Sitios de apuestas offshore vs casinos con licencia: cómo comparar bonos y no perder dinero ni tiempo

¡Espera un segundo! Antes de dejarte llevar por un bono gigantesco, mira esto: no todos los incentivos valen lo que prometen.

Te doy lo útil desde ya: cómo calcular el valor real de un bono, qué preguntas hacer antes de depositar y una lista práctica para revisar en menos de cinco minutos. Esto te evita sorpresas con requisitos de apuesta (rollover), límites de retiro y exclusiones de juegos.

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BkACtNIgKQyoADQAAyAwA00HIpAAABkAAaAAmQIq4OOeaGnp5Z6qaOGnhaskssi4RjU5qpZpYYIZJqmWOGCNu8+SR6I1ieKqp1s2rbRptVTLbbUr4bHE7ljDqpU+3f5eCe1fL7fovoub1bN0Y+1Y8z9v7vFyuVXBX802sbQ36rqfqfa3PisUT8oipuuqXJ9s5M8vBPavHl85DlIf2rgcDD6fgjBgjUR/7b81ly2y26rDiFIexyAMg0AAMjIHAAaMgAMAADRkA0OOVehxms5XJk4z5UIUBUIUEEAAQAMgAABCgBUDgAiAAAAAAHEEGQBkoAAgAAoAAgAAAAAAAKAAIAAA0AMgBkAKpTJWgUAGRoGQVX6djgiqK9jZkyiIr0b90qdD9S609O+gld3UbHxplqxtRvHw4Hr0MskMjJInKyRvJU6HNU1tTVM3Z5lezwRqJ8x5cuG1skWiez6/F5mHFx7Y703M/wDv9njJxBQeh8t5ELWpGi4Rc8eJxyIiSYTkRrnNTCLgnNTnETvcvRky0mkViO4fq2CGGWWV0zUkfGibrV5cep+UagmlgkSSGRWPTqgyVm9ZiF4eauHPW+SNxD2K9wwyUEkqxRtkjVMOY1EzlcY4cz1w56msqKlGJUTbyN4omERPkOE54cdsddWl29R5OPk5+vFGoR3BFVOZ7y+npqeNaeGFqRJ0VPjea+Kno+DzI7jWRQpGyddxnBMoi4T2nPlYbZYjpl29L5uHiWtOWu9s3CKOGunZD9jReCZ5cORwE5qqqvFeJWnevwxEPm5Lxe82iNP1dP08U9W/vER+4iK1q9f/AOj9a80rpKCeaaOJFjTLVRqIqe49ZhlkhkR8LljkTkqHPU1lTVoiVVRJKicURcInyHly4bWyxaJ7PrcXn4cXFnDam5nf/v4OAOyiZTipo0iHfb5P0ez0cMUFKxkeHsc1FVVRPrmUyflXKGOGvkbE3cZhFx4Kqf8A33nHTVtXBGjIZ1RickVEXHvMNy5Vc9VVVXKqvU8NcVq2m0y+ty+bhzYKYqV1MMYP3LKjIaJZmNas6yKzeVMqxOHA/JRDyKWaWncqwuxngqKmUGSJvXUOPp/Ipxs8ZMkbh+jdImd0yXdYydXYVUTG+mF/+DwmNLJJJO5HTPV70TCeRtiHOImkalrmZ68jPOTHGolUQ5UQiIb4IiqvBEOdrPMcETK8D7Psw0F6CsN7vkX92YR1NSuT7D4Pf+28E6evlnZloP0Hub1fI/7rVEfTUrk+xft3p914J09fL6h8bmfh/XfXevfG489vrP8ASH0eLxf27C8Q0A/GvpAADQCFAhk04zgo2UgIAA6AACgQpOpQIUEApAMmQAAAcgABSNBoA0AAAqjJRly4MSzRQQyz1M0cNPE1ZJJZFw1jU5qqiZ8cUMk08kcUUbVe+SR2GMROaqq8kOtm1jaLLqqpfbLU58Viidz5LVuT7d3gzPJPavl9n0X0XN6tm6Kdqx5n7f3ePlcquCv5ptW2jSasnWgte/DYonZaiph1Sqfbu8E8E9q+XzlwB/a+BwMHp+GMGCNRH/ty/M5ctstuqyOIVxD2uQAZINAzk0aAGQBoyAZDAA6gAQpoDjevDBtxxOXK5MTPbSwyADCoAAgACCAFAjsmTQAyQoAYUhSBQDICIBwBAABQ6mTQAyACAAAIUhQGAAAANFGXAOBAAAAAAAHABzAAGgAFUEKAKQpkAAFbaU8u0UiVlWkci4jRFe7HPB+vcbZRpQSSwNkikibleOUd7zjk5FMdopL6OD07NnwTnp4j+j10BeBDq8LYPYqK0UiU0azsWWR7UVV3lRE8uB+VdqRKOqRrFzG5N9uenkeememS3TD6XI9L5HHwxmtrX/G3hBoP0LPRxVcj3Tqvdx4+AnDf9vRDte9cdeqzxcbj35F4xY/MvBaD9q626GOlfUQJ3SMx9bRVVF4468T8U54stcsbq68vh5OHf28vlo0ZOZsbcceZZnTjjxTkns4itCphVDS/RiY1OmzaIebZaJlZM/vs93GmVai43vBM9D9C42yBKWSSnasb4m76pvKqKnXmea/IpW3RL6OD0vPmwznrHb/p+GabzI02nDial4HIxDlYh+1TW6ljixI1ZX9XKqp7sH59XAkFU+JiqqJjCrzPPGWtp1D6Of0/NxscZL61LhRDmYhlEP1LXSQyxd9Nvv8AhKiNRcJw8TnkvFI3LjxuNfkXjHj8vDYhzIh5lZSxxR97HlEzhW5yeK1OGV6HCLxaOqHTPx78fJ7d/LTcImV4YPsOzHQSU6096vkP1/hJTUrk+x+Ejk8fBOnPnyzsw0L3C098vcSLIqJJSUrk+J4SOz18E6c148vqvF3rPxPrvrvnjcaf3z/SHr4vF/buvP1hoB+Mh9IADSAAA0EKCiGTRkDYDQQAAAKQAUEAApOYAFIADgAIApCgQAAAQdDIirg4p54aenlnq546eniar5ZZXIxjU8VVSzyxQQyTVM0cMEbVe+SR2GtROqqvI63bV9o0uqZ1ttqc+Kxwuz4LVOT7dfJOie1ePL7vonouf1bN0U7UjzP2/u8XL5VcFfzTartGm1VMtutavhsUTs4VMOqVT7Z3lnkntXjy+cBykP7TwOBi4GGMOCNRH/u781ly2y26rHMpMg9rkAEAGTRk0AAAAAyAAAgKAIUhhz+iCZB654IZAOasgACDoUhAIAAGQADgABkAEAgBVAAREHUAAAAMmgAM9QacZaAAAAAAAAUAAQAAAANAZA5AoAAgAGgAAChQABQAAGQZV5FHUS0lQksC/D5LnkqeB59ZeJaimWFIkjRyYkXOc+R+U0rTlfDS9uqY7w9eLmZ8WOcWO2onyriAHR537FLeXRQsjmh7zcTCKjscDwKyqfWVCyyYTo1E6J4HjFOVcNKT1RHd6svPz5scYr23ENHk0FY6jkVUbvsfwVucfKeIaabvSLxqXDFltitGTHOph+jW3N9XTpCkaRxrhXccqv8A8HgBoMUx1xxqsOnI5GXkW68s7lppyNlXGOBxgsxE+XOt5p4XipWkabaSZR5VBVvo5t5iI9FTDmqvNDy6y6PqYFhjYkTH/ZFzlVTwPzGm2nC2Kkz1THd68XOz48c4a21WW2mkQjTkRCTLzRD9WmuStiRskKSPTgjt7GfXwOF8jp5nzSIiPXoh47EPIiQ8/TWneIevJys2asUvbcQ5EQ82jqFgRWrHvsVc8FwqKeI1MHI043iJ7SmHLbDaMmOdS8yao75OW4xOOF8T6rss0MmIL7eYuHCSjp3Jz5KkjvyJ7fA8fZhoFKjuL3fIs0/B9NSuT7J4SP8ALwTrz5c/sOVcvHmfh/XfXIrE8Tiz++f6PpYsd89/ezd15hoB+Kjs95gpBkAAMj6NBSAACAoBwAgVpTLSkAAAOgAGgBCgGlIUCAACkBQIHACAKRwAirgxJLFFFJNUzRwwRNV8ksjkaxqJ1VV5CaaKKJ8s8scUUaK90kr0YxqeKqvJDrfta2jSammW12dz47HE7i/ktW5Oq/tM8k9q+X2fRfRc3qub28faseZ+393j5XKrgrufKbVtpEuqZZLZZ3PhsTFTOUw6qVOrvBmeSe1fL5qCZP7X6d6dg9PwRgwRqI/3/OX5nLltmt1WHcwCHtcgAAOoMmgAAAyADQAAyAAABwMvd0TmPAy92OCHH0AMTO1AAQQpAAABBHAAA4AADI5GgMgAgjgAUUgAEAAFIAQAAUZBrJkgAAAaMgAAAANGQAAAAAAAAAAAGg5AAAyABQOoAABQpCtMq8u20bq6pSFrkjTGVcqZwnqP0blZWUtM+eGo7xGJlWrHzPz7XVrRVKSY32KmHJ4ofoV14bNSSRQtkR8ibirIicE9h5cs5vcjo8PscSOH+Ht73zd/7afjAA9L47nigyxHKuM8jD2q12FNsmw1EVFyhxvdvPVVOcdW+715Ix9EdPkPOtVvStkej5e7jjxlUTKr5Hgnm2uuWie/LVfG5OKIuFJl6umenycL2ver7/y/V5dztLaWFZ4ZlkjRURUcnFM+o/JP07ndGVMLoYWSIjsbz3oicuOOCqfmNOeGb9Px+Xo9R/D+7/8AzeP6tcj2CKwwtjxPUyd/17uPgi+3n8h6+fvMvrHRb08D+/xxRqph6/kMcmcuo9t09N/Cbt+J/g/HmiWGZ8T/AI7FVFJgssrp5nzSY35FyuA06Rv6vBfp656fDy7bRrWTK3e3GImXOxnHsPPr7W2CF8sEqvYxMqjk4/IeJbataSVVwr2PTDkTmefV3Fk1M+KFH5kTCq5MYQ8uWcvX8Ph9XjRwp41vd+fv/bT8xENohUQ5Gpk3t8qH6tLa2Op0dNM5JHIiojU4J+c4poFgmexVRcYwqdUPJp66PumJM2TfRMKrU5nFNKs0z5VRGZ6eCIeHqvuep9nlxxIwV9n5v/eWGpg+pbLtBenOgvV8iT0JPh09LIn2bwe/9r4J19XPj2V6ES4rFer1F/cKLmnpnp9nX7t/7XwTr6uf2vmfjvXvXejfH489/rP9IY4vF38VvDTlyAD8N5fVHAEIqghQGAAABAAKQoEGQZKNFI0rQAAIAAEByAA2yFJ1KBAAIaUgKZAEyMmtaEVcGJJI44pJp5WxQRNV75JFw1qJzVVXkglkjjjklmfHFHG1XukkcjEanVVVeSHXLa3tGdqWd9qs0ix2OJ3wnJwWrcnVf2meSe1fL7Hovoub1XN7dO1Y8z9v7vHyuVXBXc+TaztIdqWRbVZnPjskbvhOwrXVSp1VOjM8k9q+CfMQ7mQ/tfp3p2D07DGHBGoj/f8AOX5nLmtmt1WUgcQ9zkpAAAANAGgGQMmnADJoyDQAAyBAZe7HBB4Fe7hhDjAMKyDQIMgACAAAAQgAAA0AAZcA7kCCFAAgAKAcABAAQAAAMmjIAAAMAAoAAAACByABQABAAAAGgBk0ZGQAAKNAAgAAAAUKAoMq0XJE4rhOZXNc1MqnAjUVmY3ACAMqAGhpsZMnPS0stXL3cLcrzVeiJ5mJmK95WlJvMVpG5lxNXJo8qqt1RSM3pER8a/rka5RPWeK0kXi8bq6ZcV8VunJGpaaaMmmkZaORhxtORpiVhysQ5EQUsLp5UihTL15IeZNb54I9+RGKic91c49ZxveInUu+Pj5b1m9Y3EOBiHOxDCIc7EOF5ZiG2JhD6fsu0At2WK83uLFrRd+CBedQvivg35/Vz4Nl2gVvj47teI1S0sX61EvBapU/6fz+o+7oiNYjWoiNRMIiJwRD8V6/697e+Nx57/Wft+X730uLxd/Fbw04AH4Ly+qAhSNAAAYAAAAAQAoEKQogQAFApCkApMjIAAAACgQAGQyAADQAbEVcGJJI2RvlmeyKKNqvfI9cI1E5qq9ELI+OOJ8s0kcUcbVe6SR26jU8VVeSHXTa5tIdqOV9oskj47JEuJJE4LVqnVf3PwTrzXwT6/o/o+f1bP7ePtEeZ+393k5XKrgrufLG1raQ7Usj7VZHPjsbVTvHK3ddVOTqvgzwTrzXofMQ7mQ/tXp3p2D07BGDBGoj/f8AOX5jLltlt1WAAe9yQAZAAZAAAAZNGTQGQAAAcoAnMAwq+AnsNK7HBOZxgHPahlwyhAKCAAAAAJkACmHKaIAaAAMmnGQAAyQCFIABMgoAAAAAAHUyA9hoyCAACgACAAAAAAAAAAMgAOAAOAAAAFA0ZNEGRxDjQGTQAD2gAKoGQByRLuuRVTgcksibioi5VTgyaOcxt3rmmtemGW8jRk0acQpCkFP1LDWw0ksjahdxkiJh2OCKnRfefltNHPJji8dMvRxuRfj5Iy08w9gu9xpn0D4KWVsr5VTOOiIuT8EicCmMWKuKvTDtzOZfmZPdu0000yaaWXlhtptphpyMQ5y1D9CzVDaeq3pPiPbuKvhyP2Kytp1pJY2Sskke1WIjePM9eYmDmYebLhra3VL6OD1HLgwzgr4n+rnYfR9lugnagljul1jVlmjd8Bq8FqlTon7XxXryTqeNsv0E/U06V9yasdlidheaLUqn2qftfFfYnXHYaGKOCGOGBjI4Y2oyONqYRqJyREPxv6RevVwb43Hn4vrP2/u3xOL1fFbw5GojWMaxqMY1MI1EwiJ4AEQ/nszvvL7ERpQARpCgAAHAACAAUgApAUCFIAGQq8DJo2KCNKYAAGQABoCkKBAAZAEBoReBHOY1jpJXsjjjar3PcuEaic1VeiGXvYxj3SvZHGxqvc564RqJzVV6Idd9ru0hdQyPs1ie5lljXEsvJatU+aPPJOvNT6/o3o+b1XP7ePtH1n7R/wBvJyuVXBXc+Wdrm0ldQvfabFI+OzNX67LyWrVPmj8E681Pl4B/bPTvTcHp2GMOCO0fzmfvL8xmzWy26rI4hXEPc5AAaAMmjIAGgBk0DIAAdQAIADiFMPd0T3jYPXwM8gDEyoZAIBHFJgACkIBCkKAAIMjoABoAADJoyQAA4CAEKAAIAAKAAIAMmijINGSAAAABAKAAAwAAAAAAFAAAAAQAAAAAA1gyaAyaAAAAKci+wAB0KQGRTTTIaJGit5kBFVpUUhW5JLTeRknUrSDbTkYcbTkac5baYcjEONpzMU4y1DmYh9D2XaAm1RVJW16PissLsPdyWdyc42+XivTlz5eJsv0PNq+vWap7yGzUzsTzJwWVf2Nvn4r09Z2VpKWCipIqSjhjp6aFqRxRRphGonJEPxv6RevxxazxuPPx/Wft/d9DicX3J6reG4IYqanjgp4mRQRNRjI40wjUTkiIbAP5vMza3VZ9utdAAMtAIAKCFAEDilgQANEAAGk+gAAsAUhQIZyABppQCCFGQAAAApB0AhSDoBnkFVqMc97mRxsar3OcuEaic1VeiEcqIiq9zGsRFVXOXCInivkdetr+0r6vK+yaflelnYuJ504LVqi9P3P5z6/pHo+f1XPGPF4+s/SIeTlcquCu58uPa3tJXUEktmsUitszFxNNjC1aovyR+CdevgfLQTJ/bPTfTcHp2CMGCNR/zP3l+YzZbZbdVlIAe5yACAAMmQHQAAaM+wGgBk04yAAGQBHIDD3dE5jwNOXHBDjAyYmVAZyCAA4ZAAAAATPEBghSEAAyBoAADJoyBoyAAIUhBAUgAAAABkoAAgyaBko0DIIAAAAAAAABCgAACgHAAAOgIDQAAAAAAAAPIdANDkZNAAByCqGkKABOZTIrQQoUNGTRANNMmiNBppk00hDTTkacbTbDnLUOVh7FobTk2qtSUlqhf3TJcvllxnu40TLl9fRPNUPXWn2Ps0xROv8AfZXonfx0cbGL1RFk4/itPk+s8u3E4d81fMR/Z6OPWMl4h90t9DTWygp6GghZDSwMSOKNOiJ86+Z5KEwD+K3tN567TuZfpq1isagABIUAAlQAAAAEHEKBCoUACBpQBAXAAAAMoABpoKRFKQQoAAAAABkDKuwRXNa1XvcxjGoquc5cIidVVeiEVfulRMJnKrwQ6/7YNpS3V8ti07On1MT4FRVR/wDiF6sYv7H8/q5/W9J9Iz+q54xYv4z9Ih5eVya8eu58uHa7tIdepJrJp+oT6j4RJp2tVHVK81Zx+1RffjwPlOMFJk/tfpvpuD0zBGDBHb7/AFmfvL8vmz2z26rDiBwPoOQAAAAAyBkADRkAAAAcBkgFICOdgeAevhzOMA5zKsgAAGkAFcCFAAgAAEIAAAAyAANGQAAIAAaBHAcyAAAUAOoAAcwA4gpHEBxk0ZKAAIAAaUTmUAgAAoAhQAAAAAACFIIUAACFAAAAAAAAAGjOQFaaXyJkZAoAMhgpChQ0ZNACtIUgppFM5DTLTbTaKYabYYlpytPbtl2qW6S1fT11Rn0GWNaaqwmVSNyou97FRF9WT05FN5PLyeNTk47Ycvi0abpeaTuHd2J7Joo5YHtlie1HskjXKOReSovVDfM6ubP9pt20jGyidGy4WhFylNK7DovHu39PUvD1H1Sl226WmiR09Nd6eTq1adr8e1HH8p536Mc7jXmMdeuv0mP6w+7i5+O0fFOpfT8DB83/AEZ9IdVuyeqiVfymv0ZNIry+q2PwJfznz/1N6h/o2/k7fi8P/wBPo2Rg+dfox6RX/W/8xX85U2xaR8bt/MV/OJ9G5/8Ao2/kfi8P/wBPomBg+ffov6S8br/Ml/OVu13Sa9bt/Ml/OT9T8/8A0rfyPxeL/wCn0DgD5/8Aot6Uzzun8yX85pNrOlV+3uaeuiX85P1Tzv8ASt/JfxWL/wCnvpT0L9FjSv3dz/mTvzlbtV0u7k65fzJ35x+qeb/pW/kv4nH93vjQeifop6ZTrc/5mv5zX6KWmvG5/wAzX85n9V8z/St/I/E4/u95B6N+ilplPtrl/Ml/OVNqWmF+2uf8yd+cv6q5v+lP8j8Rj+73gp6R+ijpf9kuP8ycVNp+mFT49x/mbifqvmf6Vv5H4nH93uoPSf0T9M5+yXD+ZOH6KOlk5zXBP/8ACcX9V8z/AErfyPxOP7vduY4HpTNqOlFX/GaxPXRyHI3aXpRcItdOnrpJfzF/VfL+uO38j8Tj+73ApEUHznoUNIMlFBAREXgZc9rGPe9zY42tV7nvXDWIicVVeiH4+qtUWXStIk98rWwvcmYoI/hzS+pn5V4HXXaHtKumsFWljatBZ8/4pG7Ky45LI/r6uXr5n6D0b9HeV6paJpGqfW0/0+7w8nnUwxrzL2Pa5tOS7Nnsmm5f0sX4FRVInGo4/EZ4R+fNfVz+RYAP7F6Z6Zg9NwRgwR++frM/eX5zNntnt1WHEAPe5ABkDQANDIAMgQACgDIAEAAOBhy44IJ7A5eiGXAOOc91ZAAAjikAAfjAAAAAHUEEAcUCAADIAAAAgAEAOBSFAgAApAQUgBQAAAcwAMg0AMgDIAAEAAAAAABCtAAAoAAgYAAAEKAAAEKDQGQAAAAAAdQABoAVpC5MqFAAAAK0XgQZIKUhWkaaaaauDJppiRviVFOM20w2205EU48laZVzsdg5GuXxOBFNopzlYeQ1VU5Wqp47FORinKWnkIpyNdg8bJyI45TDcPKa7zNtci+s8RHHIxxymG3mMcmDbZDxEcbRxzmFeX3nQqOPERxyNdk56b28reNI48ZHFRxJhdvL3gjjx0cXeM6XbyN73k3uBwbyk3i6Tbldgy4wribxqNsu12MGvadWKbavrSm4MvLpE/doIpPlVuTyU2ya0RET0+jXzWijz8x+Qn9B/Ud6ia/zn/p6/wBbYvtLs7lPE1uLjOOHivI6sVe1jWdSxW/VdYUXn3FPFGvvRMnrNzv12uqKlyudbVsVcq2edz09yrg7Yf0D5d5/xb1j925/6Zt6tT9mHaXUOvdM6e3m3G6xSVDUz6PS/XZF8sJwT2qh8m1VttudY2SDTlHHbYF4ekyqkk2PL7Vvy+s+QN4JhOCJ0B+o9O/Q3g8TV83xz+fj+Tw5vUsmTtHZz1dVPWVMlRVzy1FRIuXSyuV7netV4qcAB+trWuOOmsah8+Z6u8jgA0ogDjIGjLRkAHDJAAyB1BoACmRAAAAI5/RBM6BVxyOMGTEyrQMggAAAQpCAAAADiFFcQFyQQAdAAAAGTQIM9QCAUEBQAAEBSBAABQAAZwDQIGAAUZBoyQCFDSgACAAAAAKBCgAACAACiFAIAAAAAAAAAAKDgMAgBoDQNAyaAFIUKdCkDTIeBQANNABFVpWkK0jTTStMZNtMCtNNMFaSWnIbTgcbSopjSuRptFONFNopzmFhysU5EU4EU2imZhpzoppFOFFNNXBzmFeQinIinjIptFOUw3t5O8VFPHRTe8Y0sS50caRx46ONopzmGtvJRxpFOBHBHE0u3koprePHRxd4mjbn3sGd/wAziVxN4ml25t4m8cG8FcXSbeu5Bk0fqXzAAACkAFI0A0AAMgHGcgAAAIUOAAEAFJgDIFJgrTL3Y5DwD16IcYBjyrINGSACAChwDiAQEKBSAAACAAZA0AAMgAAOgAEAAAEyCCkA6lAAyBoGTWQAGQBk0ZNAADIA0ZBAABQABAAAAAAHAAABzBQDSFAADqQBgAoAAAAAAAIDgAAwAABoyANAzk2A5AhegVR9t+2IUyAaAFaKQEFNopgrTI2VpnJWmWlN5OPJSS05EU2inE00imJhXMimkU4slRTnMNObJpFOJFNopmYVyopveOBFNo45zDW3MimkU4EU3lTEwu3Nk0jjg3je8ZmF25t7kaycCONo4xo25d7Bd44d4u8NLty73Em8cW8Z3iaNudXE3jh3hvZLo2/HAB+jfPDTTLgBoGcmgABkDRkAAAAAIAHApAAAAAgMvd9yJ7K05eiHGDOTOwABkACAHIB1AAAEEBSAAAAHAAAB0AAcAZA0ZHUAAAQQAFEwXqRxQBCkCDgA0Ky40ZNAAABkAAAAADgAHUAZQgAAoYAAAAEAAAAAUQ2ZBAAAAAAAAAAAAAAAAUAAAABANGQFaAAFAAFHIAyBozk0RVGSBpBStJxK0jTRckDTLTkRSopxmzOho0inHkqKZmFciKbRThybRTMwrl6BFOPJrJjSuZFNIpxooyc9K5UU3lDh3g1fAmlc+S5OHJUUml25cjPA4sjeM6HK5QinFvDeGl25ck3jjVwyNI/PKQH3niUEKAAcAAIUAQZKAIAAAHAKAECABly9E5ifAPXocYBz8qEK4AAQoEAAAAZIAIAKQAAAGgAA0BwAMgHAOIQUEKAwOQIUHAgAAAgAAoAADLgAQAA0oGjIINGQCgAGgAAQAAUAAAABAAcQCgAACF9gAEKAHUEAFIUBgAAAAAAABwARAAaAANGQBrPEAACkAVQTqUyBWkAVTTTIaQbaCBpBStMlDTeTSKceTTTOhoGclyRptFKimMhFM6VzIpcnFkqKYmByoptHHFkrVQxpXLkZOPeCKTSubJd44nKN4mjblyMnFkIo0u3LkmTGSZJocuSb2DjyVFGjbxwAfYeRQQoEKQZApAAAAAhSAAUhQBCnG5/gTaq5eiGTBTAAgApAAAAaQF4gACOAyAKQcQAGDJoAAZyQDRnIAAAoEKCAQAoOAcQgAAAACgAAABloAAAQoBAAAAAAAAAAAAAAAA0AA4FAAhAAKBCkKBACgQo6gCFIGlFABBCgNKAAIAGUAAAAAAAAAA0ZNBQANAoAMh98VpOpQoaaZBBopMggpeRBkaaXJppguSDYMZNZM6VSopkNJpXJkqKceS5JMK5MmsnHkqKZ0N5KinHkZJocmRk48hF4E0u3JkZMZGRo225SZ4GMjI0AID6cPMoAApBkZAAAAQpAAKQAAYe77kkqrnY5HGTqDAAAAUgAAAACAgAADINGQAAAAAABkEAAAAQAAAAAHQogAAAAgyaAAAAoAyAAAAABpAABQAyCAACgAQgpAUohQCAQuSACkKAAAAAAAAAAIAKABAAAyUAAAOQAAAACAUAAAAAAAGjJoBQpABSmSmRcj70gApoyOSkVoGQBopg0TQoyABQQEabyXJgZA3kIpjJrJnTTWRkzkZJoayEUzkDQ5M8DOSZGSaVcjOMqTJBocgMmkQ97goIUIAgApCgAAABORlzscjjVc81JMrpt7snGAY8gUjQAAAADIIBCgCAOAAOHFABk0ABkcgCDRkIoAAACF5EzxKBMgAAAABHFBRAAAABAwACgACA4yaMgAAAAAAAFDBCggAAoAACFAIAIUCdQVwAYIUAAABCkKUAAABC9CAAAAAAAAAGgAAAAAGQAAABwAAAADRnqa5AAZNNAAAyoVpCgAABQQAXIIUitAz1DQNjJBxI0oIMgUEKNBkrTJckF4gmRkmhcjJnkMjQ1knJSD8YaHkcgcO+ppsnih69uTkBjfTwG+g3A2DHeeQ7xfBEG4XTkJlEOPeVeoHWaaWROiZMuVTIMbkACOAAEAFIUggAKAAIBSZKBAZya5gZwaMggAhQAAAAEAApCg4gKQAHAogAAAAAACDJoyaKAMmugAAEGQA4oAAgEBSgACAOgBQAAAAACFBBCk6gCghQAAAA0ZAEAKAKQgoAAAOABwAAOA6gAAAAAAhSFAjiggFAAEwXoOoABoAGgABk0AFCkKZAAAACdQKBkZCqCFAAhSACFANyaMgDQM5CKBoNMgaGgZyCDXUGSF0OQpkp0ZAAUUgAFAAAgAADPEACF5kAADPEgAAAAq8TLQNAGQAAEAHAEELyIVoEBSAAAUAUhAAIAABQHAADJoyaIAAKMmmhwIMmsAyAANAZANAZJgoKANGSAAAANBoGQaM8SgAaIMgAAAAABoDIHUAAABAUAAAAAAAAYAcQA0AA4AAAAAAABpoDIAAAAAAaAyaMmgMmgMAMgGQNFIAoGgAUgBkBkFAAgAoAABvIAKoIMgVwIEUACFAoJkERSALyUK2GgHVlRkgyBQQAUEBBQQpQBAQAMgADOTWQHQAdQDjI4AKAZBEQoBQAAUABEQdAABSFABwIAIUAQFBRAHAACjAEBcAgjgAUB7QUggKCjANOBAAAAyaAAF4BoEBQBACgQFBVY6mgCIyDQAyaaUARyGTeCYAyaBQICkAAFAwaAAAAKyDXUAAUBGDRSAAAFAChGDTS4AVHIZwaKBMdAUgAAAAUgAAAUAZAEAAApAAAAOAAADIyAKQGRSDqAA6gAAAnAAUgApPEBwHIMmQbQAyANAAAOoAGTRkFGjI5AgGjOQAAAA0ZNAZBoAZwoNcAQYKawXAGAbwRwGQacAMuA9gCmAaAGcEwU0UZIb9gAyTBQETAwUYIGAacZwVTBDZkiJgdSgomBg2MEGMA3gFVjAwXBrBBxlKMATAwUAQuAAIU0ZCJgG8ADAN4MhUcgwUBE/FGC4AVAVwAgwUAQApRBgFIJgFAEALgCDBQEQFwAqAoAgKaAxgFAEwAUCAFAgKAJ0BccxjAGcFwpcACDBcACYGCgDJcFwGgZKUgEBR1AgAwBkGjIAAAAABoGQAAAGjLQAAaB1A0PxgE4mRoEaU2hxADQBoGeQGgZyAADlAAAgAoIAKQAUA00BgqICpxAhcGkQ5EQiuHdU0iHKjRuhHFgYQ5tzyIrQPHwMHLukcgHFgGsDAVnAwawMAZwMFRChGcA1gmCiA1ghBPvigYCoCjBYEM4NkIjODRQBGgvsGAqYLguDSIBjAwcrWqa7tU6KBwYGDkc3yI5AOPqMFwMAYNYLgYAgRDRpECM4GFOZrV8C90qJyXHqIrgwTByuTBnGCjjwXBvARAjCJwLg5Ebz8A3dcmWKxU8lIricgwcitMYKM4GDTkJgIxgYN4GArGBg3gYAhlxvAwBgNN4GAJgYLgYAmAX2FwBnAOTBnAGcDBrAwBnBnHE2MATALgATALhS4AzgqIbwVEAxgK3gcjt1qfDcietcDGUynFFIOHAwcrkMYKM4Lg2jTTW5A4sDB5Hdr4L7iK3xQDx8ByHI5DOAOMG8EwBgFwAI4hQBDJoAZAAAAAAQoQAAUAAABwCNGQQK5AQrQirxAGSgBkAQBwAAAAACAAGlADqACIbMmgKbaYacjeZByMaiqfXthmzK06+pbzNeKuvplo5ImRpSPjRF30VVzvMXwPksR2X7JCYt2p/32n+Z5xzTNa9m6+X6ydnHSv+t7//ACoP6oy3s4aVzlbzqBfLeg/qj6zqi7pYdN3O7PgWdlDTvqFiR24r8Jyz0PjKdo+g66YrvZVx/mPLWct47Nz0xPd5s3Zy0yrcQ3u+sf4uWBf+mh6dqrs6XSkpXz6Zu0V0e1FX0SoYkErvJj8q1V9ePWe5W/tD2Caoay42a7UUKrhZUWOVGeaoi5x6sn2SgrKa4UNPWUM8dTSTxpJFLGuUkavJUE3y4/KxFb+H8+K+hqKGqlpqynlpqiFyxywzNVjo3J0VF5Hhvadmu1Tpemda7fqmBu7WMmbQ1Kon2VqoqxvXzRUx6n+SHWt7T2Y79dduMxqdPHVpndObdLuojMqqIniqm0cGCYPIRqOT4CovmnEm6Bwbo3Tl3TbY1XopVcCNG6eV3a+A7sI8XdIrTy91F5Kir4IYVuOhB426XdOXdNbpRwbo3TyWx5Juoq4RUz4ZBt42DODy3xKnNDjcgHBgYORWjAGcFRDaIcjYwOHdNo05d1ETKqiJ4qcjI8plOKeKCB9G2AaWtOq9bS0N/pWVlHFQyz905XJlyPYiLlFReqnYKu2NbPYaGomi01CkrY3uRe/m5o1V/ZD432WkxtGq08bXL9Iw7S3Hhbav95l/FU8We0+5rbrjiNP54ImYY1Xq1FONWnNEn9zQfvafMN09jm8fdJunk916kQy1GrwRzF9SgcG6TB5Do1QyrSji3SohvCG2JxA+vdmzSNi1Veb5DqO3xV8VPSRSRNkVyI1Ve5FXgqdEQ+ua+2SaDtmiNQ3Kj03TRVdLbqiaF7ZZfgyJGqouN7HBT0PskcNRal4f+Bp/pHn3fadx2b6sT/dFV9Ep4Msz7unWPDoVucE9Rxq08pGZRnDohl3douFkjRfBXIe7u4vH3Sohzujx0M7oHYzs1bPrHcNPzalvlFT3KofUSQUsNQxJIoWx4RXbi8Fcq54ryRExjifQNquzjTuotK10yW6koLnR075aarpoUjVqsaq7rsfGbwxheWeGFPgOyLajX6CSaifR/VGz1Mnevp0fuSRSclfGvLjjii+HND23aLt2kven6y1aftNRQMrIlhmq6uVqyJGqYcjWNyiKqcM54eB5LY8nXuHXqjT4A7Dmo5mcORFTPmZch5ConJEwickQxueR63NwYG6eR3eEyq49ZGx55YX1BHj7oRp5Do1G6UePuqN08nuV8PkHd45oRXj7pFaeX3fDK8E8zKRovJUX1KB426VGnOsfkVsZUePuk3Ty+7wnI41aFcG6XdOTdNpGqpyUg4MEweT3S9UJueRRwbnkN08psKqZa1qrhHMVfBFIjxsDdPIdEqGN0quLdG6c6RqqcvkL3S+CkHj7pcHkd0vMiIirhFRV8EUDjRCrhrFcqckyc255Du0VFReS8wjups32caf0npyjgkt1JVXWWFslZWTwpI+SRUyqIq8mpyRE6J45U+T9pLZ5ZbNb6bUtgpYqB01SlLVUkLEbEquYqtka3k1fg4VE4LnPPOeTQe376mWGmt+qrRV19RTxpFHWUitzK1OCbyOVOPmi8T0ra3tNrdfPp6dtGlus9PJ3kVPvb8kjsY3pF5cs4ROWV5nkx48kX3LrMxp8uVpndPIc3IbGqrhEPU5ODdK5FbG9eqIqnO1rc4a5mfDKZE0eIJfvV+Yo7e6W2P6ErtL2WrrNPxvqp6GCWWTv5k33LG1VXCSeJ8V7Q+krJpPU9qpdO0EdFTzUcksiNkc/fckmMrvKvQ7U6O4aSsCeFBTJ/wAph127WCZ1bY18aGX6VDxYrTNvLtbw+BuTipndOdWhI88D3OLx90m6eT3ab2MpnwyR0SoiKqEV4jkJg8hzcHG5CjhcZORxkCOIUgABxkAEQAIEK4AA0AAAADh0HsIBXAhQrYIUIAAoAEIKCZLyKAAIAAAAhSgGgrQAaABtpyMONpyMA8iFDsz2SU/SzVH79T/M86zxHZrskf5I1P8AhMP4innzfLLeP5ofVNqaf4N9UfwdN8x0fzwO/t+tdLe7NXWuu7z0ashfDL3Ttx+6vPC9D5smwXRGMd1dv5+88+HLXHGpayUmZ3DqaxcqnHgdxOz/AE1RS7JbElWj2rL300TH80idI9WexU4p5KePbNiOhqGqinW2VFYsa5SOsqpJY8+bOS+peB7jqe51tls0lZbbFVXmWNOFLSOjYuETzXl5Iir5Fy5YyR01KVmk7l847UNdBS7OYaF7m+kV1dEkTM8VSPL3L6k4J7UOqO6nVcJ4qe27RdVXbV2oZK6+MdBPEi08VGjValK1F4x4XjnPNV4qvhwRPYdgejodXa17y4wpLarUxtVOxzd5JXquIo18so9yp13cdTvjj28fdmZ67P2tl2w6o1FR0931JUzW63TJvQ00bU7+ZnR67yYjavqVVTwPu1k2aaKssaNpNPUEsmOMtWxJ5F9smT26aWOON8072xxsar3PcuEaiJlV9h1g1tt6vdfXzxaSWK2Wpr8RTLCj6iZPu13so1F6JjPn0PPE5Mszpr4aeX3e67O9GXeFYqnTdqTP29PAkMiep8eFQ+MbSdgbqGjmuejJairZGiukt0yo+XHVYnfbfeLxXjhVXCL+Dpfbvqq11ka3t8V7oM4ljkibHMieMb2IiZ8lT3cztHZrpSXq00V0tkve0dXGyaF/ii+PgvRUE+5hnusdN/D+fjov/qn3/s+7OtK6p0XW1+oLQ2trI7jJTtlWaVmGIyNUTDXInNVPye0tpGCy6npr7QMSOmvPeLNGicG1DMZX+Mi59bVXqfQ+ys7/AAfXNP8Aesi/8qM7ZL9WLqhmsfFp4W03Y9ZY7BBBoyxJHdquthhSZ1RO9kMfFz3u3nKiNwnFcdfHB7Jo/YzpDT1PE6too73cUT4dRXM3mZ67sXxGp4cFXzU9/vdzpbNaay5XGXu6OkhfNM79qidPM6tXnblrCurXT26emtlKq5jp2U8cuG9Ee9yKqr6sHHH7mSuolq3TWdux9fobSlxp1hq9N2d8apjhSNYqepURFT2HwXbLsXgsFsnv2l3TLb4Ph1VHM7vHQt/ZI381YnVF4omVz0Pdtiu1qr1VdUsOoYIUubo3S09XTt3GzbvFWq3ouOKKnBcLy6/ZpYYqqGSnqGJJDM1Y3tXk5qphUM7vitqTUWjs/ni6FUVUVOKHtOzzQV21zdn0Vqa2OCFEWpq5s91Ai+OOb16MTn5JxPyrtbpaK9Vtrgass9PVuo4mdXvSRY09/A7rbONKU+jNIUNnp0askbe8qZUT7NOvxnL48eCeSIevLl6Y7eXLHG5er6U2J6QsUMa1tI69ViIm9NWrmNV8ok+CievK+antsmitKyxdy/TVjdHy3fQYvzHou2fauui52WeywQ1N8lYksj5uMVLGvLKJzcvROHivTPxaHbTruKo7596jmTP2Gaji7tfLCIi/KeaKZcnfbpM1jtp9n1fsH0reKd7rJE6x1vNskD1khVfB0SrwT73B1k1jpS66SvMtrvdP3VS1N9jmrvRzR9Hxu6p8qdTtrsj2l0uvqCaKSnShvVG1FqqVq5Y5q8EkjXwz0XinLjwVeXbTo1msNEVUccSPutAx1VQuROO8icY/U5Ex68L0Ljy2pbpsTETG4dJXR4Mbp5C4cxkjPiOTKZMoh7HNhjT6rsd2T1euXPr7hNJQ6fhf3azRone1L05sizwRE6vXPHgiLxx86tVBPc7nR2+jTNTWTx08KY+2cqInz59h3407ZqXT1hobRb2o2looWwxpjnhOKr5qvFfWcs+T247eWqRuX4lk2daQssLGUOn7fvtTHfVMKTSr63uypx3vZvo68wLHV6dtzF6S0sSU0iep8eFPVNsu1pujZm2eyxQ1V9cxJJXTcYqRq8sonNy80TonFeiL8aptt2u4J0kkutNVMznuaiij7tfL4CIqe889MeS8dUS1Nqx2fWNnmzWs0LtXlqKZz6uw1duljhqH/ZIX78a93JjhnGcL1T1H165Kn1NrP3mT8RT1XZfryh17YVrIGejXCnVI62jV+VhcvJUXq1ccF9ac0U9qun+TKxf3CT8RTlaZm3xeW4iIjs/npTp/c1P9435j6Rsp2W3DXk7qqSR9DY4X7ktWrcq9U5tiRea+KrwTzXgem6WtNRf7nZrRR5SorpIqdq4+Ii4y/wBiZX2HfGxWqjslpo7Za4kho6WNIoWJ0ROvmq81Xqp7M2X247OVI29S05sq0XYYkbT2ClqpcJvTVzPSZFXx+HwT2Ih+xW6I0pWxblVpqySp0RaGJFT1KiZQ+B7VNtd4qb1U27R1YlBa4HrF6XExHS1KpwVUVUXdZnlhMrjOeOD0/T+1zW1mrI5fq1Pc4EX4VNX4lbInhnG831opyjDktHVtrqr4fUNo+wOiloZq7Q/eQ1MaOcttlk3o5U8I3LxRfJVVOnDmdap4JIpHskY9kjFVjmuTCsVOCoqLyVF6HfbQ2pqDV2mKG+WxVZDUp8KJ6/DhkRcOjXzRffz6nX3tQaXhtupqO90kbI4rrGqTI1P16PGX+tWqn8g1hyzM9FkyRERuHwbdKiHI9pEQ9Tm++dkjjqHUq/7FB9I8+77RYZp9n+pYKWGSaolttRHFHG3KuesaoiInVT4R2Rv84NS/gUH0kh2YVFdwTmp4M8/4m3evyvhuzrYRaaCggrdbRrX3ORqPWi31SCDyXH2RfHp4J1PqsWk9MRQdzBpyyxwY+K2iix8x8J2k7drl9WKig0TLBT0NM5Y1uD40lknenBVjReCN58cLnnwPwtMbedVW6tjW+LDeqHKd7G6JkU2OqxubhM+Spx8jU0yW7sxNY7Pquu9iGm77Syy2CGKx3TGY1hbimevg+PkiL4twvr5HVm92eusl1qbZdaZ9NXUsndzRL0XxReqKnFF6od7tO3mg1FY6O7WidJ6Grj7yJ3XzRU6Ki8FToqHxHtU6ba6ktOpYGoksUnoFSqJ8ZqoronL6lRU/joXDlnfTJkpGtw9b7OuidPauptQO1HbWVzqWWBIXOkkZuI5js/FVPBD3vafst0RYtnuobpbdPQxVtLSOkhk7+Vdx3JFwrscM5Px+yR/iWqV8Zqb8SQ+l7cVxsj1Z+BL86EyXn3dbIiOl0ndHxwfXNkmxiq1fSw3i+zzW+yScYWxInfVSeKZ4Nb54VV6cMKerbLNLN1jr2htU7FWiRy1FZj9hZxVPau43+Md1nSU9vopJpXMp6SmiV7l5NjjanzIiHXPlmvaPKUjfd6rZNmui7HD3dFpu2Pf1kqokqJF/jyZU5Lrs+0fdYVhq9NWhUVPjRUrInp6nx4VPeddtb7bNS3yvnSw1slmtW+vcRwNRJpGdHyPVFVFXnhMY5ceZ42j9tOqrHXROu9fLebYi/X4KpGrJu9VjkwiovrynznL2cnnfdeqvh7HtW2HpZqCa76QfPUUcKb09vkXvJIm9XRrzeieC8fNeR8K3UTCpxReKKf0IoaqGspKeto5Ulp6iNs0MqcnsVMovuOoG3rSsOltfTpQx7lvuEfpsEaJwjVyqkjE9TkVfJHohvBlmfhlMkRHeH1TZFsv0ZqLZxZ7nebHHUXCdJe9m7+WNX4keifFcickQ8TaBsTtst609b9FW5bayodM+vrJJZZo4omoxEVd5y/Cyq4RMZ68EVU9+2BfqR6f9U30rz97XeqaPRumKy816K9sOGRQsXCzSr8Vqevx6Iir0OU3tGSdLERNO78TTmybRNgpo2pY6W5VCJ8OpuMaVD3L44dwT2Ih+jddnOi7pTrDV6YtCIv21NTpTyJ6nx4VPedb67bhrepqnTR11FTMcuUhio43NZ5ZciqvvPtuxPaTLrqhrKW5wxQ3ihRr5Fh4RzxvyiPROaKiphU9S9cIvjy1+KZWJrPbT4jtl2Uy6Hcy5Wt8tXYJnpHvScZaWReTJMc0Xo/2Lxwq/qdnzTultVT3i16ktUdVXQsbVQS9/LG9Yl+C5vwXJyXdXP7c7Ha2s8GoNIXq01KZjq6WRqL9y7Cq1yeaKiL7Dp3sp1J/Y9rixXWR/d0/eJFVLnh3Mqbrs+rKP/iHXHecmOY+rMx0WdkrtsT0RLa6yO3WRtPWvhe2Cb0ude7kx8BcK9UXjg6d90+NNyZu5KzLHIvRUXC/Kin9EOKYTqinS/bhYfqDtPvMUcW7TVb0roOHDEvFcf+okhONkmZmJXJD57uomVfyRMqdsdnWx3Sj9D2OfUFkirLvPStqKiWSSRFzJ8PcwjkTgionsOt+iLIuotY2Wz7qqyrq445Ex+tou/J/QR53ywirhiIickT5i8m+oiIMcbdZu0LpvR2lLRarfp+x0tLda6VZVmYrldHDHz5qvNVRPUinoGzbZ1dNe3GWKhVKW3UyolVXSty2NfuGJ9s7HHHTqqZTP6O2O9yat2oV6W/NQ2KWO1UTfulau6vvlV3sO1OidN02ktM0FkoURyU7Prkic5ZV4ukX1rn5EE5JxUj7pEdVnrWmNjmjLDCzetMdzqET4U9x+vKq+O4vwG+xD2Kr0dpOoi7mfTVjkjRMI1aGLgnlw4HxnbRtjuVBfKjT+kKhKX0R3d1dcjUdI6TrHHnKIiclXGVXljGV+a2naxri2VTZmX+prWIuVgr2pNHJ5LwynsVDEYcl43teqr69r7YFaK+mkqdFuW2VzUylHNIr6eXyRVysa/J5HWivoKigrJqSugkgqoHrHLC9MOjcnNFO72zjWNJrjSkN2pY1hlRyw1NOq5WCZMZbnqnFFRfBUPkPaj0tFGtBqqljRkksiUNbhPjLhVikXz4K3Pm3wNYssxbosXjtuH4/Zz0Lp3V1t1DJqO2x1r6eeFkLnSSMViKxVVE3XIe8bQtjmm6bS1VJpLTi/V18kUdNipmeiK6RiPVyK5Uwjd5VVU4Hgdkv/ACLqb8Kh+jU+5VlTBSU09TVyNhpoWLLLK5cI1iJlVU55LTF5arG6vl2jNiGlbHRROvdMy+3Tm+Wqz3LF8GRZxjzXK/Me5VOgdG1UPdyaUsW5j7ShjYqepURFOvWp9vWpLhcJHacdT2q2o5e5RYGSyyM6LIrsomfBE4eKnuuxrbFW6gvkFg1Q2nWpqs+iVkLO733Ime7kby4pnCpjljBbY8vzTLMTXw/H2vbEaK3Wee9aMZNG2laslRbXPWVvdonF8Srx4c1aucpyxjC/AGtTKH9CuCc0ynVF6odFte2qKya2vtsp27sFLWyxxNTpHnLE9iKiew68bJM9pTJGvDsLs42TaIu+g9P3K5WGKora2himnlWeZFc5Uyq4R2E9h8+7QmidPaPhsSacoFo0qpJu9zPJLncRmE+E5cc15H3zZMn+C/SX8F0/4iHybtYcafTH77U/NGc8dpnLra2iOl8BtNrq7xdKa3W2nfU1tVIkUMLebl/InVV5IiKp2m0FsL07ZKSKbUcTb1dVTL0kz6NEvg2P7b1uznGcJyPXOytphiUt01RUMRZ3OWhpFVPitREWR6etVRP4i+J9s1PfKLTVgrbvdHubR0jN526mXOXkjUTqqrhE9ZrNlnq6amOka3Lxp9F6VmgWGTTVkfGvDd9Bi/MfJNp+wq2z2etrtFRS0tfHE9/1P31kin4cUbni1/gmcdMJnJ6JftvOsK+tfLbJKW0UmfgQRwtmciftpHJxX1IiHtezDbnW1V5prTrNtK+GqckUVxhZ3SxyKuE7xvLdVeGUxjrw4pmMeWncmaz2fcdJxTQ6WskVUx0VRHQwMkjcmFY9I0yi+067dqzjq+xJ0+p0v0yHZ9UwuFOsfas4ausa/wC75fpkM4J+Nb9ofINOaeuOpLzT2qz0/f1lRnCZwjUTm5y9Gp1X8qnZbRewPTdrp2S6ldLe63GXNVyxQNXwRiLlf4y+xD0rs96m0ZpO13Kovt6p6O81kqR7ssMn1uFnJN/dxxVVXgvh4H0DX+2Wx23S8tRpO6266XWSRkUUSKrkiRc5ke3gqoiJ71Q65bXtbpqzSK63L3eHRGkYYe6j0tYUj5YWhiX50PX9R7G9D32GT9Jo7ZUOThPbV7hU/ifY19qKddX7Xdc+k9//AGS1W/z3e5h7v+RuYOwmxDX9Trmw1f1UjjbdbfI1sz4W7scrX53XonReCovq88HK2LJj77aiaz2dYtpug7loO9toa5O/pZkV9JWtbiOdqc+H2r0zxb+RT0l6Hc3tI2qK47J7nO9E7+2yR1kK9U+EjXfI5x04maiKqHqw5Ouu5YvGpeG5DLjkehxuOzLDiGnYMgDJpwAyAAiFAAEKQAAGgAUgVcggA31Bk0VAcgPtlApBkEApAUUEAAAAUgBBStIMgU00yaKK05GHG05GcyDyIjs72SE/SXUq/wC1Q/iKdYo+h2b7JC/pPqdP9qh/EU4cj5WqfND7Fri51Fk0de7pQ916TSUck0Xeplm8jcplMpk65s2/6wwmYLGuU60kn9YfftqXHZrqhP8Ads34h0hbncTgpxwY4mveG8kzE9n2mm7Qep2PRaq3WSePPFrIpYl9/eL8x902ea0t2t7Alxt6Phmif3VRSyLvPgkxnGU5oqcUXr68odInb2OS+47JdlO11dPZL7dZ2OZSV0sUVOqpwlSJH7z08Uy/GfJTWbFWK7iNJjvO9P0O0RoWkuunKvVFDToy729EkqHMT/GIE4O3vFWpxReeG4PG7KdJHFpO/VaJ9cqLkkSr5MiYqJ/TU+ra1WFNGagWpVEp/qdU94q/c92uT4v2Tbs1bbqCzyLieOWKuair8dHs7t3uVie9DlEzOKWpjV4fRNu9XJR7I9TSwOcyR0DafKL0kkYxfkVTpe9cLhOScEO9O0exO1LoO+2eBEWoqqV6QpnnKz4cf9JEOjM0ckcj45GPjkYqo6NyYVrk5sVF5Ki8MeR140/DLOXy4cnbHsu1cs+zWeCR6qykuU0UaL0arI5Me96+86ockVVVEREyqryQ7j7ANP1Gn9mlCyuifFWV8r6+WNyYVveY3EXwXu2s4dOReT8iY/L87tOUzJ9lvfLjepq+CRvtVY1+R6n53ZU/zAuf8Ju+ijOXtSXSKl0JQW1VzPX1rXNb+1iRXuX37ie04+yp/mDdP4Uf9FGco/yW/wBt7B2h5HR7H77ufbLTMX1LNGdPd47gdor9SK9/vtL9Ow6dnbjfI55fL3/YW5f0XNLqi4+vyp/yJDuezmz1odLtha42uaX/AAiT6CQ7ox84/YceT80OmPw6hacpIq3tEU8Uzcx/V+okx5sfI9PlYh29b8JWeZ0yjusdk23uuk6tbBTahlWVyr8WNZnsevsR6qdzFTdXHhyHI8wmLw6NbS619ftB1PVTKqvdcZo+PRI37iJ7mIesZPftuOnqnT+0e7LLGvotxlfX00mOEjZOL09aOyip6l6noGFPXXvG4cvD6P2eq2ak2uWOOFV3Kts9NMidWrEr/njRTuPF8ZDqn2YtO1Fw179W1iclFaYZMyryWaRm6jE891XKvhw8TtVNPFSU8lRO5GRQtWSRy9ERMqeTkfO608Og+sKaKi1TfKWBqMihuFTHG1OiJK/CH4vU868Vq3K51teuUfV1EtQqLzTvHq7HyngovE9seHJ9C2CUrKva9ptsnKOWWZE82wyKnyndJnF7EXqdINjdyjtO1HTVZM5GRel9y5y8kSVj4/neh3e4p60PHyvmh2xuiGvq2W4631DWTqqyS3Go59ESRWonsREQ/Bzg9520afm09tIvMEjFSnrJn3Cmd0kjlXK49T8p/wD2ei4XwPXTvHZx8PsXZcq5Yto9TTsVe6qLZL3jfNkkaovyr7ztHdFVLXWY59xJ+Ip127Kun6v6sXTUcrHMoo6daCFzk4Sve5r5N371I0T1ux0U7E3H/J1Wn7jJ+Ip4s+vcdqeHUzsy0jJ9ptukkTjTW6WWNP224xmfc9Tt5ywdNuz5c4rZtJ086dcR1bHUSr4LJH8H+kiJ7TuLVROqKSeBszoHSsdGkrFwsaqiplPNC8j50xeHzb9AzQCJj6l1iJ/CM3/cVmxDZ81UVbXVcPG5T/8AcdcrnrrX9or6i3XDU16hraSVYJ2LMnBycPDinVF6oqHjJtK1n11beP8AjJ+Y6Rhy/wD0nVX7O5GktM2bSlrdbdO0zqWkWZ1QrFldIqvXGVy5VXoh847UsLZdndNPjLoblDh2OKIrXoqfMfD6LWG0evp1qLdd9UVdMj1Ys0Eb5WIqImUy1qpninDzPy9R6h1hcrctNqS4XuWiWRF7utikZHvJy4q1OJmmGYtuZJtExrT1N6GWm3mGrg9jnD752R0/T/Uq/wCxwfSPPum0ytktuz3UtXTriWG2zvjVOjtxUz8p8L7JC/3walT/AGOD6R52I1HbWXqwXO1Srux11LLTKq9N9ipn5TwZv813r8roC5EjajU5IiIZRVyeXcrdWWqunoLlA6CspZFhnjcnFrk5/nReqKinjImEVyqiInFVU90eXB2k7KdXJLoi8Ur1VWU1yVY89EfGxVT35X2ns/aAgZPsi1BvpxiSGZq+CtnYeH2dtPT2DZzFLXRPiq7pO+udHImHNjVEbGi+HwWIvtOXtGVraTZPdIXrh9ZLBTxp4r3iPX+ixTwz3y9vu7x2o9K7JSJ9TtTL+706f0JD6Nt0TOyHVKf7J/8Auw+c9kpf0v1Qn7tTfiSH0bbj+pJqr8DX8Zov/nJX5XyjsnUjH3jVFaqfXIoIIWr4I9z1X6NDsLd7dTXa11lvr2LJS1cToZmtcrVVqphUynFDrV2Wrs2k1pc7XIrUbcqPvGZXnJE7OP5Mjl9h2F1vT3Ct0feaax1MtNdZKST0SWF269JUTLURemVTHtGffuLj+V6b+gdoDGPqXVf+4zf94TYfs/Rf8k1P/uVR/wBx1r/RK1sqIqapvLfJZkyi9UXgY/RK1t11Zev+Mn5jr7OX7sdVfs7qWS2UNjtNHa7VGsVFSRpFDGsivwxPNVVVPg/a0gardLVCJ8LNVEq+X1tU/KfMItZ7RZqRtXFetVPpHcp42OdGvHHB6R45n4uob3qO7spo9R3C61TI1c+BK5rkwvBFVuUTPQY8Mxbey94mNO1+wBP8EOn8+E30zz07tXucmkrG3K7i3JVVPNIX4Pcuz/8AqQ6fTyqPppD0ztY/5saf/hF30KnOv+dLU/I6y5PsvZXkVNoVa1F4PtcufZJGfFz7J2V/1Qq9f91y/SRnqyfJLlTzDtY3C8FTnn5j+d9NhaWJF5LGiKf0PzjK+CL8x/O2l40sH72hw4v1by/R3b2Kaj/sm2b2mqkk36ylb6FU5XK95Fwyvmrd1/tPQO1TYVqLRZb7C1N6lmfRTKifaS8Wqvkj2Y/jnrXZX1EtHqe42CZ31q4w+kwoq8pYuePW1f8Aln3raPZE1HoO+2rd3nz0jlhT91Z8KNf5bUOcx7eRr56vg3ZZsHpWq7nfJm/W7dT+jxL+6y88eprP6Z962gX9NL6KvN53kSSlp3dz1zKvwY0/lKh61sBsiWbZha5XxujrLjmuqM895/Bvq+AjEPSe1XqDu6Wy6bidxlctwqUT7lnwY09rlVf4pbf4ubSR2q+T7FaRKrappeKf4e7VLO5V6uZG9+feiKd02LhUX2nSDZfc2WfaPpuulcjYo61scir0STMef6Z3gZ8FUReimuV8xi8PnFXsX0NV1NRPUW+rdPPK6aR31RmTL1VVX7fxU4k2I7P287XVL67lP/3HwXWmrte6c1VdbTVanvEctNO5EXvkw6NVzG9ExyVqofifola3/wDNl3/4yf8AaWuG/wBJOqPs7gaP0hYdIU1TT6dp3U0VRKksqOndLlyJhOL1Xoeq9oWFs2yW8rwzG6mkRcdUnZ+dTrtQa02lXCGWa33jU9ZBE7cllp43SsjXnhVa1cLg8C9ap1pcLbUUt8ud9qKB+EmZUxSJHzRUzlqY44FcM9W5km8a1p9r7Jv+RdS/hUP0anv23OV0WyTVLmfGWk3PYrmp+U9A7Jv+R9T/AIRB9Gp77t3/AFI9Ufg6fSMMX/ziPkdL1XC46Hs+y+RWbR9LOTpc4Plfj8p6u/46+s9l2Zcdo2lv4UpvpEPXb5Zcned/U6U7bOG1nVGP9LT6Nh3WfxydKttSf4WNUfhafRxnk43l3yeHarZN+pdpD+C6b6ND5N2sfsWmk8VqV+jPrOyb9S7SH8F030aHybtX/F0r66r/AKZMP+cZPlfSdg9Oyn2R6dSNqJ3sLpnY6ufI9VPSu1dWSxaYsdExVSKesdJJjr3cfBPe/PsPaeztcoq/ZRaomO3pKCSWjlT7lUcrk/ouafn9pSwzXbZ6ldSsV0lpqEqpERMr3KsVsi+zKOXyaojtm7/dJ+R1KcZf8KN6Z5oppyccHlWi11l6uNNa7bEstZWSJTxNTxXr6k5qvREVeh7nGXezSVZLcNJ2Ktncr56m3088jl6q+NFVTrz2rOOrrEn+75fpUOydroorba6KggVVipII6eNV6oxiInzHW3tVf542JV5JbpV/5p4cH+a75PlfLtI6Tvmr7mlDp+iWpkTCyyK7dihResjuieXNcLhFwfabH2c2pEx2otQyLOv2SG3wpup5d5JxX14Q+hbCrDDYtmVn7trPS7jClwqJE5yOk4onsbhPYfl7btoddouOgt9nji+qNYySX0iZu+yKNqonBvVVVevLBu2W17dNWIrERuXj0+wDRUX2R15nXrv1yp+KiHumhdCWHRKV39j9PPEtb3ffOmqHyq7dzuc+Xx1951ZrdquuKpVV2qK9vlC2KNE9zT7V2abjqC9Wq/3K/XCur6Z08UFNJVSq/CtRVk3PBPht9qeRMmO8V3MrS8TOoh7dtw/Uj1Zn/QXfOh0jqE4qd2dui42R6q/Al/GYdJ6nmp143yyZPLw3nE45HnG49DmwZNEKIZNkAyAMhEBQBAUAQAAOYwCgQdSk6AUAFGjIADmaMgg0ZNDgUMgAADIA1kAEFGCNKUUAAaacjTjaaaQeVGvI7M9kpf0q1On7vD+Ip1iYp77s42lXrQdPXRWWG2ysrJGySemROkwrUwmN1zfE45aTeuoWJ1O3dW7W6lu9rq7fXsWWlqolhmajlaqtXmmU4oei/oJbPscbJMvruNT/AFh8Yb2itW8P7h05nx9Fm/rTbe0Tq/H+Iab/AJpN/WnmjDljw7Tesvt1Bsg2f0MqSw6apJHp/pUklQnukcqHvMLIoIY4YGsZG1EaxkaYRETkiInI6sP7ROrsf4hpxF8fRJv609bv22LW16ifFJePQadyYdFb4kh/p8Xp7x7GS3mWfcrHh9c7R20Clo7NUaStc7ZbhV4SucxcpTw5ysaqn2zuWOiKvih8I0Pqys0fqijvVC3vVizHNAq4SeF2N6P18EVPBUQ9YdInv48epnvD01xxWvS5zMzO3fzTN+tmprLT3ayVTaiimTg5ObF6tcnRydUU9W1xsp0trCtfX18NTRXF6IslVRSI1ZMJhN5qorVXzxngnE6i6X1PeNL161un7hNRTux3iRrlsqJ0c1eDvanDofY7J2jLjFCjbzp+jrJE/XaWdafP8RUd85wnBas7o6e5E+X0TSmw/SVhuMNfN6ddqmFUdElc5vdRuTku4xqIq+vJ9JuVwpLbQVFfcqmOmo4GrJNNKuEYh15uPaQnWBzbZpqCKfHCSorFkRvsa1M+9D5PrTXuodZTNdfa9ZIWO3mU0Kd3DGvijeq+a5Ue1fJPxHuRHh+jtV1rJrjVktwb3jLdC30ehjfwVsWeLlT7py8V9idD7j2WExs+uK+N0k+ijOqb5D33Z/tYvmhrJPa7RRWueKWoWpWSrSVVRVRqYw1yJj4PynbJj3TpqzSdTuXYrtFfqQ3n99pfpmHTt/NT6PrHbPqLV2m6myXKis8VNU92sj6eOZHJuvR6YzIqJxTzPmiuGCk0jUl5iZ29+2F8drulvwiT6CQ7qM5x+w6B6Sv9TpfUdvvdAynkqaN6yRxzoqsVVYreOFReTz6hH2itXpzoNPKvlTzf1pzzYrXnsuO0R5fO9d4drLUaLxRbnVIv/Fedldg20im1PZ6exXSdI7/QxJGiSO/xuJqcHp4uRPjJ7evDqpeLhLc7rW3CoRjJ6ueSokSNFRiPeqquEVV4ZU8eGokhmjmglkilickkckblY9jk5KipyU65McXrqWKzp3z1ZpWz6stX1Pv1G2phRe8jVFVskTvFjk4ovz9T5zD2e9IR1PeSV1+miRc9w6ojRnqy2NHfKfMNLbf9T2qFsF4gpL3E1MJJLmGb2uaiovuPaf7ZNvdruaSk7zHW4Ju/iZPNGPLTtDpus+X3bT9mttgtNPbbJRx0lHCmGQxp71VV4qq9VXip8Z7RO0iCltdXpOy1CSXCoTu6+WJeEEXWLP3T+Sp0TPih891ht01TfaeSmt3o9kppEw5aRVfMqfvq8vYiL5nyd0nBfflep0x4dT1XS1/pCSuTJx5MvdnwM5PS5vIYrkwrHKx6Kio5FwrVRcovsU7t7I9d02utLxzrJGy8UrUjr6ZObJMfZET7h3NF9ac0U6QI4/UsF6uFgusFystZLRV0XxZol6dUVF4OTyXgc8uP3I03S+nePWWk7NrC1JQ36j76Nq78UrF3ZYXeLXpy+Zep89pez5o+GoSWorL5VxJ+sS1DWsXyVWtRflPTLF2ja+Knay+afpqyVOc1JULDn1scip8pu9douvmp1ZY9P01LKv69VzrNj+I1E+c80Y8kdoam1ZfdKWqs1irbTpij7mllkp5H0tHE3gkUeMrw5c+a81z5n6NxXFBUr+4yfiKdLbNtFv8Aa9YyaodJBcbxJG6F0lc1VTcXHJGq3GMcETgmV4HuEvaC1XLTyRSW+wKkjVYuIJk4KmP2Qs8e0T2IyRru+SUE0sENJNTyvini7uSKRvON7MKi+xUQ7p7LNf0GvbK2WNWQXiBqJW0eeLHfdN8Y16L7F4nSRi7rEanHCYPMtlyrbXcIq62VlRSVkK5ZPDJuuT86eXJT0ZccZHOt9O5uvtmOm9bPSpukE9PcUajUr6RyMlx4Oyio5PWi46YPSrZ2dNNQVLZLhdrtXRNd9gzFE137VVa3PuVD0nT/AGiNQUkLYr1a6C6qiYWZj1ppHea4RWqvqRD9qo7SMqxKlJpNrJOizXDgnsSPieeKZq9odd1ferJaqKx22G32imZSUcKYjigTdRPFfNVXiqrxVVOr/aH2g0+qrpBZLPOk9ptsivkmauWT1GFRVRerWoqoi9VVeiIq+t622s6s1ZTyUtbWxUVulTDqShasbHp4Pcqq5fVnHkegK5ETCcEQ64sM1nqt5ZtffaGXqRphXBFPQ5uwHZIT9PdTL4UlMn/MkOxl5uNNaLXV3GvlSKkpIlmlfuq7danNcJzOkuzraBdNBVFwns9PQVD66OOORKtsio1Gqqpjdcn3Z7dedu2pb3Za+2V1DY/Rq2nkppVhhlY5Ee3CqirIqZ9h5MuG177+jrW8RD79rTZ1pbXfc19wjk9KdEndXCgm3ZHM6ceLXJ4ZRT8bTWw7RtkuMVdIyvuk0Ko+NtxmR8bHJyXu2tRF9uT4LoDarftFQpR0KxVtrzn0OsVVRn72qcW+rih9Jj7R8Pc5fpWVJsfa1ybuf5OTM48sdo8HVWe8uweVVfFV8Dqx2i9cQ6h1BFZLZO2W2WpV71zOUtUuUdheqMThnxV3gfk6322al1JSy0VH3NmoZEw+OjVVlkTwWVeKJ96ies+Wo5EYjUTCJ0Q3hw9M9Upe++0OyfZLT9LtUO/d4E/5b1/KfRNuP6kerPwJfnadXNne0u86Bp7hBZqS2z+myMkkWsSRd1WphMbrk8T97Uu23U+pNOXCz3KhsbKauhWGSSmilR6Jw5ZkVBbFacnVCxeIrp6DYLxW6fv1FdbdL3dZRzJLFnkq8lYvkqKqL5Kd2tC6utetLDFc7VJh3KenV31ynk6tf+ReqcUOiCuP1dOaguWnLqy5WKulo61ibu/HhUc37lyLwcnkp0y4oyfvZpfpdstc7HdMatrZri9lTbblKuZJ6F7WpK7xfG5Faq+aYVfE/FsPZ80pQ1cc9yq7pdGtX7BPI2KJ3rRiIq+rOD0yzdoy6wwo29WKhrXpzlpZ3U6r7FRyfKeXX9pF74Hpb9MpHP0fUVm8xPY1qKvvQ4RXNHaGuursE+Shs9re97qegttHHxVFSKKGNE9iIiIdN9sGtl1zq6SshWRLbStWCijcq/Y85WRU6K5cL6kROh4GudomoNZPRt7qk9Gau8ykgRY4Wr44yuV81VcdD090nE7YcPT3nyxa++zujsAXe2Q6eXxSo+mkPS+1nw0tp9f94O+gefLNIbatS6S03Q2O20VkloqRHI11TFKsi5erlyqSInNV6H5+0Daledd2qjoLzS2yCOln9IatJHIiq7cVuF3pF4YX5DnGK0X6mptHTp6Lk+ydldf8IVwT/dMq/wDNjPi28ez7Pda3PQ95qLnZoKGaomp1plbWNe9iMV6PXG65OPwEPReJmsxDEdpiXet/CKRf2rvmU/nfTcKWD97T5j7OvaL1fuYba9PZVMfYZ/6w+NNVGoiJyQ5cfHbHExLeSYnw/V0xeptO6jtl5p9/vKCoZMqN5vYi/DZ7W5T2nfikqoaumgqqV6SU88bZYpGrwexUyi+4/nlvcT6jpTbdqjTenqCz0lPZ56aiZ3UT6qKVZNzPBFVsiJw5cuSFzY5yRGik68u4OMqiJ8x0i2q6jTVOvrzc45N+k730alwuU7mL4KKnrXL/AOMe2XHtAarrLfU0q0djiSaJ8XewxTJJHlFTLMyYymT4+1UbGxrPiMTCGMGKaTMyZLRPhyPRJGq1/JeZ292JbR6fWlljt9fOjNSUUSJPG7h6SxOCTN8fNOi+Spnp7vHNQ1c9FVwVVFPJT1dO7vIponKx8a+KKnI65MfXCUnTu9rrQFg1vBGl6ppEqYkVIaymd3c0SeCLyVPJUVD5/R9nPTcVTv1t6vdTEi5SJFiiRU8FVGZ92D0TTfaB1Lb4IoLvS0F3Y1ERZXZhlX1qmUVfYh7LJ2kU7t3caUxJ+63FMfJHk80VzR2hrrrPl9w05Yrbpy1Q26w0jKSkjVVRkecqvVXKvFy+a8Tr32i9o0N6qG6XsdR31FSy95XTRuyyWVOUSL1Rq8V88eCnp+ttseq9T00lGtRFbKCTg6GhRWq5PB0irlfZjzPmyO3URE4Y8DriwzE9VvKWybjUOy3ZL/yLqZc/+LhT/lqe/wC3X9SLVP4Mn0jDrDs72mXfQNLXwWijt9QyslZLItWkmUVEwmN1yH7mqNt2odS6cr7LcKGzMpq2LupXQRTbyJw5ZkVM8DNsVpydRFo6dPmEnx149T2TZhx2kaUTxukH46Hqz5Mqp5tgulRZb3b7rSJC+poZ21ETZkVWK5q5RFwqLj2npt3hh/QFeSnS/bUqLta1R+Fs+iYe0J2i9Vp8e2aeX1Qzp/1D5fqq/wBXqTUNwvdc2njq6x6SSNhaqRoqIicEVVXkniefBitWe7eS0T4dz9kv6lukP4Kp/o0Pkvaz+Jpb11X/AEz0mwbdtUWGxW60UdDYpKagp46aJ0kM2+rWJhFXEiJngev7QtpF317Hb0vNNbqdaNZO69DjkZnexnO85fuEJjxWi+5W1omuntXZ511BpfUU1ru0yRWm6K1O9c74MFQnBrl8EenBV8UTpk7ZcsoqdMKi9UP535ReC8UXop9Q0Btk1BpSljoKju7rbI0RGQ1Ll72Jv3LZE5J5Ki46YLlw9U7hKX12l9q1DsK0fd619TTrcLUsi5dDRSt7rK88Mc1d31JhD9zRWznS2go6iuoGSekpE7vbhXyI58cfNePBsaeOETlxPnK9pCl7r63pWqdJjk6uajPejc/IfONe7Vr/AKxgloqpYaG1P50dLnDk/dHLxd8ieRiMeW3a09lm1Y7w7c2O60t7s1HdLdI6Sjq4klhc5u6qtXkuF5HXHtULjWFi87dJ9KfiWHbpqex2O32mkoLHJT0NPHTROlhm3lYxERM4kxngep7QNcXPXVwpK28U9BDLSwrDGlI1yIqKu9x3nL1NYsU1vsteJh2X7P2o4L7s6t1GkifVCzsSiqIt7ijU+xu9Ssxx8UVOh+1tL0Bbdd0EDK2SWkraXe9GqoURVYi4y1UXg5q4Thw5c0Om+ndQ3PTt2iuVkq5KStjTHeN4orerXIvByeSn2mz9oy4R06NvOnqWql/ZaSoWHP8AEcjvnJfDaLbqReNal+tb+zrSNqWuump5p6ZOcVJRpA538Zz5MexD7DpuktFio2aesqRQx0ELZPRmKqqxsivw56rzVyseuV4rxU+A33tEXWeBzLHZaW3yKmO/nmWocnqYiImfXk9H0jtXv+lqq71dNHQ3CtusrZamouKyPcqtRUTG6qcOPs5IWceW8fEReseHZTbjx2S6p/A//wB2HSao+Mp9W1Ptw1FqLT9fZ7jbrGylrYXQyOhjmRzUXqmZMZ68T5LM7KqdcFJpGpZvMTPZwPONxt6+843HdllxCuIigHEAAyQoCICgCBpSAUgKBMAOAAvUAADRkoGjIAODQ4AaMgEAAADRkAaBk0UUEKBQQoGitIihoVyopyMdg8fJtFIPJbIbbIeLvGkcEeT3hHSHj7wyIHKriI4488TOQOfeORsh42RvAeS6Qw6Q4d4bwHK5RvHFkZA5d4m8cLlNZGhy7w31OLI3vEDl3ska5Th3gigeRvG99TxkcN4DmdIZVxw7wyBtyjJx5KigciKbRxwZNIoHlNkCyqqczxsr4jeA8jeXxDpDg3hvAciuG8pw7wyB5DZC7/meNvDeA5lcZc7Jx7xneA25SopxZLkK50ccjZDxkcVHBHktkNd6eLvcRvdBoeQ6QzvHCribwHLvDeXgcW8MqBy7xpHHj7xUUaHktkNd6eLvE7wDyFcce8cSuG8By7xN448hFA1vGkcceRkK5nOUiuOJXDKgcqONo48fJUUyOfeMq44sjPuA5N4NXzOLJUU0PIbIuDfeqeIjje8ZRyq5VyY3jiV3EmQrm3h3hw5GQOVXE3jjz4DJocu9gbxxbwyEc28N44t4bwVy7ym2yYPHyXewZR5Xe8DLpVPG3hvDSvIdIpHSHBvDIHLvG2yHjbxd4DndIpl0hwq4zvc+JociuONymXKYyNCuVDjcacpkCEKHAQAAZAAQAIAKQoEK0gAAACkGQBXAAAAGlAOAAAAAaMgAAAAaAQaKQAUAAUEK0o0aRTJQLk1kwCK3kZM5ARvIIUCFGFAAFwEQCAuDWAMAuBgKgLujdCMlLghVQZAIgOJk0UAARQrSIhUQCkRS4AQJkOIUXJMmTQUyDOQRGugMgqtBFMmiA0rSFaUMlyQYIDi5IRFCLkmQALkZIALnIyQAAR3MoFADQoC4GAIC4GAIUAABhQicwIDeBgDIyMAAAEQCA3gzgCNDjeBgDALgYAhQMAQox4DADJAADhkjjIGs5GTOQAcoyRykyBSDJkA4AgAAgBwBkAAAgAAICgCAAAGgoEADgKMEKAABQAAAA0BkGgQZaAAAA6gaAAAoaCgUgArTRnIA2CFAABpByNK1MmWnMxAI1qlRp9K2U7L6naDT3GaC709AlG+OPElMsu9voq9HJjke/J2aq3/zVR/+3O/rDjOWsTqWuiZ8Ou+6bRp2H/taqz/zXS/+2v8A6wrezVW/+aqP/wBtd/Wk9+n3Xol127sbuDsFN2bLojfrOpqCReiOopGfM9T03U2xLWljiWZlviukLeKutsveqifvaojvcimoy1n6s9Mw+W7o3TyFjwqphUVFwqKmFRfBfBQjTqjibGVrN5Msw/1Lk7HbAdldouFhp9T6mpIq91Uq+h0cyb0UcaKqd45n2yqqLhF4ImOp9Zv2znR97oXUtVp63RbyYbNSQNp5WeaPaiL7OXicLcisTp0ikzDoorTjch7btE0tPo3VtdZKiRJu4VJIZsY72JyZa/Hj0XzRT1ZyHWJ6o7MOFyA05CYNDBrBUQuAJgYLg2xADG5OTulVOCLgrvgxPXkqNVU9x3Es2xbQVTZ6Caosb3SSU8Ujl9OqEyqtRVXhJ4nPJkinkiNunTolROXyHG5MHaDbTsw0fprZtd7rYrP6LcIHQpHN6VNJjelYxeDnKnJVOs0jcKXHkjJG4JjTxVTiTByOQxg2MguABhwN4CIEQFcgwFQpcDAExk3gNORifMBjdUbqp0O2mgdj2hrpoiwV9faZZaurt8M80qVk7MvViKq4STCcfA8Hafsk0dp/Z3qK5222yx1tLTLLBI6rmejFynHCvVF9pw/EV3pv25dVnJgzg8iVuFU4XId2GQ41gjkAxgG8EwBkGgAwMF6hE4AEQ2jSsTJ7Ho3R981fXupdP2+WqezHey53YofvpF4J6ua44IZmenuPX2xjuzsbYuzdIrWuv+oWsXHwobfT5wv75Jz/AJB+6vZx0zuKiXi+768lV0Pzd2cp5FIa6LOqqtMuQ7B6j7ONwgiWXTl7p67CfYKyLuXr6nplFX1onrPiV+stwsN0lt15opqKvi+NDKnHHiipwVPNFVDpTJW/iWZiYfkYGDk3QjSjCNNbp+zp3T911DcWUFjoKitq3pv93EnJOWVVeDU81VEPuGm+zhNLDHJqO/JBIqZdBRQo5Wr4d47gv8kzfJFPJETPh133SK07XP7OWllZj6sag3/uu8g+buj0jVvZ1vNvp5KjTdyivCN4+iyx+jzY8lyrXL/IMRyKT2210TD4NukwebWUc9HVS09XBLT1ETtyWGaNWSRr4Ki8UPGch1YceC4OTdP29K6WvOqLilDYbfNW1GMu3cIyNPF7l4NT18+mR4H4e6N07E2Ds31DomrqG/RQr+w2+HvF/wCJJhP6B7H/AGuWmN3H1Zv+/wBF3oPm7o5TyKQ3FJdUt0YOxGoezhURwrLp2/R1EiJ9gr4e7Vf/AFG5T+h7T4hqPT9z05dH2+90M1HWMTe7uVOaeLVTg5PNFVDdMlb+GZiY8vxN0mDlVpzUlO6oqYII8d5LI2NufFVRE+c2jxd01g7AO7Nl0a5U/smt/Bf9Bl/7y/2tly/8zW7+Yy/1hx9+n3b6Zdft0zunYT+1suX/AJnt/wDMZf6wv9rVcf8AzTQ/zCT+sHv0+50y69bplyHYV3ZquOOGqKD20En9YfEtU2h1h1FdLRJMyodQVMlMsrW7iSKzrjK4N1yVv2gmJjy/DcYccj+Zhx0ZRxCkAOMmjIAAZAYwQZJkCkcABkABAAAQoAAhSAUgAFBHACkAAAOKAAABoAKAAIAAAAACFaA0oAhSDQM5NACkAFKQFGw0yaRSC4K0nUrSq2iHkRIcDTnj5kR2Y7JCfpbqX9/p/medgTr92Sf8n6lT91p/medgV5KfOzfPLvXw/MqL/Z6Wpkp6m7W6GZi4fE+qja5q+aKuUMf2T2Hl9XLTn8Ni/OdPtubc7W9TK9EVfSGc0Tl3UZ6J3cafaM/kodK8aNeWfdl/QqjraavjV9DVU9VGnNYZUkRPcpz58OZ/Pq1V9XaK6OstVRNQ1ca5bNTu7t6e7n6l4HdTZRqqXWWh6C7VbWJXZdT1PdphFlauFVPDKYXHTJzyYeju3XJvs9L2/bNKS+2Wr1HZKVsV+o297OkTcemRInHKdZETii81xjjwx1XTCois4oqZQ/obHxkRHJlF4YOgV+o4rbfrpQw/YqWtqII/vGSPRPmO3GvMxMS55I07E9nbaDbJdOUulrrUx0lyocx0iyu3UqolVVREVftkzjHhhfHH2e83KhstBLX3erho6SJMvlmciIn518jo7p/R+oNSUctRYrNU3Kmil7qR8O6u47CLjCqnRT9R2y/XOWr/AGJ3JXtT4Kqka49XwuAvhpM72ReYjTxNqmqU1nrWuvMcbooJEbDTsdzSJvBufNeK+09Nch59ypKmhrqilroXw1cEixyxOxlj0XCouDw8ZPTWIiOzm4d0bp+hb7dVXKsjpbdS1FVUyfFhgiWSRfYnE+kWrYXrquh72S2UtEi8USsrGtf7mI7HtJN4jy1D5Tumd0+r3PYdrihiV7LXT1rE4qlHVte/3O3c+w+d1tvqKGplpq6nmpamH7LDPGscjfWi4UVvE+JZfmbnkbRvE9oZoPVrmo5mk9QORUyipQSYU4a/SOo7ZRSVly07eKKjixvz1FG6ONuVREyq8uKoheqv3O78CVMU8i/tV+Y/oTYf8g2z8Eh/FQ/n1On9zS/er8x/QLTq/wB71q/A4fo0PNyvEOmLy9F7Rn6j9885Kb6dh01ezip3I7Rn6kF78n0307DqXarTX3ivbRWqhqq6qcmUhp4lkfjxXHJPNeBrjdqpk8vxlaY3T6/R7BtcVMO/NSW6iVf1uorU3/6KPT5T8+9bFtc2yF831IZXxt4qtvqGyqiferhy+xFOvuV+7OpfL90itPMqKaSCaWGZkkUsTlZJHI1WPjXwVF4ovrODdNo4sFwbwcjG5KOFrcjdPaNL6M1FqfjYLNW10XH68xqMi/4jlRvynvVLsD1vMzMkFqpnY5TV3H+ixTE3iPMr3fHVaMH1S77DtdUDXPZaaetianFaOrZIvuduqp87r7bV2+rkpa+lqKSqYiOdDURLHI31tVMiLxPiTvD8/ByNTn7TatK1OC+o0ku9Gyn9TLSf8GQfiIeDtv8A1I9V/gS/jofo7Lkxs10oif6rg/EQ8DbZx2TarT/Yn/Oh8z/9P4u/7LpDMnw19Zwq08iX4ymUQ+m4OPdM7p+zYrDdb7VLT2W2VtfM34zaWFZN375U4N9uD6BQbC9dVTN6a2UlFnklVWsRfczfMzeI8j5LuhWn1i4bDNc0bd6O20tanVKSsjcvufuHzu82e4War9Fu1DVUNTjPc1MKxvVPFM8080yIvFvEtdL8jBMHK5MGcG2WcGkTiUrEyFe0bPdI12s9T01moVSLvGrNPOrd5IYU5v8AlRETqqod3dMaft2l7LT2qzU7YKOFMcOb16ucvVV6qfH+yjY0ptMXa+SM+v1tQlMxy9Iok6etyr7j7sxMvRPE8GfJuel1x1+riq6qno6Z9RW1ENNTt+NLNIjGJ7VPXaHaBo6uqW01JqizSzuXDY0q2Irl8EzzOqe2HW8ut9W1EySPdaaSRYaGFfiI1FwsmPunrxzzxhOh6Osu8mFRFTwU3TjRrvKTln6P6GKiovE9P2l6Ft+vNPyUdUyOO4xNVaGsVPhwSeGerV5Kn5URU+W9l7WFZWOuGmK+eSoigg9KolkerliYio10eV6cWKnhxOwPQ89qzjs3E9cP5619DPQVtRSVkboqqnldDNEvNsjVwqe88mw2etvd5orVbIu9rauVIomryyvVfBETKqvgin0PtH0ENDtUrnwN3fTKeGqeiclcqKxV9u4e49lDTjZau86lqGZ9HxQUqqnJVRHSr68LGntU905NY+pw1udPsWzrRNt0LYmUFvRJKuREdWVj24kqJE6+TUyuGdE81VV9nmmipoZJp5Y4oo0zJJI5GNaniqryN9UROfgdStv+uKjUeq6qz0k6pZLVMsCRIvCaZPjyO8cLlE9Wep5MdZy2d7TFI7OyNLrvSdXVpS0+pbPJUPXDWtq2cV8E6KeyqqtXCpxP57LJvJheKeCnYbs0a7qqqol0jdZ1mZHCtRb5ZZMvYiY3oePNETingmU5YxrJx4pG4Yrk3Ope77adm1Nrezy1lugij1LTR5p5uXpLU/Wn+Pkq8l8snTpY1aqo9r2PRVRWuTCoqcFRfM/odnqnPodRO0Nptli2iT1NLH3dHdovTo0TkkucSp78P/jG+Nk/ZkyV+r0PSOnq3U+oaGzW1E9Jq37qOdyiYnF8i+SJx+Tqd29EaWtmjrDDa7RDuNT4U0zkzJPJji9y+PlyTknA+J9lCzsWo1De5G/XI0joYV8M/XJPmj9x2LamcInMzyMk76THH1YqJoqaCSepljhgjTLpJXIxrU81XkevQa80lUVXo0GqLJJUKuEjStjyq+CceJ1m2/a0n1LrKrtkUzvqNapVpooc/BkmTg+RU6rnKJ4Inmp8wVUVuFRFTwVBTjdUfFJOWfo/oZx4fIp61tB0bQa307Pa6/Ec6fCpKrdRz6aXoqeXRU6p7z4p2X9YViXebSlXNJNQSQOqKNJHKvcOZjeYn7VUXOOip5nZB3FDjes4rNxPXD+fd6tVVZ7vWWy4x91WUkzoZmpyR6Ljh4ovNF8FQ/T0BR+m6605TKmUluMCL6u8RT37tO0EdJtOSojREdW0ENRJhOb0V8efdGnuPwthdH6ZtX083GUimfMv8Viqe6Lbr1fk4z9nc/O8qu8VU5Ea5U4NX3HD0OnfaHm9I2vXtEX7DFTQ8/CJFX8c8OLH7k6drW6Hcjdcn2qjDvA/nfut6ontHBOSId/wv5se7+T+hzmyeCnRDaoudpWrP4Uqfxz15eJwv4HXFi9ufKWt1vHecbjkecZ6GGXGTbiAZIVxHAUgIEOgA4BQy0OCKEAMgCFBAGCkAFDQABCkAOAKAIAAKQAUAFAAdAAIUgAAoAAgEKCiFIUgABoA0ZNFF6FMmmkDkaMmmgXBWkyVpRyNPIjTieOw8iIkjsv2SET6nalXPHvofmU7AO5O9R1/7JC/pfqdP3Wn+Z52APm5vnl6Mfh0s23Me/axqZd1d30lE5fuUZ6N3S9UO8920FpK8XGevuunrZV1cy78s0sCOc5cInFfUiHifoYaFT/+J2X+aodq8mtY8OftS6SMic6WOJjXySSLuNjamXvXwRE4qp3R2K6aqdK7OrdQXJix18qvrKiJf1p8i5Ri+aJhF8z96yaT07YZ++sdjttBPjHewU7GPx6+Z5t4rn222VFZHQ1lxfEmfR6NqPlk9SKqJ8pjLm9yNQ3Smu8sX+702n7HXXetdu01FC6aTzwnBE81XCHQysqJayrnq6j7PUyumkx9296uX5VPftrm0e+awuMluraae0W6lf8A5LkRWy7yclmyiKq9UTknnzPnLnLk74MXTG5c8ltu0HZOTGjb4vLNy/6TD7g1V304rzPh/ZRX+8y8p/vJPomH25n2RvrPJmj/ABJdK+HQXVqOXVl831y/6oVOV8frrzm0Tpav1fqSks9sRO/my+SV3xYYk5yL5J8qqiHHq9Masvn8IVP0inZHswacZbtFT3yRielXWZUa9U4pBGu6iJ63b6+fA9uS/RTbhSNvoGhNF2fRFqSjssCd65E9Iq3NTvqh/i5fDwTkh7Lw5Y4jmqInNTrJth2wXKsvFXZtK1slFbKWRYZqqBcS1MiLh2H/AGrUXgmOK4znB4qVtkl6JmKOzbo3fcL7j0faloSg15pyopJ2MjukcT/QqzGHxOx8RV6tXkqe3miKdRIdQXaCfv4LvdYp8/ZI62VF9+8fbNjO2GvqrzTWDV06VTKpyRUlwciJI2TpHJjgqLyR/PPPOcp0nDaneJY9yJ7S++WSKop7HbKerX+6YqWKOXC/boxEX5cno/aB/Uc1N95Dz/CIz6IfO+0H+o3qX97g/wDyIzlT5oat4dNKr7DP9678p/QDT/8Am9avwSH6ND+f1T9hl+9cf0B07/m9avwOH6ND0cn6MYvL1va3p6s1XompslvcyOWrqKdFldyijSVHOcvjhEXh1P0dE6Us+j7U2gsdPub2HTTv4yzv8XL+TknRD99+OOVRE5qq8kOru0zbVdLpcpqLSNU6gs8SrGlVFwmqvF+ftW+CJxxxVeOE5Y4tkjphqdRO3aZUc1OKKhnJ0ZpNbako6lKil1FeI5UXOVrZHovrRyqi+1DsFsS2rzarqXWLUSxpeUjWSnqGpuJVtRPhIrOSPTnw4Knhgt8E0jZGSJ7PZ9quza2a8tr5EbHS36JuKWvRvPwjk+6avyc08+m9zt1Va7hVUNwgfBV00ixTQv5tcnNPPxReqKin9BeZ1s7U2m2U11tepIGonpyLRVWOsjUzG/17qKn8VDfGyTvplMlfq+BbiJlVXCJ1U7DbFdjNLWW2C/azo1kjlxJR26Tgjm80klTrnozw55zhPnuxDScWrNoFJBWRJJbaFq11S1UykiNVNxq+t6pw6oinc1y54qb5GXp7QmOm2IIo6eGOCCNsUTERrI42o1rUTkiInJDeHKnBFPlW2zaguiKeK2Wdsct+q2d4iyJvR0sXLfVOqrxwnkqrywvWm5a21LcqlZ6/UN2llXjlKt0aJ6mNVET2IcceCbxuezU5Ndod6sfC8z8DWWkLLrG3LR32lSVE+xTx8JoXeLXdPVyXqinVzRO2LU2m6uL0usmvNsziWkrJN92P3OReKL61VDtjp280OobHR3a0yrNQ1cfeROVML4Kip0VFyip4oYvjtinbUWi7pntP0DX6EvnolUvpNFMivpKxGYSZvVF8Hp1T29T07HBfUp3m2l6Vi1lo2vtDmt9JVve0b1/Wp2oqsX28l8lU6OORURUe1WPwuWrzReqHswZPcju45I07y7LOOzTSf8F0/wCIh4G2z9SXVf4E750P0Nln6mulP4Lp/wARD87bamdk+qvwJfxkPF/+n8XX9l0me34an1HYnstdreqkuF1dJT2Clk3JFj4PqpOsbF6InDL/ADwnHKp8ymXG+rUyqZVEO3GgdbaA0zo6zWVuqrSj6anakqo/g6VeL1zjqqqe7Neax8PlxpET5fRLLabfYrfFQ2ejhoqSJMNhhbup618V814n6CI5U4NXHqPkm03bBZ7RpdZdIXa23O8VL+5h7mVJUp0xlZXp5ckReaqnmdY7rqC7XepWoul1r6ydVyrpap3yIi4T2IeXHgtfvMus5IjtDvuuUXjlPWflaksFq1Na5LdfaGKto3/ayc2r4tVOKL5odR9n20296Ru1PJ6fVVdp30SooaiVZWLHnise8qq1yJx4c+p3MaqLxYuWKmUXxQzkxTilqLdbo7tW0NUaC1Q+3PldUUMze+o6hUwr4s4wvTfReC48UXhnB6S5Dtl2qLbFU6ApLgqfX6CujRq/tZUVip79xfYdT3nsxXm9dy4XjUuPBpOAcZOyPdNObSdX6cs8Vrsd8kpKGJzntiSlhfhVXK8XRqvNfE/WTbRtCTnqWReH+hU39WfN0U1k5zjrM+F3LecJ+cNVVMHsehtKXLWOoKe02liLJJ8KWZUy2CLrI/yTonVeBrwj6z2UbLPLqO8X1UVKSmpPQkX7uWR7HqnsRifykOzfHgiH4ejNN0OkdO0tntUapBAmXyO+NNIvxpHr4qvu5JwQ/P2oawg0RpKpuUitfXvTuqGFV+yzKnDh4JzXyQ8GSfcv2eiPgju6zbfrnHddq17WF6OipEiokVPFrfhJ7HPcnsOwXZ8trbdsmsqo3dkq0lq3+t8i4/oonuOnU00kr5Zp5HyzyK+SWR3Nz14qq+07y7NIki2c6WanJLXTfRop2z9scQ54/O36mobglosN0ub1wlFSS1CqqfcMVToC6SWX67O5XyyKskjl5vevFV953d2xTLDsq1a5P9Wys96Y/KdIpeCjix2ky+WEU9n2b3R1m17p6vY5WNirokkVP2N70Y9Pc9T1g56aTu6iKX9jkY/3PRT0WjfZzf0JVu65U8FwfDu1bbmy6WsVzRPrlLXPp8+DJY1VfljYfdHrlyr48T5L2mY0dsqqHY4xV1M/+nj8p8/F2yQ9GTw646a19qnSlBJRafu60VJLKs7o0pYZMuVETOXRqvJEP11207Qm/wD8lf7aGl/qj58/gcTlPfOOszuYcImXkVlVLV1dRU1Dt+eokfLK7GN571yq8PNTiRTB+1pLTtx1RfKa02aDvqydeGfixs6yPXoxP/hOKmvCPqfZcsc9Xripu+6raS3Ujo1d0WWXCIz3Iq+7xO0zuCH4GgtJ0WjNMU1ot2ZNz65NO9MPnlX40i/kToiIhx7QtW0eitL1N3q1R8rU7umgV3GeZU+Az8qr0RFU8GW3uW7O1Y6I7utPaPurbltRq4I1YrLdTQ0eWr9txkX3LJg5uzNT99tP7z9goZ5M/wAhn5T5dXVc9ZVVFVWyrNVzyvmmkXm6R65VfefauyhT7+qNQVTk+xUUcaL4b0n/APweq0dFJj8nPzLs1g6hav0tftcbWdVN09b5KtGXF0UsyruQxbiMb8KReGeHJMr5Hb3kp4tLT0lupXtgihpaZHPlkxhjd5VVXOXzVVVVU8eO/Tt2tXbrlRdm+7yxItfqS200qpxjhpZJkT2qrM+48K8dnXUtJGr7VdLXc0RPsSo6mkXyTO8i+1UOxUOq9OzT9xFf7RJP+xsrY1X3ZP2mryXhhepuc148s9Ffo6AX6y3SwXF9BeqCooaxEz3UzcKqeKLycnmiqh+Q9DvvrnSVq1pY5LXeod5vOGoan12nk6PavT5l5KdJtZacrtK6irbLdW4qaZ2O8RMMmjX4sjPJU93FOh6cWWMn72LU09ZecbjnenM4nHdlx4BSAZBoyEQhSBQyAEAAAIUAACAAMgA4pABQT70oEDSgCAAAAAKACgACAARpRQAQQAAUgBRQAQAMgAACjRUQhSDYMgDRpplppoHIw8iI8Zh5EKgdmeyQn6W6nX92p/mU+/rwPgHZJX9LNS/vsPzKff15KfOzfPL0Y/D4vrrbfJpTV90sf9jkdWlG9jUm9OWPeyxH8u7XHPxPwk7SEmeOk48eVyX+qPmW3d3+FvUv7/H9Ew9C3j0Vw06fDl12+7stQdo6hkmRLjpishi6upqtkqp7FRvzn2LTGorVqm0x3KxVbaqlcu6qpwdG5ObHNXi1fJToS1yn2nss3KaDXdxt7XO9GrKB0kjOm9E9m6/3PVPaYyYa63VaZJ3qX3baJoS0a5tToLlG2KuY1Upq9jfrsK+vq3xRfn4nS292qrsl4rbVco+6raOZYZmpyynVPFFTCp5Kd/XcUOrXajt0VNr2hroWoj6+gRZsdXxPVufcqJ7CYL9+lckdtvfOymn95V5X/eWP+Uw+2s+yN9Z8S7KK/wB5N7T/AHn/ANGM+3s+yN9ZyzfPLVPlh0H1av8AfTfHL/p1Sv8AzHnc/ZjSMotnGl6dicG2yB/tViOX5VOmGrUzqi9p41s6f8x53O2Y1cdbs40vPGuUW2wMX1sYjV+VDvn8OeLy8jXlyks2iNQXSD7PSUM0sa+D9xcfKdEWp3cbGc8JhVXqd8ta2p180bfrVDxnrKGanj++Vi4+U6GuVXMRVTCqnFF6L4DjeJXL5YVxtssjE3oXKyRnw2qi8UVOKKcZWRyzZhga988n1uNqJxc5eCJ71PTpzf0B09XOumnrXcH436ujhqF9b2Iv5T0rtCcNjWpvvIP/AMiM910/RLbLDa6B/wAeko4adfW1iJ+Q9L7QKZ2N6mRP2KFf+dGfNr88fvd58OmVT9jn+9cf0C0//kC1p/skP0aH8/KlfrMv3qn9BNP/AOQbX+CQ/Roejk/RjE9T23XOa1bL9QT0q7k8sKUzXZxjvF3FX14VTpWqoiIick5IdzdvdG+t2UX3uky+mbHVYROkb0VfkydMH8PUa43ys5PKbx+ppu6TWa/W6507lbLR1MdQiouOT0yntTKe0/IceXb6R9wraeigTM9TNHBGnir3oifOd5Zf0IXCuVU5LxT1HyvtLUaVGyitmxxo6umqGr4Zk7tfkep9SRiR/BbyaiN9yYPmnaOl7vY/eW9ZpaWP/nsX8h8+nzw9NvD1XsnW9sdj1Dc1b9dmqIqVF/asZvfPIp93cmcJ4qfEeyjUsdoy9U/65DckkX1OiZj5lPtyrjDvBclzfPKY/Do/tXucl32j6lrXqq5rZKdvk2Je7RP6HynpzlPatp1E636/1LTORUVtynemfB799Pkeh6mqcT31+WHnaRTs12UbpLPp+/WqRcx0lRHUxZXkkqKip748+06yoh2R7JVI5LfqmtVF7uSamp2r0VWI9y/SIc8/yS1T5n3/ADjj4HSHa9b2W3abqemhRGRpWPlRE5J3iJJ871O7zuR0t24zMqNrOpnRrlGzsjz5tiYi/KefjeZby+Ha3Zd+prpb+DIPxEPzdt36kuqvwNfx0P0Nli52aaU/gyn/ABEPz9ti/wCCbVX4Ev4yGP2/4tT8rpZL8ZTko6eqrKuOloYKipqZVwyCBiySSL5MTippkMtRVRwUsSy1EsiRRRpze5Vwie9Tulst0DQaEsMdPEyOW6zMT02s3fhSu+4RejU5Int5qp7MmSMbjSm3Xix7DNb3NiPq4KC0tXl6bPmT+TGjvlVD2ql7OFav+N6po418Irc+T55EPv1/vNusFskuN6rYqKii4Olk8eiIicVXyTifL6ztB6SheqU9De6rwVsEcaL/ACpEX5DzxlyW+V06ax5evN7NtM5jmzasmVFRU+t29rfnkU7AU8SQU8ULVVUjjSNFXrhMHwqu7R1sijkdR6ZuMqtRVRJqiKNF928fc6abv6WCZqY72NsmPDKIpjJ1/wD6N16fo+YdpfC7JLh+F0n0qHT553C7S36klw/C6T6VDp689PH+VzyeXGZ6mnGWnocxENtTIRD2DR2mLpqy9w2uy0/fVUibyq5cRwx9ZJF6NT3ryTKmbdhjSOmblqu+U9pssHe1U3FVdwbEzrJIvRqfLyTidzdm2hrdoSwtoKFO+qpMSVdY9MPqZPyNTonT15VdbOtD2vQtibRW5ve1UuHVVY9MPnf+RqdE6evKn6uptQW3TFmqLrealIKOHrzc93RrU6uXoh4suWb/AA1da113lrU2oLdpix1N1u8/dUkCcccXPd0janVy9EOmW0TWlw1xqB1yuKd1FGix0lI1ctp488vNV6r19SIeRtK17cNc3r0qrR0FFDltHRo7KQt8V8XL1X2JwPTHLk74cXt958s3vsdxynid6dl0yT7NNKyMXKLa6ZPdGifkOiyLxO4vZ4uPp2yi0Rq5FkpJJqV3liRVZ/QVDHJj4Vx+X7O2CB1Tsr1YyNMv+psqoieSZ/IdIpeK+Sn9Ab1Qpc7PcLert1Kunlp1Xw32qn5T+f8AJBLSqtPUNVk8KrFI1ej2LhU96E409pgy+XF1OeljWaeKJE4ySMYntVEOHB7RsztjrxtB03QMbv8Ae10T3J+5xr3j/kYp6beNucu9Cpuux4cD5R2mJEbsprGKvGWspWJnqveZ/IfV1VFe9fFT4X2rq5selrFb9765PXOqMftI41RflkQ8GKN5Iei/yusUnxlOPByv5n6Om7FcNSXmmtNnp1nrp1XdbyRqJzc5ejU6r+U97zmmLBcNR3mmtVop1qK2dfgt6InV7l6NTqv5TuXsu0Bb9A2VaeBW1NzqMOq63dwsipyang1Oie3mpNmGgLboOz91TIlRdJ2p6XWqnGVfuU8Gp0T2rxPYtQXu36etFTc7zUspqKnTLnrzVejUTqq9EPHly9fwx4dqV13k1HfLfp2zVN1u9QlPRUzcud1VejWp1VeSIdNNpWua7XN/9Pq0dBRwosdHSIuUhjXx8XL1X1JyQ8raptCr9eXVksjX0trplX0Ojznc/dH+Mi/JyTqq+huU74cXT3nyxe+xyn1jYTtBsehGXtb1DXyTVywpGtLCkiIjN/OcuTq8+TDvYmrh8sbF8FciHS9YvGpYjs7gwbctDSty6urolx8WSik93BFQ677SNf3XXN0fLWyPp7ZG7+57e131uNOiv6Od4qvswektlY5cMliVV5IkiByqYpirWdws3mfLlcrVTD2sVPBWn1HYvtKrdL3uitVfUOm09VStgdFK7PoquVESSNV5JnmnLHHmfJ8qPhSIsbEVZH8GonVV5GrUi0alPHeH9EFTC4U6+drKwxut9j1DC1e/ilW3TKnWNUVzM+pUX+Udgm5RER65eiIir4rg+Tdpx7E2VzNd8Z9dToz15VfmRTxYfhyQ9FvldPXpxOJ5zyczgfwPoQ4MGHczTlIaRnoQriBQwaAGQAEAQAUEAFJkAACkAAoCoAUIhSFCoCkAuSFARCkKUAAQCFAEAKBACgQFAAAAAABCgAaaUhQBSFA0000yXIVyNPIj+Mh4zFPIjXiEdmuyQn6V6lX92h+ZT7+7k71HX/skL+lep0/dqf5lOwJ83N88vRj8OmG3Ojqn7WNSPZTVT2Onjw5kEjkX61H1RMHoyW+r/wBDrf5pL/2n9Ct5funexRlfu3e9TpHJ1GtMe06CUGnL1XysjobLdqiR3JsdFL8+MHZrYLs2qtHUtXdr61sd5ro0iSBFR3o0Wc4VU4K5VxnHBMJ5n19XLji5VT1mctThlMmcmebxpYx6nbJ1T7Tl1ZXbRoqKF2+lsomwyeUr1WRU9yxn3PaltEt2hba9VWOqvUjf7mokdxz0kkxxRifLyQ6cXCsqLjcKmtrplmq6mV0s0i/bOVcqa42OfmlMlvo7L9lJP7ybz/CX/SYfb2fZG+tD4j2Uv8x7wvjcv+kw+3M+yN9Zyy/PLVPlh0F1SudT3lc/+OqPpXnYzswalZX6Vq9PTSJ6TapVlhT7qCRc/I7fT2odb9UrjU14Twrqj6R5yaS1DcNLX+lvFnkRlXTO+K74srF+PG/yX8y80Pbkp1104UnXd325Ki9U5HXbbHsYrqi7Vd+0fB6UyqkdLU0DVRj43rxc+PK4cirx3eaKvDOcJ9Y2ebQ7Hrija62Ttp7ijfr9umciSxL1x903zT5OR7keGtrY5eiYi8OhrdH6jfUJTt07fFmXkz6nTIvytPuGxvYzU2260l/1exkNRTPSWmtyKj92ROUkqpwynNGp1wqr0OwSudyy5fLJ892qbTLZoa2zwskiqtQOYqwUSLndXHB8uOTeuOa9PFO3vWyfDWGOiK95fQnLk+c9oNcbG9Sqi8m0/wD+RGe46XqpqzTNnqat+/UT0UM0r8Y3nOjRVX3np/aDRF2N6lRerYE//wBiM41+aIdJ8OmlWmIJ/vXfMf0C0/8A5v2v8Eh+jQ/n7V8YZ/vV+Y/oBp5f73rV+Bw/Roejk/RyxeXlVUMNVTzU9SxJKeaNY5Y15OaqYVPcdMtp2ze5aGuMqSRS1FkVV9Hr0blm70ZIqfFenLjwXGU8E7a611LSaS0/Jd7gyR1HFNFFKsacWpI9G72OuM5wfrwyw1NPHJBLFUU0zUc17FRzXtXkqdFQ448k4+/0dLxt/PZVi4YliVV5IjkU+99n/ZfX/Vqm1RqGkkpKOl+uUUE7dySaXkkitXijE5pniq4Xlz7DU9ptdLOs9LbqCGfOe9ZTta/3oh52c8VXidL8jqjUMRi79xOB8E7Vd9Rlusuno5Prk0q107E/Y2orY8+tyqv8U+z6lvtv01Zam7XmdIaKBOK9XL0a1Orl6IdJta6mrNW6lrb1cE3ZKh2I4UXhDEnBsaepPeqqpMFNz1fZck67PoXZp1Kyz62ltNVIjKa9RJFGqrwSdmVj96K9PXhDtZnofz2hmkilY+F74pI1R8cka4VjkXKKi9FReJ262N7UKbWtvjoLnJFT6khbiSPklWiJ9kj8/FvT1GuRjn5oTHP0eu7fdmFXqGRuotOQd/cYo0iq6Rvxp2J8V7M83InDHVMY4phes81M6CeSCf61URqrJIpU3HsVOaKi8UX1n9CF4L5ng3K0Wy67n1Ut9FW44p6TTtkwvtRTGPNqNSWx/Z0a0rpm66pubKCwUb6ydV4uYn1qLzkdyanz9Dufs60pTaL0jR2amf3z2ZkqJ8Y76Z/xn+ronkiH71HSU9FAkFFBDTQJxSOGNGM9yIhySPZHG573sY1qbznPXCNTxVehMubr7LTHrvLw75daayWetute/cpaOF00qr4ImceteR0OvFwnu10rbjV/4zWTSVMvk56qqp7M4PrW3fafFqeT6g2CbfscEiPnnb/4uROWP3NF4p4rx5Iir8YevBV8j08fHNI3P1YyTuXeTZSmNmWkv4Lp/wARD87bh+pNqr8CX8Zp+rsyTd2baUb/ALppvo0PyttyZ2S6q/AV/HQ8cfP/ABdP2XV7ZIyKXanpZs2Nz09q8fFEeqfLg7tovBDoBabhParvR3GjVqVNHO2oizy3mrlPmO82k9QUOqdPUd4tkm9T1Dcq3PGJ320a+CovA78mO8Szin6Ph3avSt9N0y52/wDU7cnRuOXf5Zz893l7fM+AnfS/2W2ahtktvvdFFW0cq5WOVOS+KLzavmnE+cfoBaK9I71H3lI857n034HqzjPylxZ61r0yl8c73DrdorTFbq7UVJZ6CJ7u9cnfyInCCHPwnvXpw5eK4Q70RRtijZHGmI2ojGp5ImEPWYKDTeznS1bUUdNDbrRSMWom3OcionDL14ucvBEyq9EP3rRWJcLVRVqRrH6VBHN3ar8TeYi4+U5ZcvuePDVK68vnHaU/UjuH4XSfStOnz+Z3A7SiKuyO446VNJ9Mh0/ep34/ys5PLjXqRvFQ5SsTiemHN7Do3Sl11de4rVZYElqH/Ckkfwjhj6ySL0RPevJMncvZxoi2aEsTaG2t72plw+rrHtxJUSeK+DU6N6etVVfTuzFS08WzKOqigY2qqqubv5UT4Um67Dcr5JwRD66iHhzZZmel2pT6vxtXakt+lbJPdLs6RKePDGxxNV0kr15ManVVOouvtS3/AF7efT6+hro6aLKUlGymldHAxf4vF69XfkO6mPP3F4/dO/lKc8eSKd9Lasy6Autddn/EK/8Amcv/AGnG61V2MrQ1380l/wC0/oFl33T/AHlyv3T/AHnX8T+THtfm/nrNSzwNRZoJokVcIssTo8+9D7r2V9RJT3K66alX/Gk9Pp1z9u1EbI3zVU3V/iqef2t3KsOlkVVX67Urx+8YfArRcaq03SkuVtmWGtpJUmhkTo5PHxReSp1RcHf/ADaMfJLv/wA04ew6vdoHZ3WW2/1eprXTOltNe7vqrum59Fm+2V6J9o/4+9yznOMpn7ns213bteWdKqiVsVfEiJV0Sr8OF/ini1ejvy5RPb8+B4qTOOzvMdcdn88t6FP16L+Uh2W7OWzurtEsuqL7SvpqmWJYaCnlbiRjF+NK5PtVXkic8Z8T7RDZLVBVelQWugjqs575lNGkmfHOMn6HrydcnI641DFcffcpnoh1F7RGpGX3aFJTUz0ko7TF6I1ycnSKuZV9+G/xT7ltm2i0+iLM+koZo5NRVbFSlhTj3CLw716dEToi818kXHT96q5cvcr1VcqqrxVeqm+Pjn5pTJP0h5un7HcNRXmntVmpn1NdOvwY0XCInV6r0anVTuPsx2fW7QVn7mmxPdJ2p6XWqnF6/ct8GJ0T2rlT0bsp00LNG3aqSGJKmW4rE6ZE+E5iRswxV8EVV4eZ9uMZ8k76WsdPq/I1NfbfpuzTXS7yrFSQ891quc5V5NYic1U6k7SNX3vX13bU1VHXQ26BV9Dom08qsiT7p3weMi9V6ck8+5vqX3BM/dO/lKc6ZIp301asy6Avt1av/ga7+aS/9pxrbK7/AEGu/mkv/af0E4/dP94cn7Z/vO34n8nP2vzfz1lpZYkTvoZYs8u8jczPvQ7C9l11quNovVqr7db6irpJ21McktOx0j45EwvFU44VnyoY7Wi/B0vxVcOqefqjPjegNVVWjdU0l4om96sWY5oVXCTRL8dnyIqeaIdZ3kp2SO0u8sMMFPjuKeGPHJGsRPmQ6c7X9nFbom+1M8ED5NPVEiy01UjVVsSKue6k+5VFXCKvBUx1yidsNKajtmqrNFdLJUpPTP8AguTlJE77mROiofrvYjo1Y9EexyYVrkyip6jy48k457utqxaOz+efwUbvb7NzxVyH1rYTs5q9Q6io71c6SWOw0UiTpJIxWpVSouWMbnmzPFV5cMdTsyzSOnI6pKmPT1oZU8+9Sij3/fg/cTCIicEREwiHS/J3GohiMU/VFXiqr1OvnavvzUpLLp6N/wBddItfO1OjERY48+vL19h9o1jqe2aRsc90vE6Rws4RsRfhzSdGNTqq/JzU6Sa01HW6q1HX3q5YSoqnZ7tq8ImImGRp5Inv4r1JgpMz1Lkntp67JzOBxyPdlTicp7XFhxg24hpWXEcABA4cABkAAQpAEHABoAFAEKQoU4AAACFAAACAoCgA6BkIClEKQpBAUAMKQoABpABQQAXAICighSA4NIUo00rTBoC4ABBTTTJpoGjmjXkcLTaKB9J2Z7TLnoGkr4LVQ0NSlZI2SR1UruG6ioiJhU8T3tO0ZqHGPqNZc+uX858AZIpzNlU5zirM70u58PvTe0XqL/U9k/5v5zX9sXqLH+RbJ/Kl/OfBO9XxNtmM+zT7G5+77rJ2h9RqnwLRZEX1Sr/+x63fNtWtLrE6Jlyht0bkwqW+BI1/lrlU9iny50xh0vmWMVfsbn7vMnnkmlklmlkklkXfdJI5XveviqrxVTx944nSGe8No+m7Odq1z0JZZ7ZbrdQVMc1QtQ6SoWRH5VETHBeXD5T25O0dqBFRW2Sz5++l/OfBmyKa7w5zipPeYWJmPDzrpUOrrnWVj0RklTNJM5G8kV71VUTy4nBTtdNP3MDXyz/scTVe/wByIqnGjj752W9XMpK2u0tVzOb6W70qhyuEWRE+uR+tURFT1KavPRG4Ijc6fK7XpHVk08c1v0/fO+i+uRytpJIlbjjlHqiY95+/atr2tqKmYkGoZaiNU4elwxzcPWqZ96ncZy55quU8VPh+0XYTFdbhNdNH1FNQzzOWSahqVVIXvXm+N6Iqt9WFTwwcIz1v2tDc45jw+S3ja3rm5wPgn1FUQxOTCpSQx06/y2pvJ7z0N6SzLIkaSTVMy4ROLnySO4J5qqqqH1BNhmunTd2tFbY2fsrrgm58iZ+Q+p7K9isGl7lBeNQ1UNwudP8ADp4YWr3MD/u8rxc5OnBETwzxNe5jpHZjVpfVNP0LrXYLVb5VRZKSjhp3KnVWMRF+Y9B7R9Yym2TXKF7kR1XUU0EaL1VJUkX5GKvsPprl951f7S2rorvqCm0/QytkpbUqyVCovBapUxj+I3h63qnQ8+KOq7vadQ+LPRHMe1eG8iofaaPtC6gpKSnp47JZ9yGNsaKrpc4RMeJ8Re4z3h7bUi/l54mY8PrGudsl61jpuos1wttspqaZ0b3PgWRXfAej05rjofk6B2m3/RKej2+SGqtiuVzrfVKqxoqrxWNU4x9eWU48j5/3uDLZfMe3XWtHVO9uz1B2ibS6JPT7Dc4pccUhlikZ7FVUU8S89ouFIlbZNOyvlVOElbOiIn8SPOfeh1w74jpjn7FPsvXb7vZdZ6yvWsK9tXfq507mZ7mFibkUOfuWdPWuV8z1p7jidLxMK47Vjp7I5UceRTzOZIx8bnxyRuR7XNdh7FTkqKnJTwd5MlSTzKPsulNumqbPHHBclgvdOxMf3TmObH743n7UU99pO0XbXNT0jTdwjXqkVTE9PlwdYWynK2Y4zhpP0XqtH1dkLn2iou5VLZpyVZei1lWiInsainybXO0jUmsUWG7VqR0X+hUuY4famcv9q+w9IdOpxOlzktcVa94gmZny5XyGVXeRUzzTGTgc7IRx2R9osm3u/wBptFDboLRZnwUdPHTMc9Zd5WsRETOF58Dh1RtyvWo9N3GzVtotMcFbCsLpInS5ai9UyvND493hrvDl7VPOl65c28mT2jRGtL3o2udU2KqSNkuO+ppU34Zvv2+PmmFPUe8KyQ3Nd+UdlrT2iad0DUvGnp0l3eLqOoa9q+xyJj3qc9y7Q9A2F31N0/Wyy9PSp442/wBHKnWdsy+JrvlVOZx9in2Xqt93uev9e3rXM6JfKhjKFiqsVFTorYo18Vzxc7zX2YPd6HtA32joYKaOyWdWQxsiaqyS8kTCdfI+IumU43Sm5xxMamCLTEvq+vNsl31hpirstfbLXT087o3LJA6TeRWPR6YyuOh8leodIcblNUpFPCTOxym2LhThVxpFNj61s82wXbRWm47Pb7ZbaiJsskvezrJvZeuccD2tnaKv3Wy2f2Ol/Odf2SYOVsxxnDWZ3ML1T933/wDtir7/AKks3/ElJ/bFX/8A1JZ/+JKfBGzKO+Uns0+x12+773/bE37H+RbP/Kl/OYd2i7+nOyWf/iS/nPgzpl5ZM96PZp9jqt930HadtGrtfR25LjQ0VItH3jmrTveu9v4559R6EjuJxOlyY7w6RERGoTvL9ez3Sts9xir7VWTUdbD8WaF2HJ5eaeS8FPtumu0NdaeBI9QWmnuT05T08no8i+tioqL7MHX1smDTZVJOOt/MLEzHh2nXtEWHusssV3737lXRInv3z07VXaCv1dBJBp+3UtpR/Dv3v7+ZPNOCNRfYp8MbMR0piMNI+hN7T9Xm1tbNWVUtTVzy1FTM7flmmcr3SL4qq8zxN44XSZM7x1R9Q2bbVrpoaxT2uht1BVRy1C1KyTuei5VETHDp8A9wb2i759tY7R7JZT4E2U22Y5zirM7mF3b7vvn9sVfOljtHtklL/bE37rY7R/xJT4F3xe+J7NPsddvu+/f2xOoP9R2X/iSmXdou+onGxWhV/fZT4H3y+JO+UexX7HVb7vftp20W4a9+p/1RoaKkSj7zu/R3PXe38Zzn1HoaO4nC6XJnvDpFYiNQn73semtRXPTlwSuslwmoanGHOYvCRPB7F4OT1ofadPdoerjjYzUFiZUuROM9FN3ar/6buHynXVspyNmVDNscX8kTMeHaxvaD0ysefqVe0f8Ac93F8/eHrt/7RUvdPjsFhZHIvKavm38f+m3n/LOu/pHmZfPlOZiMFPs312+79vVWprtqe5rX32vlq6lE3Y1dhGRp4MYnBE9XtyevTSZMvlycLnZO1a9LCPXicblKq8zOTSjjHMriACAAZNGTQGQAEQFIUAA0ihRyADAAAAAKAAAAAA6gBoABXMABAAAEL7BkAQApRCkAFBCgAAABAQUEBRTTTJppBR4EKBcGmmMlA2VFOPJpFA5Mmt44sjIVz7xd5DgyMhHNvDeOHIyBybyjeOPIyBzbxd/zOLIyB5LHHl007oZo5oZHxyxuSSORrsKxyLlFReiovU/NRxzMdw5kHYzZ/t+lgjho9a08lSxEwlxpWp3n/qR9fWz3H2ew650xfI2rab9b6hyp9jWZI5E9bHYVDoiyXBy94kiYeiPx0VDz349Z8NxkmH9Cu+bu73eMx4o5MHrt815paxsetzv1uie3nG2ZJZP5DcqdF/rWMIxnuHeo1MMRETwRMGI40fdfdn7Pvm0XbxNWU89v0dFLSRyJuLcZUxLjr3bPtfWvHyReJ8Fkk81zzVVXiq+JwulOJ8h6aY4pGoc5mZ8j3E3jjVxjJscquJvHFku8By7yk3jiyMgcjlXxM5M5M5A5MmsqcOQBz7xWyHDkOUK5d4iuOPJnIRybwyceRkK5t4b3A4cmsgcmS7xxZGQjlRw7w4sjIVybxlXHG5Q5QN7wcpjIyEMmkUxkFVyopreOHI3iI594bxwbwyBzb/mN44cjIHNvGd448jIVybxreOHPmMhHPv8AmRXHDnIyBzbw3jhcoyBzb3AbyocLlCuCubeLvHBkbwRzK4zvHHkmQrl3hvHHkmQOXJreOHJMgc+8Z3uBx5JkI25TLlJlfYRyhQz1NczARSAOCoZcaMgGmjIAAAIAZGQpgYAAAGmhWQMmgGBgAyAAAYAAaMAANMgA04mAAUCF4ACAoIBOhQBAClE8ighAKAAAIBQMgohQCDQM5NFFBMggpTP3pUUCtNGQFaBk11CABkDeSGcjIGuhcmDTgKim0U4ylHK12DbZDgyMkV5XeGHSHFky5SI5FcTJx5GSqucjOCZAAZI5RkqKPvSBxBSDJnJVbBBkgoyQAUEyAKCAouUGSZCKQVwJkNCKCZHEAAAoDPI1kIAyMgacDLlGQNDJlwCtZGTIyEaAAUyUmQ0A0pAEBky5QBrIMgK0MmckA2DIyBrkDIA0MmcgDQM5AQJkAKZBAAMmjIAAAAAAIUAAAABoyFADQGTQKZaQAACgACFAaQFAVAAacQzyNADINADIAKJxBQREBQAIUFEwUhQI4ApBAAAK0BoDxCcACgaMmiAUgAoICjQICCggAvAgcpAqlJ0ARTWTICteRkfegI1kZMgDQM5AGjIBVaGQZIgACiFICCghQNGQMgDWTGQFVwz4ABADJALkEHACgZ4DqAHAmR1CqCdAEAABckBArTlIABSOACGSkAFBMlAEAaAKQAAAABMgKpSAIpMlcQCggCqQuSACOAADgDIGuZk1kyABChEBQFPvg0AAOpoBQyaBkAC808g0nEuAVoEDgUNJgDBQqDBSEXSuJgoBpnwAyDo4AAAAAgYMmsgDOAaMhAAFAhQAHA0ZIA5AFAEKQQpAUUAhBQMgoAnMoGmgzlAQbBg1kAUmUAADOTOQrRSZARRkhQABALzBBkCggAoJniMgaITIKKCZGSCggAoyTIaBQQAUDJAKCAC5BB1AF6GDSKBQQZAoIMgUg5jIAAAAAnACkAApAAAMmsgUZIABSAC9AYyaaFUZJkyEazkGQBopg0BXEDhkKFIZA0DICNGQAoAAgQAAUEbzAvIANChoyaCgBTLSAAAUDAaHAFaFBgYBF0DANYCs44g0MBdGBgYAa048AuAdHkQpCgCFARACgY4g1gYAyAaAzyABAAHMogKAIUgIDgAAAAApAAKQpQAIQUEK0oAAgAAAMgFGgZBBoGQUaBk0AcGmQ0DQMgDQMjJAABQAAAcwCDQMgDRkABkAdCjXQcDIINAy5Q0DQMgAAANGQMlAAZIAAaAAAGjIADgA4FA0ZDSDRk04yAAIBsyMgAAQCgAAAAAAKAAIAAAhSFAhSACgBoVoANCmAA0NBcAGRHIXHABoaBgppoVkYNAjUQAFaF0mCgBrQAXBF0gKMe8NOIFwMHV4UGAAAHQAAABHArkAEM8jQAGQaAyGmgEZABA4EKAJgAAAAUCtIABQAI4ANIBQCgACAAQAUhQAAADqCAUAhQKAAA5AAQpCCgAoAAggKAIUEApAUohQQCghSSIVoAAAhQKGgCAAAAGkAApRAUhAKABAAUUAEAANKICjqAAAAhQQQoAELkOIUCkBAABQKAQQFcQACgBg0AFAChUBXEMtBQVEDSYBQ0hDQADcCcSgBUKCkaQFBGogNYBStI4zk3jeXCcV8D9Cls88qNfM6KNM53VVVVfcc7ZK4/ml6MHEy8idYq7fkGg4HpfIZBrACMgD2AMEKQAA0BUKHAIgBQqAAiMg0CjIAAOIUEEKA3JRAAAKQEAAFFaCNKABC5IIUmSgCApRCjqCATgUgAAFApAQCkBQHQpCAACgUEIKQFKIUEIAAKABQBCggEAAAAACkAAAAACgUAggBSgCAgFICigAgEaUhRXBpCkEBSACkAApMgA4FIAKQACkKAIUgAvMhQoAaABwAUaGgNDQAUyGCgIobDTQGkaC9QAsBQGkbgaaDSiWtIC4IRpWnmW63TV0qo3DY2/GkVOCfnXyFroJa2fdZ8CNvF78cG//ACe108TYIY4Y0wyNOCKePk8n2vhr5/4fe9I9H/Fz7ubtT/n+zjoqOCibinbhy8FkX4y//fA8h2fEZGT5E2m87l+5xYqY6e3jjUPQHcwCn6l/F0d/RAAGAaAGSGncyYAYAABxCkAAECqQoCIZNAKyaAIjIAAADJQIXIAAgIAA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Observación rápida: ¿por qué importan los bonos?

Algo no cuadra con muchos bonos grandes: parecen generosos, pero la letra chica suele convertirlos en trampas. Un bono del 200% suena bien; sin embargo, si el requisito es 40× sobre D+B, necesitas mucho volumen para liberar cualquier retiro.

Al principio piensas “perfecto, más dinero”, pero luego te das cuenta de que el valor real depende de la contribución de cada juego al rollover, el plazo y los límites de apuesta máximos. Por un lado, las tragamonedas suele contribuir al 100%. Por otro lado, el blackjack o la ruleta pueden contribuir poco o nada, haciendo casi imposible cumplir los requisitos si prefieres mesas.

Cómo evaluar un bono en 3 pasos prácticos

Mi instinto me dice que muchos jugadores saltan el paso 2. Haz esto y de verdad sabrás si vale la pena:

  1. Lee el requisito de apuesta (WR): identifica si aplica a D (depósito), B (bono) o a D+B.
  2. Calcula el volumen requerido: Volumen = WR × (D + B). Ejemplo: depósito $200, bono 100% (B=$200), WR 35× sobre D+B → Volumen = 35 × (200+200) = $14,000 en apuestas.
  3. Revisa la contribución por juego: si juegas mesas que contribuyen 10%, tu apuesta efectiva cuenta mucho menos; en la práctica necesitarías 10× más acciones en esas mesas comparado con slots.

Mini-caso: lo que nadie te dijo sobre un bono del 150%

Depositas $300, activas 150% (B=$450), WR 30× (D+B). Volumen = 30 × (300+450) = 30 × 750 = $22,500. Si apuestas en tragamonedas con RTP medio 96%, el valor esperado (EV) sigue cercano al RTP, pero el costo de intentar cumplir $22,500 en apuestas puede devorar tu bankroll por la varianza. Si tu apuesta media es $10, son 2,250 giros: mucha time-on-task y altas probabilidades de no llegar al WR antes del plazo.

Tabla comparativa: tipos de operadores y cómo afectan los bonos

Aspecto Operadores offshore Operadores con licencia MX (ej.: bigbola) Operadores con licencia Curazao
Transparencia RNG / auditorías Variable; a veces opaco Más claro si publican certificados y Reglamentos (ver ejemplos) Frecuente, pero revisar laboratorio
Métodos de pago locales Pueden limitar OXXO/SPEI Suelen ofrecer OXXO, SPEI y depósitos físicos Depende del operador
Retiro y KYC Riesgo de demoras mayores Procesos claros; a veces retiros lentos, pero soporte local Depende; revisar límites
Bonos (valor real) Bonos agresivos, letra chica fuerte Bonos competitivos con términos más claros; soporte en español Bonos altos, revisar WR

Checklist rápido antes de aceptar cualquier bono

  • ¿El requisito de apuesta es sobre D o D+B? (marca la casilla)
  • ¿Cuál es el plazo para cumplir el rollover? (días)
  • ¿Qué juegos contribuyen y en qué porcentaje?
  • ¿Existe límite máximo de apuesta por giro/maniobra durante el bono?
  • ¿Hay límites de retiro aplicables a ganancias del bono?
  • ¿Soporte en español y métodos de pago locales disponibles?

Comparación práctica: cuánto te cuesta un WR alto

Supongamos dos ofertas:

  • A: Depósito $100 → bono 150% (B=$150), WR 35× (D+B) → Volumen = 35×250 = $8,750.
  • B: Depósito $100 → bono 100% (B=$100), WR 20× (D+B) → Volumen = 20×200 = $4,000.

Resultado: la A exige más del doble de apuestas que la B para liberar fondos. Si tu estilo es de apuestas altas y mesas, la A puede ser prácticamente imposible por las contribuciones reducidas. Si quieres una opción más práctica y local, considera plataformas reguladas que publiquen condiciones claras y métodos de pago adaptados al mercado (por ejemplo, plataformas mexicanas con soporte y depósitos por OXXO o SPEI).

Por qué elegir un operador local puede ayudarte a largo plazo

Mi experiencia me dice que, aunque los bonos offshore pueden verse enormes, la relación a largo plazo con un operador local suele brindar menos fricción: verificación en español, pagos más claros, métodos de depósito familiares y apoyo en disputas. Si valoras eso, busca operadores regulatorios y con historial comprobable de pagos.

Dónde poner el foco: preguntas que separan la oferta real del marketing

Revisa estos puntos y, si no están publicados, pregunta al soporte:

  • ¿Publican auditorías RNG externas y certificados de laboratorio?
  • ¿Cuál es el límite de retiro mensual y las excepciones para botes progresivos?
  • ¿Cómo procesan las solicitudes de retiro y en cuánto tiempo típicamente?
  • ¿Qué documentación KYC piden y cuánto tardan en validar la cuenta?

Si necesitas un ejemplo de plataforma local para comparar condiciones y métodos de pago, revisa opciones reconocidas en el mercado mexicano como bigbola, y analiza cómo describen sus términos de bonos y retiros (tiempos, métodos y verificación).

Common mistakes and how to avoid them

  • Error: Tomar un bono solo por su porcentaje. Solución: calcula volumen necesario y compara con tu bankroll y tiempo disponible.
  • Error: Jugar juegos de baja contribución pensando que ayudarán. Solución: verifica la tabla de contribuciones y prioriza juegos que ayudan al rollover.
  • Error: No leer límites de retiro. Solución: identifica si existe un tope mensual o por transacción antes de aceptar.
  • Error: No completar KYC antes de retirar. Solución: sube documentos en el registro para evitar retenciones cuando quieras cobrar.

Mini-FAQ

¿Qué es mejor: un gran bono con WR alto o uno pequeño con WR bajo?

Depende de tu perfil. Para jugadores casuales o principiantes, un WR bajo es casi siempre más valioso, porque es alcanzable sin arriesgar mucho del bankroll. Para jugadores profesionales que rotan grandes volúmenes, un WR alto puede tener sentido si las condiciones (contribuciones, plazos) son favorables.

¿Puedo convertir bonos en dinero real sin depositar?

Los bonos sin depósito permiten jugar sin arriesgar tu dinero, pero suelen tener WR extremadamente altos, plazos cortos y límites máximos de retiro. Úsalos más para probar la plataforma que para esperar ganancias retirables considerables.

¿Cómo calculo el “valor” real del bono?

Haz una simulación de tu estilo de juego: determina apuesta media, porcentaje de contribución del juego elegido y calcula cuántas rondas necesitas para cumplir el WR. Compara esa inversión en tiempo y saldo con el posible monto que podrías retirar. Si la cantidad de apuestas requerida es desproporcionada, el bono tiene poco valor real.

Breves mini-casos (hipotéticos)

Caso A: Carla deposita $200 para un bono con WR 40× (D+B). Prefiere blackjack, que contribuye 10%. Resultado: necesita 40×(200+200)=32,000 unidades de apuesta equivalente; con contribución 10% será 320,000 en volumen nominal — prácticamente inalcanzable, y acabará perdiendo dinero en el intento.

Caso B: Luis deposita $100, bono 50% WR 20× (D+B), prefiere slots con 100% de contribución. Volumen = 20×(100+50)=3,000. Con apuestas razonables de $1–$2 por giro, esto es alcanzable y el bono puede ser una herramienta útil para alargar sesiones y reducir riesgo per spin.

Estos ejemplos muestran que la combinación depósito/bono/WR/contribución define el valor real, no solo el porcentaje del bono.

18+. Juega con responsabilidad. Establece límites de depósito y tiempo. Si crees que tienes un problema con el juego, busca ayuda profesional y utiliza herramientas de autoexclusión. La legislación mexicana exige KYC/AML para retiros; guarda esto en mente antes de depositar.

Fuentes

  • Secretaría de Gobernación (México) — Dirección General de Juegos y Sorteos: https://www.gob.mx/segob
  • eCOGRA — estándares de juego justo y auditoría de RNG: https://www.ecogra.org
  • Artículo de revisión sobre daños por juego (recomendado para contexto de salud pública): publicaciones científicas en revistas de psiquiatría y salud pública (consultar bases académicas para artículos recientes)

About the Author

{author_name}, experto en iGaming con experiencia práctica en operadores del mercado latinoamericano. Ha asesorado a jugadores sobre gestión de bonos, cálculo de rollover y selección de plataformas seguras.

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