Un límite al infinito es aquel al que tiende f(x) cuando la[br]variable x se hace tan grande, tanto en positivo como en negativo,[br]como queramos. Entonces la función f(x) puede tender a un valor[br]finito o puede diverger a infinito (límite infinito).
Límite finito L cuando x → +∞[br]Existe un límite finito L cuando la variable x tiende a +∞ si, en un[br]entorno pequeño alrededor de L se cumple que, dentro de ese[br]entorno, haciendo la variable x tan grande y positiva como se[br]quiera, la diferencia | f(x) – L | resulta tan pequeña como se quiera.[br]Como se ve en la figura:[br][img]data:image/png;base64,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[/img][br][br][br]
Límite finito L cuando x → -∞[br]Existe un límite finito L cuando la variable x tiende a -∞ si, en un[br]entorno pequeño alrededor de L se cumple que, dentro de ese[br]entorno, haciendo la variable x tan grande y negativa como se[br]quiera, la diferencia | f(x) – L | resulta tan pequeña como se quiera.[br]Como se ve en la figura:[br][img]data:image/png;base64,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[/img]
Cuando x → +∞ y el límite = +∞[br]Si en f(x) y x → +∞, las imágenes de la función se hacen[br]infinitamente grandes (positivas).[br][img]data:image/png;base64,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[/img][br][br][br]
Cuando x → +∞ y el límite = -∞[br] Si en f(x) y x → +∞, las imágenes de la función se hacen[br]infinitamente grandes y negativas.[br][img]data:image/png;base64,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[/img]
Cuando x → -∞ y el límite = +∞[br]Si en f(x) y x → -∞, las imágenes de la función se hacen[br]infinitamente grandes (positivas).[br][img]data:image/png;base64,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[/img]
Cuando x → -∞ y el límite = -∞[br]Si en f(x) y x → -∞, las imágenes de la función se hacen[br]infinitamente grandes y negativas.[br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAcoAAAF9CAIAAAALMb9GAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAAAhdEVYdENyZWF0aW9uIFRpbWUAMjAyMDoxMTowMSAwMDoyNTo0MOM2Hx4AAF5/SURBVHhe7Z0HkCXHed97emZe3H27+zbvZdzhcId8CAJIBBIgQVKBYhJMirREKpWrXLJFuyi5VEUWWZJYsmRLpKyyRZdtuSxKzKIgBlEEM0FSJAECBA7hDgdc2pzzSzPd7f/XPftuLwF7e7t7G74fBrM9PT395oX53Tc9PT2eMUYwzNbGHQWeR4dDPQ3sSoZZJqxXZqvjlKq1hk+fffbZKIpuvPFGKSUblrlMZPKXYbYqdb0qpb70pS899NBDzqrIdAUYZnmwXpmtjgtUfUscxy4TqnUJhlk2rFdmq4O4tZ6AagHc6tIun2GWB/+AmK0OTAqQcD6NoghhbBAELpNhlg3rldnquGYB1wLrciDWxYsMszxYrwxDV7GUUohbIdZ6bwE41yUYZnmwXpmtDpQKt4ZhmM1mqSuWvczFDa/M5cO/IWarA5kGQYCEaxAAdHmL9cpcNvwbYhiGWRVYrwzDMKsC65VhGGZVYL0yDMOsCqxXhmGYVYH1yjAMsyqwXhmGYVYF1ivDnIux4xO6PrCOZAXDXAqsV4ZhmFWB9cowDLMqsF4ZhmFWBdYrwzDMqsB6ZRiGWRVYrwzDMKsC63UVcR16Nk23nvrbcQn3rBQ33zR4Hj2a3r1BN9/QuLfgviP7tjb8O9pYsF5XGPcjdr0mMXcopbCYlNiw4I1gHsexezuVSgXpKIrc2vOhD+JKkLz8hUhKnAdWObFKKfE2a7Ua3iPenVtVx5ZdMZJKVxP3LqrVKt4UEnhfyQpmTaCfVJJkVgL8oF0Ch6tL9PX1TU1N4bit52xQ8NZ838chmkqlcLjiHc3MzBQKhWT1eTgdrz2XOhK2k53T68c+9jFo6Ld/+7frq9y3Vv/ukOMSlw/qrFe7ekxOTjY3N+O7C4IA8xtuuGENXpRxsF5XGEQK7rl47uBB4kMf+tBXvvIV/LJfItDbKOAdhWFYLpdffPHFq6++Op1O4/0iM1l9NldqwH9o/ZJ+1dhPvCn3j8HY2Bj+/eju7kYaX5n9DldLr6hqBWu7IKjffUcvvPDCnj17stns448/fqW+ly0I63XlgUZxNDrJIm7F7xuHLhbx405KbEwQ1iECwrGKN/izP/uz3/ve91wMe7GfEPIvtmpVqatwieB9ucAc7+7DH/5wpVL5wz/8Q7cKb5D8uqjCFXxH59S8GtTrv//++z/72c/iF5jL5VwOswawXlceHK7ORDhiXQ4+5DU4llYbF9/hrWGOd+T+2dhAoRD2GSQLi3DfC4JWvLU/+7M/w78fH/jAB5xtUd6tXfzd1TM3BO5fCHeSAVKpVLKCWX1YrytM/fNEQITD1cWwmL9ElLchwM7jEMW7wPHpDlfodX5+vqGhwWn3fK6UebE/F/yokXmxfOwqviN8Zf/lv/wXfGu/93u/h3y8U6zCm0XazYGrob54mVzso1tBSqUSIlZ8X5lMxr3TZAWz+rBeVxjXwFr3qTsO3VG0CX7ZeCM4d4ZY8QZxxDrVJuvO4wr+tC64VxfbH6djgC/oj//4j8vl8vvf/34swkeuwErJ9HxWr+bFIDAPwxD/eOAry+fzSS6z+vA/ZSsMfsc4qUQCv2aHO25xINlDeGOD4xOhENyKNwgr4U3V3XQ+WHtFwEsnH/3SwCZ4R24rtzm+RPwTsgZvAS+xqrh/1117Dn6W7NY1hvW68uCwgU9xxLrmVyy6zE3A4qtzLu3+5bggrtja4z58gMTi3UPcPTY21t/fPzg4ODk56ZpuUB5WhYZQEt+X+zcDaeQjYetbxTDc7tcq4t4I/kVE2r0is5awXpmtwpEjR973vve9+tWv/rmf+7k///M/f+GFF3DW7Kx6vn2snVhJzGXBemW2Ct/85jcPHDjw7W9/+xOf+ASs+txzz7lwFdEr1i6WKYuVWRFYr8xWYXx8vL29vbW1de/evbDq4OCga6B0Z9B12K3MSsF6ZbYK8/Pz7ho6gtbY3oAPkyINvZ6vVJYsc/mwXpmtQmNjo2sKqFQqmLu+AVEUIRNr4dO6Ul2ivsgwy4P1ymwVtm/fPjU19fzzzx85cgQxbGdnJ/TqOhgkJRhmReEfFrPucd2iaI4wE38wd9Ol9Zd6wxvecPz48fvuu++tb31rHMe33norJIvotVqtJiUYZkXhu7aYFebML2rRyXWSesnfmlvpJWUWFUUWtkeGB6W6mpKyNj448yqO+g4s/m0jfbGTfZfvCvzRH/0RbIv5S5RnmCXC0SuzikCHS2VBZeaCTiNPajvH/266NNiVzNrDemVWkfrPKzEiFHexyZK400smCldpOrfYEjlHqVi8GEkJhllRWK/M2pHY0xgEoheYJ6USw7rEIpYqwcW6ZHUyVxDWK7NaQGznu40uSHkXnmvPnJlsJk3JdgCV4edqq8SKl8SGpEmZxWmGWUtYr8xqQUEpQlL3vzDKTkhAneD8+TkgE9PZhl0MVizY9iIstqqT7AVJSjDMSsN6ZVaLhT4AZ4E8TYY9a3IkJaxXTTItSDZZBWBD/GhfRqx12J7MFYT1yqwi5xj27KUEV8Yp002UaefAbXK2YRlmY8B6ZVYYd8YNkKJpEa6VAL+6WFNkWi6Xdax8z4trNRSVwlTLJcSsPpRLt6vWMI9VrAwK2xYGO0vq0Kh5qQGsI1leGpdanmHOh/XKrDW1uGaUksbLZbKh78OnuhbDo5BmNkxJz9NKRdVq6IdIBJLGIyedws4XbYdlmPUI65VZa1J2+GpfCB+yVFpqA6v60lelitFKqNgXJhOmUEipeFGbLCRLjQd2zqElswFgvTJrjcR/2kS1Gk76fYjSeBKyVcr3/Xi+FM+VjRbIQYFMmF7UI5Zi2JfrkcUw6wjWK7PWwJjS8+gxZDRUlRSxwlSbmYVFjx5+platedWaiGuqVhVGhz6FunWpGvJrfWKYdQ3rlVlTEIIa26JKjxE0nq5URS0SfpDy/Bcee/yLn/v89PSsqsVGmWwuTxLV1Lt1MRzDMhsF1iuzdrg+WGRWT5qIglZdi6hfQC0eGRj85y99+aknn6yOT/iIURHYImbV9BBp2zZw7g81iWIZZh3DemVWB9deaj2ohVALGfjBecoIpXRUw0KQCrwomj9x4tGvfeOF555raSxUSmUFoXpebb4EgZJnF3mUarP9B9zEMOsZ1itzuVB/VEuyXEcpoWMlVEQTjXwlIUsKTH17lUoJE4m5GTE18eJ3vvv0w18vDY/ee/c93T1dvk/XvlLZLH6dCHStXV3liWchWZrcAsOsV1ivzKohYUOtrXftzQCEVaXG7873pJiaFjMzY8eOPvHIdytTk7fdfNN1N1yfLRZFEFA5z4uN0ihsRYqAFilMNs0wGwDWK7M6wI9SGApUpW88uoxFhiUx6mqVAttqJGpxeWzy4S//04m+05mWxle++t6rrz0YNuRpc+dkIW1XAcLWRxOJd2GRYdYz/BNlVgWoUQmpbNOp1CbQBqa0LQhKpgIzNStKFTU49vcf/8QLx455+dQDb33j1Tdfn2lp8hDvauUGe/E8akmwLiUWi5V/uMz6h3+lzGphr2h5iF6llp4ykKzQyqhYVGteKiVGJx//9iO9zx+bmph8xWtetf+2m9LNzdRbwEOs6wuyqlzo8Yo5NTRQyv5kXZph1jmsV2ZVqLeTAik8H3Go1lLFXqzEXEkMjc72DXz9C18ycfzKu+/affBAuq3Fy6ZE4IswFJm0CAKTDDVA7QkO51bCtRwwzPqG9cqsCu6HRYJ0oSfiUGN8pb1qJMqV0sjIZ//27yYnxjP53O13vWLnNfuCYlFksyJMCT+woSuQUgYClrW1uYlgsTIbBNYrs1pI+/zsJEVhqBGRElEsJqe/+OnP9vWeKhRbHviFn+vevy/d06PjmESKDWhgQhHHiuJW2/jqemYlVS12K3uWWd+wXpnLhVpILW4xuYJlTCBEXImQXa5W6Pp/tUp6HZv64cPfPHHkSE3Ht9x1x1W33JTq6fZ83w/THmJVdyHL8/wgQOzqehqApGqG2VCwXplVwbP9VD2lPGHSYRCXSyIMxNj46ceffOGpw3PTMzuv3nvjXXdmO4oi8ESYFl5AcStNtLWgHgcJF3UrS5dZ37BemZWE4tY6SqfTaRVHnoqDMJw5cUKNT33nK//0/HPPdHS1/8yr7mq/6VpZbNZhKCQmambFxjQl3vQ8urzFEmU2KqxXZsVY7FZK+56nI9vBSuqR0bwXfOPLX+w7eUIG3p333bP/zttTuYzIZWUup+NY+DDswq9xkaIvCluXWfewXpkVgFpbF9zq0nSTlqe1jryY7s6SpdrokaNP/vjH2tM3v/L2g3fckt3WoQLP+J7w/Yg6u1LoegYKYpPkWcCqNGFdvd8Xw6xTWK/M5QKXJqlFabi1GlW8VEg3vw6OeJXoS5/4lK91obnplQ/cn2tv9qTw83lyqzEynRH+Un+KTrz2Zc68LsOsQ1ivzIqx2LPaE3Cr5xuhtZia+fE/fGF+aBQlbrvrjpZrr/YLEKv0fJ+aVo000qvZTc5lwaP15JkXYJh1D+uVWTbuzixY0U51D9JQgdKjW2AjUauImZm54ZHHvvNItVTes3ffda+6L8hkREuryOYqUayF9KVv1KJOsnXc8vnOZZgNAuuVWTI2ekSESqOtCKVpsEFFw69gMabmU6N1rVaj7lj0qAGTKs+JuZnqUO8/f/EfZkrzuZbiXT/7842dPV6+qFPZqp9WYSayNxGERgTKSHoUN/mUbi+wDyuwbk207ZYWJqzET5dWM8y6hfXKLBvSrfHodiwJ3WEuTBiGPsyKoDTWXrksxkePPP74kSPPVHT0s7/0trYdu71UToQZJVOxCLQM4WJUJLX2oOskHF4cxy6ExAyzAWG9MkvGhY62e6q90k/juSKLFOkHGrEs9QLwJP7Wqp69R2vkhRcf/ud/nimVbr/n7u3X7Jc7emi4luT5LhSk4o9tsUVUDLEyzKaC9cosFSOoPRWJM3qlJlNfwbCejLSCYcmSUS2s1US5KmbLX/+nr05OThfbO+547f2p5kZ6AEwWeiWx+kJQl1hnbJKtlSzDbCJYr8ySsD0AoNcFCdLfJICtGVjTiynDFolqNOrgzOzhR37w3JPPNDYWbn/lK5u6u7yuduF7IpR0mwHiXGHs5KAGAZYrs8lgvTJLxZ7Aa/vIKyStDima9RRpVWjpBdIXKhZxLMql8ReP/8vXv6XKUUdH1y133hEUCyKXEoWcNjFpVBvfiMDYsbRQjYSobTTMMJsI/kUzS8W2DECHdmhB61aH55EkqWeVJ0WtJkolNTz0xCPfmx4ZD2Tqnntf3dTZ6TU1imy6JpQI4FVqCZD0eBjbzmCDYI3A1rYTMMymgfXKLBUrvwtcgAqpLdW1nRoadXBuZrq39/Hv/yCu1G45dNvOG2+UTQXhSxN4MhVEHj1Iiy5nofxCZXbkFrrDgGE2E6xX5mUgFyY6TBYpcKU5QXGovUjlqZgaXqu16uTkV7/whbnpqeaW4t2veSDd3CJSaUzK87T0YxKp7TLgdEzNuca2OFBmfdBYh81g6TIbFdYrsySsRp3qbJjpJvsD0pHytUlrLWZmahMTJ488/+zTh4MwuOXOV7Zcd73X2CgyWREENRVT3CqkkQtxqlW083Ria4bZRLBemaUihYQakYAKNaJPO0GUKfxfLks/KI+MliYmvved75RKpV179177ijv81iKNop1Ow8yRgl09aRtqXbTqBO1YlGSYTQLrlVkSFLLanliY8DeWBpOhXEW3tUpPTE6GQfDo93/Q39ubzmTvuv++hh09pFGc/vs+9CqlT32yKHx1NdKUxLH2GhfDbDJYr8wS8YSGSKmvqvY8JY3ytJEx3SmgIi+KxOz89MnT0GtpvnTgxht2HLqZegukfHsfgdTapKW9XxYxrG24pWkhZMWvkGTLhmU2F6xXZmnAhW5sLOEpmkirRsCVMfV1nZoUSn/9oYdKMzOpVPq+170u1dggcllyayZNmyodeghiRUgBLGkVMzcBF9IuyJZhNgmsV2bJuPsJaEZ6TbpWIVmeE7XasR//+IXDz3qxvuuuu3r2X+2l0whdq75H8a1C3Cs9z/eMCfxk3GyDBZrsAsNsRlivzJKxKqSQ0xqWbgjAstJibt7MzX//K1+tzs015hvuuPdeH3FroVGkUrHnxdRZQHp+gO3jarRIp7aaBbhlgNl8sF6ZC+N6u4IkDRVKrUxU0XRXKxaq5ZqvQ1HSohQNPvXMwIkTgS9f/brXNnV3itaiSKcR7Iae9F3PVdSgtUeNsFhAJCs9uhyGyfVttX/r6TUHLyrxb8CVeGlmE8N6ZZaI0qYmQmpyJUNqkQvSXkmJqZIem/7aP35Bx7XOnq4bXvEzXlurCkORClHKF9QTC9pykaqLYW3Ua2VqUwmUlyTXCe6fFoZZNqxXZokg+lQI8QI/8IQJjZeFK2epWeDYU0+9ePxEpqnhFfe/Kt3YILJpT/hRpOj+rLozXerMMsNsflivzJIw1G81RLzp2w4AaWTNl0W1VpmY+O53vy1SsvOq3fvvujMOAxEEMp3zZYpVymxxWK/MEiG1UruAMTJWgRZ6ekZXKseefHJwoC/Ipm6++06/kPe7O0SYNrFBmOs6YDHMloX1unWhC1YXIll9Hnb0FbqnVVernlZeFFUGB378yHer1cqNtx3ad/shkUv5hUZqmY2NqCoY+YK42hhm08N6ZZYItCh9T/r4E8UiqolK5Zkf/qD/xIvGM3e//gG/qcFvLc5VK8YPvFRIHbhYpMzWhvXKLBHbA0ALqTTcKaanKyNDj3zjG+kguOHmm9q2b9OZNE1hKIIQHqZHaTPM1oaPga3L+efprmXg/CYCd06vlX1OQS2SkVJzc99/+OHp8fF8Y+OrX/+ASaf8XD4SUoYZ6i+An9USQldb7RmS3CvBOW/ZLWKXXCLJZZhLhPW6pTlfahezCd2/6om4XEHalEoTx48f/slP/EBedXB/19X7vHzeT+eMCOgRhQA/q43zy1KKnnGLN465+0Bcuv5RsGGZ5cF6ZZaKL4UXVUWtquZKTz7yvZmpqUyhcMvdd3ktLSJfkD51d016C2BGv6yNZKU4jqvVKlQLkGalMpcP65V5KWAZEg1NWteqfuCZ8bGpUyePPnU4jqODh27q3L9PZHPUGcsEUkuJ+A9ews/KNxvlya9yAbfoW5BAAOtyGGZ5sF6Zi1KP4CihlalVhI7V9PSTjzwyOznZ0Nh42713iUKjDlIKcav2Ay1D5UktjKeVVBuo22utVoNM0+k0JFtvcr2yzcHMJoD1yrwUTjRkWaM9XTPluemhgeeeeKJamrvp5pvbd+/yCo0qnTaSehP42vON8LSJaYTt2I5YuAGARmFVpdTXv/71b3zjG0i4fPe+GWbZsF6ZC3OWXCitEbpWJ8aeefSx0vRUQzZ3+7336HQKejXpjAl8Gg3WTUYr4Z5auJH0BMk2WFwA60jWMcyyYL1uVaA+O+EU3j2FwDU0wijJ8FZ2JU3GWlNrOHOyf+CJRx+tRtENt97atnOnbG5WnjTSp22dWzHRcwc8uaFuKsCb9H3/dotrhF3cc4BhlgfrdctB1nATGQTWNBFNQtFtVh5d+odVNJyqNT32RSsdSSzPzcXj0z/51iPz5bLKZq69927R0S5SWVRDA2ujPvyUfDtJzzd+YKylqMaL4vZnPRAEAfTq5vh8sG9Osm4/gSvGMJcE63UrQlGZdSgkC73GTq/IhEegVxq4BerVEVKe/VuriFK5dLL32R//pKb0zffc3bJ3j87lvFTGCJ8ek4XgN6DJhPS0QwpoDQJYGi3bvuB6p+5QuLWuV2dYhlk2/ANiCKjFihDSNUIpep4AAlnEr/aJA3p2Pp6vHHns8Vqloj3vrvtenW5vg4r8jI1ebQ2AAl8b+y7UV1/DMFsR1utWZZEA8SNwp/XU6iqMlnZ8AZzjC+oJgElU1MSpvp/85HHhBweuu66lvSMoFGQq1Cp2Qd95WMcyzNaG9bqFsXrFfwE0Wv8pIPyUQlGbgcFZv1RalKq6HB39yU8nJqdEGN55992ypRkF6RTa81wP/PNgvTIM63WrQmfxkub4D9Eq6dUpEdGo78U6FkL7OPOvRmJmvtw//OzjT0ax3nvgwI59e2Vzs4hjzw8gV6U1KlkEi5VhElivWxQ4Udt2UriRolR79d/lw7cGK2l0Fk+Uq/H0/KnHnxwfHPZT6XseeF3Y0CBUjDBWpMJYxbFWZwvVsGAZxsF63aLAgW5yenVupXzqAGuMNtR/ANPsfG1m/okf/FAqs2ffvm1794psVkgp0hlsWYtrtnEg2ZiubC260sUwWxzW65bEdpjSNLMjsCxM9ZmOY0kPdInicvXUM8/2nTiRTqVufcWdOvBFrkFkYFjaTgaB9FEJdfCyoTAmK2yLMXZxI+Au0NUv09lW5YW3wTDLhfW65bDmgDuSyeqV/Jj8gSiNCYznRUrMlquzpR9969uZbLpzW/eeAwe8XF7kcvQwApSUXhim6N4m2pbu1nJSsncm2EYGKuTWbgBo1xdxziLDLAPW69blHH+QI2nQbLr9Ku0HFLrOzJ1++tlTJ09kCvmb7rw9U2yRDQ0iFQopNd034GnEuXTLbOJSmlADkiwnhmG9bmVgwPrXT02utunUdijwhKKWgerUzKOPfE8GMmjI7j10oyzArSkqTCKmtgVKQKfYysbAtn1gARYss+VhvW5RID8aPND5kMQqtKQzfDqfr0WiUtOzpdEXTvSeOBGkguvvvCXbURS5LHUYIL1iS/xy6JKYpIYCIglY2aoMswDrdYtimwGsXu3FLIWA1TagUgNsFIv5Sm1q7shPnoiq1Uxj/tC9d4l8WmTSwvcNtQxITaNm23rg07pSbQI5iWoZZmvDet38uOtL55Ccx9s5OZZO9u0SqdHXM3PjJ04dP/I8LHz9oRtTxYJozNHgLdTeChd7Shg7aZUMBeN86iol7NUzhtnSsF63MHUZUqNpYkNPa1OtVufmD3//+zMTEy3F4qHbf8aEgcjnsNb6V8qFeBVzand1adYpw5wN63UL45oG8D+1Etj7YnUso6qZGZ+fGD5+9Bmjohtuvqm4a7ffVIw8ahagkbSk53teIGToJs9HrjOt/Tm5hJs2EhTRnw03cTCXCet1q+LUQWa1KqSRsYyMI69Wjeamjh/+Sa08nW/M3Hzn7bKlqDMNkRdo6ZOGqSFhYeBsO16B6+pKNxacEavNXMC+0rrGNZiAZJlhVgLW6xbFiiTps4qAlDK0DpQRtVppevqJR380Ozeza/9VLXt2iyAQfhgEqYVmgMSgFKnai2MUBDMMcx6s162Lu75le1lBkdpTSmodzcwNvHBibHQs3dBw6JWvFIUGlJO+r5VydwwwDLNEWK9bHKNo+BY65Zc4N4703ODoT3/8GIy6+8A1O2+8QZjYpHwhaSWHqQxzSbBety6ebThV9DBD4xmF6FXNzg+/cPL4c89r7d1w++2iuVFk0l4+p1QcBkGyGcMwS4P1ulWhdgHjSZzx2xtc41hUKpXBkRefOaKrcXOx9SqErp4QTY0mDCrVatLsyjDMkmG9blkMDRdAMSyFrjKq6fnSbP/Ai88eyWVyNxy6Jd3eYTIZRK/KaF/So7i5bYBhLgnW65aF7qsyxvjwa1TzVBzPzva/eHxqbCyXb7jhlltEOiVyWSM96DWbzdKFMIZhLgXW62aDem8u4HKS3qcLuEzbtUoarQNjdKVqKrXpwcGnf/qElF73rp1tu3aJTIYGz/ak8SQqpQB2gaR2Y5IaF0hWMwxjYb1uUaBebXtkCaUDbaKp6YEXXhjo6w1T4bWHDonmJhGGMp3Rhq59UecCCJnjV4a5FFivWxTqikXtr5qkWalWJyaeP3y4XCnt2HfVnhuvFQ054/siCOkhh3TjAUemDHPJsF63LgZ2VUrEsZ6dmzp5+uSx5xsactffdnO6vUUEvgkC7ZFbAylx4m/oDi+GYS4B1uvWBWErPZigVKtOzx0//HR5arq1vW33wWtEOhCh9MIUjGqMCf0Af7SKk80YhlkarNctCrUMeDKQvpkvzQ2NnDhytCmf23P13kJnm0iHIgyEH2gaRsvzEcNqDl0Z5pJhvW5eLt5eSm6lP0rVqtF8qf+5o5PDI63F1usO3SRyGeoz4EultaYOA9R7S8Wx9JOHvjAMs0RYr5sHJ026B8tOJFDMjKEuAm5Cmnpr0SSN8qKyKs2WZ2eeferpakW3de3s2rNfpHMmnYo8r2aU8eheAtrCjqpFIw4yDLNkWK+bBFKmU6hL00QZ9AAto4Syz22h4QVoDEKs8nQURGW/Vh47derUyV4/lbv20B2i0CayjdpPKU8K35M+/EpPgQ1SQb2XK17LJYB7aYZhLgjrdXNh+6Y6vboE4ca8RgiaSBfWpeEH/Vp1bnDgmccew9q2np6ufVeLYtEEobaPgKUusW4b979dZBhm6bBeNxEL/f6dCM8YFsvS2ZL8SqaEYZXSldrU8Ojzzx81Ulx32y2p9iKFurYRAD8Lag+gzrE0UQTLsSrDXCKs101FXYE2Ad1aLZJQsQi3UgcAWjLai+LqNA0yMDczk27MXXfHrSITiKgqfB8FEO4GxvOtVqkmQw+IdUmGYZYI63WzYQPPBHtST60Bth1W2VsDrCeVEpVqaWT82cd/isXte3fnuttFY0ZkU4hkJT13y/O1J7XTq4uKWa4Mc2mwXjcNdOLvUhBh/XvVpFW64mVHdbVAslGk5uanTvcOnjyVy+auv/km4xuRS5tsKoojFKHGV1efnZK4lcNXhrkUWK+bCXKhbRGgyX21UKKNQT17dQumpLtgRbU2PzZx9InDoZHNrcWd1+wTjXllYu1R/wDyMzar65VqSf4yDLN0WK+bFpKsTdQjUatJbRC6lkqzI2NHDz+Ty+W37dqZKTaLYqFmlDLGD0NrYqtXwAErwywX1usmxEWvBN0YQI0D1OAKsVK/V8/UotL4xEhf/9zUTDqbecWr7pG5jOeLVENOyCDWMSogqeJ//DrsD2ThL8MwlwAfNZuMRSfxC8l6ljRGRLGM49rM3NOP/xSB6s6r9ubb2vx8Xvh+TI2yWnpBErBap1IjAUJZ1+Dg8hmGWRqs180ERIopuYLlWlulR2OyIHb1jJFSikpFTc1M9vefeuGFMJe/6rrr08UWkc3QQw0RwRoRSJ8iX1hVLtxcSy0FdLHrLHczDPNysF43B67rVZ36xX6SrCS9aqPs9alaVB4ZPfnc0bgaNXd09Fy9T2Sz8C4CV2l8X0vf/iRQMPZogl4J69akwYFhmKXBet08wH6YyIfOg+6M3nYhoHFdYdA4FlE8Nz71wuFnwyDceeCaxm3dIpUWnq8p1EVwC6EmKlXCxNTPwNjnGdjRCxiGuRRYr5sGZ9dklsztXxqWRQhfa1EqR3Ol8b6+scHBpkJh/43Xi6ZGEQZG+p4HtyKIpUdvYRv8hU5jIaBXMivUjIlhmEuB9bp5SIyatArQMpJuSdsYVEfR3NjYkaefSXn+rt27t1+1h+569aUMfOlJKuy0arfBX1Kz0yu3CzDMpcN63TzYrqoIMq1UrRoRfEpDD3KJogotKzU9NHzi6LF8Lr/34IGgpSUyRkl62jaN4gKRUguBEzL9MnwhAtewgNlCPsMwS4T1uklwNoRUYxqvJXGriI2J8SdKh76qzs2PDZ068lx1fj7IZa45dLPIZb18XoYp263Ao0tfqCUgIXvapITICJGiBllqNrANswnJSzIM85KwXjcNLl6lENQGsDaDolmt48jTka6UZ8fGjxw+nMtm9113rd/UZHypIU36DSQ/A2qjtT2xgE8Du7jBB2zPLDcxDLNkWK+bBsgP3ybFlqRBt4SIU9KTtE2k4tnS8KnegdP9+cbCtbccEvmsF/jUE3YRNLbW4v5dDMNcBqzXTUXiVpeyeqWOrEZE07PViZkTzz4fyqC5va1r904R+CKAeOU5J/usV4ZZKVivmwmyK/V1dUloVWohtKe0X1OzQ2Mnn30+n8ltv+oqr7kg0j7dqHVeQyrrlWFWCtbrxsOewV8ArCKp0mUqo6WgCQkV60pFV+Oh549Pj4xlMtl9Bw+KbIYeuO2fCV1JtBa3yDDM5cN63TQkfVMpeqXbX432NPRK/Qiq1en+wWNPPZ31w86e7vad20U2LYJQeL7dIsE1FLBhGWalYL1uDuBEG7nSECw0+gr9pSx7R2tNTZw42fvi8aam5p379nmFRpNOaWxkv/wk7LVW3bJ63bJvnFlVWK8bD+eCOkkuudTQ/a/IQciqFT2jQCtRKteGRqcGR6JqLVdouP7WQyL0KVJNha6V1dXgmheAy3GZdeqrNjEXfNdJimGWBet1k2Cogyvdwuqk4Pu+p7Sp1ES1NjM+cezZZwpNhdbt3ZmuNlMoaEkjEJCRGYZZNVivmwSErD71cA2gV6SpWQABbC0ypfJsX/+p4yeChuyuG64VzQUvn5WptIrJrwzDrB6s101DEorSI1/sc190VJO1uDQ+NfDCcVWL/Hx257XXqJRPBT0aaCC5FnYe7jT5fJLVDMMsDdbrJgFCVUphHqtYYYpjUcMUzfYPHn/2SC6T3r5vT6ajRTWkIl96Rko/TLZkGGZ1YL1uEugeAmoT8CTM6XvSKMSnqlSZOtk70tvf2Nh43W2H4kzoNzQY6atqZMcn4ICUYVYR1usmgcbD9gP6QzcL2MFbo3hucPjU0ed9Yzq6OrddtVs2ZGvCKE/40ie9MgyzmrBeNw3U09UYE2utVWQqZTEzPXu67/SJE7nmQsu2bpVKhYWmmqpFJjKh1HHEHQdeAtcBg2EuB9brhoG6XF0Iu84ORqggTGoaEDoOo6opzc2PDp3qPeUVC9ffc5efaQgir+Blc35aBZ7KBubMCK5nYV9tC4HPMLYkH6bFfrRnSHIZ5lJgvW4W6ClZulKuaaF8iLZamR0aOvX8sVQmzLe35jrbU4Vmo6QuRxIlhImlfWYhY3tKBBb3TwtkWrW4tQyzbFivmwJqaqUvU/peiAA21qJcmxocPnbsWGNT876D1+SbCiIdiCAQfmCfCCt8wz2tEiqVCmQ6Nzc3PT2NRRfGZrPZLRjIMysL63Xz4PsyA4dCD/Pl6uz8YN/g2MREU2vxwA03qCCo1CpeOvAzKQStOBlOQjVGiEwmk0ql8hZ8KhCrlHJ+fj6KoqQEwywL1usmQRkTxdT46iH4mq/MDI8eP3rUCK+1q7ulp8dk0iqQyjbS0qAvytAzt7l1YAFqeY1j3/cRt0KsWutcLgfnJqsZZlmwXjcJUnpB6ItIyWrNr0WTfUN9J063trbu2X+1SKeCpkKmsVDTqlyrUlOjDLhj1mLCMIRSP/zhD//xH/9x2sKXs5jLh/W6WaBxXrVRNVGLytMz/SdOlOdLHdu27T14AHo1vq/p0QUy1jQWrKA56yMBJq3Vaghd/9N/+k+///u/L6XEYhRFSiHcZ5jlw3rdJNgRsyJPaxFFc0MjA6d6PSlzTU35rk7TkK9FtbKKhfRTmQzpJI65ZaAOwnkoFQnXOIDPEcFsEARYdAUYZnmwXjceiy9KIQ3smayWEGetYubL432DLz5/rLW9bc/1B0UuS70FgpDu6RKeFNJI6aXSyfaMBSYF7sPEokvgU3UJ4IoxzCXBet14WJkm8zqIugyi16g6NzAw1NvrSz/f0rJj/36RywnfPo9bIBajQbLsZmdtyzDMasB63ZCc41ZEWghdpVIiiqdHR08cPRpmUp07txd6OkQq8GTgIz4zCF1tuyttQA21bluGYVYJ1uvGA251JMuAHl9oRBSJmdn5sfHB/oF8oXHvdQdN6IswEF4ghcQfCl9defzh812GWWVYrxuYxLIQK6ZYiXJlZnSs9/gJFcct7a079++lp22nQyE9D3rVwrdC1vQkAzsYIRuWYVYT1uvG45yLLYlhlRZKTY2OHj/yfKHQ2Ll9W6rQIPNZlKYLWrCpoTFh3Wa2KYHlyjCrC+t14+H0CpB2bjWa9FqdnR8+3TcxOtrS0nzV/n0mDIzvq0SonlDU7IolhLDUlmATDMOsHqzXjQVZkdoCPI2JTvSNlhqToue+DA73Hz8RqSjd2Lj96n1eQ0570g/SFL0uwvoWM/7qGWZ14WNsnbLgUYpPhdHC2OBTkFUjHdVURMGrViqqwbBeLRJT03MnewdefDHT1Nh61e6wvUNlGmo1bIkAVqpA6JQw9jGG+Mp998W7yBf1b3ncqUCd+skBw1wOrNf1i9PeotN4BK0kWjgSx75B6OqZACmlRKVqZufLw6Mz45NNrW17rz0g7ACmCGOhZCVFLO3lLHzfCy2wLA+GWW1YrxsICBLflwutPK1hTnvZKtaiFk2Njb344os1FXd0de7cvUf4NGgLAtM4jp2c65ZmsTLM2sB63UjY6//0lx7jgliW0h49gzuKh4eHXzx5qqW1tWfHzjCfE9msCOgOeqXo4hbdRuCCVqdYhmFWH9br+sW6dCHitHErUq61lETp1mslVFyrlMfHxidnZxqLrTv2XkVuTacEPTOW7qZ3YqX/6Q/DMGsE63Wd8hImJOOSMQ1d74ojTHMTEyNDQ1rKVD5f3LZN5LNCRUbFgh7LfWbYJwpd2bAMs1awXjcGriEAeJ7ne5JugVX2VoKopirlkb7+E8dPZBsbu3fvSjU2CD9wLQEeXQSzW1Ksm0CSdRPDMKsJ63XD4C79w5L0ndH4WHSblohiXalNDg/39fU2Fov7b7zJS6WE1l46Y8IgRmwrSaXUPsBtrwyztrBe1y0IWJ1R6yR61LAn3S8Q0spaND08MtjbGwZhQ0uxtadHpHMiTFO46kvp+0n8ekarSNj+tKh/gWQNswj+ZJjLh/W6saDTfUljCBhTKSN0FdpM9PaePHassaGxZ9fuVKEgEL0GAZU1dBOsMjTwIL7mc1VR9y2DD8OSLDDMCsF6Xd/YMDNJJ4ZEUCXtyb4RKopK8+MDA6MDA81NTXuuuUbmG0UYCt9HKUSnNEeoazdDPbQJwzBrBet1vVL3KnVwhRfd6T0pUyv8p0WQMjU1NzA4PjwUerJQKHRt356Err6EW41tF/B8+oqtjml7hmHWDNbreqau2LPBeWysRBzrWm24v6/v5MmWxsZtPT35pmaKW8NASB96jSlW9SR9xTRYgX08ASuWYdYO1uv65Fyx1hesMn3peapUVpXy+OjoYG9fsanp6msOyEyaHqtln29Kra5aK/vEbbeh5aw6GYZZVVivG4nEjq4xNY5nxyeGBgaF1h0dHT27d4swJYLQWLGiDApTgpXKMFcI1uv6xUCRZEnYlEZspcGukKljFVWljqUx4wND/SdONTW1NHV0BA32ibDSo7ELlUJ4G/jU7EqjEyT1LXiZYZg1gfW6TtGeUJ6IPU9ZvXpwqxa+1j4NSVhTqhrNz02cOjUzONLcUuw+sF+0FEQ+LQIppReEoWdk4PmhF3j0gFjIlp7FbScPS8nEMMxqwnpdv1D7qfUsXaOyV6eENohehVYyqs2PDE0ODPpKFJqau67aI3IZE0htn6rlSfpaqfeAVfNZE2YMw6wJrNd1CjSI7wZzqBXGdG6EaKURNKBArKaHR4f6+rOZTEtXZ66tlVoGzr7HC7iNGIa5IrBe1ynQom+fLABoRqakm1mpB2uszVx5dnxiZHik0NK8a+9VttWVSjIMs37gg3K9Ao1qp1ejPaPorJ8CWRolq1KbHRkbOtUbVaPmjvbte/eIVEDdXRmGWU+wXtcr5NLkfyVEbB9nSO2vSolYjQ+NnX7hZDaXa+nszLQWvVzGSNvWyjDMuoH1ul6xoSo1BdhrWjCsgmoh21jrucp0/+D48GhTS3PX7p0im9FBiAK2LMMw6wXW63qHmgSsYcmfCGFjNT86Md4/ENeq+UKhc88uk88KSQMUUhGGYdYNrNf1wlkD4rkkRa/01EKl4jiu0cUtbUSkxgaHe184kc83dGzbVuhs9zIpHfhRHNNQWlLyKKUMs05gva4LnFvPMiwpNhkwAF+SjzncWq2JufnSyNjY8Egqk+7asytozMHB0idYrAyzrmC9rmMkDSpotA6lTPlSxrGoVCvjE1N9A5VyKd/S1LV3t8llNQ07CMGGtvcWwzDrBdbruoQaAmiizlhGIy6lWwnoyVpqcni07+TJVDrds3tnc0erl/K9dIq6wyrbPMswzLqB9bpOobiVRgjACb+RSmMSsRa1eGZoeGigv7Glaec1+2RDVge+8APqYLC4XYFhmHUA63U9AlXaIV3oeQP0XBdtvEgjdC3PzI4NDJZm56hL1s7tIpvSoa+MoAEIPZ8NyzDrCtbreoT0aju6YqIIVnhk0Go0MTjcf6o3FYRt7e35liaTCrTvaY/CXG54ZZj1But1PWJlCaUao+29AvQtGRNVJgcHhgYHGxob27q6/UxWC2oz8LyALoIp5bZlGGadwHq9YtA9WAskWQuZiFl97fnKk5raXoWqiLgUlWamxoampyea2lp37tsvUjkp01L4sdFaesq3A2vBywvY+hiGuWKwXq8Mi5V6QTzj+Ub6dMlKaVU1cWVqfHiov9cP/GJHR1NHpwizUqakFyDGjaXQ0ji91mHDMsyVhfW6fvHsLVh0XUtpEUUjff2nT55qam7q2L4tKDSKdIqeWujRkwjoQd0v52uGYdYY1us6JQlFIU2tPS3i+cp4/9DE2FhjU6F99w6vkBepUFj9kmLxRXLfLIZZZ7Be1ym284Bth7XdXWdHJiaGRoQyuUKhpbtb5DIilEbanluYjPD5q2SYdQYfk+sURK8aAayh7q6iVJ3s7R8fGM7n84XWYqa1SaR87Xs0xrbtY0C3FVBzbbItwzDrAdbrOsXQI15tC0Gk9Fxpsn9oYnik2FLs2rNbNuSF72lfKul7gobRtuMV8oUshllfsF7XLfa5WghPY6VL1fLkzPz0bHNLcftVV4lMSHcTwKsUsFLHrWRiGGY9wXq9MtA1qQuRrCa5GnruS1QTUTw5MjY6MJjLZNu6O5s620wqVAhd6bIXlT+z1dk1AJvBUS3DXBlYr+uLBRsaenQhIlL8V6mO9/aPDAy2tbdt373Lz6RNILXvniG7ELvSVhy+Msz6gvW6vqjfbkADZWm6paA6Mzva2zs1OdXa3r79qt30RFjfF7bVlUxMHV61NSzrlWHWF6zXdcTiW7k8LUytpkvl2YmJkaGhKI7zxZZ8R7u7m4Ae+0LdXRG12k3YrQyz/mC9rguog+uCWylhDN2sVY1EqTQ1NDQ2OtpQaGhqbxWZNE2S+rtavVLjKzUiSJpsSyzDMOsF1uuVpy5WkKQxUxohqSpXh/v6xsfH2rs6u3dspzu1wpAe/YJJ0N0ELmzVHj02hmGYdQXr9QpzAbc6tIZhZ6amB/v6a1HU3tPVvr1HpOlGWKyEValbli1I3V6p5ys3EDDM+oL1unZcWH84tXfTwnrSJDyrlalWJoYGx0dHs/l8oa0t09QsAnpeYVKYyrhNPHttC1z4FRiGuSKwXtcIGNBNiRkRqVKwihjVaENz8qzRNICLsUNk1WqqNDc22Dc2Md7W2dW1bYfxQ+GHJgg1tQpYBVufoi6qxE5UJbNy2C+JP1JmmbBe1wInQjvRf8lEgiShKo/0Shm01iahVxWXZqdGhwfLpVJza2v7jl0i1yhSGe2HNMp2vSmAjv5kOpPBrCj8kTLLg/W6FnjJZG9zXYRdciutcut3WMG3sRofHhkZHEqnwkJzU7al6BUKJqDBs227q+2UZSf7h/oSJNsyDLM+YL2uEXCruxh1jmGdFBF7knydb+FPrVS5NNbfPz483Nxc6Oju8jNpqgJQe2siViTwRwrpk17ZsAyzvmC9rhUuUj3brdauiWDPGBahaxRVp2emhkfKc3PtbW09u3eJdEAttxIuTb6ypCaKeJM+sAzDrCv4qFwjyKMXcavNh1hpfFfSq4p1tTo9NjY5POIp1dLWWtzWLbIpEUrhnxmiBRsQNmTFt0iNBefWzzDMlYT1upZc3H+0xooTUWwc6WplbGBwtH8gn822dLT7DTm6ocCXhvoYWCU7khRFr3xfAcOsN1ivawYMuvgKfwLdeEVrjP2DBPUZMLXq5Mjo5Oh4e1t71/btdhgXQV2vFCLcMxolo2KyFbNcGWa9wXpdW5wQLdaKNCH09D17YUopEWOK5yanoFcTq47Oro5t21zoKuiZsD41tdbrSLZPEtw4sGxc1yttcTkMc/mwXq8MdA0reUSWXdT2vJ8uasWiFo309w/1D+RzDS3tHdmWFholKwik78vAR2GnVxcHJ0Y9k2IuGaUUrEq9MtwJxIJn64sMszxYr2sIhZfnHrEIRj0cx0photZXzCuVieHh0aGhhkJTsadH5LLJGK+2dwD+X3gIDF0LI00nFbELlokzqZOs7/suDZLVDLNcWK9rw4L7yIvGOjEZKAATTvpxVEsIk8bPVrXZ2Zmx8XKp3NzW2rZjh8hm6PEE9nGFCKewGd1UYPUKbBR8YXEzS0Ra6l0yqHNGcpWRP1LmsmC9rhF0VctGmvbylg08rRG1VjiMfenTnbG1mrtZa2xwKEylmzu7Ch0dIhVq6UXCIJoy2njag2HroaqtFsvWvRzALgu4NY5jJIIgcEp1hmW9MpcJ63WtIJ9aw9oOrjhw3bGLY9jqVgsc4VGE6HWof2DwdG9Toalt246gUCC9+r7yKGCly1u0TbIxKrTttVrT4NuuPuaScbFqFEU/skC13PDKrAis1zWDjldM9TYBd/hK6SN6opWU5UXzpYmBgemJybbWtq4dO0Q6jZjK+IG2D38hEdQ3pu1pMzdx2+vlQI0zUo6NjU1MTCDthMuGZS4T1usakfjQtpTiQ8ccE3LskWz9CIEqPTs8MjUyhki1taMDE2V6vrGhKzUJWGx9gBKuWjcxywbhKvT6hje84XWvex30ihx8zvTPHsNcBvwDWgus/jCjVgEJWWrPt1eogCK3YhaLuCYqpdHevqmR0abGQnNHR7qlhcbP9iT8GlCvAqM9mowUWlI7A6CYFo52jQ72cpeLvJhLIlwgCAKo9pzolT9SZnmwXtcGEiwp0EWhSrgRWxPtUkqJWkVUypNDQ5PDI23F1raeHpPPiUxWSOo3kNJkWFShfBP7RkkaFxb/kayN9NxkSV6QuRTqH51TKgJYeNZlAluEYS4Z1utakujUJXHUuok6BAgtfK9WKs2Nj5fm5ptaWrq2bxOBjxNUODnpF0DbWMNSDEu2xoFva6Bcm2QYZh3Bel07nFcTpy7IkKSJOQRbi8eHhkdHRoJUWOxobywWPXeN5Uxjq93O3j5bV6sNrtwsKcMwzDqB9bo20HV9Oy140M7JrXSiLzxl9Hx5+HTv8PBwsb2tvafHS9GNsAsWpcLWsljm74xhNgZ8qK4RTo5OlMncQteolBaRiubLY8Mjk5OTLa1tHdu32XEGfKtXmig+tdu5KmwimRb9YRhmHcF6XTPoshZJ0Aak9joXdR7wjefFSlRrsxOTU2MTWuvGlqaGznbRkKVxBvD9JHa1fqWNkiqSitzcJRmGWU+wXtcMK0ZS4ULSzmgkbGVENR7rHxgfGc43NBbaikE+Y4dxsd6kTRY2oCjYGTahnmAYZr3Bel0jnAfr91pSXwEkMdEYr9pUq+ODg5PjE61tra1dHSIVuLjVQltQeLrQvuD06iZm9UhOGBhmubBe1wgcqVAr6RVzGv7KaHrmq6GWgTiuzs7PjIyX50t0XWvHDi+TsqMLUAFSsN0KR3tyEwG7dRWwn7H7t49gtzKXD+t1LXBHat2JNhy197siqWj87OnR8enxCRzeuUKhobPdy2URrFL7LAnYNgdcCBYAw6xnWK9rBE7tqZmVnlDglmmAFrovVmlTKo+ePj0xMtrc1NLe05NpLphUYOzTX5xh6zhB1yeGYdYzrNc1Aja05/WJGJM/NJqgUaXSWN/A9MRUd093965dJpUyvmdC3wWtfJbKMBsU1utaYu9epRN+t6jpulYUV2bn56amomqltdja1tUJsepA2hEIPTe+q8M1DoJkmWGY9Q3rdY1A3GoHw15sV/uIrWp1emxsdno6k04XWprSDXkvFZrAp2cT2ACXYZgNCut1zTE02JXrDYDoVVerI/3946OjxdZisbuLbtaiGNeNVkhc4NKWM/QZTzMMsx5hva4ZMKod+cqaFSkavlXFplKZGBiYHB9t7mwr7uwRmdAgyFXSp/ZXt2HS4/UCcHTLMOsY1uvaYTSNnZ2gtbFdssrj47PDw0rVmre1F3raTSbteekgpgds0TiEZz9Di3oeeAuXx9itK4f7TpIFS/JRM8xlwHpdK9ygrPQXH7rnnl3o1WojvX1zU1NNLU35loKXTYtU6AUhFaEWAT68GWYDw3pdOxAdYXLdATytvVipcnmot3diYqK9o6O9qzvMZITvG1rNzaoMs+Fhva4NOMWXmDSCUqtX32gZq/LM7MTY+Nz8fLG1rX1bDz1zmxpoEdna01UOXhlmI8N6XQsQilI7qrTPMrSzQBtZjaZHxuemZpBVKLYWWtuEpPGz6blZ/kVvhGUYZqPAel1h7DWS80A2JOpJ+yQXFFJCxaZcGaebtSYbm5obOzq9XJ6eC+uTYakYfTPcQsAwGxjW6xphG17t1SqYNo5FFMWl8vjA4NT4RNe2bd3btws/RXqVEnEr4lt8MxzAMsyGhvW6RtihCClhKHRV0Gt1ZmZmdLRSrrR1dhXbO4X0afKkMiY2CmVJxtw3iGE2LKzXFcZ2lzxDkgtsJ1abgD4jUauN9vVNjIzk8/lCe1vQVBCpkHoVWOwFLgS757rVNjScIcllGGZdwnpdCzwjQt/36MYCJQMf5/2mUp4cHpydnmppLRY6OkQmLcIQQoVW4VRqoWV5MswGh/W6RkCXHqJXusSlRVSLZ6amR0bK83OtXR3FbT0ik4FetfQR2kpP+uRW9ivDbGxYr2sDhaW+FwTS91Qs4tr0xPjM1AQ+/WJHW6GjzaRC4wfGo1EI7dO36RIYB7AMs6Fhva4FJEplJJ380yCEcOfQ0ODY8HC+Md/S0RE25nUYKEn3HXj0jBgqRgMOMAyzkWG9rhEIW0EcxSpWOlLD/QPDQ0PFYmtrVycNQhgGhrwqKGbVWhi1eNhthmE2IqzXtYBMSTe60sdtoqg0MT49Ploul9ra21o7OuBWTIheKaylZgRqFpDcJYthNjis12XiYsuXjjBpLbWh0qQQkRrtC+FXa9P9g9XpmVTKz7U1Z1oKIgjodlh8F3QjAUonlbJfGWZDw3pdPohHIU2cySfQEK70aMJkya6yZYSCXkMvFrGu1fyqGj724kR/X2tna2Fnp2jOqdB1GBCBbx8f6/nSg23h15fB7gXDMOsU1usyeYm4dfEVf5eEZGNjhO9LeHRufm5krDQz09bR3tJWNPgGpKetK23syjDMJoH1uro4XWLuw65GeNVaeWJycmxsbq7U0tbW2tHpBSH1xXIFnV9pupi6GYbZMLBel4nTID4+zC8IDJmokoqZFE74YyVq0ejw8NT0tAzCbL4x1dQk0mnbCJBs5VpfaWLBMswGh/W6FpAwjREqFkoNDgxOTU0X29oLLUUZpkTgC99+C86nKGovcZFnGYbZyLBeVxdrS3pQgVeNRESXtsaHRqanZ7u2bWvfvp36DKCIPEul0CwNuM16ZZgNDut1BXDB5uLJQe0DyWRD12p1dnRsfmY6UrrQ2lHo2iZSGeFJahywhV0Au7ARNw8wzMaG9brqkClpMBcBvU4ODtXK1XQqnck3pBobRToj/MA+wCCJc4ETKwxr8xiG2aiwXpeJsyHM6CabRaf52g7DSpnWqjQHSolKWVQq48PDE2PjucZC8/btYUNBSBrGxRjqneU7l2KBhtVitzLMhof1ulrAq2cEiejV8+L5+bH+vvGJ8Z4dO7u37RBhKNIpE8CwKAERn5ns1gzDbGxYr8vnguFlvYvVGeBWTWO8zk2Nj48Ml0vzXT3b2jq7RJDCRG21SVXaTixWhtkksF5XCReEevbOWSNiJUrzM8NDtdJ8Q0NDrqkgMxnh072w9gExsKttnE3syoZlmM0A63V1SAxp/8CzWolabaS/f3p6qqunu6Wtje4mCAKrUxfuOrnStKjrAcMwGxjW6wqTXOaCLukaldUmEkqrcnV0YGBifLyzs7t923aRbzBByhM+3RFb74flJoZhNgWs18sCKq1Hmme5cdEC9QXQenxsZHJiHOlisaWhrV3ArZ4U7qlaCW4bA9Vy9MowmwDW6zJZ5E97Or/Ql8pGop62c4pbsVbHQkWjg4PlUqmhoSHb2OCnU24gQ2p7pcZXj5oDXP8uGn/A3mnAjmWYDQ7rdZlAijTYqxvTVSsPGqXWABJlTZsYSV/qWgWTiCtqZmL41InJyamuHTvaduzwfElDDQQhaqEvgPTsuZEJnVQprL1QHwSGYTYQrNdlQnEpzTDZJQO9khs1PlPfo4DWGBmm6JkulUo8Nz83PT07O9fa3lHs6qbHbstAxUoaE3g0TiFNzrAkVTemi62YYZgNC+t1hdGKrmghktVRRG0DsRLV2szE+NT0dKRUsaOj0Fq0T3+hRxZSs2yCS8CtHLMyzCaB9boqUNAKzSaPg9FDQ0PT0zONzc3ZQpPw7YNepCdTKS8ISMZnJoZhNg+s1xXGp+dlCV96oS9lpGi0AS2G+gcmJyY6e7pbis0i9Gl8AaOlfUYBO5VhNius1xUG5/bJGT8sqyMRRZWpyTFEr3Pz7d09xa4ukc3R7bD0gEOKb1EcjrUtAi6AXVhiGGaDw3q9LM6/BKW1bT1NbneVIoqHe/umxyeCVNja1dXQ1kbPJoB5Q2k7HqDoeTJFhpsYhtnIsF4vh7MtSL1dtdYxaVMrGj8bJo2j8cHBSmm+odCYKbZ4+ZyuRSZWwvdtkGpoKxu31is6x9cMw2xQWK8rTBAEWkGvhm4OqFZFtTY6MDQ5MbFrz+7WtjaFT7wx72UzKEKxKz2nQNpoFgmaKIf6ZrFk1xr3sddZ1KmDYZYJ6/UyWTgmPXs04qBUOvD9AM7EKqXK09PzU5NxpdpYaCq0t/m5HPUckMLzPeF7dLOXjVvPOrLZrQyzKWC9rjBJb1YIMo7psdsDg5OjY6kgaGvvyLa2iUyWolWEStKTkp5TgNLY6hy9MgyzCWC9XjZnB59uvABhlKhWRBQP9PfNTE12trXjvyAVCk8b+4gYuiZ2ZqvF0SpHrgyzSWC9rjA+BaX4K43SQsWjQ8Olubnuzs6m5iK1xsLE0jeexEqErbadld3KMJsT1uvKo1VMQ7tIWZsvzU5O6FrU2lJsbm6WqZQIU14YGvvEQxvHUtOANaybiLMWGIbZsLBeVxiKSaX0jDBKDQ70z0xNh37Q3NySbW72UqHAGveAGJSEVi3JlsTZDQ0Mw2xkWK/LBBbEZwc12qFdpTB0iyvZ0VNCGhFVTGlu9HRvdXYunc7IYotXKAg/oHCVngVLt8Vic5qoCRZ/nVgxJZUnKYZhNiys12WCD863GoQq6YEumGtIlnyra/NGVWS1NHT0aGl0fNe+q1u7u+jJWn5g7EADCGEDDz7WgZS+xFYL9VnPOreyXtcS+6/emdMIpLXWSimXD5IVDHMpsF6XDZ3c4w/ddOWOPswNtGhouNdapTIxYUplXYtzhUK2tShSKepVYK9m0c0DKEmFnUUxxypaaxeZK8BijUKs0KukLnQMs3z4B7QC0EGZHJjU75V0W6uNDA7Ozc1BmIViS7ZYFGFINqXY9Ay0QBviL4v1ihHHMWRarVZLpRIWkYiiKAiCc74shrlUWK+XhfNichTijzGeUjSEdqwG+/omJieyDflCW1uYzdJJ/wY/XF18dz7J6g2L7/swadqCxVwuB7fWajVo1xVgmOXBel0+Tixn9ErLdoxBe7/W+Mjo1PRMR3d3c1enG0KbmgUsrjjYBG7aBOAbcS2t8CwWK5UKFlOplFtkmGXDer0c6PGFdBOBm5I/0Kuam5yampysqbh7586WTujVT4ZtuRRcbLh0ks3OI1l92STVrRuS3TqPZPWl4JoCPmZBGmKNogiSTVYzzLJgvV4W5EsnVXetityqRU0Nnu6bnZqWvt/S1Z5raRahGxWLAiXaymIr2Egk9jqPZPWGBXGri1gffPDBd7zjHWEY4tuBYfnSFnOZ8A/osoBR7S2wJFiaGS2imIbQ7hsozc77YSjzeS+bpsYBzz7/lVl/QKNQKnza2tra1NQUx/Hm+GeDueKwXpcJHXywpRUm/UU0auNTanitxiP9A5X50u69e4ttbUL6Ik2GVVq5U87h4eE/+IM/uP322//wD/+wv78fOTULqkIaZepHOMDi4g6YKODmyMQmeN16gnblPFDYJVBsYGDgT/7kT+65555bb731fe97H1ahclcG4dvXv/71//Af/sOXv/xlVO7KI99dTEcO6gdzc3N/9Vd/hW1HRkawFmICrhI3B6jKJVDggrj6kXBvE+n6G0TavTWkUSFwmW5eLpexym2FVUggE7jy2D18Dkgjhz7NWg2ZKONyMHevez7Y0L0Rl3ZVYdG9KMMsG9brMrFjDuLTW5AatQwgV4tY1WZmorn5arnc2t7e1N0lEL1SlAsBUQcgHLeNjY2vec1rOjs7R0dH3WH805/+9N/+23/70Y9+FBZwbX9IOLm4wMot4rCHL+AvJJAJIBG8bCqVole/CM4vEOL/+l//6wc/+MEHP/jBd7/73e502L36xMTEF77whY997GPvec97IF8Udn6BzrLZLIoBvC4yc7ncm9/85rvuuutXfuVXnnnmGbcKO4ySmDuFYWeclC8GanZmxP6jPNLIQeUAG+IduTQqRBnUiT1EGbx91Ix5tVrFVsjEViiPVSiDTMzdZ4VV2BZp9yoohvKuTqw6H9onCwokKYZZCVivy8Q1tdqbCuwSBVjaQGS12sTAUHVu3igNvTZ0tItUiMLaiFQ6hUMd+sDBv2/fvp6eHmzj7IBMhLSzs7NYhRwATcAmzkSQCMpgFTQBa2QyGbwkclDGOQj5WETifKAMFIOVnnvuuW9/+9uQ4x133PH2t7/993//910NeOmnnnrq//2///fe97537969ODvGVlNTU3hpvBDKIAGwq1AYyjc3N7/2ta9905vehPIzMzPuJbAKcxTDnmCOYi6GReb5IN/9q4B03W54m0jj7eBdoxKEye4tYxWqwiosAvf28RJIYBGF3SauTxU+KLxTVA5QodsTpJFpX4Rh1hTW62Vjn0eI/zVCVxWbWm3odG9perapUGhoLfqhT+O7BmRYZxMnkenpabjJaQL5N9xww3/9r/8VQSWUgUXkww4ICWEWpBFCYisXtCIfvrCqUSjg6nRSc7tzPiiA0BVxK5x12223NTQ0tLe3d3V1wUpYOzQ09OlPf/rgwYPXX389zDU5OQkZ5fN5V7mbAwgUu40XRRls+OCDD6LY//7f/xsvjUoQj2PHAApgEQUAtqKXvxBYi73CG3FBNHLcvwGYOyfiLWOOGjBHYXxKmKN+907xKtgcmdjQBbPutSBZrHWFUcaVd5Vg0W11QWifGGalYb1eHjgyaaIUxa6xEkoPDwzOTEx1d3U3N7cgRINX7SGOsJTUiSMfCnDg4MexjaD1f/7P//nrv/7rDz/8MHJgXmjr/vvv/x//4388+uijv/mbv3nffff95V/+ZW9v72c/+9l3vvOdiD0/9alPYUMUdtZDtVCJ26Pzefrpp3/jN34DL3Hy5Ml3vOMdOK93LadYhc1R7WOPPfaa17wGJ/7IhCihp4GBgd/6rd964IEHEPNif5544gns3sc+9jEUgKpQAIWxCep0XnMKwzvCu8NeIfhFjjPa+aC822dXD9L1WBU1IAJ1rwLbYveQxtxZGPZ0Gz7zzDP//t//+1e84hX4KL71rW/hA0QZBOBve9vb7r333t/93d/FbqMktsVWeBXU5vaTYdYS1uvyORP0kGERvGrES7VyZXpsojI339PV1UxDDYQiHdJgL3S7LJ3CYw5x4JiHLJAACCdf+cpXIqI8ffo0CmDxxhtvxDn4l770JbjvPe95Dzzy+c9//i/+4i/g0H/37/7d9u3b//Zv//bHP/4x3IR6UCGsBIPAJueDtbt27YKMDh06BF1iw/e///1NTU0oj9qgraNHj8JNN910E6rCW0F5BLBf/epX3/jGN2IPv/jFLw4PD//1X//1f/yP//Etb3mLe7tQFWLYu+++e3x8/Pjx43gLyIEiUSdcjBrg6LvuuuuOi3Drrbc+9NBDeFFsMj8/jwrxRrCV+xcCNWO33as44SIHe4LKkYmAF7v3p3/6p93d3Yj3f+d3fuf7lj//8z/HPznbtm1717veNTEx8fGPfxw75v4lw+45p6PCC4JVDLMasF4vD21DVxyhHjUOwK8jw8MzU1OBL4tt7dlCEw01gJNZejiMxikrfIGNoA8c8y7Ww+ENccCYra2tSLsADWfuyOnp6YGJ4FZEshAiLPP617/+Z37mZ+68806oEGKCjyApqwjC7dE54LUgL1SFl0Nt11577cGDB1EVVmGTmZmZvr4+nIkXi0V3eQrgtX7+53/+1a9+9c033wy9IpSGs2655RYYH2uxIWyFfe7s7ISd+/v7kYm3gz1H4Ok8iBeF7xB9X5C/+qu/gnzx3rEbeGlneWyFerA/2NY5ETkugf1EAsVcJmTa0dGBKBW7hI/iwQcfxD8G+Gfjta997fve975/9a/+lQvPEeFik7qpoW9An8h5XOyjY5jLhPW6bKxTPUkfIf5qE8YK00hv7/zMTDafTzc1efksDm6ttC98Y9v9YAds6cSBQMylcXgD5DiJACzCBZDsjh07sBV8hwSABCHWlpYWJFAM20JJKImqsIndq3NBPmoYHR1FaLx//35s7urHKuQjgQgUZkdVkB0WsRb5iA0hZegYnoKRb7jhBtgQ6oQHsRYvCsMiVMRLI7ZFptMuCqAS7Axqwz8Dt18cvAW3z9gQu4TKsfmRI0d+8zd/E+Z13HfffQjqX/WqV+EfGMS8+Dfm6aefxqtjQwT42Ge8Fhb37dsHKV9zzTUov2fPHnwyt912G0SM0BhrUS1ewr2QS5wPyjDMasB6XSaSulrREK+YVFw1KvZLVX9ydvzE6fJ8qbitJ9fVLvzAC1KenxYx/Es+xgGP4xkahZjc0Q5PuRzgzmGhG1cM+kAZlMQqmAsOQj7AItwHhUGFrjDAhpijMBKox1XrMhHnHj16FDXcdNNN2ASb2y3I9S4NPWFDLCKNrfCiSCDHuRgiy+fzyKF3bS+goXI4zhWGyLBjiHyxqr5LSMOGiSbPA8b82te+5ip0lbi93blz5wc+8IG/+Iu/+MhHPvLf/tt/w7n/Rz/6UaRdDhZhUreTbg+xFV7rhz/8IQJwJLAb2Cvs9tTUFOYog91AtZhjJ+sfyAXBKoCtABIo7KLm+lqXYJhLgvW6TNwdsAZ6xfEuFJQjojianJkdHa+Uyx3btzVSj9es8EOIFQFquOhodxYAOIypKntgQ0xIACRcqOhUBbAWWgHYFtbAVq7JEjluK1fGGQf5KAawiEysnZiYOHbsGE7tEQ6jJFahDDaEQfAq7e3t7twc5ZHphI5VcC7OuHECfvz4ceywq9kVQxns4YkTJ1D51VdfjRz8S4BVrh6EjSj54Q9/GEK8IP/5P/9nBJjYtmqvXKEw0sA1Orv2WZz1I8h1aQTCCGAPHTrU2NiI3Thw4ABO/A8fPozNn3jiCcj35ptvRpnnnnsO7xT79sgjj+CdwsVI440AvGuk8UIXBHUCvGuk8eEggTneiPtIXRmGWQas12WCww6Ho/YEoi8cjV4ciVhNjI3PzsxEWrX2dDUUW0Q6JQJfUc8sKISuGsEIUBUOdYBjHj6anZ3FMez6aU1asIj4C5JCJk69UXmpVILLBgcHsQqywKre3t6hoSEnSlQLN8GMSEAKTlVII6IEKID52NgYTpyRxiq8KCp0uoEWt2/fjgoR3kIxqAQgv7+/H25929vedsMNN3z6058eGBhAIIltUT/WYp+RPnnyJPYH1nYvhzTqxC5B2agf5/UXA65ERAxB49WxIT4QVIvNUfMFwY5hjpoBXgLe/O3f/u3vfe97b3nLW9773vded9117373u//1v/7XeNE/+qM/+uVf/uXvf//7r33ta+F9txU2R+UOW9+5oAx2wJV817ve9Vu/9Vv4EJDG+0pKMMyy8D/0oQ8lSeYSgVsx4fCXnvYqVTFffvHJw8effQ6muf6O27v2XiVyaZEOcRKO83kc24hdUdo54m8ssCTirJaWlr//+7//x3/8x+effx6L8MLnPve5T37yk6dOnSoWi21tbVh86KGHoCEoEoL++Mc//s1vfhOLKNnd3e2UB0+hWqThBSjYvQoMDkcg0PvEJz7xpje96dZbb8VuoIwria2c2v7lX/5l9+7dBw8eRHn4HSfmn/nMZ2Co++67Dzl/93d/B7m/4Q1v2Lt3rzMONsFu/PVf/zXizX/zb/4NykC42WwWL+oSKID4GvnWaecCv2MnsRbl3T82KI8EFi9mNLef7l8L0NPTc8011yCyft3rXnf//fdj52F5ZF577bUIY++55x4k8vk8asNW7h8MV/MF60cm9gd7hX3DB14oFJCJvcL+uLUX3IphXpYzt80wlwQ+NcRUkVFSqNBoOTNj+oe+9bl/ePyRH8CIr3nbm3fdebtpKohcVgXpmEor0omXtANCrH19fciAH3F6jugS0SiqRSzZ2dmJaNEtbtu2DWsRS2Ixl8vt3LkTvoB2EepCbYjjmpqaXNBqxXWmHRN2wOYwCyLTL33pSzglhzRxug33oRjKoIALOfHSH/nIRyDQ//N//g9yEFEeO3YM9SMqxMk4NscJODKvv/567AAc5LR4/PjxN77xjR/4wAfe/va349XxplAVAlKUx465l0Y+EueDV3FzK64z5rpYeYDCAC/hyrh/Pxx4L5g7O2PfXIUQMUra9WfOz855uTpu51ESa5EA+HBcwm0CkqIMcymwXpeJ02tN13yjU4hip2fmjhz76t9++pknfnrHXXe94udfX7jugGrI61RogjRK0sBakXJHPD5z6AAH7eL4DotuFeZQBo55CAIgB8XoFS2wDAq4RSScdLDodIYc5wLUgHxoAmr+7//9v//oRz9COIwQD8VgWJRxm6MY9uS55577y7/8y7vvvvtXf/VXscqBAi4BpUKv2BC74V4dkenv/u7vYts/+ZM/QW3pdBrFpqen4XpkYjdQJzavy+4csNb5C1W5fcCbdZUkJc4Ga7EKL4202xAJ5Lh+YPU37nC1IeH+/UBJ9xkigUzMzwfFUInbc7cPmGMTLLq0y2SYS+XCPzjm5aEHEdLDXQNhvFokqtHkyNj05KRQur2zM9/aKlKh50scne6mLsiTBLswGhYOfsR67vi3WkhCJ3cku7UuB2lsgg2dBVASIoDgnKBpR6wI4DKUxFrkoDDWIhOJI0eOPP300ziDRhQMGUGUroAriTqxFQLV3/iN33jqqacQxiJwRrXu5dxeYSsknGvwWjD1+9//ftT2e7/3ey0tLdgZd86O2Bbzqr1FFXUCt3vng111NbuPAmnkuHRS4mzw0iiDCjGvf2J4XXxEblu3CjW4fUYOcLVhEXPkX6xyB4qhNtSD16pzsf1nmCXCel02xjM6xNk+DkLSa21mYrI8XwpT6WxTwYdr4tjTCuvpwEbUieBo4RjGxk4uSOAwxsHvvOC0aCtPTofrxZwm6tvCks4gSDsRABjHbYViKDA7O/uZz3zmz/7szw4cOPCOd7wDNaCA2xxzgJqdULDqtttug2HvvPPOkZERLKJyrHLlQV3HMClixl/4hV/4tV/7tb1790KmeCH4F6tQAMXcvwp4F1i0O3UBsId4aRTAS2ATV/lL6Axr3YeAki7HbY6ddBs6daI25KNy5KCkS7iXwxwl3bbng7UoiYT7POsJVy3DLBv+DS0TfG5GxR7CU6PFzIwZGXv4E5/56Xe/l8/kfvZX3rX39kOitaDz2Vj6xsepvcRZfQAV07FMnznAYY9jvm4xJxFQVxtAJm2wENhiEQnkYw4jOINgEQm3iSvvdg9V9Vl27Nixa9cut617IWcctwPIrCegRQi0WCzSO1xkGYACyIG2YO18Po+dxKLbgfor1othT5ywLgi2wtyVXJx+CVCsvsNYxAth0b1ufREJVwzUE24t5i79EtSLLU687FYM8xIkPybmUkEAhv8RO4laVU9NzfcN/tPHP3nkscdvvunmu3/x51uv3S/amk0mjaP8O9/53t///efvuefeN7z+9Z///OeHh4ff8pa3IPRDJTh64QunmNOnT4+Pj+/evRt2Q747sPHtOFAMOa4kJPjoo4+iqomJiQceeOC+++77yle+8sUvfhEOffvb33733XejGEB5tyHAVufjajufi5V3oM4ktZB+6fIMs2XhA2OZQIye9KEoobQXhNNzc3PlStWYxra2bFubaGisRnGlVJ6bm0eA29pUPHX85Cc/+UnXXQkn4FAbQjwACUJPiDQbGhpOnDjxta99zXV9RY6Tl5Ogc6VL9/b2Pvnkk/v27fvFX/zFsbGxD33oQ4888sgv/dIvXX311Y899hj0jXN2tznmTtMXBKsuSLL6IiwusJTyDLNl4eh1uZBY47hWRfApo+iHD3/9G599aG5s/MF3vvOm17zaLzapTGDCsBqpSql6+Imn/u6Tf9ezvefNb3lLS0tLNpv94Q9/iPDTjVqNryBlL3NBr5Dv7/zO7zz44IOIRv/mb/4G/kUBgER3d/db3/rW+++//5vf/Obhw4ff9a53NTU1Pfzww5/61Kde//rXIyJ+/vnnv/vd777pTW9CCIwddN+sO4u/IBf76pdizMXbsmEZ5oJs0ej129/+thsB5Nd+7dfguCT3UoBfqGUuDJUn5kqlvpGhOR03dHXmOtqM9LTveZl0DZ9vmGppKfrSP3n8JBIHDhyAJXH6f/3117/zne/89V//9fe85z2//Mu/jJP6d7/73Tivv/baa7FXqHj//v31Ar/6q7+K/XRNClCtb7vK12o1RMHPPvtsuVzGYhAEruUU27r2UMxRGKuSPV5RUD9IFhiGuRBbMXp96KGH6kOXAsR6CBuThSUTRzE1h0qhYwSo1b6jz88Nj2byjT17duUKjSKfKUuhhPyX7/+oPDlTnZn/3Oc/d+MtN95z7z07d+7ctm0bbOjqca5E6Hr69Gm4srOz85prrnEdA1wBxK0oA5BwSodVv2FBDmqDiLH/R44cQZl7770XES4CZFSIauvX9F1VDMOsJVtRr3ArDJssWD7ykY+8973vTRaWBlSHuRaqWi1nECfG2sOktEintPTKIq74XuBn/uD9HxztHfyVd7yzr7/3C1/+wsFrDyIadXeXgmhhMFNUNTk5ifAT5/swLzKRUw9UoVHkIN+VxOLg4ODhw4fx3SHU7erq6uvrO3bsWKFQQHSMRRRDeWyIRN3jDMOsMVtRr1DSyZMnkwXLhz70oQ9+8IPJwtKAXiMN6wmjlS90IH1PGQG9IseXZc9UPOHL8Kc/flyVytddfUDp+LmjzzUWGg8ePJjP56v2sYAAYaZzKOp0VsUi5u57cTkuDVciAVwmwLZu0VWCBBaRdnoFEDEWUy/5HFmGYVYJjl6Jf/iHf3jzm9+cLCwN6FUZ5dNdBZ6wnvU06ZCeCuOJ2JMR3azlSeMFyIV5hfF8+rSp/ELHeGdM50HSoV2FTMyRrn81Lh8gx5U/ZxFzV5VjcQ3QKwewDHNF2Ip6nZqaOnToUD2Axdn6//2//9ellw6Zi0QG1bnPkD5GpGmVDTddn1IsQ3NJri3zstTtWU+cw8W+sgvm06tfpB6GYVaVrahXx0c/+tHp6embbrrpUuNWBz434ORV/wzr6XoOQGaSejnO2epiGy4uthSWvgMMw6wgW1evlwk+N+AkWP8MF6cXZ7rExbjYVi+74WLqG57PJdXDMMxKwV12Vpi6y6weCbd4MVyBerGXLX8xlr0hwzCrBEevywSfG4DUQP0zrDuunuOo5780y9uKYZj1CUevq87LWpI8bcWKkotxaxmG2aCwXleFpcvxnIiVYZhNA+t1mVwwwLwcV7JnGWaTwW2vDMMwqwJHrwzDMKsC65VhGGZVYL0yDMOsCqxXhmGYVYH1yjAMsyqwXhmGYVYF1ivDMMyqwHplGIZZFVivDMMwqwLrlWEYZlVgvTIMw6wKrFeGYZhVgfXKMAyzKrBeGYZhVgXWK8MwzKrAemUYhlkVWK8MwzCrAuuVYRhmVWC9MgzDrAqsV4ZhmFWB9cowDLMqsF4ZhmFWBdYrwzDMqsB6ZRiGWQWE+P+edlgYVpOt8wAAAABJRU5ErkJggg==[/img]
El límite de una función f(x) cuando x tiende a infinito es el valor al que?
Se aproxima la función a medida que la coordenada x crece indefinidamente.