¡Espera… esto es útil desde el primer párrafo!
Si solo quieres dos cosas: elegir una tragamonedas de marca con sentido y entender cómo apostar Handicap Asiático con control de riesgo, sigue leyendo. Aquí tienes reglas claras, números reales y errores que debes evitar.

Primero la ventaja práctica: elige tragamonedas de marcas reconocidas por dos motivos comprobables —RTP publicado y auditorías— y usa el Handicap Asiático para reducir la varianza en tus apuestas de fútbol. En las siguientes secciones te doy ejemplos numéricos, una tabla comparativa, una checklist rápida y mini-casos para que pruebes en sesiones cortas.

![image](data:image/webp;base64,/9j/4QC8RXhpZgAASUkqAAgAAAAGABIBAwABAAAAAQAAABoBBQABAAAAVgAAABsBBQABAAAAXgAAACgBAwABAAAAAgAAABMCAwABAAAAAQAAAGmHBAABAAAAZgAAAAAAAABIAAAAAQAAAEgAAAABAAAABgAAkAcABAAAADAyMTABkQcABAAAAAECAwAAoAcABAAAADAxMDABoAMAAQAAAP//AAACoAQAAQAAAOAFAAADoAQAAQAAALACAAAAAAAA/9sAQwAGBAUGBQQGBgUGBwcGCAoQCgoJCQoUDg8MEBcUGBgXFBYWGh0lHxobIxwWFiAsICMmJykqKRkfLTAtKDAlKCko/9sAQwEHBwcKCAoTCgoTKBoWGigoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgo/8AAEQgCsAXgAwEiAAIRAQMRAf/EAB0AAQEBAAIDAQEAAAAAAAAAAAABAgMFBAYHCAn/xABJEAACAgIBAgQCBwUGBQIDCAMAAQIDBBEFITEGEkFRE2EHIiMycYGRFEJSobEVM1PB0eEIQ2JykiTwFoKiJTVEY3OTssIXNFT/xAAcAQADAQEBAQEBAAAAAAAAAAAAAQIDBAUGBwj/xAA2EQEBAAMAAQQBAgUCBQMEAwAAAQIDEQQFEiExE0FhBhQiMlEjcRVCgaHBM5HhNENSsWLR8P/aAAwDAQACEQMRAD8A9OkZEgeC/f40PzABQAAML+ZAAC7IABsbKQApNgAFIUgAAABmRoaMtpFSe5GzZjhO5NSejjfXuN7B0a9fsfNeZ5t3Xk+jRzYuVbjt+R9H3i+zOEG8tl7HDfmfL2niechGSXxPhT9pPoe3YfPSjWlJedHyb5HPTlX0/wBzdOHyT6HZh5tn90Z3X2PfPEvJxyKlGFXk11bSPm/MUuU3LZ3NXNZiWp/CmvmiS5JWv7TDqm/kaXy8a6NO78WPOOq8OWuq5L19z6twOU3VBOR8yychW2J148Ktfwntnh3M3rqb6dkznY5dt91fS8a5NI7PE1fNQ8+m+x6zg3bgup2tNri00+q7G9cG/V8fDt8jHsof2sH+PufOfpjqT4njMj1ryJV7+Tg3/wD0Pr3G3rP47Uus10Z8t+l2jXhWLe91ZkP5qSObd84WVx+Htv5OZfcr4031JsGNnjPoetSMjZqEXJ6XcPoY43O+3H7IVux6R5tNaqhqH5v3FdarjpGjDLZ34fR+D4M8ee7L+5QAYvSDJoaABn8zUuiPAyb/ADPyw7e4RnnsmE7W78hy+rF9Pc8XZAN52ey53tUdQAHQ0ZADrQMgB0OHKy1jw2+tnpEzmZUceHXrN9kdFZZK2xyse2zXDB5/leV7P6cftbrZX2udz8836shClvItuV7T1KQoG0ABKUAAagADSQ0XRzYlFmTk1UUx89lkvJFfMrHC5X2w47Twp4cyef5BU0arojp23PtBf6n3nguMxuJwq8bCh8OqC/OT92dd4R4FcbxdePjwcvKt22Jffn6s76roz7LwPDw0a52f1OTZs99+HmQPKgzxYM54M7q5cnlwZpM4oM5YGVjnrZwZ+Fj8jiWY2ZVC2i1alCXqc5uJlZ7oz7z5j84/SF4Pu8MZqlW3bx1z+yn6wf8AAz1GP4H6o8QcVjczxeRhZkFKq2Otv0foz8yczxt/D8pkYGUvtaZab9/ZnzHqHifhy90+q+g8LyfzY+3L7jwyxIU8x2NAAS4pSFBUaNRMliS1lckTaZxxLEXG0rk2XZxmtk8XM2tgmwHFe9dkkybEmCbmxJkkWSO74Dw5dy1sFOxY9U33a23+R0eP4u3yL7dU64vK83V42Pu23joJaEVJ9j7fi+E/B3h+mq2bu5jNg/rqyrcdp9tdF+fU7HJ5euSdOJhYlON+7WsevaXs+h7Hj+hbtv38PmvJ/ivVrvNePX5/mpR++mjEj6f4o8LUcjVZkcfUqczvqPSEvlr0PmEk4znGcXCaemn6M4PO8DZ4eXtzet4Hqmn1DD3Yfc+4hCyIcbstDEmUzIbO0kYkUg0VJGJG5GQZ1kzJGjMhoqSJIsiSGhmRmRohTOpJGDcjIJrMkZ1s2eweAKarvFOK74qUak7NP3XY20avy5zH/LN5GF9HviLMxoXwxIRUluMbZpSf5Hr3McZlcXlPG5DHsx8iHeNi1+fzP1n4ahjWxcr9tei2fPP+IXCxruCxM2K+2pyFVF+rjNPa/kj1PJ9Pw14W4/cc13f1+3j4AJFMyPJVWZEKQbOvK4jNfH8lRlRW/hy217r1Ps3GZa8kLKZeeixKdb90z4ce7+A+Ziv/ALNvl5W3uht+vrA7fF2+zLlaadvsvK+y8fl7S6neY920up6HgZbjrqeyYWXtLqel3rtsmc+HskJfM8hM6nHuTS6nnV2bQ3Jng8nY2cakbi1tP5gzvw58bCvyX9mvqP1bO7wuCqg1K9/Efz7IuByOFGC6qL+Z5NvN4dS+pPzP2SMrcr9PK37t+d9uMdlVSq4ryLS9jxOU5OvEr8sX57PSJ0uZz19u40JVp+r7nTzscm3Ntt+rFNf61Gnwcsr7trktslZNzk9yk9tnj2WKMG3LSXdss5aR8p+mvxiuJ4v+x8G3WdmR+0cX1qq/1Y9mfsnXp2zDHr4/9JPP/wDxH4uzc2t7xov4FD9649E/z6v8z1WXc3IxLueZb15ed7Ul2IWQkJlWJIki+pATUA9BIpDGgUgEkkBIAhnRmRohSUMyNGQTWQWRBpRmTTICKhCyINNZBWQaAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAqKe3eG+FUPJl5kU7O9VT7L5v/QfOlbx9KAB4D+goAAAAADAAAUAAEAAGAsiAAFIBADeg3pFSd+EZ5zXj7svok1FHHvb6mZPb+YOvXr9sfK+d518i8n00ADRw9AAA6yaGwI+sgSIA6vodpwGQ67FFnVHJTZ8K6DXqdnibOX2oy/y+q8Zkbgup3lNnQ9F4HM3CHU9uw7tpHpJyj27wxkeXKdb/f0et/TLSv8A4Uz9LtfVP/6zzcG902wmu6Zv6QaHzHhnkacdeey2jzRXq3F71/Iz2Y9lePlh+PyJn+j84yIdhjcPyOXYo0YORJ/OOv6nsGF4Gy5NS5HJqxo+sa15pf6HkzRnl9R7dvHqVcXY9QX5nYY2NOf1aKpWf9sWz3KXEcVxteq6Ha163T3v8uxeO5CLz6qoJRjvtHoa/wAhc/7suPV8POePhdkx7XqVuHlUx+JdjX1Q95QaOHZ9wx4V30pWRjJPvs9S8UeDIWqeVxcVC3u6vSX4ezJ2+mXCd13rfxvXMMs/ZtnHzwHJZVOmycLIuNkXpprqjB5WWPte9jl7v6kA7HgZOR5/qw7erJZbdk1ztXLv8z8sH09TxQBvOzzud7VBACVAAAKQAFPHysmOPD3m+yJmZUcePvY+yOjttlbY5Te2zXDDri8ryvxz24/a2WSsscpvbMgsTR5HuuV7QAREaiINAoAAjUAAagADD3f6K8KNvMWZV0fOqkq60/d93+n9T0j0PpX0e6x+GrsX37LpT3/L/I9f0bT+byJ+yc/p93rvoweEhCpQ87j1/FnrkbN2HUQ5GyyKi5dEjy8e3ej7DDx/x9cGnR+Ptv6u4qZ5EGeDTI8uDIygzjtONw3lWNKWtHsWLw9MF9f6x0/h2a/aWvdHtcH1PI8rZlMuSvD83bnMvbK8ezjcd1tKuKZ6vfD4N04Pume6t7PVOZh5c6b9+pHi525crLwtluVleC+p8Z+nTiYQycHlqY9Z7x7deuuz/wAj7MelfS3ixyPA+c2utPltX5Nf5Gnnaps0ZR7fiZfj2yvz3EsTjiaifIPo+tAARxsplMsRLU3EwaiC5WkzSZguyWnW0y7OPY2CuuTY2Z2Nkjq7BjY2Pg9zsuGoWVn11T7dz6NxlXwvrV9H6fgfMeKyP2XPqt9E9M+o8dbHotn2v8OXD8OUn318B/Fk2fnxv6cdhKNlktzbeznrxe20eTjxTgmeRGKR9Fc/0j5HjgVPTR81+kzhXiZsOToj9lkPV2v3Ze/5n1LzHhcxgV8nx1+Hd9y6Lg/x9GeZ6j4v81quN+/0el6V5l8LyJn+n6/7PgWzOznz8S7j823Fyo+S+qXkkjxpHwGWNwyuNfpmOc2Y+7FZEGzPoBBmRexATQxIpmQ2dDMgSQM6EkUg02s7IJEKZ0kZEiDRQ8riOQt4zkKcqrTdb6p+q9UeIZLwzuF7GfePtXB/SZxGJiuOS8lWa6JVba+R6P8ASF43u8VXVU11Onj6G3XW31nL+NnphDt3+o7d+Ptqby3rJmRqRk4mdZkQsjMhs6GVJxakm011TQkZkXE2vpng/wASx5L/ANJmTVeZ+7Y3pWr/AFPdsTKlVPyz7n5720009Nep7z4Z8auiMcbl92VrSWQn1h+K9Tt0+R+mTfT5Ex+K+04eZtLqdtRkb11PTeLueRRC/FlC6h9pVvZ3GNkP1OyZddXxnHs0LdnPGw6em/a7nlwtKZXW87zGoyR4cbDUbBdZ3DjyvMZdnzPGtvrri3OSSS29s+Y+OPpWxONhZi+H3XmZmtfH711/h7snPZMJ8pzymE7Xs30geOMLwrx89uF/I2LVOOn1/wC+fsj8x8ryGTyvIZGbnWO3Iul55zfqxyXIZPJZtuZnXTuyLXuVku7Z4kjz9my515u3b7/9kkY9TZDNy1gkimZdwQpg36GATUkJdgZkUhIgRAEg9AJdgRWSS7FkSRRJ6GPU2Y9QRUYLLuQaKyAATUkQsiDRUZABpAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAa/MhUe7eGfAmZymLRmZVldGLb1rUvvWL/ACXzFllMZ2tNerLZeYx6QU83lMO7CzsjHvrdc6rHW4+zXoeyeH+BeP5cnNhq7vCqS+7838/kOf1M8/6Ptjw/warUcnMjux9Y1v8Ad+b+Z7EaIayOe3r2cAz6nzj+iWgDIG0AAAABAAAzAAAAAAX0I3pgy5KK2ysZ34Rnsx1y5ZfTUpKK6nDJ7ZG23tg7Nev2vkvP9Qu+8x+lIAavO63EGQA6DYBJ9ANjYDoQAD6CS3Br19CArC+29i78x3PCZbrajJnvHGZm0ts+ZVSan5oPqewcRyTi4KbPV1bPyTqMfj4r6jiWppHYV2uK6M9U4jNVkF1PYKbPMl1Ohz7dbc60t9F179DrM1JJnaTfQ6rPlqEwPQ9Q5uzozoeKub5WpfM7Tn7Uk+p1Phit38u3rpAxy++PoNd5pr63xct0r8Ds49UdXxy1WkdpUbYvnN8+Xq/jDw1HlaXfixjHMguj/jXsz5RdGVNs67IuE4vTT7o/QUVs+ffSb4ad+HbymDH7StfbRivvL3PN87xZnPfj9vV9K9Vum/h2/X6Pl2Vkeb6sH09WeNvZmX/0g8R7OzZdl7WjIBJNAyADQBkA0cGXlLHj16zfZEy8pUR69ZvsjpbLJWzcpvbZrhh1xeT5P4/jH7LbJW2OU31ZkAt5NyuV+QpCgUCxIIgpTRk1EFAAABSFEYUgA19D6B4VuUOFxIr0Ut/+bPnx7h4Uu3x/l/w5Nf5n0H8OZzHybL+sP9HvGJf1XU7/AA7N6PUcOx7R7FgWdj7XOIyj2SiXQ82pnUY1nQ7KqRxZxyZx2vGX/Ayq5em+p7tTkQlCLUl1PntTPKryrktKc0vxPP8AI8b8l7HmeV4v5b2Pf43Q90dBzyg7oyT7o6WOVbLvOf6l+K593sx1+LdeXesNXh3Xl3rk2eq/SRJLwXzLf/8Azs9l8x6F9MGdGjwhfRv62TONS/Xb/oV5FmOrK3/D0dGFuckfBImzBT4p9A2UyXYlKaM7EQV1ybBIjYl9b2DIA+tF2YGwX1vY2Y2AHW9kGzIDrWz3rwxyDvwYNv7Sv6kv9T0M7Pw9nfsWfBzf2dn1JL+h6vo3mfy3kTv1fivF9c8L+a8a8+58x9k4274laOw2escdkfDmlvp6M76Fm0mffWe75fmmTmk9E30ONyMeYOI69D+k7iPiVrlaYt2VpV3a9vRnznZ98vrhfVZVdFTrsi4ST9UfFfEnEWcNyc6Ht0P69Un+/D/Y+Q9d8H8eX58J8X7fb/w/6j+TH+Xz+59f7OrGyEkfOvpaSMmjI2dSRAZkCaEkBsbOoZkaMSKRQkgZBFSTJIvoQaKGZGpGBs6SMSNbMyKibUkSRdmBs6hJFMbBnUJIsiSLZ1kS7CRBoryuN5TO4y7z4GVbRPfX4b6P8j3vh/pPya4qvlsZZCX/ADK+kvx0fNpCRWOdn0JsuH0+6cb9Jvhy1aveXS/eUN/0O4q+kPw02v8A7TSh/wBVcz85CTNZ5OUXPJzj9E3/AEn+GaYtrMttftVS/wDM9d5b6ZqVW4cRxkpT/jyJpL9EfFQF8jKs8/Jzr2LxF4y5rxBuOdm2fs77UQeq1+R65JgyZW2/bmzztCSKQGdSRn0NSMyGmoQpAQzIhZEBnUMyNRMyKIIUkgJBIGZFISQkBICQya9DAIqeoABFZAINNRgMDRWQANIAAAAAAAAAAAAAAAAAAAAAAAAAAAAADSfU+0eEPEGHyHF4FFmbj05lUPgyom/LtLonH32vQ+LpNvoe7eF+GliShmZHTI7wj/B8/wASc9X5Phvo8m6L2Pdb8TAw+UzOVzK4ZnK5Fjlj0v8AusaHZSfvZ8vQ6mbcm23523tvfcsk0kvlszLsba8ZjORybdt2XtYkAC2b2URNSB80/olkGgBgAAAAAwAAAAAFI3oN6E5KK6lSd+IjPZNePuy+mZyUV1OFvb2zMm5PbId2rV7Y+O9Q9Svk3mH9rZTBo0eX1Sk2QD60QbGxK6AEAdNjYAK6bAMkjrRnY2STBfTzNPo+p5mNcrGtLyT9jr5M3TW7J/W35EXjtuv5aa9WW7OY4/b23iuQnTNdGe8cVyKtiuvU+X05Dq0tbgjtcHlo1PpJw/E7tXnYZ/fxXXt9N365/VO/7Pp07tI6XlMpKL2zqaudUq/vJ79mdZyedO+DUH+Z0fkxrkw0ZYZfMdPz2bGVjWzyPA01+12v3aOgzMe22xvzN+p53hq94PIJT6KaJt+XoZ2fhuMr7JgNeVHaUpykoruz1/jb1OqDTO4ot0013Ru8Tfj/AIds8O+vq6no4LK1KE4yScZLTT9Uz2fhs6rMp1NpWLumY5zApVDvrSU0+ujP3/PK8WeXcc/bnPl+VPGHF/2R4iy8Rf3cZKcP+19UdKfRfpqx4w5jAyF3tpnB/wDyv/c+c7PnvJ1/j22R934e38mnHKqNkBg6QpAAXZw5ORGiO+8/RGcrIjRHfeb7I6e2yVk3Kb2y8MHF5Pk/j+J9llkrLHKb22ZANHlXL3fYCkkIgpAAUAApQABtAADBEARxQABh3PhjKVOVOmT6Wrp+K/8AbOmLGTjNSg9TT2mvc6fD8i+Pux2z9B+j6djW9Ud7gXdj07hs2ObiqyHSxdLI+zPYMK5pn6Rp347sJnjfil9x7hi29DtKbD1vBv3rqdxj29DLOObOO4hLocyZ19VnQ8iNhjYxuDzEzk2eKpFlZ0M7Gfsc1lnliz4l9MPMLL5qjj65bhiR89nX95/6L+p9H8YeIaeB4mzJnqdr+pTXv78v9D89ZOTbl5NuRfLz22yc5Sfq2eD6v5Mwx/Dj937d3iavn3MggPmne3EGTQlRSmSgamjIBbY2YAjbBNjYDqgmxsD6oJsAOqNkMjxPvXvnhblP2rBrhN/a0/Ue33Xue74F6nDR8Y4fNfH59d3eH3JL5H07jMuMvJKuW4TW4teqPvPRPOnk6fx5f3Yvzn+IPT/5Xf79f9uT2KyWkcXxCebz19Dw52+WWme5hOvnq83zHUeJ+Fq5zjXTtRyIfXpl7S9vwPKjeckLzPf4+O7C68vqtdHkZaNk2Y/cfEMmm7FyLKMit121vUov0OA+peM/Dv8Aa9TzMJL9viuq/wAVL0/E+WzUoycZpqafVP0Pz31DwMvD2e2/X6P0b0/1HDzdXun3+sNkkSTGzz3babMyBBotSQBnYJoQSZJMpnWZE7gDRQkgJAmsyZJAg2doZkCS7lIqSMyNSZiQ2dSRmRozIaKkiCRmQM6kiPoUki0VkhZEBnUMmjIICCQkMVDJqRkaKEEiSBFZJI2YGzJGJGjMgKkjMiyMy7lM6pj1LIASEkUgJDJoyUmoQpAQzInoWRJdgTUAEhorJCkGmoARgioABkAAAAAAAAAAAAAAAAAAAAAAAAAAAG4xbektv2EU5SSitt+h7fwHCrF1kZS3f+7D+H/ccnSt4nAcJ+z6yMuKd37tb/d/3PY4PWzMTsfD3HW8tzvH4FEdzyb4V/gm+ppzjK3ru/H/AA39hZfFUeXXxeOpufT1a6nqp99/4meFVeNwXJUV/UrTw5Nei1uP+Z8CkOfQs4hCgaXsoAPmn9EtAADAABhk0AAAACJmjLeiTmor6xUlyvIjZsx14+7P4hOarR47k5PbJJuTbYid2rV7J+74v1L1O+Vl7cP7VAETV5XQ0DIDrQBkSutDZkAfWgZADoASQj6pNggL6bMyZJHJVX5nv0Jtk+a1068t2Uww+0qqdj2+x5UEktdkEklpI0cmzZc6+w8HwcfFx/zf8g2AYvQXZY2ST6SmvzIC5nlEXDG/ccksmz+JmPPOyUOqb9NnHOSjFub6I6nJyndYmuiXZGuvyM8L3rh8vVp9lnPmvpHAcvbipY+Up9HqMtd/ke5YvI1WRXXqfEoeIM+NVdfng1W9xbjto8iHinlUultf/wC2evh6hhz5fNXws7Pl90o5GMJqS7nZz5+d1Hw/NvfTR+fa/F/LRe/i1v8AGs55eNeXX3JUJ+jVfYv+f0sNnpXv+bHefTFmwu5DBxk07aq5Tl8tta/ofPNnNmZN2ZkWZGVa7brHuUm+5wni+Rs/JncnsePr/Frmv/DQMgxbtbODLyY0R6/ffZDKvVFe31b7I6ayyVs3Kb22aYYdcfk+TMJ7Z9tW2SsscpvqzJkGjybfc0ZBoaQAEqAAClAiACkKQDUCIA2gZNAagARgAAPL43Ou4/I+LT69JR9Jo984jkKM6tTol1XeL7o+cHLjX3Y9qsoscJr1R6vp/qefi3n3P8DnX2DFuaaO8xcjoup8q43xc61rNoc2v3q/U9owPFPHWaX7VXB+0uh9Rp9U8fdPtnnK+gU3dDyYXHp9PiPjun/rsff/AOojOT414nEX18mFr9I1fXbNsvJ0yduU/wDdH47XvHx0lvZ1PP8AiPB4bE+NmW919nVHrKz8F/mfN+W+ki+1Ovi8ZVL0su6v9D0fMzL8zInflWzttm9uUzxvM9Y14Tmn5p4eP/l2Hifnsrn+RnkZT8kF0qqT6Vx/1Onia2ZPmNmzLbfdnfl2z+mcjRSAzNr0BCgbQMhMRtjZCgpQQAfVBNjYDqgm+g2B9UE2AHV2TZNgB02e0eFOX+G1hXPo3uuTfb5HqpqLaaaemuu/Y6/C8rLxN024uLzfFx8zTdWT7TgZHmr8r7omaum13PVPDXMvNp+0f/qavvf9a9z2j4quq9j9I8byMd+E24fVfmfk+Nl4+y6s58x10shp9TUMr5ni5tbrnv09zwJXuJ3clnw47HslOZp9WdJ4o8NVcwnk4ThVm+u+is/H5/M4oZXXueZj5zWls4vK8LDysPZnHR4vl7PEz9+F+Xy7Mx78PJnRl1Tqvj3jJHDI+tZ+Pg8xR8DPq3r+7tX95W/k/wDI9D5vwzm8dOcqYvKxu/xa12XzR8P5/o27xb3H5xfceB6zp8mcz+MnQAEkeP7XrX6ZkNgzIbOkjMhIkhs6Ag7AQZkCDRUBSAisyMyNSOORSKSMyLJkGyrMiFkZGihmQkQpNDBozIbOpIhSAzrINSMghJAAZViQNSMjTUIaMyBDMiFMyGihlvoakZkCahBIz6FIQpBIEhBIAQZEiSKRQgkZkCagBATQyaMjRRmWaZkaKMjKzI00AAEAAAAAAAAAAAAAAAAAAAAAAAAHJFOT0ltvshCLnJRityfRJHuXh7hf2RK/IS/aH2X+H/uOTpW8Y4HhliJX5S3kPsvSv/c7w3LsIVyssVcIuc30Sitt/kac4yt6x19D7d/w3+Enm8nd4jyouONiv4WOmv7yzXWX4I6v6Ofob5PnraMvxBGeBxaan8OS1bcvbXovmfp3i+PxuMwqcPBphTj0rywrgtJIVp4T566T6Q/DcPFXhHN4t6+NOPmpl7WLqj8XZ2Pdh5duNlVzqyKZOuyt/uNeh++Gj5P9LX0TU+K7HynDzrxeYS+spL7O/wDH2fzJlVnOvyuU7fxD4a5fw7lTo5nAuxpp/ea3B/g10Ooim+xqy49lAB82/oloACMAAGAADQ0QxKSgtyKkuXxGWzZjrxuWV5Itk1GP1jxZNye2Jycm2wd+rV7J+74j1P1O+Vl7cfjFQAavJ6FIBGoIAV1SAAfQDYEOgIAOVSbGwCusyZNiRumt2PevqE/GPzWujVnuy/HrnyV1/Ee/Q8pLSNJJLSJvZx7Nlzr7TwPAx8TDn3f1qgAxeiAaKATeiWSjCDnOSUF1bZqUoQg5Teku7Z6lzHJSzLXCrccdPovcvGdcPm+bj42Pf1dhmclVe9K1fDXZHjftVP8Aio6UGv44+az9Rzzva7n9po/jQ/a6P8VHTAPxxH89l/h3f7XR/ioz+10/4qOmAfjg/ns/8O5/a6f8RD9rp/xEdMA9sH89m7n9rp/xEZszaowevrv2R1AK9kK+bnY3bY7bHKb6mAActyuX2sQAMgehozEA0AAUAAkBSFBQAANQSJQMNAAZEpIlEAAAaxNGQBtaGuoAL6uiaKBmFICTUAAD1NGTQGoIUDUELsDaGzOwI2gZ0ADQABSkGxsB0BkAOtDYMgXQAgx1y4eVbh5ML6Jamv5r2PoHh7mYZtae9WJfWj7HznZy4eVbiZMLqJeSyPY9b0z1PLw8vbfnF4/qnpmPm4d+sp+v/wDb65kRVtfyZ0WZh2Jtw7exrgedp5GOvuXr71Tf80d46FYtxPuvG8vHZjMtd7H5/v8AG2ePl7dk5Xp03ZW9Poc+GrcixRrlBbevNJ6SPZHxkbXpx2drxXhWu+yEa4z2/bsdGfkyRjMF/sXiuO4+F+VyVmbepQcqsSOk0/RN+p5rxMSzIf8AZFOVDG0tPIa+JvXXsdzT4aeLpXR7HaY2FCvsjzPycvuuXWlkfNPFX0fLlKZ34NUKc1Le0uln4nxe6uVN1lV0XCyuThJP0aP2BGl9FBfX30PzV9LlWPT9IfMxwvL8P4icvK+nxNLz/wAz5v1fVr+NuM5X1HoXl7M7dWfzP0eoSJJiTMHhPobVM+pSDZ0MyNGJMEWqQAabUMyNSMSKRaSMSNSZiTGztTZkEGikuxAJAisSIdr4c4mfNcxjYNc41Kx/Wtl2rj6s+6+HvAvBPE8tfFwtUVp2XdZWfP5Hd4vg7PInunxDmu5/L85yEj6z9KfgHD43j5cpwsJ1QqesjHf7qf7y+R8lMd/j5aMvbky2Y+0IUkjJjWZEKSQ0hCkBIYKQaQj6iRkEVCFkQaGSFMyBNPUzI0ZKQgEhICQAzIEICkKJDMjRmQFUIWRBsqGQATUIUg00MmjI0AAAAAAAAAAAAAAAAAAAAAAAAByQjKclGCbk+iS9RCLskowTcn0SXqe58Dw6woq6/TyWv/2/l+I5OlbxngeFWHFX5CTyH2X+H/ud7HX73YxIbNZGVvXvHhXN8C47g+b4rk8ifTe7NwXz0pI+8+AvEf0earq4B8fhXvsrKfh2fq/9T8nJlXf3XsHOnK/ftbhZBTralB9U097OWJ+NfAv0k874SvhXRkzyeP39bFufmWvl7H6u8JeIsLxPw1PI8fZGddi1Jfwy9UZWWNJZXekkRs+IfS/9LVnFZVvCeGZx/bILV+XraqftH5ik6L8Pp3izl/D3G4kv/iLJwYVNf3eRqTf/AMvqfB/F3O/RRbObwOAyr8jf95iJ48W/zf8AkfI83Nyc3KsyM3ItyL5PcrLZedv8zxnI0mLO5vZQaMnzz+hw0Z0aEAAAfUBTMpqC+t972KkuV5GWzbjpxued5ISmoR+seLOTm9sTk29szs9DTq9s/d8L6p6pl5WXtw+MQ0ZNGryegAAdUgAldNgAD6AAR9BsGQPrRnYABNjZDlrr8zTl2FbMZ2ujx9Ge/Oa8J8pXVKx7fSB5S6dDUUkiPqcOzbc32/geBh4uPJ9/rVABi9EAAAb0SclCLlNpJd2/Q1KUYwcptJLu36HqnN8o8ux1UbVCf/kXjj2uHzfNx8bHv6rzHJvKfwqm1Sn/AOR1RAdEkj5Hf5GW/L3ZKAQbAAAAAGwIAAgAAYNAARqCFAANGQNoGTQKAASAAAoiURAGoEgADQiBHFBNlBQUADDUkZNSAAMmogagAFgBQAABGGgAMKQAagAADYAGoIAC7GybAcHVBAAXYIACjZABBAAFrIBJDiSMpV2QnXJwnB7TXoe7+G/GUfiqnmZeTfbJUen5pHo8jD6HZ4vmbfGvcK4vL8LT5ePM4/QvH1V3QrtoshbVPqrK3tM9t4FxoyK3vsfl7gue5PgrlPi8l1JS87qa3XJ/NH0DG+mHJqq+04HCsyO7tV84Lf4HvT1rXsw5snK+V3egbsMu672P0dkONlafw099zp+QyMLCqduRZCmtLfmskoI/PnL/AEweJs2p1Y8sbBh23TXuevxZ6JyXKZ3J3fFz8q/In6fFsc9fqcV9Rxw/ti9XoGeV/wBTLj7l43+lnj+OxrcTw3JZmfNa/aV/d0/P5s+A32yuusuusdllknOUn3k33bI+piR53keTlvva93xfC1eJjzAkyDZDndCkkx2M76gmhAQaKpJMbMyKjO1CSZTEmNNpIzISMjZ0ICAkMiTJ0KRXsngO+NPNtT+/ZTOuK+ej9A+H7nViVpS1r0Py9i5FuJlV30S8llb2n7H0LjPpO/ZqksjAlO1LrKFvR/k0e76Z52rVhdey8dOndjjjccn1n6QsqiPhLlr8prrjOLT/AHn2SPy5voj2vxn40zvE3kpsXwcOD3GlPe37t+p6icXn+Tj5Gc9n1HJuylvw0ZAOBhQgA0VDMjRkCCSAGzqSMiRPQCqSMmjMhs6hCyIUisgACQkikAgyakZKRUEgQCGZZWdp4a4bK5/msTjcGCd2RLSb7RXdt/JLqPHG28iP2ePxPE53MZkMXjMW3JyJ9q6o7Z9K4n6DPEuXXGeZdg4Lf7llrnJf+Ca/mfbvBvhnj/C3GRw+NrXn19te19a5+7+XyPbaPQ9nV6dJO7Hq6vTZJ7tj8z8p9A3ijGqlZg24GdpfcrtcJP8A8kl/M+Z8zwvI8LlvG5XDvxLl+5bBx3817n7xqhs6vxV4X4zxTxksDmcdWVP7li+9U/4ov0M9vhY/8jDb4ON/sr8HkR7R9IHhbM8HeJsric1eb4b81VqXS2t/dmv/AH32esdjzbOXleVlPbeVlkAEgAAAAAAAAAAAAAAAAAAAAAOSEHOSjBNyb0kvUV1ysmoQTlOT0kvU9z4LiYYUPi3RUsh+v8PyX+o5OlbxOD4iGHFXXanktenaHyO5JIGsnGVvQGQWTQTMgQbi/mfWf+HfxS+I8Wf2Tk2tYfILSTfRWrt+p8mieXxOdZxnKYmdS9W490LU/mmTZ2HPt+xPpX8SPwx4Jz82mSWVJfBo2/336/kfji6yVls7Jtucnttve37n2r/iR55Zb8P8fRPdU6P22SX/AFaS/wAz4jJk4zkO3pIgBaHtBkGj5p/RMAABoUHHKarX1v0Kxx915GezZjrxuWV5ItlirXXueNNuU9sxOTlNt9wehp1eyfP2+D9U9Uy8vL2Yf2xQAbvH6GjIAdaAMkq60DIAdaMjYA+kTRkCPoAQFdBshy01eZ7l2/qTbMfmujx9GfkZzDXPlKqnJ7fY8mK0taN60jPc4du251916f4GHh4cnzb91oAGL0QpCgQ3ojaSbk9RS6v2K3qO5NJL1Z6tzfKPJk6KHqlPq/4n/oXJ1x+b5mPjYdv2czybyX8Kh6pT/wDI6jQJs6JOPj9/kZb8vdlQpANgoAAwAgiUnYRAAiUAAAhQAABmFIBBsyNgDDRmJoFAAAAAJUFIUDCgAGogASgpCjMKQsRAA2AU0UAD4AF0JQAaA2TQAGAAAAADUAAAAAAEAwoIACgmygAgGwANgyBABARaAE2BdJGJF3sg0Wp6jRSSAusgE2UzpIxI1IyDNCFIMqSMFICKgLox6jTQhSSKZ1JMxJiRJDZ2skLIkhpSQMgpFCCXcgMyRnRozISKSMlIUm1khSDQAEAgyANNQkikkCKwQsiDZ1kkiyJIE1ADEikHqAAJJAGSiCFICCRAJAlmR9w/4dsOnGr5XlsilWWNwxqW/T1l/wD0Phx9m+h/M+F4fyIKXWOQ21+KR3enYTPfJXZ6frmzfJX3erIjdc3BaW+x2lL7HqXEZW1DqeyY9vZn023XyfD6Tbr5H0fBxaVjxcK11XXodLzlUasheVfVkuxx8fz3wqa43Rcmum0cXKZ8MuUXCLWt72eLr1bMdny8DVp247fl8L/4ouJjl+HeP5jX22Hd+ztpd4T6/wBV/M/MR+sv+I3Kqr+je6qeviZGXUo/itv+iPyZ6nF5ck2ODzsfbsQAHK4gAAAAAAAAAAAAAAAAAA5K65WWKFcXKTekl3YrhKyahBOU29JL1PdOE4mGDX8S3Ushrq/4fkhydK3jPC8THBirbtTyGu/pD5HbGjJrJxlb0ABRAAAAAANGZt/Df4GgBO+8YcxLmeSxrnLapw6cdfLyQ/1Ol2YTKIAGxIA9oBZdyHzb+iYGjJmU1WvrfoOS5XkZ7t2OnG57LyRbbFWup4k5OTbZJycnt9yHpadP458/b4D1b1fLzMvbh8YwLEhTd4vVBAB9UAEr6ADYDoAAPoQAD6DYBKupsSYOamnzfWn29vcnOzCdrq8TxtnlZ+zCM49Tl9aXb+p5UVo2lqJl9Tg2bbsr7zwPAw8LD2z7/WqCkMXogLoaAAbSTbfRd2ST0ttnrPN8o75OjHbVS7tfvf7FSdcfmeVj4+Huqczyv7Q3RQ/sd9X/ABHTSAOmTj47yPIy8jL3ZBk0ZG52gZABoGdmgMBkAGgAAAAACkAgoAAAAABSFAwD1AGGjJolQCkBSgABFEQaBQANdRBQCgpNFAAzRuIALkAUAoNGYmhAAAGApAMAAAAKBABAMGwBgAAAAAEGfQAAAAE9CAAAAgIDMjXoYGKAAEBJDZkEWhmRZMwUi0kQpJAhDMgSQ0WgAkMqSMCRCmdNmJGpGJDTakmZ2CSGytDEjUmZkwRSTICFIoZkaMgmhAQEWhk0ZkNCD0AkMkDfUAE1kkimZDRTZkEBNSQBmQ0VJEEgUzrMiD1AEEkUgJDIIUmhCyICAzIuzIyrW+jPc/oz5iGByksXIko1ZeoqTfSEvR/5HpTfUsZSjLZrp23VnM5+itW26s5nP0fqDhs3y6Tb6e57lgZalBdT87+EvHlNdMMbmFJOtJRyK1vf/cfUOJ8UcZZFSq5LGkvfzpf1Pp9Xm692P2+s0+Zq8jGWX5fTqrt+pyfG9u58/wArxzw+BUrMjkcRr+GFynP9EfMvHn0wX8hjWYHh+uzFqsTjbkSf2k17L2Md3k6tU+a5vJ8jVpnbXjf8QHjCvnOcq4rBtVmHx21KcX0stff9O36nyI3Nttt92Z12Pn9uy7MrlXyu7bdudyrIAM2QAAAAAAAAAAAAAAAclVcrbFCuLlNvSS9RVXK2xQrTlN9Eke5cLxUcGvz2alkSXV/wfIcnSt4cLxMcOtW2LeQ11f8AD8kdtsiYNZOMreqABkAAYAAAAAAAAAaKmYiaAmgRMog9okAZtmq19b8j5yS5Xkf0Js2YacffsvJC2xVrr+h4c5OUtsWScntvqYPT06fxz5+3576v6vl5ufsw+MZ/3bBkG7xOtAyaBfQACHVBC7BXQbIAHVBAB9UkgCV9Z2NkOq5TkNfY476/vSJtkXhhc/iOwjyWFCxq6yXT0S2cv9uYX8U//E9SBybP6/t7/heZl4eHtwke2/25hfxWf+I/t3B/is/8T1IGf447f+Nb/wBntv8AbuF72f8AiP7dwvez/wAT1IB+OF/xnf8As9t/t3C/is/8R/buF/FZ/wCJ6kBfjg/41v8A2d3y/MRyIfBxW/hP70n0b+R0hkGknHn+R5OfkX3ZNAyBucAAAAIBKQpACggAuqAAU0DIEGgDIw0UgEagAAAADUAAA0ZNAYAWJKoACILWJozE0BhYkiaBUDRk0IwAoGFIWILga0CiVE0UoA+ICgD4gKACaBQAQDQAuBCgAgAGQAAAZkABAAABCkkBABJAgAAEzIhSDSAEkBMkfUbJspnSRkEBHQxJmpbMjTab6EBNjRSRmQJspNqyM7LIwDOkjMiyMDRUkSTLIwNnQhTJSapAZBFCAAztQSBkaehCkGkIABGzIAJtQkhIzIaAgICKGJFJIaKhmRqJkpCAACQyaMgihASRSQAy2CUEgJAVQAyNFGVSkl3ZCSGlfM/dkkQNgioyADIAAAAAAAAAAAAAAAOSquVtihXFym3pJeoqhO2xQrTc30SR7lw3FxwaviT1K6S6v2+SHJ0reJw3FwwYeezUshrq/wCH5I7WRjZTWTjK3oaTMgZNlMplAlBIlAwAAADYAAAGAAADZtPoYAB7Xdaq1t9/Y8CcnZNticnY9t9SHnaNH452/b7z1b1nLzb7MPjGAAOh4vQuyAD6oABUps0ZAj60DIA+tAyBK60Z2Nk2B9XZNiR1HJZ2t00Pr+9L2+ROV4114XZeRrlORcd047+u+kpeyOnAOXPLtenr1zXOQBkELaBkAAAAOmwTY2CeqCAC6AAB0BCgOgAAdAACgAAkAABQQbA+tmQaiCgAyBtAAQUEABRsADWJozE0BhSFBcCxJEpKmgBEDilAEqBqJmJoFKAVIFiRoF0JUIgoBUgDQEvgC6AHxAUmgLjOgakBjjINGZAlAUgFxAX1IBBk0ZGQBIgEoIJMCCSABAAAIMggytACbBNJMxsSZNlM7STMmjOxotQkiyZASySRSAR6GJGjMi0VACSY2dZAICKhmRqTMSGipIyakZBFSRJFIUisgAEWoQbMjZAIUZBBJkAgyABIJMEkNnQzJgkgJB6AzJ7GioSRZMwUzaMyBAJfQkgQEhk0YKSELIgIJGCyIBUkQAaUZAQaKuzIAItDJWQaQAAAAAAAAAAAAAAA5K65WWKFacpt6SXqK65W2KFabm3pJHuHEcZHCq889PIa6v2+SHJ0reM8Rxawq/PZ9a5rq/b5HaDZk1kYW9a2UwNjDZSAAuzSZgAHICJlAAAGYABAAAwoIJAAASAO8kQpDne4oINgqVQAJXQAAfVGyFA+gIXYjlATYBXQmxJnU8nnOLdNT69nJEWyfbXVruy8jXKZzjuqh9X0cl6HS/8Aca2ZObPO5vW165rnIbABC+gGyCHVIABdANk2MdUGNgOJaBkAGgZGxJ60DOzWwV0AMgOtAGQNopNjYDqggA1BCgApAAUEKCmgZNAYABGFIUDU0ZNRBUCkKCoRNmYmiVwNRJEoKgDQEYUAFwNxMmkhLkDRCxBUjQESxEuQ0NFNAqRjRTWhoFcZ0TRyaGgPjGgbJoEcY0NFIBcQzI3IwMkkQ0SQIrANGRs6EKZEVXZJAyCetGQBkAgGnpsEGwLpJmJCTICLQAbKQzIhSDTanYzs1IxIEWgBBp6SMFJIpnakjBSDK1fQzIpJAisSJIsiDZ1mRCyMgmkjJrZkpnSRJAgM6GRInYaVIAMkAMgmhCy7kkMgxI1JmJAigIAZhkbJJjTUkZAkUhPUsiACpIgM7KQSIABBAR9wShAQE0MmjI0UZCsyNNADI0AAAgAAAAAAAAAAAA5KoTtmoVpuT6JIVQlbYoVpuT6JI9u4fjI4Vfmnp3NdX7fIcnSt4cRxkcKHxLOtzXV+3yR2WwQ1kZW9AANKghQDWymDWwCgAAG0zAAOQETABQABgAAAAGAACDu5AGTHj2WgAB9AAJXQAAfVBNlEfQEAL6Gdmjq+UzlHdND6+sl6E2yTta6td2XkOS5Dy7pof1/WS9DpwZOTPK29evr1Y65yNGRshDUAIBLsgkZANAGQIAADoTYBSegBAJQTY2AaBnY2SOqUgAdUEABRsmwB9U0ZACVoGTQKlWIIBKigAApqJgo1NAzs0IwpABqUhRG0WJIliC4sTUTJolrGomjMTQlwLohdAcCg0JUhEoSKDSQNBIuhLkWK0aCRUhNZBIujaRVEGkwZ0NHIol8outPY4tDRy+UnlEXscOiSRyyRmSKR7HGZOTXUkgZ2OOSIaJIbOxgkikGzqSMmpGRs6mySLIxIE0AAICAgEAGJMtFq7JskmALoBsyCbQgGwRaE2DI0dJEBBpoZ2NkKiKEl2BmQ2dQAAlNmZGjEhlakjJqRkEVJEBkplQkmCAmgBkaaE9SkGkAHYEpIyakZGkMlkYBNCAgM6GQSTGikmYNGSkhCyIBBAZBFCAFJCNgyCQEAdIICMEVACFJqMBgEUMgDSAAAAAAAAAAAApyU1SusUK03NvSSJXXK2xQrXmm3pJHtvF8fHDr80n5r5d37fJDk6VvInE8dHCj5p6lc+79vkjsomRs1nwwt62CAZKAAMAAAGwAC7NbMFANbKQAFKmZiUA2UwmaA1AAAAAAAAB3HxIb+9D9R8Sv/ABI/qfOPM36v9Rs5Py/s+h/BP8vo/wAWv/Eh+o+JX/ix/U+cbGw/L+w/B+76P8Wv/Eh/5Inxql/zYf8Akj5zs1BOUkl1bD8v7HPH/d9E+NV/HH9SfEj/ABR/U9QxaFTF76yfdnN0M/5j9nVh4Hx817V8SH8cP1Hxa/8AEh+p6vsyH8x+y/5Cf5e0/Ej/ABR/UvxI/wCJD9T1Ugfn/YfyP7u85LkFFOqhpzfeS9DpJE2DHPO5126tU1TkNlISRDTqkBkB1oGQAAAUOpIDTfZF0/b+QJ6ELp+xNP2f6AQBp+z/AEGn7P8AQAgLp/Mmn7fyBIZNafs/0M6fz/QAGjOn7P8AQ1p+zAMgafs/0Nafs/0AMjY6gZNDZiTGwHWymDWxcV1dlM7KB9XZowUlXWgZNApQQoGFIAPrYAEtSkLERxY9zXqQ0DSNCIKS0ixNGTQlxSkiUFRosSRLETSLE1oRKJrIJdTehEsQaSLo0kVI3BENpBI5EgkciQrXRhgyomvKcqiXyk9bzW8fyjynkeUzJFdK63jyRxyR5EkcckNhlg4JIxJHNJHHIpz5xxyMSOSRgbGsmJGzMhsqzIyakZkNnWZGZGpGQZUJIAEIAZkMukjMmVvoYKQAAaAgICaSMmpGQSGZMsmQcQGZAFEhJGjL6jRWdkABmEKSQJZl3MlkSQ4TJCkBFqGTUjJTOpIhSAinoZEgNCACQxUAAIrMmQpJDJJGZGjMgQkiSKYkNFCSKSRSKnqZAkCEEgAKoZkaMyKQgfQEAmQCAgIykAqGSsg0VCFINFDJWQaAAAAAAAAAAAAA5qKZ3WKuuLnN9kiVVyutjXWtzb0ke2cXx0cOvzNqV77vXb5IcnSt4zxXHxw4+aWna11ft8kdgAayMLegAGSxNGIl2AaAAAKQuwMBNgAoIUARNmBsA2AAAaTMlANlMJmgCggGYIRlKSUFtssE5PSW2+x2FFKqh8/Uz2bJhHX4vi5b7+z58NmNl2cT2utbGzJqCcppQW37AO9WKcp6S2/Y7bFx1Sty6zfd+xnFx1StvrY+79jyDPKu/Tp581SAGbpUgAGAgAKQGSh1ozsAB0AGwLoNkABTnw8WWRLXaC7sYeLZfLaT+GvvNLsd3XWq4eVLyJehphr781lsz5PhmqqNVajBaSORIGjXjm99PyGgBDrI0aADrOvkv0H5L9DQAdPyX6DX4AD4Os6/96NAD4On5IzpGgSfuNLXZfoeJn5lWPH7qdjXRIZ+bHEh72eiPXJ2ytsdk3ubfUnKnJa3dbK6x2WPc2QwUzbRpM1s4zWxH1obMlA+t7KY2aiJcrQ2QbBTYMxGyVStFINgrrQJsojlaNRMliJcbLEkSxBpKsTZiJuJLSLE0YNiaRYliZiaBUbERsRE0jcSxJE1ETaNR7GokibiJtGonJA44nJBk1ti5kjkgjjTOWDIrs1uRROVI40zkUiXVhxmSOGSOebOCQ4jZxxTRiRyTOKRccexxyOORySOKQ3PmxIxI3JnGW5sg45dzZiQ2FYkQpmQ2VpIzISJIGdqAGZPY0mySEiFItZAJsaAAgJ6pBJmQSEkyyMjQAGQhIUgKSkmZNSMyGmoAQGYZkBIZI30MSNmARSRCyIDOpIxIvqT1KSgAGlkAAgJIsiDSgkBICZIUgyQwbkYkDOnoYl2NGZDRUIUnqUzZkSRR6gSEkWRCkhiRZEBIQepGCEIUgEgABFZIUhSagBGDOoABkAAAAAAAAAHJTVO2xQrW5Psi01StsUK1uT7I9q4vj44Vfmb8177v2+Q5OlbxOKwI4labSd77v2+R52wDWRhb1rY2ZAya2UhQAAAAbiYABsDYAAAAwuyAAbKQAFKQAGwZ2aABUyAYaTNwi7JqMFtvsccE5TSS6s7GimNMenVvuzPZn7HZ4viZeRf2bppVMPeb7s5Bsmzjv8AV9vo9eua5zF832DJuEXJpJbb9AcSwTlJJLbfodvi46pjt9bPcmHjqhbfWx+vseTsyub0PH0c/qyIgAl2AAABNgzsB1ozsEAKCFAgDZAHQADHQ5cal35FdSevPJQb9tsY9Mr5+WHp3fsd1jUV0Q1Wuvu/VmmvHuU79IuyT7fdfCfC4dHHKjAprWLV9XzWJN2PXV/mfP8A6TODq4XxHH9lXkxMulXVwX7r7Nfr/U8zgfGtWBSldXkJ66xrW1s9c8Uc7keIOUeTf9SuC+HTX/DE9zztmjLVPYjfZ9yun9QDR5DmZBoAAAEgBSFGAAAAAAHh8jmxxa+nWb7IchmxxK973P0R63ZbK2xym+orRL1bLJXScrHtshgbMl9b2UxsEr62UzsuwPqmtmNlErrRUzGzWwOVybBguxNJWymSgcqmjOzQLgaiZLElTZTBoRxqJowbiJpKqZtM44mkyW0rZYmSgtssTBuIlxuJYmDURKlaiaMbNpg2laTORM4kzcRNZXMmbicSZpMhvhXOmciZ46ZtMXHRhm8lSKpHj+Y15ieN5s45vP8AMkmcXmMyYcTdnW5s4pMSZiTLjHPNiTMyYkzEmU5s6kmYkJMxJlObOmzMmJMyNlaGZFkY2DK0kQSJsaKSMSLJmdlM7TZkAE1koINAJAyBVCgg0BBJmQT0AJIpISQMyGVCDYBnQkikAqyQpBpQyaMlJJGSyJ6AzrJCkBKAAaKyAAQkiFkQZBmRozIZUMyNEkCKxIku5ZEl3BNSRk16mfUaKhCkKZ1kAASSIUhSWZENmQShPUpPUEMkKQCqAAaWSFINnUIykYIqAAZAAAAAABy11Stmo1rc32SFdc7bFCtbk+yR7PxmDHDr30dr7v8AyHJ0reNcXgRw4bfW1r6z/wBDztkBrGFvQADIiUhQDWwZNAApAAUEKACkABsGdmgAAAMAABQQAGgQowG4RcpKMFtskIylJKC2zsselUx77b7szzz9js8XxcvIv7NU0qqOl9992cgMnLb37fRa9c14+3FoAyS0eh5XFcjiWqGXg5VE/a2px/qebh43wIbnH7R937fI/bdkIzg4zipprTTW9nRZ/hLw7yG/2vhcGe/VVKD/AFWj09nplv8AbXh+P5+OF7lH5KB+ieV+iDw1lqbxVmYVmunw7vOl+TPSuZ+hrk8XcuJ5DGzIJdI2p1z/ANDjz9P3Yfp162r1PRn+vHywHb874a5nguvKcfdj176Wtbrf/wA66HS79V2OTPXlh9x3YbMM5/TetbGzGxIk+qQhQHQAncB1QQCLoBsyMNHLjUSvs8sPzfsTGplfZ5Yfm/Y7yimNNajBdPf3Kww6zz2cXHprprUa109/c5ADocttqgASWgZNAAAAsA2A4AAFGpAABo8PPza8Wvb9e3z+Q5HMji0tz7vsvc9VyL55Frnc9v0S7Im/DH33K8n03kXSvtc7H1f8jBkbMq1la2a2Y2UR9b2DGzSYK6uymSgrraZfU49lTJV1yAzsqYldbTLswa2C5WjRiJQVK3spxxN7EuVspjZoFyrEsSFTJU1EsTETcSVxsphM1EGkrUTZxpm0yWkrQTImUS+tpl2cZoFyuQ1s44mtiaSuSJpM4kyg0lcyZyJnAmb2LjWZuVM2mcCZdk8azNz7L5jh8w8wcVNjmch5ji2TzBxV2OVyOOTMORPMVxldiyZxyYcjOxsbmSZgSZjexsbSRDyMrDycWFcsiiypWrz1uUWvMvdHiAyrRiTKZGztDMjRiTBFpIgMlItCAg0UAMgkAJJjSgkxsyCaAApKAEkBMyAIMrQAAzQSBkBQki+hBpQya9DBTMkQpATWSFICKhk0ZGigBASSJEsiDIMmjIyoZkaMgisyJLubkYBNPUx6mpGRoqEKT1KZ1kAAQZ9SkBFDJoyUTPqR9zXqSQJZIUAmpIhZEGiskKSQ01GCkBFZBqRkaQAAA5K65WzUYLcn2SLTVK2xQrW5Psj2jjMKGHW30na+8v8AIcnSt4xxuAsOO21K1937fI86IBrxhb1oGTQyUEKAAAAAAAWJoyaAAAAAkBsAGjJQCgAAAADaBkDDZYRlJpJCuLskkltnZY9Kqhpd33Znns9rr8Xxbuv7LRSqoe79WcoBy29fRa8Jrx9s+gACaAAAP1ZJnHJmm1vRg+sj48kzEmakcZcgYnGM4OM4qafdNbR6Z4k+jfw7zPnsWN+w5L7W4v1OvzXY90JIjPVhsnMo017tmu9xvH5u8V/RtzXBfEvxY/2jgJ/3lK+svxR6PJSjNxmmpp9U/Q/Y01tM+feN/o4wOdVmRgtYOeltOK+zsfzXoeR5Ppf66ns+N6r3+nc/PQPM5jjM3h+QtwuRodWRX6Ps17p+qPB2eLlhcbyvbxymU7i0NmdgkdAAADmxqJX2qMPzfsMeiy+zyw/N+x3VFMaa1GH5v3Kww6zy2cKKY01qNa17/M5gZN5HNa2ACkqAAAAADWzJCgEGwAWsRshQIPDz82vFqbk/09Rn5ccepub0v6nq2XkzyLfiWP8ABL0Fbxz3O7PifS5eRPKudtj6vsvZexxEGzK/LSfC7KQCOVvYMgFdaLswaA5V2b2cZQXK3sqZx7KmI+tpl2ZLsFSuRMGNmiV9a2aiYKmJcrkiaOOJoFytRNHGaTEvrkBlM1slcrUR6kKKqjcS7M7CYNJXIUwmaTEuVpM3s49l2SuVyDZlMoLlbiaTOM0Jcrk2XZx7KmC5XImbTOIuxLlcqY2cSZdgv3uTY2Z2NgfvcmzOzOzOwP3uSTM7M7JsE3NZEkybMyY2dpJ7JskmBs7Xa85z2bzVGDXmzjKGHV8KtJa6fP8AkdPIsmZkDP8At+CRkAEWpskgNlJtZkQuyAztQCRkZGwAMkJIsmYBFoDRmRSAhSSYBDJoyMqEABnQASAkMmjIFQhTIyDHqbMlJSRCyIDOskKQEoZNSMjSRAAISRIl7gaahmRqQkBVkyUg0kuxg2YBNSRk2YkNnUJI0SSBNYkDRkpCSJI0QEVDJozIokl3JIsh6AllkYAEhCkBNDJoyNFGZNEGmozJpgaKyctNUrrFCtbk+yFVcrbFGC3J9kezcdhQxavR2vuxydTbxONwY4le3qVj7v8AyPN2CGk+GFvWgQRKJTRk0AZNAADZSAAoAABSAA3sGTQAAAAAAALEgANAkSgA3CLsmlBbbJBOU0kurOxoqVK/633ZGefHX4vi3df2XHpVMNd2+7OYvoQ5revosMJrxkx+lKZKmSrqgADAAB9fdMbxtgWvSuhv2O0o8SYVq6Wn5qXL0v8A5dtb+TPNx+XW18PPnW/+o+w1+V4m36yfNbPB36/vF+lIcnRYk1NaZzrJrmukkfnejn+ToUHDIVsF7PudpieOMuqWrq3D8zqmnDOdwrluOWN5Y+6/Fi13HmR8u4zxvTbpTk979z2XD8RU3a1Yv1HfGyieva/Ojjm0zrqc6u3WmeR8VNGf4x10PjHw3g+I8B05sPtEvsrYr69b/wDfofnPxBw+TwXKW4ObH7SvtJLpYvRr5H6nk9npX0peH48z4dtyKK08/DXxK36uPqjy/UPBm3H34/cel6f5t1Zfjy+q/PoI3vt2B8t7X0vVOTGpldZ5Yfm/YY1ErrPLBfi/Y7uiiNNflh+b9y8cOpyz4tFMKa1GC0vf3OQA1c1oImgUQDJoAFIACgAAAAADZAB+42eLmZleLU5Tetf+9DNy449TlN6S7nquZl2Zdvmn0X7q9g+nLlndt5PpczLsyrXKx9N9EvQ4CdAZLnxORTRgolNbBnYDhtjZNjYh1oGS7BfVNbMAD62UwaA+tGtnGXYLlcmxswaTEqVyJliccTZK5WkzaZxxLsGkrkGzOyiVK2a2cZqImkrWzRiJQXK3spkpKutpliYNbEuVpM1swmXYlSt7NpnGNg0lcuy7OLZtMni5WtmomCgqVvY2Y2BL65NjZnY2B9ciY2YGwHW9mdk2TYD3tbJsmzO+oF1vZDOxIB0GybJsbO1TEjRgEWmybBmT0Um0IBIEdCDZkaaAgGQJAkmCCRkbNFIZJIpABsgAEGTRkCoQpBooCFBLA9TRkBU9SFHqNCGZGjIJPQhSFJrEu5JFkJAisS7lLIx6jI9QACEIUg0hmRsgBkzI16EGlDJozIEVCSKJDRWCS7FICKhk0CksgAEsiRZEKQyTsUSAmZGTUgCWAUgEgKQaQyaMgioaqqlbYo1rcn2RquqVtijBbm+yPY+Pwo4kN97X3l/kVJ1lneJx+DHEr3LrY+7/AMjzQDZjfkKQDSoIURBSFGDYAAABoARKQoAAAAKQAGwYN7AAGwAAAADUIuxpRW2SCcppJdWdjRUqlr1fdkZ58dXjeNd1/ZrHpVUPm+7OWIBzX5fQa8Jrx9sVPqbkjjOSt9dA1n+GDRq2OupkE2cWIIWIGAADesSI+oIczrWEpVvdcnD8GeZj8lfW/tPLavaR4QNtfkbdXzjeMc9WvP8Aujvac7Ftemvgz92+h2ONyOViNOu1zh6P3PTzysTLnjNa6w/hZ7fi+u7MOY7vn93l+R6VL866+mcN4skmo2PT9dnvXF81XkQWprZ8Opux8xaTas9uzOwwOTy+LtTm3Or3PpNXkavIx7jXh7dOWu8sfonhXXm5lNNs9Rk9NnJzWDPAy3TctwfWL/iR818P+Ja76q5fE09rqvQ+oQ5XG5zg4SybksrHT17yWjm8jDZrzmX6Ix4/J/ibDjx/iLk8SH3KciyC/DZ4eNRZfZ5Yfm36Hs30gYcrPHHKRrjqHxU5SfbrBNnh0VQpr8ta6f1Pjd+v/Vv+76zXs/0pf2KKY01qMPzfucgAQrQACS0AAAZNGQNqIAKCgmwBKTYAvtXQ8TMzIY9Lm30Xr7m8zIjRVOTeku56jn5lmZd5n0gvuxXoP4jhz2XbeT6M7Mty7NzeoLtE4TAM2k5jPhsGQI+tDZk0B9XYIAPqxLsyUFKa2YGxBsbMFA+tl2ZKC+rs0Y2URyt7LsyAOVyJmtnHE1sTSVpM1ExEqYNJXJs0mceykqlcmy7OPZrYmkrkiWJhM0JcrRoxEoNJWy7MlJV1vYMFEfW9jZjZoFytbNJmC7BcrkTNbOPY2LhyuRMuzGxslpK5NjZnY2B9aBnZQHVJsbIBdXf4jZNmdgOt7JszImwT1dk2STMyK4m5tyJszsmwLrZgdyAjqkkBJjLrJCyINACACDIAEAApKAACQFIADJoyBUIUg0VCkGwIMmpGQKoQ0SQ0IZNGQSEkAUVYkJGpGQTUIUgM6yDRkaUBZEGQQpPQCZAA01JELIgEwSRQDKsEkbMyGmpIhZEKRWQaMgSENEkikoZNGQShJFJ8gSyDUjIEgEijSyzddUrZqNa3N9kWuuVs1GC22ewYGHHGr97H3kVjOs9l4mBhxxY/xWPvI82I6A15xy35AAUkAKBIUAAAAAFIWIANGQBBrZkAbRSFAgASAIUAAoIUAGjIAOau6VSfkUOvq0a/a7f+n9Dh2CeRth5GzCcleT+2Xf8AR+g/a7f+n9Dxih7Z/hf81u//ACeTHLt/6P0Nxy7V1+p+h4ZtMXsi8PL29+a7KjKbflnrTFzuqnrpr0ejw1vo13PZsbCWZxvxa157K+/yMNlmv5en4vv8mWT9HUVKSX1+5uJXFxbTWn6ohPXdJycXZAXQHHq4AOZ1hBIAAAARtppxemuzO447kPjapyOrfRP3OlGzr8bys/Hy7i5vI8bDdOZPaKbLeNyPi07dfqj6F4N5xZGRCpvVWvPts+V8byM2nTZW7Xr73+p2uHlzw6bI4rcHYtOXqfWYeq6ctPcr8/4fO5+n7Pyc/Rz+IMtchz3IZUdatvm1r27L+h4JNa6A+Vzvvzte3jPbJFABJgAAAAAwAAGgZNAQAAHfbOsnj5OVGiLlOXkS7sZmRGipznJJeuz1HkM2eZc5T6Vr7sV6D/scWzZdt5PprkM6zMs6vVSf1YnimRszvyvH4jQM7GxH1rZTGwA62NmDQK61sbM7Aia2aMF2CutDZnZoD6pTJdgpRsgA+tl2cZdiPreymUy7EcrcTWzjNA0lcmypnGmUTSVyGtmNj1BUreypmDRLSVybLs49lTEvrk2aTMF2CuuTY2cezaYlyt7Kcey7JX1yDZlMuwVK2DGy7EfW9jZNgFda2a2cey7BXW9jZjY2LiuuTY2YGwHW9jZjYGOtDZkbAda2ZBNgnqyZAQC6pAAIBkACTAIMgkhsyCK0ZAAgAhSQAAQAAAQoAkMiQABJADQkgUgEGZGjIEEkUgyPQwbMAzCFIUdDEjUhIGdYIUAioZNAYZkDRkaEIakQEoZkakJAVZMmiSGVYEjRkEVmQkUkhs6wQ1ogJqaMmgUhkEAEkgWRCiZ0JGjIJQyzUiAWTJumqV1ihBbk+yLXVK2xQrW5vsj2DCw44tfvN92VjOss8+M4GGsaL292PuzzBoG0+HLl8/IACiAAJIUgGkAAgoIXYyAAAUEABREACDUTIANbBk0BhSFAgAAFBCgAAAGgAANml1aSXUkdt6S6nmY9Xw1v1ZNvHRo1Xbefo5Mer4XV/ff8j2TwnmrF5GEbv7q36kkevxPIrbhNNejOTbPfOPovD5os49x8Z+HXiwhnYq81U/vNejPT9H3j6N44/iPw/LGy0pqxfDafo/c9D8ceBM3w7m2Nwc8Wb+zsXY5dOyycru2XXlncZ9//ALeh+U58bHnfbCqmLnOb0oru2eTDDsstVUK27G9KK7tn3P6OPo7WJhvKzor+0prcYvtUn/mabNntnx9ua5Y4f3/T8pgEJdIAAAZka2Z2ADkppndYo1r8/YUVSus8sF+L9jusaiNFeofm/c0wnWWefDGoror8sO/q/c5iA2jmtUhQMgAAAAAAAAACRABspBH/AOoB/b8rvR4+TlQpi5TlpLuyZeRGqttySS+8z1Dks55l3TaqX3V7/Mv6cG3bdt5Pprks6WZat9K4/dR4ezPQGV+RPhrZdmAB9a2NgAfVBASOqCAFda2CAD62UwmB8PrYINiHWtmtmAJXWymNmgV0KQAGtgyUOLlckQTZRKlbiU4y7EuVyRNGEy7E0lbTKcaZpMFdaNpnGXZK5XJs0cZrYmkreypmdjYK65Nl2cZRHK3suzOxsFyuTZdnGXZK5WxswaA+tbGzOygfW9gzECPrQMgFda2XZgAOtbKQAOg2DIDrQMgCa2ZBASpNggwuyAzsC6AACACFJAABAAAAAAIUkSgSSMmpGQAQS7AaD1IUgEAACZkQpJDTQhSATJJFBSWQUgJZkiaNmQRWZApAJdLRmXcpkZUIUg0IJFAEwQokNNZBZImgRWBIpAQmjJswNNSRCkKRWZEKJASCRSFEgKSQEyarrlbLy1rc36FprldYq4LbZ3uFiRxq/Rzl3ZUnWOeXEwcOOLX72PuzywDWfDlvyAAogAaBIAAAAASAAEgAGApC7AgAAApAAUAAARAANFJsoEAbABCgAFAj3N6QBgdX0S2/Q35W3pdWeTTUqlvvP3Jt4306Lsv7NU1fCXVfXZuPcpyQW+y/RGNy79vY065hORYdzyYR3AUYd1jXkqm/yO6w+CzL9JVNfNoxy2YT7ru16sr+j3n6EOTdPLTwpS18TU4/ifofk+Mp5jAlVkVqe/ddGfnzwB4Tz8TlaMxUWudfbS0j9H8f5vgQ86aeuqZzSy532/Vcnn5XCyz7j0HgvAOHxfNwzY4tcpxretvepb6Nfke+UYqopbS+u+7PLUeoyN/CfkW2XNUny4NnkZbL8v5zApBPpQyaOSmmd1sKqYuyyT1GMVtt+w5j7vgOGRumqVtijBbf9D6b4e+iXOzaFdzOVDBTW1TXH4ln5+iO+s+ib4FTXHZ7c/RX1a3+aO3H0/dZ3hcvHy/GpjRX5Yfm/c5TsOd4XP4PL/Z+Sx51Tf3X3U/wfqdd6mdwuHxXJn2X5UADQApAAAACgAAAAAgA2Av9M6HjZeRGmE25aS7v2Ll5CqTW0tL60vY9O5TPlmWeWDaoT6L3L/tjz9267fifTfKcg8yxqHSlPovc64Azt6nGcaAAlAAAAMgA3sbIZAOTzDZkAfXIDGwpAOuQGO5oD6uy7M7BK+tbNGC7A+tgg2CutCJC7BXWimDWxKlWJSAFStlMRNbEqVrZrZgqYlytxLEzEsQV1vZdnH2KmJcrkTNbOMuyVStpl2Y2NsFyuRM3s4kzSYcXK2XZnY2JXWtmtmBsR9ckQY2a2CutbNbMbAKlbLswaJV1RsmxsD60DOy7A+rsEAH1QTY2A6oJsmwLqyIBsCAZ2AAACiAACUAAEAAAAAAAAAAAAGDZAJkhZEGlTJQBIAASyDQAmCGpEGlDJqRkEhCgoqyJF0ATWCFkSQIsQSAGGQACagKSQ0JIyaGgJkhQMqyYNmZIEVCFINDJO5szoE2MmTciFIYkCgCQsK5WTUYLbZqmuVtijBbbO9w8SOPX7zfdlSdZZ58Yw8SOPD3m+7PLANZ8Oa/KAoGjgQvYASFBCy4AACAABAAGkAAgAAEhSAYUAASghRAAAwGkzIAmgZNAFBCgDZYN9F6mdNvS7nlV1/CXX7/qTbxrq13Zk8ihVVL7Tfn+R5EJ4777/M8IpjZ17GqzXOR2dTo2vqpnc8bm4NU18am3XyZ6tE5IWyj2kzLZq97s1eV7Pnj7BwXPeG4OKyMeTS95H03gec8M2qP7PGpfjA/LUMiXZv8AkeTjZl9Uk6bZwfyZyXw+Xsb5+Rju+Muv2vxuXgThuidXl/E7SMoSX1GmvkfkLwl4p5ejlcalZM7K7JeRxkfp7wisj+zITy57m+y0aT3YWY2PK8nxphj75XsUfxEjx3kRg1GT6s4c+5wobT6+5d2RxTXev55E9TRCH1QfYPoh4KjHwVzWRWp5draobX93Wunn/FvZ8iqqlbPyw76Ps3g/knRg42KmlCuKh+Wkex6N4827e39GmnH35cfTsWaceh22NiX3U/Erg3FeqPXuPyFOCaPceA5WjHw3Vc9S306HveT7sJ/RB5nu149wj07xlwtPPcFfiXRXxYJ2US11rsR+dJxcbHGS009NfM/U90/Nf+Mv8z8x835f7d5Hya8n7Vbr8POzyPUdcnMv1cu6f0yvDALE8pzA0AAAAAAAAQAmwF5jPkPFychVJ6klrvJ+hrJvVe1vT11fsj0/leReTY4VdKE//IvnI8zduuy8n03yvIPLl8Ot6x0//JnWkBN+Uz4UEGxH1djZAA6uxsmxsD6uy7M7ADrQMgB1ybBjY2B9bBkbJHWxswaBTW9gymXYF1ssTA2C5W0y7M7GwXK5CnGbJV1UymdjYK61s0YKJXW0y7MlA5V2bOMsRLlbTN7OMuxL62UwAV1yJmjAEuVspjZoFStdjRgEnK5Ey7OOJvYNJWxsxsuxK62CDYHK0mb2cZdiVK2CJjYK6oAA5V2a2YGyT63sGQCutAzsbAdaMgAOhoyCg0ZAAAABIAAAQpAAAAAAUAgAAgAAEBSAQZNGQSgKQZKZKAJAUgEySRsyMkIa0QE8YBoyUkIUgJQzI3IgEwSRogIqGTQGGQaMgzSSIaIMkMmjIFUJI0SQ0VghvRkE8QhSDSzIhSAixBCuVk1GC236GoVuyajBdWd5h4kcePfc33ZcjPO8Zw8WOPX7zfdnlDQNY5r8oCgaLEGgBoAABAkABIACy4AaKBIAATwALoCQAAkAAwFIXfUAAACUEGwCgACDRkRANFim3pLbfYkU3NJLbfZHmQiqez+u/X2Jt40167nSFapT7Ox9/kIgE16WEmE5FLEgJW2UwaEppM8ulnhxPLqfREZtdde4fRxhvN8R0P0p1P8AN9D9SX59XD8N8a1/dj0Xuz8/fQ3hxjKzMv8AqV+be/kjy/pF8dSybvhY0/sobUY+/wAzzss7nnyOy+NNknu+vuu+5v6SniZ0PiPTnLTX8C9z37w34kjzfHwc3Bya6NPakvc/JOfm25Fk7Lpuc592zsfCninM8OchVdRbP4CkvNXv09TW+JlJ2OPZ5GnK+2zn+Ho5uquVtijBdWaqqds1GHc7bGojTXqH5v3NZOvTzz4Y9EaK9Lq33fue1cDbJ4td1L87q0rV6rXZ/oetSOfCy7cHJhfjvU16ejXszv8AC8j+Wz90Px9/48vc+zcHm+aqG2ezU39O58lwPHOPGCV/GTq1/hS3v9Tysn6RIxhrCwbJv3ulpfyPoL6lpznevQy8rXnO9e/eKOfq4Hhr8mcl+02Jwx6/Vz9/wR+fm3Kbk3tt7bfqefy3J5XKZc8jNudk30S9IL2R4B4Xl+V/MZfH08nbs99AAcjJQABAAAwgEml1YFcvb9o2kup4l+Qq96enrq36DJv8qft/RHqfLcj8ebqpf2Xq/wCI0kmM+Xm7vIuy8n01y3JyyZOqqT+Au7/iOqJsEW9Zz4UbIAHVGyAB1dk2TY2INbJsmxsA1sGdjYx1obJsCHW9gxsoH1ouzGzQK61sGS7A+qNkAG2XZjZrZKlLEzsoHK2UwaBUrWzRgbJXK2XZg0B9aTNbMF2JcrRYmNmgPq7KZ2VMF9biXZjZrYlSuQGNm9iXKpdmSgqVtMpx7N7EvqlMlBXWypmNmiVStRNGEyiV1oAArrSZrZx7LsR9U0YGwPrYM72aA+qUyVMFqQADUELsAAAkAAKUAAEoCkAKAAAQAAAaAAAKAQDQAICgCQFJoC4yBo0CWdENgZMAuhoCZBZIaAqnoY0bAyY0TRrRJAniaMm9EAqxIFBSeMmTciPqCawQ0QEVAUg0MkKJDJkSKQCsZAA0oY0bJ3BDJCkkMkEK5WWKMFtv0NQrlbYowW2zusTEjRD3m+7KkZZ3jGFixx477zfdnk9jWgaua/LINAaLGQJIAlAUaGmxACgmhCgEoABkEKALiAFLIAAEkgUgJAAMAAEkKQDI2UAQAAMBYRcpKMFtvsjUIuyajBbb9Dzko4kHFad77tenyJ6vXr99I1xxYNL69r7v2OPZN7fUE16GOEwnIo2NglTUSkGwONAmyiXGodzyKurSXffQ8eJ2HFJPKg59ofXZGy8nXRpnuyke9X8v/YvhyrBoaVrq1Jr1b7noOflO2xtvrs5eUzZZV7k309DprrfM9Gfj6efN+y9R87v+nr+mp27ZIy2cGzSkdnHg+/rsMemNFflXX3b9TlAOWR9R0ABSVBAAUAASAoAwAgBSAjek2+wF7iT0tvseDdf8/wBfQ1k39f8AI9U5bkviydNMvs/3pL1NJPb9vM8jyPyX24/S8tyXx3Oml/Zer/iOqJsbJt6xnwbGzOxsQ60DIAdaBkAOtE2QAXWtgyAPrQMgB1oGRsB1opAI+rEbIBn1obINgfWy7MbGxL62CAD61s0YKmAbBjZrYKlcmwY2XZK5WymSgvraYMbKmSfW9l2ZGwX1o0YKJUrYIUFxspiJoRytJmjGxsF9bNHHs2mJUqxNGNlTEuVspnYBUrRoyAXK2bOOJqJJ9aAAlqCAQ6pYkKCo0AANQQoLgAAMKQoAAAABJFAIUaABCgAAAEgABQCFADgQ2ZAcCFADiAoAcZBogFxAXQ0BIZNk0CeMk0b0ZGXEkTRomgLiDRdEAuMyRJGzI02MmTY0CGNENmdFJrJk3JE0BcYBvsY0CUMm9EGTJNFA2bOjLXQ3omgSwCkGXEEK3bNRgtt+hqFUrJqMFts7rFxY0R6fffdlRjleMYuLGiHvN92eQXRDRz35AUg0INF0BlYhk0Bo4yBoAXEKACOBJADSAAEhCkGQAAJQAWSApAIBSSBIDJoEgAkMAAAgsIysmowTc32QhGUpKMFub7I7BKOFFxh1yH95+wLwwudEo4cHGHW9/ekvQ4P3u5G+5TO/LtwkxaiXZg1ESuqPUADURIWIlNFINpLbA2k0usjyqrfLjuX8R1k5O2aXps8m+zSUY9kibh1nPJ9vbHHda9dzxizltmTaTjz9mfvqghSkO4AByvqQAAAAAApCgEBSAAAm0u4Am1FNvsdfkZHmfyXZDMyPN0XZenuescryDl56aJdH96S9fkaYTk7XleT5Nyvtx+muV5N2eeiiX1H96Xv8jptk2BW9c8UbINiPq7GzOxsC6oIAHVBAA6oIAHVBAA6oIAHVBAA61sbM7GwP3NGjBdgcrQ2ZNCPqggBXV2UgA+tjZkbEfW9hMgiC+uQpjZoDlaTNGNlTJaStbKYNAbWzRguyVytFIWIKlU0YLvQlxuJTJRL6poyAOVuJYmUy7Bcb2UxE0JUaNRMG4iVFAERRcbiWJg3ES4oAEtoAAAoAlKaMmgUAAFKBEoKCAoAAAAAAAANApkGgSOAAAcDJsAaaBdDQHw0Qui6AuMg109h0AcZ0DRNAOMaGjeiaAcZ0DQAuMk0bGik8Y0TRoAXGTOjeiAXGSSRszoaeITRyGJIE8Y0NGyDRYxomjUiAmxghyGJIpPGZIybkSSBNYJo1oaBHGTJuSINNjJCgaXHI1VXKyajBbbNQrdklFLbfodtiY8aIe833Y4jO8MXHWPH3m+7PIANI5qGTRkpFgSRRLsNHEA0AJAANPGRJGjIJ4AAcTwAA02IBIAmwIUgFwKANPAAAkIUhZAGgBBk2QEgABIWEZSajBOU36IV1yttVda3N9kdjtcfXOFFid8/vWey9hrmPWl5ePr1W/PkzXV/wHh93vZnq9uXc0Q6cJxQASsKQoG1Epg2B9CkLtJdewj61J6R49tnm/AzbZ5n8jjLk58uPdu939M+nNR9/b9BZJttmE9Qa9SD/AFZW/HDYMmikBd6ROy2zvuH4zy6yMuPVda636fNmO3bNWPa9H030zd6js/Hqn/X/AA4gAZvYATZQAAQQUSAGFIUj6ABvS6s6zMyt6UO3t7ms3K8yUYdv6nrPKZ0ozdNMvr9pzT/kjTHHnzXl+T5PvvsxXluQ6umh9f3pL+h0gAreuOTgABGAAAAmyDHWgZAEuyAAAAAAAAGtgyADQMgA0NmQB9aLsmwIda2DI2C+tGjBRH1oGTWwPqggBXWymCgrrSZUzBrYjjk2U40zfcFyrEuyAlpK3EpiJv0A4prfUxEoL60UgJVGomjBRLjcSmYlBcWJqJk0JUWJsxEojbKZLETSNlIWJK1NRMxNg0imjBuILABERqAAOKaMmhKAUApQACk0UAAAAFAiaBIANAD4FGigfE0XQ0AHAGhoR8ZBsAphIaNABw0Z0bGgHGNGtF0NAOMaY0b6jQJ4wQ3oaGOMaJo0NAXGdA1omgLjGgakCi4xohrQBHGTJvRAKxnRJG9GRosZMmyDTYyZ0ckjIIscciSNmZIpFZGjRALjBNHIYBNjJYRdk0ktt+hYRdk1GC22dvjY6oh0e5vuymeXwxi4saI+82urOfRQU56gALZcQybJIZcZBoyNFgQoBKAAaeJIya0edxXD53LXKrBxrLvea6RX4vsi8McsviRN+HXnNjY1+VPy41Ntz9q4uf8AQ+neG/o9w6NW83OeZau1FP1Kvzfd/lo+hcbx8cetVYtNeNQu1dKUEj0tPpezP52fDDPdjPp+ccrj8zE08rFyKU+ztqcP6njH6kzOHoy8GdWVVC2qaaaktn5+8ceHLPDnNToW54lv2lFnuvb8jPyvCun5l7Cx2e964NF0NnCqxAUgIAAMgAAmoUhSyAQoEgABPGTdVcrJKMFub7IV1ytsUIR3N9kdhKUePg4UtTyH3sX7vyASdWThx9fw6358mf3pex4W9vbe37mO7b9fmaJaycaBk0JbQMmgWFIANo1EwXeuojb3pHj22eb8BOXn/A4y5HJt29+IoICnOoIIgFHbqOyO/wCF4zytZORHb19nW/6sy27cdU7Xpemel7vUdv49U/3v+F4LjPh6ycqO5/8ALra7fM7uT33JvYieFv23be1+xem+mafTtM165/v+7oCAHsPzYPdvBn0d8n4lwlnO6vBwptqp2xbdvzS9vmdL4O4G7xJzuPgVJqtvd1iX93X6s/V3DYVNTxsfFgoYmNX8OK9EkdGnTLPdl9OPyvIuvmOP2/OPiH6LOe4yud2JLH5GEO9dTcLEvwfc9DddlVjrurnCxPTi1po/X/OSqhd5YdWt7Z8t+kDwfTzONbl4MYVcnWvP5vS1L0Z15eBM8Pdgw1ed8+3N8TBN779+zLs8x6a+h1+ZlKX1a/uf1ZnMzPOvh1/c+Xqeu8ryPlbqx39d/ekvT5I0xx5815XleV2+zBnluQcN01S3Y/vS9vkdHsb2ZC3rik4uyACMAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABoGQB9aGzJrYh1QQArrRowUSpWimDQldUsSFQLjSZpdDJYguNlMRNEqjUTRiJQXGymYlBcU0ZNRJUpTMTUQXGikLESooiSJQW3EEKSuNlJEvoCosTZiJsTSLE0ZiaJVFLEhdgtosSFEsAiUDgaiZNCUoBQUAAFBoAlQUkSgfDWxooSA+GgaAj4aMmgCjRQNAfAaKAHDQNaGhHxkaN6AK4wOpsAOMaY0bHqA4wDZATxkmjehoBxjQ0b0ZGXGQaJoC4xokkbGhp449aBrRNAmxgSRuRAKxx6ByGJIpFjA0a1oaGiuORk3JE0NFjEkQ0SSBFjBDZmRSLEEYuT0u7Nwg7GowW2zssaiNK+r1b7saamJjqiHTrN92c5SDjCwMmgNFjOiGzI2diCRSSKQwDQKTxkGjIIsQ8jAwsjOu+Fi1fEn69dJfizxz23wZU/7Nyb0vuZVdcn8nB6/mmdPiaZv3TC/TPZfZja7zgfBOLWq7ORX7TfrflXStfL5n0DA46FNUI11qutLpGK0kThq91J+mjuI9EfW6/H16PjCPMy2XP7rFVMYJdDyoNR7HjuRn4hpceoe28NjVcngSq86hbWto+e/SFwEOc4O+mCX7TTudL9n7fmd3RkSqbcJNb9iysjNde/yOPLxsvmW/Fae/9Y/LU1KMnGa8k09NP0fqjB7Z9JPEf2X4oyJQX2GV9tF/N9/5nqh81t1/j2XGuzvZKEBTNFiAAZcAABWBCgEIAAJk3XXK2xQgtzfZFqrlbYq61uyfZHYTnXx8XVQ/PkNfaWb7fIscJyjx1Pw6Wp5M+lli/dOv7vb6v3E9uTbe2wBtAzs0CgpBsgNAhQUGjIErrW9HHOW2JvZkuRz7dvfiBACnOhSFABexP+473h+MbcMjJj0/di/6mW3bNc7Xo+l+mbvUd34tU/3v+G+G4xpwyMpL/wDLrf8AU7uQ9C6PD27bsy7X7L6Z6Zq9O0zXqn+/7oUhTJ6L1zezkrrlbZCutOc5tJJerOKJ9f8Aoa8HebyeIeUqev8A8HTJd/8A8x/5Hv6td2Zcfj+7bNWPa9y+jHwdLw/xCVkV/aeVqdz9YL0gfRcy6PF4fkh/eNeprAqjgYk8rK+/Lqk/Q9U5XkJZN85vevRHsaNX5L7Z9R4OzZbe37cWVkuyxyb6s8Ky3qcN1x1XMclVxvHZOZfJQhVW3t+/oj1rhNeHawx7cuPh/N1qvmuRjBahHKsS17bOgzctS3Ct/UXqvU5uVzvjSsk31m3OT92z1nlOQVbddH956v2/3PlcpPfcnpeR5Ns9mJynIfD3VU/tPVr0Ohk9iT2+vcyRb1yScAAIwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA0ZABopAhLjRowUSo3ERIUTSNlMGgXFibMRNxBUUpBElcbiUwbBUUCIJXGjRk0Co0DJoFqUhRLjUTUTMSxEqNlj2IWPYTSLE3EhRNIsTRk0SqKUhQW16lIBLiiIKBxoCJUhKixAANACJolQkAUDIlJ3NgqMmtDRdCUAFA0GijQHwGjegJUiaKXQ0CuJoaLo1oD4wU0CRxnQNgFcYGjRQHGAbJ6gOM6GjeiaKTxkhvRkC4mjByaIBWMaJo5NE0PqOOPQ0a0TQFxiSM6OQzJDRYyCyQBNjBJI2ZkV1nYyZkjeiSQ0WOPQkakZBNjEkWNbk0oLbNRi5PSW2dljURpj7zfqNnWcahUw6d33ZzGgUysZ0QsgNnYhCkKRYyDWjIIsQFINnYgAKRYGTRkorEPcPoxvrs5i/hr5KFXKVOquT/cuX163+q1+Z6gbousxciq+iWrapKcX7NM007Lrzmc/RFkynH3Pw9yL0qrk4T9V7M9h+Ls9Ky82rMnhc1iLyUclWpyj/h3LpNfr1PZMK/4tMHvqfb6c5t1zZP1eNsw9tsdhKXzM+Y4tlTNOIc6l1ORSPEi9HIpBYHpf0u4H7VwdeWl9pjWJtpfuvo/56PjR+iPEeOs3hc/Hmt/Epkv5bPzxFa0fM+q6/ZsmX+Xb497hxCrq+41s+l/RDwFFzs5vNqVvwrPgY8ZLp5l1c3+HZHBp1Xbl7Y6tWm7cpjHScP9HfP8nRC9UQxqp9nkvyNr8O55HIfRf4jxKnbTDHzEurjRZ9f9Gls+9UN2dW31O1xuNyLq1ZXHcfTr3PVy8HVhP6q9bP0/Vrx/rfju+myi2dV8J12QempLTT/A4z9AfTJ4Rq5LibuTw6vJyWH1m0v76v1380fn7a9Ox5m7TdV48jytP4rxQQpi40NU1yusVdcXOb9DVNUr7FXWvO2+iOwnZXx1c6qGnkyX2ti/c+SAidkeOqdVP18ma+tZ7HWbbe33fdlk99yFgABAC7IANsGTRZhYkKQfVMt7/ASZgqRz7NnfiKQApmAkgACkO64fi3Y1flR+z/drfr8zLbtx1ztd/pvpu71DdNOuf/DfCcb5tZOQvqf8uL9fmd+VdAeJu3Xbe1+y+lel6vTdM14T/e/5AAYvTAABO0+jTwa+fzoZefFrjMeW5JrrdNf8tf5n6V4fCVdKyboqFcVqMEtJJen4HhcDxNFOLUqaoUYFS6LWto4ee5rzbox35a4LXQ+01aP/ALeH/V+DeRuu3L3VPEPLPItcE/s4+x6zddtmL8jv1Ovuv9T29Gia8eRxZ3rlut0j5F9KPiOOZlri8ee8fGe7Wn0ss9vyPbPHXiP+yONcaZJZd31Kt+i9WfA+X5R0znGD3kPe2/3P9zz/AFPyeT8cXr/yxy3IKjzVUvdz7v8Ah/3PXe5ZScpNt7b7sweBb1rJwAAjAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAaAAjilIUGkaKQpLSKaMmgXFiWJIm4gqLERESkrgbj2MGwVFiaMxNErilMxNAoNGTQLWJYkLES41E0SJRNI0UhY9xLjcSkiWIlxTRmJvuSqBYg0JcB6goLigRAKjRRECXIFGjWgVAApKwsSFiI41ECJYgsALoDBEaNJCXIaLEqQiCpDRrRdAk+Joo0NArhoaKkNAfE0NG0i6BfGNDRvQ0A9jGho3oaA/YwTRy6JoB7GNE0cmiaAvYwDejOgRxnQNaADjj0JI3omgRxx6GjkMSRSeMaIcmiaGixxyRjRySJocTYwQ1IgM7EMGzJSLGZGYxcnpLbORRcpqKXU7CmmNUend92NnY46KFVH3n6s5y6IEZWIC6A2fEBSFpsZ0QoBnYkjGjeiSKRYz6EKBosTsQoBnYgKCi4hnRoyUjj3z6PsxZfEcrwVz+0aeZht+lqWpr80ke18BmtpKaa+T9D5BgZt/HZlGbivV9MlZH569PzPq2VZUsvH5TC/8Au/k61kV/9M39+H5PZ9J6L5UvdOf/AEcPmav+aPbYvZdng4V6tpg99TmlYe7x53HkOQUjwcnMpx6XbfbCutd5Sekel839IFFO4cPW7rO3xbFqC/Bephu8nVon9daYa8s/p7r4h5TE4jiL8nNnpOLhXH1sbXZH587ts8zlOSy+TyXfnXTts9G+yXsl6Hhny3neX/MZdn07dev8caPqH0d8g6uCw6E/qfGs3+O9ny89u8AZlTus4+634U7ZfEx5Pt8Ts1+aDwNkw3S5PS9P2zXt+X3rjblZUns9w4rl8enDhC2TUo9+h8w4i+2mCjYmmvRnf0ZSlo+g8jTNk+Xu+T4+O/H5dj4pux7+N5Cclqlwk3+Gj8gS16fd9D7v9Lfi+nB4e/iMS1TzcuPw7PK/7qv1b+b7Hwh/I8PzrOzGfo+f9Qs7MZ+gclNdl1sIUx89j7IlNVltirrg5zfZI7ObjxtXwqWp5c/7yS/d+SOB5RbYuOpnTTqeTP8AvJex1km23vuVvfXZAIAAAAIBKCFLMKQEBTQ9DJbHPPoABs0AABADuOG4t3OGRkL7Jfdi/wB/5kbNk1ztd/p3p271DdNOqf8Aw1wnG/EayciP2f8Ay636/M9iEewieHu3Xbe1+yek+lafTdPsw+/1v+VABg9QAAAAAE/RvOc38RKqlqNSWkkeq5OXtt7Oruz2+8jwLszfqfqWnxprnI/nnLO12GRlfM6jl+Yo4/EsyMiWq4LovVv2PDz+Rqx6Z23y1XFbbPkXjnxVPOytUPVcF9lD2/6mZ+b5OPj4fuWE7XheMfEN2bnW3XS3k2dFH0qh6I9MbcpNye2/VlnKU5OU2231bfqY7nyezZc72umTiAAgwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAGgAhHFKSJQaRopCiXFNGSoFtRLEkTcRLixKQvqSuNRKSJQVFNRMmo9iVwiaIX0BRE16mYmhLiliQ3EFxYlJE3ETSETUSRLEVXGxEhoTSNRLEholcImvUzE0JUCkLEFxTSRk3EFQiUhV0EuGjQBK4sSkNgpk1oFEoSLEhsFQGtl0US5E0XRoaBchoo0EiV8C6NDQjkZ0a0DWgVImhoujWgXxnQNF0CuIDWiaEOJoaNE0B8QF0NAOMDRvQ0Po4xoaNjQIsceiaOSSMyQFcXGDckQbOxgmjRJIC4wSRyGJFIsceiehszJDRYyZka0Zkhs7GZFhFyeoLbLGLlNJLezsKaVUvm+7BnYzTSql8/VnIaJIpnUAA2dZIUAzsQAFRnYgAKTYyQpJDZ2JoybMSGzsCSKBpsTQAHGaGTQGis+h7Z4S5yiPF5HB8pb8PGnL9ow7n2pu9vwmepyEka6tmWrKbMfuM88PfOV9M43xHjU1/bXwXvtnhcv47ik6+Oo+JP/Etel+h6B+QPW2+s7tk5Jxy4+LjPt5XJcjl8lb8TNvna/RPsvwR4khIh5eedzvcr1r7fb9Mg0ZJKtBNppp6a7NegEQJ7TxvjrmsKpQnOrJglpO6O3+qOXO+kLm8ip10yx8VP1qj1/mz1GRk6J5O3nPc2/mt3Oe5vItndbOdkpzsm9tt7bZx11ytsVdcdzb6JG4VzusUKYuc5dkjspuPE1OqtqeZNfaWLtH5Iy93u+a5c/wCpLXDjKnVW1PLn/eSX7vyOsk222+u/cnfuAZ8AACQAAQQpAAUgS6gSx6s3FaKlpCRbO5oZNGRswSAAmSjR2vD8Z8dq+9fZLtH+P/YjZsmudydnp/gbvP3TXpnacLxvx5K+9fZL7q/iPZI9tBLSS9F2Ro8Pduu29r9l9I9J0+m6fZh9/rf8gKQwesoAAGgUgAAAB7RdmfM8DK5CNVc52T8kEurZ1eVl/ChOVkvJCPds9E8VeIfO51VdYfuxfr/1M/UfL83HRj+7+dsZ7nP4x8Vu+Too/u12Tff5s+fzk5zcpPbfdsWTlZJym25Pu2Y9T5Tfvy35e7J04Y+1AAYKAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAACohoAFIUS4RNIhoSoFIixE0ilRDQ1LE2YibEuLEse5CxJXGikNAqBoya9SWkUpB6guLo0kCxEqKkaMxNCXFj2KSJRLjUTUSRLEFxsCJYkNI1EpIliC4poyaE0ilIUSiJshQXCJQaBUACkrCgREtopDQHIaNAomkhEuhE0SqQKCxBpIGgAXIaLosVs1oSpGdGi6CQl8QujegCuMjRvQ0CuIkNGtDQlTBnQ0cmjOgP2JomjkM6AvYzoycmiaGXGAbJIC4xoF9BoE8cckNHIQabHFoSNaMyGzsYkSRrRJIEWMSRk0SRTOxiRFFyaSXU3GLk9L1POppVS+fqxoscdNKqXz9Wc2i6AdRYwNGpDQMrGNENEGysQyaBbOsaBSDiKgKQpnYzIkiyINFgAQbOhmSNGRs6EKSQ2dQCRkpAACioAQbOhCgaagAAmTQM7GimzVVcrbYQrj55y7IV1yttVdcfPOXZI7SyVfGVfCokrMx/3li7R+SBFJSr4ul10tWZk/wC8ku0PkjqZNt7b2++zUnvuZGQQpBs6AAEgBNjJSFEU2+ncCEtvSOWMNL5m1Worp39RJFs86wQo0DNkFAyYAO04rjXe1detVLsv4v8AYjZsmudrs8HwdvnbZq1TtpxPGu9q69aqXZfxnskVroguiSS0l2SNHh+R5F23tfsPo/pGn03T7MPu/d/yDRQYPYTRQAMAAAAAEAAA9E8Rc6vKofeaWq4en/c/9D0yyyVs3Ob3J92xdbK62U7HuTe2zj9T6TbtuzLtfgGOPtiAAyUAAAAAAAAAAHJGLlJJLbfZAJOt1wdk1GCcpN6SXqdy/CvL+VN4kl+aPbfCfhyPHxjl5cU8lr6sX+5/uezaOLb5ftvMX2/pX8J/n1fl8q2d+pHyn/4Y5Vd8SZyQ8K8s/wD8NJfi0fUT13xT4hhx9TxsWW8prq12h/uTh5Oed5I383+G/A8HXdm3O8n+z5/yfHZHG3qnKioza3pST6Hg9mct1krbHKTfmb6tnEd07z5fCbPbcr7PpGDtOB4fL5vPjiYUU5vq3J6UV7s+l1fQbzN+GrcbksCy3W/J9dL9dHRj42zPH3SfDK5SPkHYHdeJ/DnKeGeSlgczizoyEvMt9pL3T9UdIZWWfFUAAkAAAAAAAAAAAAAAAAAAAAAAAAKigAYaRIlQlwNGTQlRSxIUFhqJk1EFNR7momYmoiXFLEhYkraNRMxLEGkbiImYmiVRRECILU3ExE2JUWJoCImkaNGYmhLixNxMRNiVFKSJQaRuIiCxJaRopCiXFiaM+hoS4RKBEFxTQALgURLElUDUREqQlhsyIiaRooKCoRNxJEpK4GwAVAsQWImkaiURLETSQiaBdAuQ0XQSN6EuRNDRdFBciaGjY0JfGdDRrRdAfHHoaOTRNAOMaJo5NGQRcGdGdHJomhlxx6IckkZ0DOxxiRvRNDTxgxJHJJGZDRY4zMjkkjMhs7HHJCMXN6S6nJ5XJpJbPKqqVS+fqw6zsZppVS+fqzkNEBNiGTQ0DOxghozoplYyQsiFMrAhQUxsYIUDRUIaJIaLEMmhIcZ2MEKCmdiGTQkNnYwCkGixPQybkQaGQAUioUApFQADQkgWRBlWZGqq7LbFCuLnY+0V6moVStshXBbnPskdnOUOJqdVLU82X3rP4PkhxFSco8XS6qZKeZNfaWL/AJa9kdTvb2/5iXVtvuwCAADKhCgGdQFINNCFLFOT0u4FUSbekeTCKivn7mq61FfP3L6DZ1DEjkJJForj0NGiATA9DR53Gcc8ifxbl9gv/rJ2bJrnurr8Pwtvm7Zp0ztrXE8dLImrrlqhdk/3v9j2CKSSSXRFikklFaS7Ip4fkeRdt+X6/wCj+kavTdPtxnzfuhoAwewoIACgAAAADCFIBA2AAfDQAe+/AgAAAAAAAAAA3FOT0ltgOdahByklFbk/Q+jeEvDawoLKzYJ5L6xg/wBz/cnhHw6sJLLzYJ5LW4Ra+58/x/oe1bPP8nye/wBGL9B/hz+HvbzyvJnz+k/8hJPRV17HrHi/xDHAUsPClvJ19ea/c+X4nHrwuy8j67z/AFDT6fquzbf/AJa8VeI68Ct4+HJTyn0bXaH+583vslbY7JtuUnttkssdknKbbb9TH9T19Wqa58PyX1X1Xb6jt9+f1+k/wyc+Lj2ZV0KaIuyyT0kjseJ4HN5SW6avLT62z6RX+v5HvfEcPjcRXFVP4t0l9e5rr+C9ket4np+zyL2/EeRa7v6O+Ko4mariviXT18a1e/svkfoLwrjrIqlH0Udnw7wk/wD1/wCJ988ALcrF6eU97yMJp0cx/RnZ8vjv/FPxE/8A4Z4jkrI/Xpy3Qn6qE4b1+sT8yn7V/wCLPFhL6JPi+VeerkKHv/5Zr/M/FfqfLbs/fl1rJyIADEwAAAAAAAAAAAAAAAAAAAAAAAGgAI1KQoLjUQAJUUpCgsiaiCiXFiaiI9iguBSFJVG49ikj2ANI2AUlcUEKCmikLESo2UhRNIsTRmJoS41E1EzE1ES4pSRNg0ilJEsSFxqJSRKC1NGTQlxSkKDSNRAiCVxSkKJUaSL6ACXFiaiZNAuLE2ZiaJXCJQXsDSRoRBYiaSBsz6mmnFbaaXu0x+3Kqlxx+1iWJInIkTk0xgb0ZibSE2kEjaRmJvQmkiFSKEgVImi6NaKScjGjWi6GgXxNGdG9AC4xohvQAuOPQNaIUjjEkZOQzJDRY45ImjkkTQM7HDIhuSMjRYzIx5XJ6Xc5Em3pLqeXVUq18/Vh1FjjppVa77m+7OQugJHGJA36EGixkzI0SQ2NjEiFJobKxDMjUjOi4yqCQA2dQybIUysZJIpBs7EMyNSMlRnUABTOoABprJCyIDOhCkkNnWZA0ZGmgBCkVSFIUmpItVcrbFGC3N9l7lhXK2yEK4uc5vSSOyco8XCdVfksy2vrS9IfJBE2LOUeIqcKZKzMsX2kkv7v8DqJNttvq33bNbbb3/MyUmwAAIsAANnQkQBpoJCRYJyn5V3GipCLlPSXU8yFaiv8xVWq469fVm5DZWhiRsyWTIAAmQaPM43BlkT81i1Uu/z+ROecwna6PD8Pb5m2adM7acbgyyJKdi1Un/5nsMIqMVGK0l0SXoIRVcVFLSS6L2KeJv33bf2frnovo+n03V7cfnK/d/yAA53tgB9G+hXwxDnvENmZl1qWDg6k010lb6L8u5eGHvvI4vP83DwdGW7P6j0p8FzKgpviuQUWtp/s8tf0PCsqtos8l9VlU/4bItP+Z+x7JeWLUYxUU+h03Lcbg8jB18hiY+TW/SytPX4M6p4sv1XyGr+Mc7f9TX8ftX5P2Nn17xJ9GHHX5GuAzI4uQ1v9kyG2n+Ev9T5zzvhfmeCskuT4+2mO+lq+vW/wkjDZoz1/cfSeF634vmfGOXL/AIv26cGQYvX9xsA8jBwcnPyFTh1Sts9ku34sVsxnanLPHGdyrxpM3BbevV+h7vxngKr73M8gqfemlbf6nstPH8VxWI3gYPlq/eyLFuT/AFOHZ52GPxj8vG8n13Rq+MPmvxiAD65+PAAAAAABSG4RcpJRW2/QBPlryuUkorbZ9D8J+G1h1wzM+CeQ+sKmvu/N/MeEvDv7C4ZedFftPeFbX93838z25RdklGCbm30R5/kb7f6MH6D/AA9/D3s55flT/aX/APdcY2dtRwdsut9sK/kltnmQ4zGqi04zm9a35jq8f0Hy9/zzn+72fK/inwPF7hL7rP8AD554p53IwV+zYVW7rOnnj11+HzPU8XwrznJN2wwL/rdXKxeT+p9yxuPw8frj49cH7+VbPJkv/bPpfD/h3DXP9TLt/Z+ceq+r7fUd1zy+v0n+HyPA+jXKklPkcqun3hBed/r2PYcPwfw3HfWlRLKsXre9/wAux7nd906rLfc9nT6Z4+r5k/8Ad42VrrMlpJRglCC7JLojxZnkZD6s8dvodOWMxRg7nwl1zkfoT6OUndZ7eU+AeD6v/UuXps+z+Es14dnm9GtHn+XruemyNLfl4/8AxXw19DuavbMo/qz8On7N/wCJjkY3fQvkQk/r2ZtKW336t/5H4yZ8lswuF5WkQAGZgAAAAAAAAAAAAAAAAAAAAAAANAARxSkKDSNABEqilIigtopCgax7G4mI9jUQaRYlJEpKo2AAaRfU0Zj3NEqilIUFxqJqJmJqImkWPc3EyaEqNRLExHsaiJcaiaiZibiJcU1EyaiS0ixNx7GImxNIsQIlBRE3EkSiXCJRER7g0aALElcCkNiVApCxE0ixNkiaBcDRmJslpCPc2Zj3NA1ixWz3nwP4Cu52uGXnXvHwn91RX2ln+h6MfbvBvibHlxmPV5YVquKhpfI9j0jwMfKyty/R4nrnqGfh4TDV8W/q7/ifBnBcWq3Rx9NlsXtXXr4k9++2ewRhFLUYxS+SR42NmU3QTjLv8zy4s+mmjHXOScfF7PK27L3LK10PNeFuG5ZP9rwavP8A4la8k/1R838RfRpm4bd3DWftlH+FL+8X+p9m0T4cpvVcXKb7JHH5Pgad8+Zy/wCXd4Xq/k+Lfi9n+K/MFtVlNs4WRcJwemmjJ9k+mHgKf7DjyqXw8ii2NdiS+9CXTf47SPjqR8n5ej+XzuD9C9N82ebomyTipFiSJTlelI0UkTRLSRC6ETQHxnRpIoBXE0Z0bBJ8Y0SSOQgFY49DRqSJIpnYwZkchgpHGJIyckkYkDOxxyJ5XJpLua1tpJHlVVqtfP1Y+s+MV1Ktf9b7s2aIT0rE0ZNSMlMqhJFkQbOsg0YGysSRk3IxIbKpIxI2YKjKoABs6EEhEbOwMmjMuxTKpIwbIUzsZJ6lJIplSIBBooYNyMSGzsBomxsaKGTQGhkgEikULCMrbIV1pzsk9JL1EIytshXXFznN6SR2k7IcRU6qfJPNmvtLO/w/kikUslHiaXXTJTz5/wB5Jf8AL+SOqbb6ttv5kk9ttttv3AwAGQRQAbGihCkBNACwTlNKPdjZ0ScnpLqeZXWq107vuzVdSqXTq33ZZFyMM70IUAlJGJG5GSyZkC6PJwsKWRYpT6VLv8yc85hO1v4nibfL2zVqnbWsDBeU/NPpUu79z2CuKrgowWkl0XsYglXBRS0l2RyJnib/ACLtv7P1v0X0bV6Zq9v3lfuqADme0AAahb9Ft+3ufqb6NOCXhvwdhY80llWr413/AHP/AE7Hwf6LOEjzfjPCqt18DHfx7N+qXZfqfprLl5JtNaXodfjYfdfA/wAXeZ79mPiz/e/+HHZYdVymUseidrfZHmW2aR6f4nvnflV4dPXbXmPQ1x8hJ8uqxI5WXk2Zak153pfgex8ZytlU1jZVcLKZdGrFuJrHwVXjwjDWkhZiL1WzpvzPk7l14vL+AvCfPwd1dH7Ban/eY78q/Tseqcn9C0q6f/s7mPiWLc1G6rSf5rse5Sohi0zyMq11Yke+31l8kdbn+I7M5Qqpc51+bco+iXtv1PJ8/wAjxvGn9U7f8PU8HzPUMP8A0tl9s/z8vl3FeDLpXzXJ2Qqrrk04Re29P+SPcsWONxmP+z4OPGmpL7zX3jssxU5q81KjjOC1KTX1dfM9M5PkZJWucoWpdN1y/wAj4/Pds8rKzG/D1vI9Q2+R/wCpXbXcjj1NtQTnvq2eDLk1kfVnZNQX3em+vseq/wBoObbuk18jiqzY2XKquMrbG+kYx31LnhyfNcP5Pe/OAAPvnyQAAAAbinJ6XcBPlpJy0orqfQvCXhxYijl59e79bhW/3fm/mPCPh1YijmZsFLIa3XCS+5838z2w8/yfI7/Tg/QP4c/h3nPK8qf7T/zQ87iNftLk1vS6fI8GJ5vGWRWROO1vp6/ia+jYTZ5uuX/L6L+I9/4fTtns/WcewQl0JvZmHYp+m/2vxuSfTkgal2MxNS7ExTw7+x0+YzuMvtI6XJ3KWkts1l+GGx1l3djFxbcqxRrX5nYY3G2Xy+u+nse0cVxipitRRhsziZHJwPHLFiui2e34d/w4JL9Dp4R+HDt09keg/SD9JNPC128fwc4W8k15ZXLrGj/Wf9Dz/I8nHXj3Jc7Xhf8AEV4wp5D+z/DeHbG39jnLIyZRfRWOOlD8lvf4nw05brJ3WSssk5Tk9ybfVs4j5bbs/Jlcq1k4gAMjAAAAAAAAAAAAAAAAAAAAAACoAoQKJcIlJEolRoIBAtUUASmolJEoKb9CkKC4RKCx7kqjQBYg0hE0ZiaiSqLEpI9yiXGjUTPqaiDSNFiSIiJUaj2NRMmoiXGom4mImhLjRowbJaRYmzESiaRqJYkKJUWJsxE0C4sSxEREFxopCktIFTIUFRosTETYq0kbiWJImoiaRqJSRKS0WJoyaGuEux2HGZV2L9pXJ9X2PAl91nkYz+okfWfw5h/Rll+75P8AifP+vDH9nvPD+KraWlZtI944fxLXf5E572fIaPQ9p8N9LYfifUZYTOfL5Lr7nxOfhqlO3H+LP5nlyzdtuitVL5HrHFv7KH4Hc1voeTs0SZdbe56l9L1uvBmT5+rsurgv12fCD7X9Mlvl8J1V/wAWZD+jPih8h6x/9Rz9n6P/AAzhzw+/vViaMRNxPLfRxSkib0SqBREpK5ELo0UGkjGgb0NAOOMGzGgTYmjMjZJFIrjMyOSRmQM6xIxpt6Xc3Inb8Smdc0K1Wvd+rNaPF2/dkk37sXEPJkiHiSb93+pNv3ZXGVeYYkeLJv3f6mJSfu/1DjOvMIeDJv3ZNv3Y+Mq80h4UpP3ZiUn7v9R8Z158jPc8Hb92ZlJ+7GyrzzEjwfO/d/qZk37v9SmdjzwddKUvdiUn7v8AUbOx50gdf53/ABP9TPnfu/1GysdkQ6zzv+J/qSUpfxP9SmdjswdX5pfxP9TPmkv3n+o0WO0JL8Dq5Sl/E/1MeaX8Uv1GzuDtpA6j4kv4pfqT4kv4pfqPrO4O2JI6j4k/45/qSVkv4p/qV1Htdv1MnU/En/HP9TPxJ/xz/UfWdwdwPyOm80v4pfqPiS/il+o+l7HcFhVO2xRpg52Psl6nS/El/iT/AFHxbYvatmmvVSZXWdwe3XShw1Pw6Zws5G1fWkuqqXsdPtttvbb6ts6b4tm9+ef6j4tn+JP9R9T+N3I6nSfFs/xJ/qSVtn+JP9Q6m6677RnTOilbZ/iT/Uz8Wz/En+odTcHfk0/Y6D41v8cv1MfFt/xJfqOVFwexA9c+Nb/iS/U3T8e+2FVcrJTk+i2X1ncePYIJykoruefTVGqHv7s4cDEWLjqPmc5v7zZ5BUjlzy6EKQpkEKQAGTZ5GDhyyLE2tVLuwzzmE7W3j+Ps8rZNWqdtTAw5ZFm30qT6v3+R9A8HeD+S8T5MaePrVeND6s75fdgv838ji8GeHLfEXM43F4i+HCXWc9dIVruz9S8RxODwPE04HG1KFFK1v1k/Vv3Z5ezZd17fqPs89mr0DVNOmd3Zfd/w+d4/0P8Ah/Ew0sueXl5GvrSjZ5Vv8EfPvHvgP+wYftnFztyMNdLYy6yq+e/VH6CzZpQbTPS+W5amF06pwV1b+pOL7NeqJmmZxxeF615evd+TPO5T9ZX532int3ibwVfh3ZOXw068zjXNyjGjcp0Ra35ZL5dj1DT3r1Xoc2eu4Xlfonh+dq8vD3a6Fgm2kltt9Eu7+Q05TSXVvokj7R9FX0d3YmVTzPPRUJxXmoxX10/4pf6Br13OsPUvU9Xp+q5535/Sf5dh9HXhazgOIVuXHWdk6ssTXWC9InvmDyVlKjC9qytfxex5eVUp9fX3Oqy4/DOj2Za78PzTf5F83K7Nv3Xe3LEyafMvsW/3vQ9Y8N8a83l8/Ju06q24Vv3OqzuQveQ8KuT+Euti/wAjz+NzLcPpDrW+6LvnTDKY5RjPCymFsv39O8nhWLbrfY8HLyIYdatvi9N6ivWT/wBDssXlKfg2XWSarittM6fBxbuVzp8pyS8uOulFT9EY+p+pzxdcmn5yv/b92OrXe92/U/7vWuXx+R5Ox3Z0/hVL7lSXTR6Tn8nKibx6+tcX37dT6h4wy1HjZwoklOTVe/b3PkWfT8S167I+Mm67tly2Xr3dFuWuXnGLOYuuko2S3DfZy0jpOSULb7HhVTqgtbTlvqd9icFdlyT6Qh7Puz3PjPAluq5Y+PKyx97rF0X4J/1O3Xtx1/Gudv7Fsyx/57x6BxvhrIuxJ5Wc1j0dEtr60vwR3POY+f4awsK3ieItxa7I7syraVb+HVdt/M+lYXhmjHvrlynI0Rrrl5/gxn5pN/M7rmecx44c8fjlDzOPlVtvaPzS9f5HseB6fu3f6m+c/wARhPUdWjZjNcmX+X85AAfSvmAA3GLlLSASdaS83SK6n0Hwl4ceL5czOh9trcIS/d+b+Y8I+G44yhmZ8FK59a63+7838z244PJ8n/lxfoH8Ofw7znleVP8Aaf8AmoSXY0dL4l5yniKfKtWZUl9WHt82cWONzvI+08rzNXhars23kjXiDnauIx9JqzKkvqw/g+bOs+jbkbMzlORlkSlK2xRs3+De/wCp6BmZVuXfO2+TnZJ7bZ7L9G+RGvxLVVOXlV9brX4+n9D6H0rXPH3Y5X7fknrXrO31HO36xn1H22D2kaPJw8KbqXR6XqzzIYLR9z7/AHPCmx10dvsiyjJ9EdwsJLW13LKmiuHmnJKEfVvRF2J99ro5YUp9W20c9PFxXVx0b5LxNwPE1/8AquQxoPevKped6/I9L5v6XOLxpuPGYtuZJbSlL7Ot/P3/AJHNt87Vr+6nlr6DTh1VraivyOn8Q+KuH4Ct/t2bWrddKqmp2P8AJdvzPi3PfSP4g5XcI5X7FRt/Z4/1P1fdnps5ucm5NuT7tnkeR6pL8a4ua30HxT9JvJ8pC3G42c8PEk3uSf2sl7b9PyPnrbb69zIPJ27ctt7lWvEABkAAAAAAAAAAAAAAAAAAAAAAAAA0ZNAApCiXFAKhKihAIFRoqIVAuLEpIlEuNlJEoKiiIESVRsse5BHuDSLE1EzE0SqLEpI9yiXGjUTJqINI0ImYmoiVFNxMmoiXGomomYmhLixNmDcSWkWJSRKJcaLEhYguLE0ZiaiJcUsSG4QcpqKTbb0kl3YNIHk4eFk5lypxKLbrX2rqi5v+R9D8J/Rhk5Ma8nn5SxKX1WNH+9l+P8P9T6pxPD4PE4yo47Grx6/Xy93+L7s7NXhZZ/OXxGs+Xx3hvow5jLUJZ1lODW+6l9ezX4L/AFPb8D6KOIqSeZlZt7/6Wq1/Q+iwr0uhyJHbPE14fp1V+Hp9P0c+GYL/AO752fOy6T/zOf8A/wAf+Gmtf2TX/wDuT/1PbUjWjT8Ov/8AFHvr0XI+jPw7ctQxrqf/ANO9/wCezoOS+iSL3LjeRlF+kL47X6o+tKJUiL4uq/oc22PzhzfgnneHk5X4TuqW/taPrr/Y9e0fq+UX6HrHiTwNxHPJytpVGU+19PR/mvU49vgcndda4eRP1fnc1E9l8V+DOU8Nzc8iKuw2/q31Lp+fsetRPNzwuF5XXrsz+YsvuHLjPqcaQ6qS8n6H0XoPnYau6tl5185/EPgZ75NuE7x3WN6Htnh1faVnpeHcm0pdGe9eG4/aVn2eOXunXxOWPtr6XxvSuB3NUuh0vHvUIfgc3K8xhcPgzyc+9V1pdFvrN+yXqeZ5GUx7a3068tuUwwnbXpf005Uf7O47E832k7nc18vuf6nyU7jxXz1viLmrc6yPwq2lXVVv7kF/n6nT7PgvP2zbvuU+n6n6X4t8XxsdV+1ibiYibicj041E3ExE1EltFLEhuJKoptIxE5YCrowiaJJHL0MTE0uMcUiFkSQ3PWJASINjWZGZFkYKjOpIhSSKRWTMjUjMgZVkhSDZ1JHHI5JHHIcZ1mRJFkSQ2VYl2MyOSRiQ2dQxI2YkEZVDEjZiXctnUMyNepkbOs+pk2Y9QRUkSRZCRSKwSRSSGzqSMmpGZDZ1mRk3Ix7gzqEKT0KSwB6AEpISAKJgSLIkgRWAACEkJCRBorPoQ3IwNNQxo2Wqqy2xQri5zfoXGd+GK6pW2KFa3N9j2rjcGGFVpala19aXuZ43Bjh1NvU7Zd3/AJHmaNcMOfbi27Pd9GwAU50BQAQhTnw8V5FmtP4a7sWWUwncvpr4/j7PI2TVqnbVwsOWVJvtUu7/AND2CuKrrUUtJIlVcaq1GtaS7I0uvY8fyPJu2/s/VvRfRdXpmr3ZfOV+6+1/8PlGMsblclyTzPNGpr2hraf67Prd1kWt76nxH6LPD/NcLlrk8hfs1GRFRWPP704+7Xp8j63dfuLcPben3T9jHXn88r4z1vHHPzstmGXZf/8AcdN4o5JxqdFD+vLoen2YljW33Pb+H415mXkZmWl8KL1Wvd+5zZPFxfn8kV1PU06/6euC5zD+mPScWWTiXqzHn5ZLvvszs1w3h7xNdVLm8D4WSn/fY83V5l80u55+Rxun1R4kaJUvfbRpdffs5vuF7jbL+z2TjfAHAcZTO3hMaEcnWlbNucv1fY4qcvNwLnXc/i1p6lF90ePgcpdj9FLp8zyOQzK82rzTXkyIr6tkf/fUm6Z+jP8ALtzv+pe/7vYMe6GVXuuSmdJ4hv8A2Wpyff2Ohw+buwclynD66f1kuzOXm+QfMZcHXBqmC6J92zPOSfZ4arMv2eFx1cpSnbZ1nJ7Z3EK99NbfscGNT5UkcmXfKiuEKEnlXv4da9veX5HznmbfZblXo9s+I8zjMT9tzFT/APh6nub/AI3/AKI7TmcpS8uNjtKqOuximMeO49UVf3jX1per9zqMm1Q87b66PnvJ8nuN/wA37/2/w5McPy7Pd+kdNzFH9oXwj5/JRWvTu2a4Pw1Rm5SqUVFabc5dXpHlKvWP55vUPXZ2/ga1WcnkWa+pGKgvzZj6fPzeRhqz/t67d+26tNuH6PPjxeHwlf8A6THhLIX/ADbVt/7HQ8lkZWRJ/FvslH230/Q9r5tatmj1rIr6n6Nq069XxhOPmM9mWd7lXTyqZj4G+6Oz+FvsjUMWT7R3+R0/kQ/n2AajFt6Xc1L7bivN0ityPoXhLw3+yxhmZ8U7n1hU1935v5k8IeGf2Xy5mfD7bW662vu/Nnt3ocHk+T/y4v0D+HP4e5zyvKn+0/8ANNiXT8AdP4j52jiMZpasy5L6sP4Pmziwxud5H2nleVq8PVduy8kXxJzlPD47SallyX1Ye3zZ8szsm3LyJ3Xzc7JvbbZczKty8iV18nKyT22zx2+3Q9bTpmufu/JfWfWNvqW3t+MZ9Rg5qrJ1WRnW2pRe016M4QdEvHivq3A/S5lYmNGnkcCGVKK0rYT8jf4rTPLy/pmtk/LicRXH/qttb/kkfH9g6p526fqn2R79yP0peJMzpXk1Y0N9FVUun5s9Tz+a5LkG/wBszsm7fTU7G1+h1oMsvI2Z/dPkCAGBgAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABoyaA4FIUSooAEqNABAtoqIVAqLEpIlEuNlIUFRREkSxJVGwIgGkWJozE0SqJHubJ6lEuNRNRMmo9wVCJqJmJuImkU1EwbiJcWJsxE2JcU3EwWJLSNGjMTUewLjRSRKJpFibMROWmuVtkIVxc5yaUYru37CaRz4GFkZ+XVi4dU7si16jXHu2fdvAvgbG8PVwycvy5PKNfe19Sn5Q/1H0deD4+HMD4+XFPlL4pzev7pfwL/M91hE9fxfFmP9WX22whFbe2ciXuWETkUTsp9YijlhFt9Edjg8XO7UrV5YfzO6rwaalqEVv3M7s45NvmY4Xkeu1Ylso78r18yOKi2vU9hy9U485eyPXN+pWGXU6tt2dp5RobGxtjRVCWt6evfRdnncTlQqs+HkJSol0fyF9I2Z3DHsdfbCN1U67YxsrktOMltM+MfSH4AXH+fkeCpf7L3uoh1cPmvkfeuV46eJb5q35qJfdl7fI62cNmWzVhtx+V+N5M/uxfk1PoU+k/Sn4MWBZLmOLp1iye8iqC6VP+NfI+bRPC26rpy5Xsa9kzx7HNXY62vXT7HsXE+KbMHXnxYWa9paPWSm+n1HyNM5jlXNu9N8bde54Tr3vI+kjkHV5cTEoof8Un52eq8lyWZyeT8fPvndZ6N+n4I8GJTLf5u7f8Z5ddHi+Do8b514yVyJliZiaOR3xqJyROOJqINI3E3Ex1NxJaxTZiJSWkbNpnGXYmsrfmMyZkbHw/eSf+xyww8u1eavGunBeqqev6H2jwH4UweP4rGzMjHrtz7q1ZKyxb8u+yS9D3mlSrWq35F7I9zT6LlnhLllx8b5v8W4a9t16se8fmJcRyMq3ZDAynBNbaqfr2PGycPLxbHXlY2RVNLbVlTTP1bC6yuDUJtbeziscrZOVknJtaezX/gv/wDJwz+L7351/wDd+TXJLuybP1FfxHH3r7fBxLP+6mD/AMjqMzwL4byk/PxdVbfrVJwf8mZ5ei5z+3KOjX/Fmi/3Y2PznJmT7bn/AEUcPbuWFl5WM/RNqaPVeW+irlsdOWBkY2Yv4dut/wAzkz9N34fcejp9d8Pf8TLn+753sh2XK8FyvE7/ALRwMnHX8TjuH6rodXs5cteWHxY9DDbhs+cL0JIsjMmQVZkQsmZkOM6zIkiyJIbOsSJLsWRJDZVDEjcjEimVZl3My7mzEgZ1DMjRmRSakjEu5ozIGdQkuxokimdYJLsUkuw2dQxI3Ix6jZ0kYNGAZ1ADJSU9CFJ6jiKAAYZkZka0e8eBfAN3iTF/b8u/9l4/zOuLS3Za1316JL3NdWrLbl7cftjs2Y653J6GD7/i/RP4bUF8T9vsfu7tf0R2FP0PeFsqSgo58JvovLf/AKo7r6Vvxnfhxfz+t+bgfoflvoBwLIt8VzWTTZ6QyalYv1Wj5R45+j3nPB7VmfTC3Dk9RyaH5ofg/b8zmz8XZrnbGmPk4bPiV6aSRTUIuc1GC236I51X66xCuVlihBbnN6SPZ+N4+OHXt9bX95/5IzxeBHDr809O9937HnG+EcO7Z34gZALc6AFAIAcuNjyybNQ7Lu/YVsxna10ePs8jZNWqdtbw8WWVY12gl1Z39Vcaq1CC0l6Gaa41VqMFpI5Dx/J8i7b+z9W9D9D1+nau35zv3f8AwH036CPD1HL8/k5uZVG2rBjFw2unxH2/RI+aH6P+gTBhj+BlkQX18q+yxv309L+hPjYe/Nn/ABP5WXj+DfZ95fD3yeNGdn1YrfrJnq/O5tUMv9nxpJqP983/AEXzOz8Rc0seM8XDlu59JTX7h6jCpdeu2+7Zz+o+bhh/p6/t8B4XjZZf6mz6/R32Hn0/BrhTHVS+Z58LK59mes4+OoT8yk4++jgu8T8PgZH7Pl8niwuWk4ys7E+P6plfuN8vE99/05a9tnVCXTSZ4GXx6a6IcdyePmUqzGyKrqn+9CSaOyjLa+sexq8vDZPhxbNWeu8er5GDKtvR48a7HPy6/FnttlEZLttnXZtFdT8tfd/eNtu/DXruVLVLbx63DB+Lb8SaOyrx4xXY8z4a0cGbfTh41mRlWQqprW3KR89v9R90/oejhj34SydePXO2+SjVWtyk/RHD4T83J5WRzF0HGE/s8aL/AHa16/mem2Z+V4vy68bGrsp4jzrbfR3/AOiPrfFYCroqx6kowhFL8Dxd2ee/Oa8fmtfMx/ltfMv7r/2jwMzfWbOnuW3Ja9e57LzlSjZXXD0XU6DKj8Otv1PF8vVdWy4X7jHxcpljK6Xk8rcPhL7i76O68JXRxsuqjXksktye/wB5revyWjpKqFO+dlnWqp/El8/Zfmc2PdKrkY3yfWMlJv8AqdPgX8WyZ1078ZnhcI+ictU7JKUV95I61cYpPczvYzjdRXJPaa2jHwZS6QR9/lncrOPmOSfbrYYdNXaK38zlqr0/s69v5I7OrCinub38jyYxUV0SX4G+OrK/NF2T9H8s4pylqK2z6B4S8NxojHMz4KVrW4Vv935svhHw7CiMMzNh5rWt1wa6Je7PborRl5Hk/wDLi+6/h3+HfmeR5U/2i/8A8hsHVeIeao4fF80tTyJL6lf+b+X9Tiwwud5H23k+Vq8PVdmy8kPEXOUcPj+ksqS+pD2+bPledl2ZmTO+6UpTk9tsZ+Xdm5Nl+RNzsm9tnjt9uh6unTNU/d+S+ses7fUtnz8Yz6jAAN3iAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAABoyaA4FIUSooAEqNFiQIFRoqIVAuLEpIlEuNliQRBUWJYkiWJKo3ECIBUWJoyaJaQNGfU0JcaNR7mTUQaRqIiCxEoLHuQ3ES4sTcTJoS4pYkLElpG4lMxNRBcaiUkSiaRuK2fXvoQ8JxyJS8Q50Ps6ZOvDi196XrP8ALsfMfD/F381zOHx2L/e5NqrT9l6v8kfqyvEo4jh+PwcOKjVTF1xS9l6nd4OiZ5e6/oq35mM/VxtLz9DkhExBHOketXR9Rao7etHfcbxyglOxfW/oeDw9HxMncl9SPXR7IY7M/wBHm+VusvshBaOLIvjTBysekjjzMuOLXt9/Re563mZVuTY5WP8ABexnhh1z6fHuy9v08zP5FXpxrX1Pd+p1krDjnLR407tM2kkj2NWmYTkeVK35j4h10ryxu+Y234nZxls2meDXb8znUt+oM89b2PiM2ORRZhZL6NfUbOstplRdKFnddDxK5uElJPqn3PMyMj9ocZNfWUdN+4pOVxY6vx52z6rw8ymOTj203RU67ItSi/Vex+c/G3h27w5zVmO03jWL4lFj9Y+34rsfpOS2eo/SXwH9teHbnRBPLx/tqvd67o5fL0/kw+PuO7xtvsy5fqvz4WJN76lieC9aNxKYNREuNG0zGzURNY1E2mYiaiJrHImVMxE0SuVybLE44mwaStbGzOxslXWtiPVpGdlg/tIfii9f90LPP+nJ+meNj/6SivslXBfyR7jhcTTKmDsTba9z0zi7V8Ovr6L+h9FwroPFrfmW9H2fk3LDDGR+L5fOzOvWOSpjRlOuHZHhnYc3JSzm1/I6821duM6yvxSRJPQ2YkbcSSZxvqakYZcgcdsIyg4zScH3TXRnqPPeAOC5Xc1RPFyH/wAyjov07HuD/AzIz2aNe2cznXRp8vbovdWXHwbxJ9HnK8SrLsTWdjLrutfaL8UekvabTWmnppn6rkepeLPBPG89CdqSxc3XS6td/wDvXqeN5Po0s7p/9n03g/xJfjDyZ/1fAZGTuvEnhvkvDuT8PPq+yb+zvj1rs/P0Ojk/6ng7NeWu+3Kcr6jXuw3Y+/XewkZkUhJVmRJFkSXcGdYkZka9TJTKskKZGzoZNGRpqGDcjAM6GZFJIpnWSS7FINnUkY9SyINnWZdzPubMAmoZNGSmaEiUDRUAAwzLpt+x+seEx6uO+jHwbhKuMbJYjtk0urbfX+p+TpdVr3P2By2qsbg8FLSxMGuH6pf6Hq+k4d3deX6lf6ZHDQuh7L4SoV3Kw2ulacz1yn7p7Z4K1HJyZP0ho+i822arx4s+3PyEv/WW6/i9D17xjj053hXmaMiPxK5Ydra99QbX9DtcizzW2S92zpvFVzq8Lc3NbbWDc1r/ALGcVw/02mH98fi+EXY4KC3OXRJHsHG4Cxa/NZ1vfd+3yHG8fHFjCU357Wur9vked2R89JyvT27LZwBAU5FICjJCkPIxceWTZ5Ydl3YZZTCdrTTp2b85r1ztph48si3SWoLu/Y72mqNNarrWkhj0xpqUK1pI5DxvI8m7bz9H6t6H6Hr9N1e/L5zv3f8AwaBoycz3mj6P9H30ivgOE/sfLjKupSco3xW2k3vWv8z5saDtn1eOTzfB0+dh+LdOx+hON5PA5CtW4uXTcpddqXX8y8ry/G8PjPJz8iEIekU9yl8kvU/PEd1z80G4T909G7Lbr5ea+6y2aWk7JN6Xt1OD+Tnu93XiX+HJ7v7/AIe4+J/H/I8r58fj08HDfT6r+1mvm/T8j07fv1/EwDrmMxnJHu+N4erxcfbqnHYcVy+bxd6v4++VEk/3ez/Fep9a8I/STi53ko5lrEyuynv6kvz9GfF4lS/QVwn3GHneleP5s/qnL/l+q6stOvzwaafZpmcSatyV515vMz868F4l5fiYOnDyn8HWvhWrzRX4ex3HE8/yz5TGzbcq2yymW0uy16rRyeVls2clvxHym3+G92r3WZTj9B5PGP4blRW5PXSO9HoOR4Yz+Rz1d4gm3GMvqY0F9nH/AFZ9S4XMhyHG0ZUO1kFLXszzZVxnHrFP8Tqvo03a/dqz518nq9Q2eNbOfP8A3eq8FwNVLjOFSrSWke000xpiox/U5IrX4Ff4noeB6Xr8Sd+7/lx7/Iz33uVev8pBzybGuy0j1/MrbnrR7HyW/wBosOthVuxzl2j1/M+D9SnfKyn7vR8bZ7MOuiux/gVfC/ek/NZ+PojwLqdPsew3U+ZuT7s5eO45W2q2xbri+ifqzHC/kymOLunkTXh2u58NxtlxNMbU4OK8vX2O6gvKtHj8elGnS9zyT9I8Cc0Y3L74+d25e7K1oE/MqZ2+6M34g16jZo6nxBzNHEY23qV8l9SH+b+R4mONzvI/dfI8nV4mq7dt5IviHmKeGxVKepXzX1K/f5v5Hyrkcy7OyrL75eac3tjPzLs3JndfJynJ7Z43tpHradM1z935N6161t9S2/4xn1GAAbvDAAAAAAAAAAAAAcihJ9k/yRmSafUBxkAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAA0ZNAcCkKJUUACVGggECo0AAW1EpF6FEbYEQC4sSxERElcaiWPchQVFNGSx7ktI16lJ6lEuNFj3IWIKjYiZiaiJosTcTETcRLjUTUTJoS4pSRLEFxosSFJaRYmomYmoiaYvpn0IYfl5fN5SS//ANer4VX/AHS/2/qfao2u5Q2+ySPmv0U4n7L4Xom11yLZXP8ADsv6H0XD7Hu+LjMNUdWGEny7Cvqc0exxV9jmSNkZ13nDV+SjzesjsLbVVW5Teku5w4i8lMY+yOv5y9qEal+93Ofna8nl27XX5WRLJvlOfb91eyPHm9I12R4uRZpM1+o9bXh7fiPHvtSXc6u7LSlrZ61z3jriMHIlT8aeTZF6kqFtL8zoo+OOJyG1OGVjLfeS839Dly8nCXnXpascf1e9ftSb7m4X9e561RlQyKP2jByIZFXq4vqvxR5WNl76GmGzrs/DMp2PaKLt+p51NmzoMa7ejtcazsbSuLbq47SDPIgeFS9nmQYODOccsSWLcGixEgrH9X5q8dcV/Y3inNxYLVTl8Wpf9L6nRRPqX04celdx3IQ7z3jy/qv8z5XE+e8nX7Ntj2dGXuwlbi9lMmjnbxuJTJQXK5IlTMxLETSVyJl2cezcRNJW0y7OM3sF9XZdmdgk+rsRemn7EMhjl7cvcf8AdPbX2fifFVFVVbsb04rTR3tPjaqP1fN09D4Vhcndi1/C8qsq/hfoeR/alFn342wPtvH9V8Tbrn5byvzfzf4c8vDbctU7H3OrxRi2vc7kn82ebVzmJZ0V8P1Pz9HKpe9ZE/w6o5Y51sdOnIS/GR347/E2f25x5Wz0ry9fzlhX6EhyNMu1sNficqyK32kv1Pz3DmOQq/5vn/CR51Hi/OpepuzR0TRrznccnFnr2YfGU4+8+dNbT6E2j43jfSBbHyKc3v5ne4Xjyqek2m9e4/5TL9EWvosmZcj1bF8VYt/TzeR69WdlTydV33Jpkfgyn2OuzkzJ46vT9Tas2L2k4OSwsfkMOzGy6oW0WLUotdz4X438HX+H8h34/nu42T+rY11rftL/AFPvMntHBmY9OXj2UXwhZXYtSi+zRweb4GPk4/u9T031PPw8/wDM/WPzAYke1eOvC9nh3kN07nx+Q26ZP0/6H+B6rI+P26ctOVwy+33mnfjvwmzXfioQvYwZqqSJLsWTMSGyqEkWRmXcbOoQAaKhk1IyCKhJFMSKZ1CSKQbOsyIUg2dQx7m5djEgRUMmpGSmdQhZdiDKhmRoz6DBF6a/FM/RnF+KI8pi1Z0LPiVziob9Vr0Z+cpHl8byebxlvnwMiylvuk+j/FHf4Hl/y2XbOxxeTom6P0zRzFOk3bBfiew8H4goqVsYWQbkvc/NGN48zYpLNxcfJXuvqM7Cnx1hOSbwsnHm+7rn5ke//wAT8bdOZ/Dy8vBzlfphZlUo78yPWfpI5GOP4K5XUknbV8Bf/O9HzHA8fYePBTnk5bT7V/B6nUeKPFeRz9ddHw3Th1vz+Vvbsfo2Yb/L0TCzC9p4eLnhe5R65sEB4TXNQANjQEObGolfZ5YL8X7ILZj81WvXnuzmvXO2tY1Er7fLDsu7Z3uPVGmpQguhMeiuitRrXT1+Zynk+T5H5byfT9T9C9D1+n6vfn8537/b9lAByPoQA0BgAEQNFABCl0NAaJHIkRI5YLqRVOfGr20e5eHcNSlBuOz1XCjuaPoHh9RioHkeobOYvL9S2XHX8PrPgO9rFljNdI9Ynt8XtHqPgbGbpllSWovpD/M9uitI+i9D/J/KT8n/AE/2fkXn+38+XGiSAPYcTrc/DlZNzhrr3R1tlMox8ri16s9hlNQ7s8WycJrTW0fLeqemaLldsy5lXTq3WfDooYzvnrtBd2dnGtQgowWkuiRyaSWorSNQWurPD0+PMLyf+7XPZc1hJ1VeVP6zOOc5Pe5P9TTOK07c9+dkxl+IzxxZlNr1/mcWTyMOPx7MjKuhXRBeaUpPokactnxD6ZvEdmXyK4bHm1jY+p36f3590n8kV4+ez3f016Xp3p+Xn75px/6vjPiLl6eIxXKepXSX2UPf5v5Hynkcy3Oyp3XScpSfU5OV5C/ksud+TPc5fovkvkeE/TofX6NE1z5+z9Z9a2+o58+sJ9RgAG7wwAAAAAAAAAAAGkmz7P8ARN9FlXL4lXM+JI2LCs64+Kn5JXL+Nv0j/U+VcFiLkeawMOXSN99dbfybSZ+xMGypyoqpiq66q1VFLsorol/I7/A8absrcvqPT9N8Wb8rcvqPL43heMwKVVh8dhUVpaUa6Ir/AC6nTeLvo+8PeKMKdeXhV42SuteVjVqNkX89feX4nuXE1125lMbn9nJ9dHc8/wAbj4tULceKW3p9dnpbPx9mqz7eru/DMvw2fb8G+NvDOZ4T523js9Rc0vNCce1kX2aPXfkfo/8A4mcCq3w7xfIqP/qKch0b/wCmUd6/WP8AM/OB4nkavxZ3F8/5Wr8Wy4xAAYucAAAAAAAAAAAAAAAAAAAAAAAAAAANIiKgOBUQqEqKVEKhKihAIFRoqMxNIFxfYpCiNuPYGY9jUQaRqIiQpKo1EoANIse5r1MmiVLLuUnqUS416FIWIKimjJoTSNRNGTXqJcaiCRKJUaNRMmog0jRSRLElpFNdv0Mh/dY5/c0xfoXwtD9n4Hjatfdx61/LZ7Xhvses8U0sXG12+FD+iPYsJ9Ee/h9O7CfDt6TyaluUF8zxqfunl09LIP5lVz7HsNT0kdJyUnLLn8uh2SvSgdVkvzXzb9WZScri0Ycy7XjWPSPlP0u+Jb8KqHFYdjrtvj57pRfVR9vzPq1y+oz8+/TDCdfjGUpp+Wyivy/lvf8AM5/NyuOHY9LU9H7dipkGzxa2l+XacDzF/EZ8bqH9VvU6/SSPpqvhONd1D3VYlOL+R8bkfTPCDnd4axHb3UrFH8NnV4+d+nf4O7mz217rx096O+xn2PX+PjppHsOKuiPY1/S/M5K7On7p5VR4tKPMr6FPG2OWImIkkFY8eg/THR8XwfZZr+5urs3+ev8AM+FRP0L9KMU/BHKb/gjr/wA0fnr95ni+fP8AUen4v9nG4lImDgdLRpMwUFytplMplEuVybNpnCmb2C5W9l2ceyiX1vZdnHs1sD60NmdjYH7l2DGxsB762NmNjYJuVa211TZfjTX72/xOPZJM1179uv8AttjHbp1bP/Uxlcvx4v78fzGtrdcuvyPHJ69D1/G9d8jVf6r2PC8r+H/G3/Ov+mvOozsnGn0lOa9md/xfiW2uS88nBnq0Lun1/wBSzin1X6n0/hera/J+vt8l53pG3w7/AFfMfXOK8TV2qCnJbPacTkY3QTTPz/jZduLNNNtex7h4e8QdVF2Hqcx2T4eTcbH1yNyZvzbOg43kI3QXU7aFqaOfPXxLx+e4zG5njLcPLrU67Pf0fo/yPzzzXG38VyN+Fkxaspem36r0Z+j3LaPSPpN8P/2tx/7djreZirbSX95D/Y8T1TwPzYfkx+4970P1G6c/w5/VfGTMh/8AxJI+RfZVDOwSXYaKnqZ9TRkGdQhSDRWSSKSRTOoZkaMDZ0IUxJggINkGzrMuxmRqRmQIpIyakZKZ1JELIgwGTRmQIQkikGKzJHZYGJ5dW29/SJjEx+1ty6eiO0qr09vuOdvxCsmE7Vrik/NNJv8AocxgsTWTjh2Z3O9rQALc2YActFMrrFXWtt/yL+MZ2oxwuzOYYTtqUUyvsVcO/wDQ9gxqY0VeWHb1fuMbHrx6vLDu+79zlPJ8nyfyXk+n6b/D/oWHg6/y7Z3O/wDYKAcb6YEjRmQANACAUhoAhQIiDUSpBI2kI4JHLCJII5oIi1TzMBakme5+G42ZmXj4uOt2WyUV8vmem0fVPYvDfL2cRl/HqhGU/LqMpfuv3PP8jVNn39PJ9S157NV/H9/o/SuDTXh4lVENKMIpG3lVL99P8D43wvOctzedXVblTlGT+7Dokj6hj1KqmEF6LXU6svW7h/p6sfiPyzzPTsvFz5tvzXcwnGS6Mp1sp66RZ5VN3mXU9HxfVsdt9uXxXnZa+MXS3JnH6Fn1k/xJo8HyLdm62tp9Io7fyNS9h2WvUaI5ychJI4LTyGcE11M60xeDn3xxcPIyJvUKouTf4H5VzcqzN5DKyr5eay+2Vjf4s/Sv0gWunwXzE13WNNdD8wxOzxJ8V95/B+qc2bf1+I+CAA+zfm4AAAAAAAAAAAAAADseEy3x/L4WWt/Y3Qs6fJn6f43ll+0fZvcHqdcl6wa7n5RW+5794N8cT4ymvD5JTtxq/wC7sj9+r5fNfI9HwPKnj5WZfVev6V5ePj5WZ/VfqPjc7zVwe9NHbZHK25FajZJaj2SPj/FfSJwFdKlPOh89xaf6aPD8TfTLxWFiyhwNc8zNa1GyyDjXW/fr1Z6u3fo57+vY3+R48/1LY8D/AIkucpdPHcJVNSyYy/ab0v3Omor8e7PgR5/K5+Tyuffm5107sm6TnOcn3Z4B89u2/lzuT5fyN35tlyQAGTAAAAAAAAAAAAAAAAAAAAAAAAAAAANGTQAKQolxQQolRopCxBcCgAbUSmUzUQUsTUTMTQlxSkKC2ikKSqKaMmiVxSkAlLE1EyaiC41HsaXdGYmhNI0aMG0xKlWJSRLEGkaLEmyxEuNgyaJaRrZX91r5GUy70Npi+9+Hsj43Fcfb/HRW/wCSPa8KzsfN/o/y3d4bxk31plOt/wBT3zAt3rqe7qvcZXoavmPZsd9Dy4PsddjS6I86plMdkdhB7Rx5EemyVvoc+lJaBy28rwbF0Pnv0neFnz3HK3FX/r8XbqX+In3h/LofRpx0eLkQTW9GezXNmPtro1ZPyPbCVVjrsi4zi9OLWmn7GT9F+JPBnD83N25eO4ZH+NS/JL8/Rnq0fot4qNu3m5s4e20v56PKz8LOX4dE4+TcdgZHJZleLiV+e6x6S9vm/kfaeM4aOFiY2FV1roik7PSb9WvzO34jw3x3EVuOBjxqb7y7zf4tnawx100jq0eL7P7nRqymu+51+Lj6n26nc41ekSqlI8quOjukLdu97mqWjs+OxlfvfY66C6pe57XxeP8AAx4L19QyvI8nyt348XhX8YlBuDe17nUNntuU1Xjzm+yR6fInG2xj4m27O9eofSvcqvBOfvvY64L5/XR8APsX04Zfk4rBw/W212P8ILX9WfG9njede7HueN8YdbTKmZ2VM4m/WymDSYLla7mtmBsS+uQpx7NbEqZtbGzOy7A+t7Ls49jYK65Nk2Y2NgOtgxsbAdb2NmNgE9XZNkM7Avc0DOybGXVOSqz4b917HDsbL17MtWXuxvyx24Y7cbjnOyvKemtw7EUnVPzVvT9jghZ5XvuvVHkT8ripQ7M+z9N9SnkY/P3Hwfq3pl8XPuP9te2eGudcXCM5fLqfRMDNV1aaZ8NVjpsU4Pse8+GOYUoQXmPoJfyTrwspx9Lqt2hZLf4eq9zr6L/NBPZ5EbNmFwRjl7a+MfSDwf8AYvO2OiOsPJXxKfl7r9T1aR9y8ecZHlvDOTHy/a0L41b+a/2Phe99T4j1Xxf5ffefVfeek+b/ADGj+r7nwSJISZNnmPQtJGZAgM+pIzI1IzIabUEgQpFZkSQkBsqhmRrZgGdCSKQaKySRSFJtYkQpBs7U9QACQzLuaMjJDy8XG/5li/BGsPH2/iWLp6I7Kqtvq+3oE+fhfxJ2s1V9fNP9DnIU1k45dmdtCkiUphQDZumuy61V1rc32Q++1lcLnfbPtvHplfZ8Ovv/AEO+xMeOPV5V3fd+4w8OOJVpdZv7zPIPN8nyfyXk+n6L/D/oevxMPzbZ3O/9kES6BxvpwDRoAAAQAXQ0ACk0UAGoiJYiCpHIkZSOSJFXGonNDucMTnpjKc4xrjKUpPSil1b9kZ1OWXtna8mv6q6nfeHeJzOYyVVgVSn/ABT19WP4s9k8J/Rtl5jrv5mxUUd/hVvcn+L9D6xxnFYnF40aMKmNdaXaPr+J5+7dPrF8j6r/ABFq1S6/H/qy/wCzwPCvh7G4PEUYfaXtfXsfr/seww13ONFPP58vg923Ldlc9l7a3FeZrR5Kiq4aJRBRj533fY54R83V9j2/D8LL29v3f+zlyycPl83YTj5Onqzym4xizxJbk2zfyfHx8fH/ADlUy9AAedxaaMTRy6MyWyc8Pg5Xq/j/AB55PhDla6lubx5v9Op+YNP8j9fZFcbKbITScZRaafqj8/fSN4Snw/L25GHCP7Da9pL9z5D8bbMb7a+0/hP1DDTlloz/AF+Y/9k=)

¿Por qué preferir tragamonedas de marca?

¡Aquí va la esencia!
Las tragamonedas de marca (de proveedores como Pragmatic Play, NetEnt, Microgaming) suelen mostrar RTPs verificados y pasar auditorías. Esto no garantiza ganancias a corto plazo, pero sí transparencia en las reglas del juego.

Al principio pensé que cualquier slot era igual; luego me di cuenta de la diferencia: en sites con auditorías publicadas puedes comprobar el porcentaje teórico de retorno. Por un lado, una tragamonedas con RTP 96% espera devolver 96 MXN por cada 100 MXN jugados en el largo plazo; por otro lado, la varianza puede hacer que esa expectativa no se cumpla en sesiones cortas.

Práctica: si apuestas 1 MXN por giro y haces 1,000 giros, el valor esperado (EV) = 1,000 × (RTP − 1) = 1,000 × (0.96 − 1) = −40 MXN (pérdida esperada). Esto ilustra por qué la gestión del bankroll es clave.

Handicap Asiático: concepto y ejemplo simple

¡Wow! El Handicap Asiático reduce resultados a dos posibilidades y elimina el empate, bajando la varianza. Es ideal si buscas apuestas más predecibles y con menor “ruido”.

Ejemplo práctico: Partido A vs B, cuota sin hándicap 2.40 (A) / 3.10 (empate) / 2.80 (B). Si tomas Handicap Asiático A −0.5 a cuota 1.95, apuestas que A gana; si empata o pierde, pierdes. La ventaja: claridad de resultado y cuotas típicamente mejores que apostar “A gana” en mercados con vigorish más alto.

Calcula stake racional: usa Kelly fraccional (0.5 Kelly para conservadores). Si estimas edge del 5% sobre cuota 1.95, Kelly% ≈ (bp − q)/b donde b = 0.95, p = probabilidad estimada (por ejemplo 0.525), q = 1−p. No voy a prometer precisión; haz pruebas con apuestas pequeñas.

Comparativa rápida: opciones para jugar (tabla)

Opción Qué ofrece Riesgo principal Cuándo usar
Tragamonedas de marca (provedores verificados) RTP publicado, auditorías, soporte de proveedores Volatilidad alta según slot Si quieres transparencia y bonos que aplican a slots
Tragamonedas genéricas/clon Bonos agresivos, promociones frecuentes Licencia/datos opacos, problemas de retiro Solo para sesiones muy pequeñas y si aceptas riesgo
Handicap Asiático (apuestas deportivas) Menos empates, dos resultados, control de varianza Necesita estimación de probabilidad; riesgo de sesgo Para apostar fútbol con gestión de stake

Seleccionando plataforma y seguridad (qué verificar)

Mi instinto dice: prioriza licencias verificables y procedimientos KYC/AML transparentes. No te dejes llevar solo por una app bonita.

  • Verifica licencia: busca registro y número en la web del regulador (en México, la normatividad y permisos deben consultarse con la autoridad competente; internacionalmente, verifica Curazao o Malta con número de licencia).
  • Auditorías de RNG/RTP: busca sellos de eCOGRA o iTech Labs.
  • Métodos de retiro: confirma tiempos y límites antes de depositar.
  • Soporte: evita plataformas que gestionen pagos por Telegram o correo personal; busca chat en vivo y correo institucional.

Si necesitas probar una plataforma para practicar, haz depósitos mínimos y realiza retiradas pequeñas para testear procesos KYC y tiempos de pago.

Recomendación práctica (escenario y enlace útil)

Tras comparar proveedores y prácticas de seguridad, para novatos es lógico comenzar en plataformas que ofrezcan juegos de marcas reconocidas y condiciones claras de retiro; si quieres explorar una oferta con catálogo amplio y móvil optimizado, revisa la propuesta de bbr-bet-mx.com official —lee bien T&C y verifica procesos KYC antes de operar—. Esta recomendación es para evaluación, no un empujón a depositar.

Mini-casos: dos ejemplos rápidos

Ejemplo 1 — Slot de marca (hipotético): apuestas 2 MXN por giro, RTP 96%, volatilidad media. Plan: 500 giros = 1,000 MXN turnover esperado; EV ≈ −40 MXN. Resultado real en sesión: +120 MXN. Nota: la sesión ganó por azar, no por “mejor RTP”.

Ejemplo 2 — Handicap Asiático (realista): apuestas 100 MXN a A −0.25 a cuota 1.92. Resultado: si A gana, cobras 192 MXN; si empata, pierdes la mitad (50 MXN) si la casa aplica reembolso parcial; si pierdes, pierdes 100 MXN. Aquí el manejo de stake y la expectativa de probabilidad son cruciales.

Quick Checklist (qué verificar antes de apostar)

  • RTP y auditoría del juego (si existe).
  • Licencia y número verificable del operador.
  • Métodos y tiempos de retiro claros.
  • Términos de bonos: rollover y contribución por juego.
  • Presupuesto definido (bankroll), stake máximo por sesión.
  • Herramientas de juego responsable disponibles (límites, autoexclusión).

Errores comunes y cómo evitarlos

  • Confundir RTP con garantía: RTP es largo plazo. Evita perseguir “martingalas” en slots. Solución: fija pérdidas máximas por sesión.
  • Apostar sin edge estimado en Handicap Asiático: no apuestes solo por la cuota; calcula probabilidad implícita y tu probabilidad real.
  • Aceptar bonos sin leer T&C: algunos bonos requieren 35–40× rollover y excluyen retiros rápidos. Solución: lee y simula el requisito de apuesta antes de aceptar.
  • Depositar sin probar retiros: haz un retiro pequeño para testear KYC y tiempos.

Mini-FAQ

¿Es mejor jugar slots de alta o baja volatilidad?

Depende del objetivo. Alta volatilidad ofrece premios grandes pero menos frecuentes; usa bankroll más grande y sesiones espaciadas. Baja volatilidad da premios pequeños más constantes; ideal para sesiones largas con bankroll limitado.

¿Handicap Asiático reduce la ventaja de la casa?

No directamente. Reduce la varianza al eliminar el empate como resultado, pero la casa conserva su margen en las cuotas. Tu objetivo debe ser encontrar una estimación de probabilidad mejor que la implícita por la cuota.

¿Cómo gestiono mi bankroll al apostar en ambos mercados?

Separa fondos: por ejemplo 70% para slots (dividido en sesiones) y 30% para apuestas deportivas. Define unidades de apuesta (p. ej. 1%–2% del bankroll por apuesta deportiva) y no mezcles ambos fondos en la misma sesión emocional.

18+. Juego responsable. Si crees tener problemas con el juego, busca ayuda profesional y utiliza herramientas de auto-limite y autoexclusión ofrecidas por plataformas reguladas.

Fuentes y lectura recomendada

  • https://www.eCOGRA.org
  • https://www.itechlabs.com
  • https://www.gob.mx/segob

About the Author

José Fernández, iGaming expert. Trabajo en la industria desde 2016 entre producto y análisis de riesgo; he auditado procesos de bonus y diseñado estrategias de gestión de bankroll para jugadores recreativos.

Leave a Reply

Your email address will not be published. Required fields are marked *