtnLpyInv/EK7V6upJVt88/fIqzrjYiMioA7l7mhy5zBYMDGDZvVGLaEpk0a3IJdX8V5Zdi0MBnzPl2KFbM2qhaahLYxaNu/BcITLk1XFjUumdkrqym07ZuoWt+kJW7jgp1YOHWlGrMoS2RdSBLQunbtrIYA7UrefUkmJbCl7TLl7OIKD09PJCXG46WZe3Cj9iJgy1ADVVcj9+hh/P77Foy872YEBgeya5QuazKWbclvS5GXl48ePbohJib6grZIyDqhS2esxd71h2AqNyGmRTiadohFUESAWj6J/lpc3V3hF+iDgDB/Vag361AeMvblqLFv8jSTFjnnC3Q9k25SqdeWnLwHERHhqiTIxcTQdhlz0YKbry4ILgd/Q6HJB/HxsrYew8a5sphN+GTiR7hh9GiER4bDXfuDQnQ5y8zMwqqVa9TajYMGD1AtE42uGtAXl+PLl37AzuX7UJxbCl24Pzpf2UatZOCmvQ759+yvS3630t0dGB6gVleQLtPs1Hyk7z6Go3sy0bxT/AUpkCwtxr5+fsjJzVXrknbp0umCtyLXxdB2GZMnvczyTGjVAUcy9UiID+UfuQYoLchDUvvOiI6NgKcXS3zQ5U0mH/y6+HcYystx44jr4e/vZ7ulcUgrnixztH7+diyauhLlZRXw8vNCi64JaNIumi1rlyEJb6GxQfDWngey6H9hZgm2/rpbzTz1C/JRKy80Zu+HtLZVVhqRnnYE1qqqC96SXBdLfhARUaOQcgi7d6dg5YpVaNe+Lfr372u7pXEYisuxZ+1BpKw/jJzUPHj6eiAyIQwhMYHq30QV+krkphWoenwVZZVqPKMs/N+ufwu1WH1jkTcn8+cvQuaxTNx62whERUXZbrmw2NJGRESNoqSkFOvWrlfliK4YMghu7o0zW1NWM9i1ch/Wzt2G7ctSUF5SgdhWUWjSNloFNhnjRCSkW9w/xA+6MCnu7oT8jEIc2Z2livRKK21IbGCjtIrJc1y6/6WLVFZqiG8S36CC7OeKoY2IiBqFrHqwY0cy+vbrg6joyEa5OOoLDfjpoyXYsWwf8o4UqHVCW/dJRKgW1qTbi+hk8ryTLlNdeIAqxivj3TL356ilsGQps4iEUHj5edqObjg/Pz+YzCbsP3AQOl3ARSm4y+5RIiI6b+WGcnzxxTeIjY3GkCsGwdfX13bLuZNuVkNRBfasOYA1c7fCYrbCx98L0Unh6oJLdC6khS37cB6OaKFNFp+XQNd7RGckdUtQY96kdEhDSbFdWSlBSttcceW5P++LDRbklBhtn9WQVYqahZ++MY0tbUREdF6s1ios/X0ZSkpK0KVrZ7UwfENb2WSd0N2rD2DF9xuwS/vo6e2O6MQIJHSIuehrTtJfgzwXJZwFR+pUQJOxboe2HkFacoaq5+fl79ngVTKkm1S2HTuTERgYiPDwMNst9fP9umw8P/MgCvRmbEktU9vPW/Lg7+WKpuHeamXxuhjaiIjovKSnpWHFitVo1qwpunXvopa1O1eyzmTyiv3YtGCnmvknle6lVU2KqIbFBXPcGp03KQEi490CQn2l+Q0FWSVI25mBgowiuGq3Sdf7uZJA6OXtidycPKSlpaNlyyQtxNX/ubo9vQwFZRZMfbg1ruoQrLakSB+8Nz8dN3ULh8tJrYCspkpERA0mVeHXb9ikLl49e3ZXaw+fq4LMYvz8r9+xbOZ67N+cqoqmyrg1KZArRVSJGosU4/UP9kWzTnFqRqmMbTuwJR2Lp6/G92/NR2mB3nZk/fn7a8/XNq1QXl6BDes32PbWj2Qy2epGs+bSNVoNVGnB8mQMbURE1CAyVmjP7hTk5eajV+8eCDmXgdja9ai8tEK1qn0zbi72bTys1g5t2bOZupgGhPhesKr2RFLPT8Jbm76JSOwSD2OFCUf2ZmnPxZ/U0lhSOqS+5A1LYmJzNRFh8+ZtyMnJtd1ydlI/zkMLkjmlJuTatmnLjuHZ6+Lh6Xbq85/do0RE1CCFhUVqfVGpCH/1sKH1XvmgrNCAI3sy8cN7i7F/c5rq+oxqHoZWvZupCynRxSJvDPy051xIVM14N32RAak7jyJjXza8fD1VS1x9VlaQ536ALgApKXtRUlqGZs0S6jVMYEe6Hj9szMXeDAN+31Wotj3HDCittKJvUuAp3aMMbUREdM6sVit27tyNAwcOYMDA/oiIOPsAbGlJO7zjKNb/bzs2zN8Jq8WqxqvJwu7ykasZ0KXiZlsSy1fnrVqBc9IKsH/jYfUGQ8KcTII526oKMnNUiu6mHk5T5UDCws6+ytDmw2UoNpgx4/G2uKFrqNoGtg7EF8sz0SbWBxG6E4tGs+2ZiIjOWWlpGbZu2YamTRMQHx9r23tmsk7ofyctxOIvVmHfplQ1m6/DwJZq3Jo/u0LJDki+Cgz3R7OOsWoVBR+dj5ocs+SrNVj4+YqzdplKi3OfPr3g5eWJfXv3qdfI2cgyWEZzle2zGhLUgn3dkFl0YikQwVcJEdFfnMVarV0cTh3UfD5WrVoNFy1otWqVBG9vb9veU0mNteXfb8S0Z2YjdWcGKg0mtO7VTI0l8tF5w9WNrWtkX6S7Xlba6Di4JVp0bYLKcpNaPu3f//cdti3Zo1qMz8TT0xO9evdEevpRpKamqXGfZ+PqemJrnHyJu7bvdLXa2D1KRPQXZtHC2vWTtmPjwVJ0bx4Ab4/zD0mph1OxZvV6JCY2Q6dOHU87lk0W7k5LPoZF01Zi/6Y01YwRnRiORO0iKFXqz9ZtRGQPZIxlcFSgCmqqvtu2Izi6Nwuefh6qJe50bzq8vLxQVFiENC20NddeI7LA/JlIXba9xwyIC/HE0YJKta1IKVKtbzd3D1etf3UxtBER/YWtSilG8hE9fLWwFuTrhoSw8/t7bzAY8NtvS2GxWjF4yAAEBATYbqlhNVu1kJaK7b+nYNWczagorUR4fDCatItGZNNQtTYkkSORiQiBETLezUetM5p/rAj7NqZpb0wqVakOua0uKbYrXaUHDhyC0WREkybxZ3yTYq2u1t5YAUfyK49vTtp/z17X5JTAJriMFdmt+jQrX0hsCSBHJ3Webpi0A6MHRqmSAjIT7b4BUXB1adhzW16T69dvxIb1m1SJj+7du57wOinMKsG6n7epbtCyQj1CY4O0oBamFu92YTco/QWYK80ozivDsf05KM0vU63GLbonoMvQtmpsZi2j0Yhff/0dhw+n4pZbRiA6Osp2y/lhaCO7IxeG8vJy6PX6SxrcpEioj4/PnzZtE9kzWRqn97hN2DKhh2ptm7EqExNHJqolchoiP78Aixf9BrPZhLvuHnlCSYN1P23DpkXJqCitgKevJ5q0jdFCWyAnGNBfj3ZZkqXbsg7lqtnQwifAC1fc0xtJ3Zuqz0Vubj7+O/sHBAYG4NbbbjmnlRLOhKGN7I6UEliyZAl27Nihmphlu5gkKMomge3WW29FcHAwW93I4cj7nWlLM3A4txJv/605KoxWPP7VPjw0JBo9mp/YnfNnZPF2eU3Ka2DLlm3Ysnkbhl97NeLj49S4NWlxWP7dRhRmFakB3GHxwYhNilRrOhL91ck4t/TdmSg4VqQ+Dwjzww2PD4F/qJ9az1SWd0vZk4JBgwYgvkkcTCaTmrjTkKXeBEMb2R2LxYKpU6diwIABCA0NbfCTu6EksMnSPN9++y1GjhyJqKgohjZyOEV6M0ZN3o3BbQKh86kJUKv2FsHDzRmT7291ykLUJ5N6U6tXr8aB1KMwWQCXahOKCwvRtUsXDB4yEEf3ZOPApjS1uLuLm6zp6IOYxAjtYuXL1wtdVqTeYFFOKbIP5aEkvwxuHm5o07c52vZrAb8wH/wyfwH2pOxBtbMLCooNiI0MRlKLRAweNFDVczsXDG1kd2pD27BhwxAdHX3RQ5soKyvD9OnTcfvttyMyMpIXIXI4v+0swM9b8jCodZD2/K3ZZ7JUYdK8dCwb1wX+3n/+unpj4oeYvTod2VXhcHL3RlV5EbzyN+OeIV3Rp+VApG4/BkNJhSo6KqsZBIT4wdWd49bo8iVLYck4t4z9OdAXGhAWH6JmTH86bwrWpZajMrCt9lryQ7VJD3/9bvz9hq547NExau3S+uJgA2qQ2i7Ek7fGUjckyb8bazuT+hxD5CikJtu2ND2uaBuMm3uE4abuNdttvSLQqYkfpvyWIcNyzmj+/PmY/usB5IQNg1NMLyCsI5zjB6I88Q5M+Xk5Fs1ZAlOlGUndmqBdvxYIjtIxsNFlT7pDQ2OD0bpXc8S3iUbe0UK89/4kLNtTCmv7B+CeMAhuMd3g3nQgKprdig+/W6mGAZ0LtrTROZFgJmNcSktLYTabbXv/IPVpZDuf1jFpaZs2bRquvvpq1dIm06fPR22YlLEEct6nC5cy2UDGsMl5y+1saSNHtj+rHK//cBhPDY9H54QTu1+2pJbi2f8cwPznOp62Zps8/318/eFzy3dw8ji168Z0eCl6mQ/g1WefU+UPpMSHdA/J3wUi0oKV9p+8iaksN+LOp26H0/ApcPYOst36B6ecrejlnYyfvvvCtufsGNqo3mrDjgSfmTNnqhmedUmwiY2NxQ033KBmXjbUhQhtMpB63bp1WL9+/SkTG+S8mzVrhqFDh6rAydBGji7lmAHLdhfhtl7hCPE78fVjtFTh7bmpGHNlzCnrGgqZtd25/3AUd33dtudEloKD8Nk0FSPb3IjqP22vI7p8yTWj0JCPH1N+gcuN/7btPVF12TG4bf8UmSlrbHvOjqHNAanwJEFE21y0ANKQQCH3UV1dpQJSdbX2rsDNFc7a/fzZfdWGn+XLl6s/7P369dP2ae+yrdp5uLqqqugeWliTVqvTVUivr/qENjkXeWevfVAlBeTcT6fm+6xW5ztlyhTcfffd8Pb2gsVsVl1Irq5u6mfo5u6mlh+R85bjGdrociUTEBLb9YBp8L9se05kztmFxJyFeOaOv8NsMmuvQwludcKb/B2xffxztV9zrq+tOo91Jmc45E+/sh53e0E5+p8YO/n5Hf8xnvDzPPMPV93SgL/vtV9x/NuWa03NP7TNSbsmuqCkrAhjP30NriO+VNeqk1kKDyP48Awc2LrUtufsGNociAogVVYYKytgMJQjt9iAhIQEeLpK2LIdVA/qfqwWGLRgciQtFQarK2LjmyBY5ws37Yl2uvuqG34++OADPPLII/D1ckN+TiYy8/XwD41ETEQofLw8zhr+zuZsoa3m52BBfnYWis3uiIsOhecZCnfKsXJ/a9euRU5ODm666SZYjHqkHTqMkgoLQqLjERGsg6eHm3beEoBrvoahjS5X8vwfft2NWOdyFdzC29j21pEyC58/MxxDhwzWXod1L1TCFtiIHEljPGlPCmVyzbBq1+uOXbqiMOkhuEV3sd3yB+Oen/DElSF449Wxtj1nx9DmQKRlzFxhQMrGJVi4fB1+2mHC/2a8jxCfM7c0nY78UTaU5GPFjzNwFOHwRhnSsywY+eA9SAj1Pe191YYf6V7Mzc3BtcOvwb4VszF3WwmaRXpg5eJV6HXvs7htQBt4u7udNvjV15+HNglsVSgvzcZXE17G9pAbMGHMNQjxPX13rLTGybI7kydPxv33j0agzh/Lv/0n1hvCEO9WhFkL9+KlCa+hY4IW/Nxd1WuXoY0ud0VFRYhv1x9uvZ6BS0CsXIG0F0YVnPJ3YVjUMXz41osIDOR1g+hsUlJS0Ln3lfAa+Apcg5sffy1ZC/YjJOMHzPnyn2jXtq3t6LOz+9mjFpMJJmMlLH+yqv5lxdkZXgFhuLp7PMz6ai1g2fafk2qU5KXjl5wIXK2Fr+uvux6dw4qxfNPRmnfOWmip3dTRtn9Lt8m8efPQr19/7TSqsHb5fBwqqsIV14xAl9hyzPvvjyirPHVyQmOSU7KYKpGybjWWbt8Ls/ZO5qQ3OMfJOUto2717N+Lj46EL0KHKWIaFs+ai2BiDEbffibjM1Zg2dxcqL/B5EzkSCWS/zpmKHliOyMJf4Zu9DAlFCzCqZR5effYRBjaiemrVqhV+mDkVbfXz4Ln3a5j3/AD3lK/R3fIbJk986ZwCm7Dr0FZtNWPv6h8x+r4xKKsw2fZevpycnOHm4Y34xJaqxtL5dES4OLkgf/kX+Oz7xTh8NBNpeSY0bRGp3gXIuDUpLiuzQ2uDm7R+yTuGttoTTP5gu7h64cYHx+Op+26Es6kEObkWNE3qBu9GWKbjTFR41J4Thdkp2JJdjf5t4uDqWtMtKmssyuxQmRwh51973vJ9rFixQo2/U+PuvALx+Hsf4b4RHWAozkK6yQs9+rWACxexJjpBz5498f30j/CvJ6/FxHs6Ytr4e/Hma+OQkNDEdgQR1cc1w4Zh1jef482HrsCLI5ph4pih+GraFAwZMth2RP3ZdWgzFBzFx5/PQOKAkarriiRTOdWMvbJ93jBO0IXH4YGRg7Dw0xdx35h/wBTXH50iPbSwU6W6RmbPno2dO3eqlirZZPHbuXPnqoK3MlhfAmRofEu4FuzAe2+8hrTIoXjkzt6239OZ2r7Oh9xnNYwVRVi3YrNarFoCovo5aDeZtcC2b98+fP755ygpKZG9KrwdOHBAjfsLCwtT++S845I6IX/L93j15Uno8thYXNvCT7svLfxdiNMmcmBS9LN/v7647Zab0K5dO67DS9RAMsxm1Ki78dwzT+Kuu+5CeHi47ZZzY7ehTVpKDv8yFTc8PgkvjB4CL4a2xqMFM4O+BFv3lWPcBx/jqqQgfP3xW5i3LhVGkxmbN2/G3r171aoE0nolrWypqamIiYlRrWw147uqYbWY0azzVXj57ffRtnwN3pr8E0oNlRcs+1SZLdi1dBmMsd0QESAhy6pmgVrMJnV+GzZsUEtPSXiToCmtbMuWLUPfvn3r1I3Tgp+5Ct2HP4i3330Dad++g2+WH0ZphUm7hamNiIjsl92GNgkGbe95E8N6Jqm18kgj3YOyyT9t/2+IaksFMjbOhmv3a3DV0Kvx6sef4/V7e2DRytWocnHDFVdcoUpjSEubtFRJcJO6bDIov7bGmcVkwJoFc7EvuwzuPjq00d6Fb1v8P+zJLJVM2Pi0b9Vq1mPRogX4ZcYneP6Fsfh2xV4k/zINH8xZj6i4prj55ptV9+1PP2nhsbQUR44cQYsWLY63ssmdWCpK8MvsOcjTW+EXEoWhvUIw66tPoa+sgKpcQEREZKfsuqVt86Tr8MaHM1Fp5iQEoWKa9nOxWEywWuRnUjOjU+qN1Y7hqh8ndbyzU01LlZOLB5p36IqkqBBIPpbuT2lVGz58OD777DNkZ2cjJCQEOp3ueCubqTwdH749CV/OWoXy8kqUVJbAPSQYQT6ecveNT3tcVy8dXvhoGj6fPBn/fG8SrmvXHO2ufwhP3toLPh6uqivn6aefVq1rMv7uxx9/RNeuXW3dudpJad9z0f6VGDv+JczYnIeKykoU5uciPCQG7i7nVjaFiIjoYnN5+pnnx/v5etk+tRfVMBZn4Nkn38PyPB3+dl1f+Hg1vML+X0cVKkrzMOOdx/HRd6u1wJGOTWuWoiqmF9rEBNS/7IezK7yCErDlq4mYs2YvDiSvw28pZjz+4O0I8nZXAUeCTmhoKD7++GP4+flh1KhR8Pb2VrfJfy5uOsQFGLF55y4cO7QNcxcl49Fxb6JnUjjcXBpW8LeWdG1u3boVzZs3V0FMzkXIfTo7O2mBNQ//HP8K5m9KQfaBZByyRGFAp6bwcHNRBXJl5QNpaevWrZtqeav9ekmTXlpAC6jIwL6D6di7dj7+l+yjfY+vIjooAK7afdeet7Qubtu2TX29fP/n8/0QERE1Brus0yaD4TM2LsDDEyfj4LYcvPL1bNw1oJnt1suXak3TfjYWq6zzV60FCdlXv9UM6qpplauGxWTUwk0JjFVuCAoMgLsWeureg9QqmzhxoiqXcd9996l6aTWPIS17cipWVOhLUVRWCV1QMLw9JfDVfO35hJw/r9MmM0WrtOAmKznUfC6TC2pa02omH2zatAkvvPACvv/+e0RERNiOqWldFHLe+pJ8FJc7ISQkEJ62unK15yzHsU4bERHZG7vsHpUxUevXHcDrz49F60g95s3fBLPVdoXWyAW7rKQEBfkF0OsNKCwoRGWlUQUZGRxv0JchLzcXhYXFMJktqhyEfI3etj9f+zpDeSWsVQ7Y7aoFFFl6Sdb2dHNz1z5KJf9zCxQ1R8uCtp4ICglHZFiQaqWS/RJOagOKLKD+zDPP4I477jgpOElbm5yKC7z9A7VgFalaQmtP40IHHHl0+RnIOckmZT9qH1LCW+fOnTFr1izVUihOPh85b7/AcMRGh8HLw1YI+AKfMxER0fmyw9BWDYvZiKz0PWiW2AKdEtvg4Jb/odDwR/HTkoJ8vHz/vbhx5N344B8v4KV/PIa33p4BY2UlcpIX47EnX8KSJb/j3bFPYcKXa2AyWZB1YBMeePQp/PLrciz45mOMeepF5BYZjrfW1FVVJXXKjGqsWC1pfZHgp8aQWWW9Tav27z/qgcnHKtv+upsUqz1Z7bFyX2fa1Nfajq9VG6jOtNXbab62dqtLJh3IbFHpohQn3H7S19XdTibfr6xiUFs+5HSbOsb2szyb0z1m7SYk0Mrkgz+6RWuc7vjjm+0YIiIie2V33aOyJmbuzvmY8IMLJrx8FfbMeQ0j3/wV/54xE4O6JdYco13cD+5ci9G3jkGfl6agX1UyDpUFY+TNXfHqYw8j8s538eKI1jCkzEX/0V9iztxvYT24EC99vABvTPoQzWN1+PhvHVA2/CO8ePeV8Dxpdmru0QN4dcJ0vPLGOEQG+6h9mWmHMGvyBGRYY9C2XTxMFXroy/0xZsxt8PLygj7nMObNX4ZjR1NhcPVGSJAOThmFuP7RBxAbU9NFV6sgNxP/mfIZMrWQeSbSGjR6zHNoEaNTn59LoBFyvIRMaPfjopZNkHCiblLqe38NVXsewlxpwLwvp2Dd4UxYbfv+oJ2Xizt6X/swRvSK1/4tY9ZO7R690OdbS85bHovdo0REZG/sLrSZjZX4+fV/YFe7B3B9kiuKsg9h/INPAg99i5Xj+h0PHoeS1+OBe17BhC+noktLLRRp4SRj3We49f5vcctzj6N9pB9gOYaPX5qJd2d9iaTECJTr9SgsLsOhQ/uxdMoT2Nb93/jh6YHw9fijRabKYsQvr9+H8ctc8cN3H6JJTLDaL+c1fcztKBr0PJ6+vSvMpkpMvK8X4h+cjVu7huCzcU+g+6ix6NUxSTvaCQWpu/HoZ+vx9Zuj4e9zYkHK4y1yf1IbQ9p+3Nzdj3d9yvEyi1PGmNUGCyGtYRJqxo0bp1rEasKFFtgqS/Hjv17C6sp2eO3Z0Qjw+KP7Upaj+uSTT1RJjMYkj52UlIT7779fTQioJWPITEYjTJZTI5t8F/K9unt4wV3Cs3Yfpwtt8v1v3LgRc+bMUZMEGpOcd/v27VU3sK+vL0MbERHZJbsLbZXl5Xj6uZcxdOhg7WLtAquxAhvmfoSvNoRh49qvERkoMxiBg8kb8dC94/DO11+iaxvtoqp9bfavr2LI4xvw4fS30bpJmLZPKvlXaxfdUBTsW44XJs1E78FXolPXrtg25U781OQDzH5yAPw9XY6HoyN7UrDzUBaWTP0Qo9/9F9q3rFmyxVJyFPfc+iBGvvYRBneMQ3b6Xrzw3DuY8Mm7WPrR60jx7ok3x46Cl2fNLFdDdipWbd2LQVcOVePF6jKbjCgpLkGFFmTECY1I2mlIQJDB9eHhEXBzrWkFlCAhwaXu0lKi5lgt9GgBr/bfEoWqzEbsWvcbUq3RuKpve3i4umq31XyNdEfK/cj9NTYpYitbbT03YdXOpTg/F/kleu03cionZ1cEh8YgRCflQs7c0ibnK13Hcv6NTbpS5XHkvBnaiIjIHtnVmDaZRFCatQtxEa0w/Jqr1Xpdw6+9FlcMvxse+rVYtitfTR6Qi2p1dc14suOXUrnYNxuBFv4lyKpwR2RUNCKjY+GmHWCqrMC3079Cnr4ZRt5xG7q3bwkPJy38WIxYvWEbKkxaeNHuy1heip3LF6FThwQEBVUhI7/UdudAcU4WClxiYC7Nwvb1KzDp7U/wwPNjEeRkwE+bdqPHkP7w9HDTAkXNup1OPsEYNHgQXF1Ovdgbykowe9rnmP7ldEzTtulf1W7TtH3TMO0L7eMXU5GWU2b7ihoSLKQFS7pjazf5XJaWOTFUaOHN1R2tel6Fa/p1gHudgfpCgomEvLr301ibBJ9TA44TivLzkJuXi7y8vFO23NxcFJefvfVMvn/5Xk/3uOe71YZeIiIie2U3oU260PIzj+CL1x5HdrkFRi1IaTkKZosFIWH+8PF2wbKF85GTWwizyYzyomxUWkwoLCyEXl+uAlxEXEuM/tsAfP/pNBSX6aHXtvkfToRRy2SeHhGoMmWpx8k+egA/rTKgvCQfO/Ymw2SpVmErffksrHFKQsrWTThWWoKU3D9adHYnpyCs1zAM6tsTnbv3xhNXuGDmd9+jUAscxvIkdGniq47LOrQHH743Ee+8/098v3CV2ncyXXAYHnnpZYx/ZTxeO2F7zbaNx6vjXkVidIDtKyST1gkU2veqBvDLD6iOuseoxeW1IOKmBbbTzS6VY8+42Y4R8nNVEwVsn4vTfs1JW13Orq5IaNUePXr0Qs8ePU/dundDQoSf7ejTO91jnLrZDtZI2ZiaCQ62HRJkTzn+1I2IiMhe2U1xXYuxEsmrfkdleEdEBLuh3DcescHeqMhMxurkDHTtPVD73BVH88sQGRKIXdv3onW3ttAXZ2upwAtRkaFwcXVH08590CEGWLByI1IPH0LfOx9GTESwdmw3ROus2H4wA0WlZjz8xCMIMx1DN+34hOhgNfN0+cr9uP7KTggJ1uFwylYcCRqA4R3DVXDZ+MVz6NTnarRKaqIl3SpkbV6IFUeCcN2g1li0aDkGXXslQoIC4O0XgIjyvfjw20yMfWYkGvtnazZWIDd1Jz6fOg2LflsB+MchLkJ3TnXazkbaL6uqLCgrzMHi2V9hzoLfkVrsguZNouCuumvlsWqOrQ85L2ndk5ayM21SNFcFJ+14CVunK65bH1VakM9NS8ZXX3yDZau3AD7BCA/RwU1aPM/hpFlcl4iI7I3djGmr6fKU1pGaphFnuZBrF0pVKkLbX9tiIi1Icv2sOV4KzNZc7I+PodL2SQuUXPhr98tHdXydFiO5bzlOWt4yDiZj5X/eRn67p/HYTd2Qf2g9Jr45AZv9r8fMF65F7qHtePeJFzD4qZeRGBeM8sI8/DJvIf5v/DtoHq3DN6+Pw36/dhh1U194Ww2Y85/vsC1oKL54vD+8PRpvoXuruQI5R/bgX5N/wegn70Xx3vV45eWpGPPJN7i2c4TtZ2E7+DzI76G8NA8//vN57Im6C49e1QTvPnYrgm/5FGPv7AEX5xO7WxubjFv7s+K6Z6Sdd1HuITzx8Mu4+8VXkOC8G088PwNPfPgZrm5f/3Fp8lzhmDYiIrI3dtM9WhOwXP4YyG67SDqpFpqafbK5uDgfb7Wp+Vxaaep8G+p+pABtzW21F1t1/9rnsk/tt92Hi6sbwmKa4spHP8bdQ9uo1QWCYlrj+Xc/x6yxNyAsNBiJ7bvhgwULMWLYAHRo3wE9+w/Ge59ORquESDXr8a6X38Cjt/dH1tF0OHv64oGnn8Nnf+99ygSE86Vav3IOYPWWlSjy1KFJmy5oG5uHhUvX4NSqbudHwrGHXwDcqo3w9/WBv6se6WnHtERjO8BOubg4ITjYG27ePtBFhcNadAzZReW2W4mIiByX3YS2S0XCnLdfoJq4EBpUs36np18woqNjEBsTCW9vLwSGhCMuLla1uEjR1vCICPj7+2nhsKaVz8vbG3FNmmDIoIGIb5KghYYgBPh62uqjNR4XV09EttQC41sT0NrHDU5agNKXVCE0NKyRf5FO8PDW4er7xuHeQU2RsnUN1hV1wKjbBquwa7fkd+kfg1ffeQcRTkVYMWchwvvcgn5tTqyTR0RE5Igu+9DWWGpb/05o9WtkUhrDVxeMzt07wNlSifTtC5ERNhB3X9vxeMtkY3F2cYW3r5/ULsGOlIOITGyOQB9nNebMbpvbtNNycfOAr58fMtP24lCeCc2bRakZxERERI6Ooc2BSPaQlj2r2YScg9vw3co8vPXmC4jwcmn0GFVltaBCX4bQZl0x4o5RGBR6EE+/NhVlMqvXdoy9kfOyaD8bfbkZ3QcMxz0P/x2HF0/BfxZthskBl5klIiKqi6HNgUgoMRuNKM48iNm/7MLfxzyMKE8jFi/Yekr5j/MhkzOKs/bj9aefwrzthfD28IMuIBD7d+5EhdFeI5t23pZKHF31OZ59aTwy9YCPrz98PKuxffd+WOz3tImIiOqFoc2BVFlNKMzeh/FPv4gMQzamf/YJPp70Do44B8CpunH7AGUWb2luHioqipCdnY4t21IwYPg18POqKcthr5zcnJBnsCA76yjSD2zDsTJPDO3XDSctL0tERORweClzJNKaZqpEi8HD0CI6CtGy6kPz9hjQLQ5O8ptspDQlkw38Q+Px7OvPw7B/LebPW4TgAY9jwqPXwauRZ8Q2JidXD4R0HIkxV7dB8prFWLxyP0a9OAk39EniuDYiInJ4drf2KJ2Z1JmzWkyoMJpte7RfoJbW3L284GabydoopH6dtlnMRpQbjdpjVsPNwxPeXp6QCbGN9jhn0OA6bRpZ2cJUWQmjyYQqLcVKSRZZD/ZcJmqwThsREdkjtrQ5EGkBc3X3hK+vb53NB+4uNQWEG412X/JYEtT8/QIQGKiDr3dNCZOLHV4kQKklu+q5aScPd08v+PkHIMDfH14eWuA7x/uQxyQiIrI3bGkjuyMtbdLK1b59ewQFBV3QMipnYjQaMX/+fIwaNYotbUREZBcY2sjuSGvXzp07sXbtWhXYLkVgslqtiIuLQ58+faDT6RjaiIjokmNoI7sj3ZNmsxmVlZW2PZeGLIXm4eGhiiYTERFdagxtZLcu9dgytq4REZE94UQEslsSmi7lRkREZE8Y2oiIiIgcAEMbERERkQNgaCMiIiJyAAxtRERERA6AoY2IiIjIATC0ERERETkAhjYiIiIiB8DQRkREROQAGNqIiIiIHABDGxEREZEDYGgjIiIicgAMbUREREQOgKGNiIiIyAEwtBERERE5AIY2IiIiIgfA0EZERETkABjaiIiIiBwAQxsRERGRA2BoIyIiInIADG1EREREDoChjYiIiMgBMLQREREROQCGNiIiIiIHwNBGRERE5AAY2oiIiIgcAEMbERERkQNgaCMiIiJyAAxtRERERA6AoY2IiIjIATC0ERERETkAhjYiIiIiB8DQRkREROQAGNqIiIiIHABDGxEREZEDYGgjIiIicgAMbUREREQOgKGNiIiIyAEwtBERERE5AIY2IiIiIgfA0EZERETkABjaiIiIiBwAQxsRERGRA2BoIyIiInIADG1EREREDoChjYiIiMgBMLQREREROQCGNiIiIiIHwNBGRERE5AAY2oiIiIgcAEMbERERkQNgaCMiIiJyAAxtRERERA6AoY2IiIjIATC0ERERETkAhjYiIiIiB8DQRkREROQAGNqIiIiI7B7w//o1GUAQh2CPAAAAAElFTkSuQmCC[/img][br]Ahora calculamos el área del segundo subtriángulo formado por los puntos B, D y G.[br][b]Coordenadas:[/b][br][img]data:image/png;base64,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[/img][br]Aplicamos la 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[/img][br]Comprobación: Área del subtriángulo △DAG[br]Por último, calculemos el área del tercer subtriángulo, formado por D, A y G[br][br][b]Coordenadas:[br][img]data:image/png;base64,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[/img][/b][br][img]data:image/png;base64,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[/img]
Conclusión final
Cada subtriángulo tiene área:[br][br][img]data:image/png;base64,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[/img]
[size=150][size=200]Responde las siguientes preguntas [/size][/size]
¿Por qué crees que las áreas se reparten de forma equitativa?
[*]¿Qué sucede con el baricentro si cambias la forma del triángulo?[br][/*]
[*]¿El baricentro siempre divide el triángulo en partes iguales?[br][/*]
conclusion
A través de este análisis, hemos comprobado que el [b]baricentro[/b] de un triángulo divide la figura en [b]tres subtriángulos de igual área[/b].[br][br]Aunque el triángulo no sea equilátero, ni tenga lados iguales, el punto de intersección de sus medianas (el baricentro) [b]siempre equilibra[/b] el área total de forma equitativa.
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Information: Medianas, Baricentro y Áreas de Subtriángulos