¡Espera… esto te interesa si quieres jugar con cabeza y no solo seguir la racha! Aquí tienes, de entrada, dos cosas útiles: un método sencillo para calcular el valor real de un torneo y una lista rápida de comportamientos que te evitan perder más de la cuenta.

En dos frases: los torneos y sorteos de casino son competiciones temporales con reglas claras (apuestas, duración, criterios de premio). Si entiendes bien la estructura y las métricas —RTP, volatilidad, costo por entrada y coste de oportunidad— puedes decidir si vale la pena participar o no.

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CIAeZCgBpYhQAPzZjjsNluAxGNx9eFDC0I+kq1am0V+31H9MXiaODwtXEYqtTo4ejF1KtWo7KMVu2eeOvescR1fj1CmpYfIsNPv0KD0dea2qVP2Q49e2JqiHXxsaMOPVrrzq7EdV5hBwVSjllF/4PhXu3/CVF+O+FwvWzi+q/U/WL3eiLZ+VkzheVXXNc3lJLZ2E05JvwtdFvzx5kdlfTVkZZb1219Q8fHwQ13WwkUI6arg1HVNfWZjdvXc3rbQKlvd6hf5v5XrGu/Aja3qCM3utfrNJPby2uZ1UtN/A1F6LzAar7wsWley0XiTnfj6zUL3tx4gfzlpsr+s0r8LReZbWutLeJI30a8NgD5u9W9iw3stubk2f7S0YVMVWp4fCQlVr1pejp0o6ubfH/Gy1dkmzjrr0xqR/SjSqVsRSw+HhUq4irLuU6UVrN/8AHOy5O2ei+laOQYd18Q1iM0rRtVq8U1v6OHlfnl6+CU6M6YpZFR9Pie5VzWrFKrVWqpr+Dh5X3fL18EuTn4Hbm3PqJnAwJ8vWe/w7uDg6eM82QJLWwPy0y7LmBCg+6O0XRPiKAA8BoOQJ4iwHxANwX4ieyAA5HwgBFXL4MgAseUQoE08CxHuAAAAQoJyBQLgADRkAAQCmomQAFgAEhEj0KAkQbuwAtgIgACACkiCgABqAkTgpLgCxIUADRkBYfEAA4AAAD2gAA4JYCjS5B8IApABZAABbUhREAAS4F5A9TIBeSeILyA2INfAAUgCYFsSxQAAIALEhVqBxvOP8q4j+b8KPxH684/yrX8fm/Cj8p8V2r/OYn90/5dWvmGjOxrc6KM7mopmeTXvEA9QXQggZP3ZG/wDlWl7Mj8Mj9eRf5VpeUZfqPS2R/OYf9YWmPNDkpC6WJyfZqXZhRYRAVBwXkXAeBrkyOQBC28CAU/jjMXh8FhKuJxlenh8PRi6lSrUdlGK3bNYqtSw2HqV8RVp0qNJOc51HaMVy2+DoDr7rWv1Ti3hcMnQyWjO9Km9JV5rapU/Wo8bvW1sV1WcGNjRhR6v5df8AWWJ6uxfoaCq4fI6UvuVB6TrNf6Sp+xcevbi2qjZ2slp9ZNr8jjyfHgcLya65rm8rdNv9SJdK3huhLXW3G412/OGDjXbyLHZ2Vyaq/KF7b29wGXvdPTk00m1+exmWqv72a8NNQq+W9vAhm6vpuajpdrYDPg7aM1e+vNtrhW77tsI+D/3AZ/O14movWz8uDNraLW/BpO1rfrAabc+BeLfXcLwT/MFdJ6vzID1vcxHXlGvDw8TMYupUhShedWpJQjTpq7lN7JLlmaqrReUahGU6tKhh4SrYmrL0cKUNXUk+F/x+Y7b6J6Up5DTeLxrjVzWtHuyktVRjzTj+182XCJ0T0rRyOm8TiaanmlWNpVL39FH+Dh+18+qxyqJ+B25t6ce+XwJ8vWe/w7uFg2808wC4PyjsHJmQ+kwWVcyM8mjJ90doAsNOQBOC8kAclIuC7ASxQAFh8I8yy2AyNi/ETcC6rke4aXsABC+yAEtvMDYLQBwAtC/vAljUdGZEf0gAuByAvqPBEGoAv1DyEQA2HkAIBLcAUhbDkB7wAAAldAABEAQFIBR4CQvYAI2IbiA8fEDS5m4GjPqY21AASA5AcjfcDxACQAEG4luLACgAAAAIWQAARIBfMcEGwAvA5AE5KQeIDcoACw4AACSBABYg1HRhHF84/wArYj+b8KPyn683/wAq4l+cfhR+Q+K7V/nMT+6f8utXzaAElozpRDDJtaEGxIaLh+BkBlD9mRf5Vpfxcv1H5JH68kX/ACrS9mf6j09kfzmF/dDeH+UOSb+suwiLbn2V2j2REAAAaAzwNhcgA/nisRSwtCrXxNWnSo0oupOrUdoxit23wi161OhSq1a1SFKlCLlOdR2jFLdt8I6A7Rutn1ZiZYHLu/Hp+jO6eqeMmvpyX8GuFzu+LYqqs4MbGjCi7PaF1tLqvFKjgvSUsmoyvSg7qVeS/wBJNeHhB7bvV2XD4K2jd/FI33lo7beBfDur3nD/AFeTXiTXN5SLXCD8XyZ0aTX52NFsGWnw/wAwsm7WM3Vn4BWat4cgaVvWhfurVeoxLZaJXL6nzqUabW6fuMyuaumrJBLi6a30IMuy1grC6T8jTa3UWkzN7b+sDWtlb9YjGWq02Fr6J6Pkq3abvruQLPiy9RNUnG9zWydrXvoSXOm2rZS6fR2LdXe9vInipLi4i3KrClCM6lSpJU6dOmruc3skuWZmbcajgsIzlUp0aFOdWrVkqdOnTjecm+Eds9FdJ0cipQxmLp06mb1IWlUTclRT+hHW3ratf1E6J6VpZJT+V4yKqZpUjZyTuqMXvTh+18+qyOVn4Dbu3d/fAwJ8vWe/w7mDg2808wsdiFPybspIya3MhAhQUcwHwge0fdXbOB4kKA5AElcBEC4AkigXAAl/Et9dgHskHwjf1AW+hPZLfW/5hyAAHxAQefBbonIFiNhuyAUS/SFwAIXYALCIADgheBqAt4g1EyA1FrAAByABoyByBCjkgFGgHwgT6P5RSR/RKAsIjfYgFAuAAAAnwji9hILQDUdiE4LYAB5AByPiAAAeJoDNhruaEdwMgAAOAAHAA8AIOS+AAWHvGgAW5A5ADUCVhtYACFAciwv9QAA0FqBxfOP8p1/5vwo/LE/Zm6f2yruzt83j8lH49Vw/qPi21Y/1mJ/dP+XUr5hvdeRiL9f1C9tePUdGKarI0Z1HzvDQa+Dt6i2kNwI+p/UPc/qJaQP2ZJpmlL2ZfqPxWb2TP2ZJF/bWk7O3dn+o9LZEf6zDv/yhrD/KHJTRlPQbn2V2TzYEgFIjghYgD+depCjSqVa04U6UIuU51HaMUtW2+EWtVpYejUq15xpUqcXKdSpKyilq229kdD9o/W0upqs8vy/0lPIKctXs8Y19N+FPwXO74tmqq0OHGxowoux2hdcPqmbwOA71PIqcuVaWMkn98/CPKj73wlwne7ivdsJNcaLhCV34I4HkYlc4k3lrfj1i74at4DVLdbjxXjuGTm//AAxG9tfrQjd3t+cav1LwAuvK0I77cFku/wC/gkXf1CBnbz05EtrprQ1po9/EXXgtQM2dvMeNxdRbvzoaikkra6gZktPPwZpK6fzfqM6pN6Ofkaipd7UBKzu1sXdeW+hPFWsVNK9188lguvWNtkrtE3fPgaoxlUqU6VKM51aklCnTirznJ7JL/j6jNVUU06qkkUJSq06NKEqtWrJQp06ce/KUnwkdr9E9JxyanHG5j3KuaTjbxWHi94R8X4z59ReiulKeSR+WY5xrZpOPduvvaEXvCH7Z8+rQ5XE/A7c27v74GBPl6z3+HbwcG3mq5oDMhE/J3dtoD6LBkZ3NAWNDI5BqJRy6w9obg+6u0WGpoz8QAAAAT3jkBL1i49obgABuABdxyBCggFIUgADzL5gSwsUALAABZomltNzcjMfUAAkAAtYS9QAS9Y2D8yLUCyICgAPEbgPaHIADgW0AiASH/G5OdQBfMCIjuAHIkT2QLEAACFIAEQUBwB5AB6tAOSAUAbagAByAAuAEQBfewAcAcgLMREgAHiOB5gOR4DkRAg1KAA80TkJgWwtuNByBOSx9YHHl5gPZAAH8a2Dw9ao6lTD0pze8nHVmPkGF/wDVqP8ARR+ngh069n5auZqqoiZn0hLPzSy/Bu16FL/ZozHLsJfTDxj6r/vP1vQGJ2blJi00R7FofneAw1vvH/Sf7zP2uwif4CP51+0/WCRszKRFooj2LQ/J9rsDb/F4e9v95JZbgX/1anbzVz9kiRNxs3K/8I9oLQ/MsuwWndw9JfzV+0/pSweDo1e/Sw9KnUW0oxsz9BktGz8tRN6aI9iwloPdqAdxWnpqZA4AhmrUhSpyq1qkKdOEXKU5Oyilu2+EanUhTpzqVJQjTim5Sk7KK5bfB0N2k9cvqTEVMtymrOORQfz5rR4yX/61wuXrtYlc2cONixhReWO0LryXU1SWAyvvRyOE9ZSVnjGno2uKfKW7au9NDhmttdbcEWu24i2nrY4L34y8ivEnEm8sSStbfQd3Xz9Z/T1bktzdBhLOOvD4C8vqLotNyQ20XuIo0uUwmvHUeHOoTaV7rUBok7u/rLZLfYjevnfUoEi7arfzG1/PxLfXxsPhKGiWqv4Mtu8tGrGedfzi65etvrIMq7Wj9YlbRJ6mrpa8+RnR7R+sBFNa8mra6ff+YS1va9yx7zlCFNSqVKklCnTpq86k3sl4szNVuMl0lpUpwhGpVr1ZKEadNXnUm9klyztfoTpJZLD5dmUadTNqsbWTusNB2vTj4vxl7lpvOhuk4ZH/AIfju5VzWpG11rDDxe8IefjPn1HLrn4Lbu3d9fL5efL1nv8ADt4ODp81XMKQH5Ho7JyLDm4umkFZNAAg5Bk1qUBsZNAcu4AB91douT3FkAIXUbC4EkCjxADnQS+seIE4BdCXADcoADYnHqL5gPEm9yh8gRaF0t5k9xYgQAoEWpREeQAaIAAAAA5AAAe8XAhYh2949wQAiApugNwAsBsAAAAAACe8FCWoEKTkoAAbgJAAANxsgA5A1HgBLF4uJMANxYACFERyAFtQaAyPE15XMgOR5gAaM2+s0NQMpELyAAEQtAJuNikuBeB4gAAAAkORwIgALgAPeNkAAAiA9oXIUCF9oDgBwBsxECCpOFOEp1ZQhTinKUpuySW7b4Lv+u50Z2k9dfb6dbKcmqp5KvmVq8f+ttPZP+DX6Xq3xNdnBjYsYVN5TtO65h1F38pyeo3k8Zfdq6/621wv9Wn/AEn5b8C22X5iSs420SQjZ3WljivM83k4mJViTepd3daF0TtNX8RG6XkSLt6wy3o9L6eRjQSv9RIvXfX1kC6evkXdO2r4Gt7v6mSOjARtbz0Ls7Wvdi7Sba9xLNpNcgI7N2/OLtvgzLlW+sR3tfQDV9Fb8ws07PxG/FyrR3FxFo76e/ktubaiz4d/WR2Xzlq9rAJa8CNm7r/+jxstNyq91FJubagklq3wkvEzVVZJlL6wilOdSclCnTirznJ7JLlnavRHSf2nXy/M4xnmtSNoxTusLF7peMvF+5aXbnQ3SkcoSzDMYqWaSjaMd1hovhfleL9y035hE/A7d27vb5fLz5es9/h28HBt5pZNCwPyUO2ADdaGRk1L9IzLc1c0MmjJoQMg0ZAXAkNijmAAPurtIWwACVxsPhIAGpSRAS9YHxFAgAAcFHrRAKNBoQCmvEwXQBwCFAmw3LewAR/RA22AACQAeAFzQGQL67Ev4gUci43QD2gSxeQAA5AGjIAAC4AAAAPiG4DYAAAAAA+juaAyBIAAAAHAAAhfcNAIWXAAD3CSAsANeRk0BkbCQAAAALD3gAAOQFifCUASJQAGoG7ADzAuABC3XgLALeAl5biQAkgPhFnYAUnuLECA3YzsA4EeQL6ANhda3aS8XsgtXY6R7TevI50sRkuSTTyp/MxGKhL/ABm28I/6vxf0vVvK67OLFxYw4vKdp3XcM99JlGR4hrKovuYmvTf+N/6tP+D8fxvVv162rXSS4SRiPdS7sIpJbJaGrp6X/Psde7x8SurEqvJonolruZfDWjbNRtfu7i724XAuwRTtp9bGjuuLGbyN3Wui1KrCV99jW70uvMzfSzuaVr662fBEN97/AFjutrR6essr6tbpks7NpethWYqy1fkb18SJ2a11F7r8gIbvxHHeX1eQb58xzprd7IKe/wBRYrR8p7XMJ29fibV27JA4dC0ldrTUmqvb6/Muu8+fImvzIwU51KklTjTpq86k3skuWSqrTHFJuSavCCU51JyUIxiruU3skluztHobpJ5SoY/NYxlmMl9zpLVYdeF+ZeL2Wy5bvQ3SP2nf2wzPu1M0lG0YJ3jhYvdLxl4z9y0vfmET8Ht3bu9vl8vPl6z39P6O3g4NvNU1EsSFkfj3aJE3AAcGdbGtmIiys/mNAJALcgS38hIDIHJIlgX2RcmgIXcxAB92doAAAAAJE8XYpBAoGhAL7JCgCFBLeAAvNiJDcCgEuBQT6WxQIUhYgLEL5DkB7wBsAirA0ZAAEuBRYD2gG4ACNXMge0FAAAAAAWFwAAAAhQAiAANWBkAJA0ZAciIADZGl4mZbgAPMD2gEQBIBIeyLAABccgTkvAAADQXAAAAaM+0NAJIAAUARAWNGRcCF9X1CwAe4eyQsQNGb/WNgAIXYAQoAA0ZAEKld2Cu9jpTtM7RKWaQxGS9OYqMsFrTxeMpS/C/6um/xfGfOy5M1VWhxYuLGHF5O07rx5sq+T5FiO7lj+ZiMXSeuJ8acXxDhtb7LTfraK7qShZJLReCCtGCjoktEkhJprW22nrOCZu8bFxJxKryS3el7eA0WlvrDs9XL3BST2u1fR2Kho1trcca/mNa78MXT2/OtSIxZ8tNPhG9udDMZJbvjW49LTto9OQsFu7d/rNeDs/UYjKLd1qvWWCb1Sn9QT+py0txrrr7jWztPS29wnFxt3k15CZBre2xl2v5fmua9JH8ZWMekpWteF2/EXLrzdWYTvfTnUjqQs/nIsasX941bwQkuaWaen7QtXbjgneSWm7EO9KpTp04zqVJvuU4xjdyb2SS3JNVuJ/RW3FwUYzqVKklTp06avOpJ7QS5Z2p0L0l9p1HMM1UZ5rUjaMVqsLF7xXjLxl7l5zoXpT7UtZjmcYTzScbQindYaL3SfMny16ly3zOOx+D27t6ca+Wy8+XrPf4drBwLeao8gWxD8e7hcsibDwEAByIhC1hEeIEKeABQiXuOA7XLcQqJAAQM25Gw2epZbG1cvAB9zdkBOQBRsABC7AAAL/WJABYAABsAEhwOByA3YsTl6lXmASIVaDR6ABbUACagvgAAJ7ihASaA5CpwUEAvtDbUWFgh7gB4hQD2gAAlqyAUDgAOAByAEQAAAAAAAaiODIAhQAHAHGoADYAOBoLgAN0BsEAAFQo5EQA+EABbzERYeIAD4hsA8wLDV7AS1gUAB7hIcgB8RLlj+kAAAQAG4UADtcByAAGoFmLACSKAP54mhSxFCrQxNOFWhVi6dSnJXUk9Gn5HHqXQHSVOHcp9OZale/4E5LIbktEpNETzcaXQfSq+8yHAQ/7o3/cP00k19pcDZ/6o5EOTOmOzG7p7ON/3D9LvfIcuf/co1/cR00ndZFly/wC5RyQyNNPY3dPZxv8AuI6avdZJgl6qaR/T+4vp1bZLgPW6KujkFvADTHY3cdnHf7ienPp5Tg6ifDpIR6J6aV7ZHlyXh6I5EBpp7G7p7ON/3C9Lf+wcv13+5bmZdB9Kv/8A0GXe+kcmA0wbqjs41/cJ0vzkWBt4KmVdCdKrbIMD/Qf7zkho1ojsbqjs44+helZWcun8u/2Q/uI6W/8AYGXf7I5HIzcaI7G7p7OOy6H6W/8Ad7LX66KMy6F6Vf33TuWf7BHJCSaScpNJJXbeyRiqKKfNJu6ezjf9wvS0Vf7Q5bFJXblS0S+s+M8g6fw2ZU8VlOS4DC1KN/R16VG1R3TT9Ssz7mZ4+WLn6OleNBP+k/F/uPx2Pnm3vEO+mcvleFPWe/w4a7XtEM2Nx2JEp+PunEGwEv0SCF4JYAI7lI9AOIX1AFhyUiUAgwaiLA2AuBYQCXiJFMO9ijmAkxcnB91dokOAI76gWQG40ASJ7RSatAWI+ofEOQEQAAIUgFiNfzgALkKLXAAXQ0uAAGgC+oHAAR2uBozQGfM1p4GYj6gEgLi9wh5DRDgX+sKAbC2oQNGR8IUBCgORwOQA4HnwLgAIgAaiLmbiIAcj2RYBqAIrwAftFtDW6MxAW9wkH4XGgDb1gAAOQNFcBYGrmddwgLPVPY1p/OM2CgAAD4gAHmLfWOQAA8vAABIe4cgPaA3WhAL7Qsx4ACAoAWETV7GQAl6hpyxv6gFkBfYgFEdyFAcaj2RHfUANhyBEAIi4A1wNzJqIAz7jRkCx2IIjYALaj4REBEbA1FeAAyAAEgS61u0rK7b4RmqrTTqkJNJNtpJK7beiRx3Mcf8AK5qFK6w6fvm/F/uLmOP+Vv0dJOGHT53k/F/uPxxVj534g8QfUXy+Xny9Z7/DgxK78FsAD8e4zkC9xEyC8CFeoiA4JIpHyA0Mg1uI4KajgybiIRB4gLQQLH9EABQEBqAuEjJodBy3kpIl0PuztJ8RdR7QAhfcB5gN1oB7IAhSFAD4Sbl9wAAfS/JCG42ACgJEAXwEiFiAiSWxQAuB5ABEAAPAW8xuAA5ACHgANQp8IFx5hAAANEAOQpIXHACAJcoUuQoAchIhdgAAAEKANGb+A0EdwHxD6OwACxozc0BkCQ5CA1sL3AC/iDRkKe0B4XEdwHgASIFlZgc6EAosAA41HIGlgJHRlNe4yAG4FgJHcvAAAAAACAX3E2D1L7gJsCy/SHxAAB8QAAAB4gAAAA4uJAcANxLcnJQAjqhcW1AD2QAAJIvDbaSWrb2RmqqmmnVUJJpQcpNJJXbeyOO5hmDxb7tByhh1zt6Tzfl5FzTH/K5+jpXjQi/6T8X+xH4UrKyPnfiDxDOYvl8vPl6z3+HBXiX4Q1sWJjXnY1sfjXGtybmb6mo3HqBSe8oBvcEBpVJIAzAzybuY5N7oCDgbiwQ5A2KBNmB8Q4NDMncSY1uOLhS4IUvQcviUhT7q7QOCAC7gAABf6xJ8gANwAA2AAbgRAhfIDQBuB4ABYD3ACF+EREncCF8QAAuB7QDgCQAeYsAAEQPaCA+j+UAFBoBYAJI1wZ5AAeyQC6Ib6j3AAAOAEhawEQGzHkJGuNAM76AbiIAD4gBozYSG4C3I2BoDJr4jJoDI4BoDINBeAGR9QuOQGoG1x8QAcA0BkARAfEByPAB7w9APABEc6gAAAAluOQAIWw0AAcCQAAGgMiw8BuAAC1APUbARAAnJQANXM30AcjgSbNbAZ2HBq4AyALq0m2lCKu23okZqqimNVQkmkm20kldt7JHHMwzF4yp3KV1hlsv4R+L/AHFzTMflj9HRvCgnfwc34v8AcfhirHzvxDt6cxM5fLz5es9/hwYlfSG7AD6P5J+PlxHOoiZkaiS7RuFoNhEzCL4gnvLG5qwhRyOCAQsiCFLgSAgUARAhQPM1YTcS2HICBk0LCFZHJClHLyxIU+6u0E24BbAQsgAG+o2GwiAl6ye8vgLgACAUWvoSxdwAGgAACK8wAjcc+oW1CAkBEKAhbANLD3jTkc6AATyEdwKOCF4ASIX4QESISGiEQq7gbXAQ+EAgUFhyALEAALDbkABIC6W4tcABoAGoiNuTQGZbg0ZWgAREtxtYAAaSAyPVsBEAaGg0AyByIgPcAIgDVjIiBofEDIDcS0Q5NcAZsBuAAXmaAGSy2JsAH0kIgANxyAAG4NLzAzZ2vcli21AE95R7wA39YFjQGfMLQS9YAEKTkAXgmxQG4etuB7x5AJX8BIet6gAJDYXSTbaSSu29kjNVWmNVQl0k3JpJK7b4Rx3M8weMl3KV44ZPRfwj8X+xf8JmeYfLPmUrwwyfqc34v9x+JaHzvxB4h38zl8vPl6z3+HXrrmZsJGomTUT8fMsER4iQWpkDN+BIBJNTQs+B5CFCkEQpfVl4JcbBGTVxu7chI0M7momTQUuBuygS4v4iQuAG5kJgaBmQEcy4aiZESjl5UhqIn3V2gD2R9L8oACF2ADyFxqBLjgvuHIDYEiAKI7gbgABECafzijkbgPIAAAAtAHwjYSsAJe5fiAAAhQAAADcSIEUWIUKAhQAAAcXHIkAAsBEAPhAAAXGgARF/EbMAPaNAIyAI8hTcbD2hsANAAZ5FwNgHANcgDIAAAACRKAA4A1HxABoHoAAHI4ACTuDWwGeQJMAPZAAADkgF5Fial1AcmjIAABeQDkbjcbgNmLmjIEKJAAB4jkBqJAAExIEm1CLk5KKSu23ZJeJmqqmmnVUJJ91OTaSSu23ojjuZY941qNO6w62T3k/F/uGZY75ZU7sU1h47X+k/x/8AcfiPnfiDxB9RM5fAny9Z7/Dr1V34BYkET8fwYU0Y2NpmZARsZkOBwgDUTMgIsNblMSBrgNFMbGrmeAS3G5mW4FxoR2sZNC4z9L8kcA1c1e8ADJrgzeFCmDQAyaM8ALobgDqAiaEV5Guo5dawjp6wPefdnaJDQDgBryB8IAakswWIAheABCggF5AJECgmwAfCWP6QHIE3L8QAAfnHFwAkAPAAQoAAAANibPUtwEhyBsAfgBEAAaM3AAABYciWjYuAkPDUcABpcC+uw0QDcD4RsA9oAAa95kcgBHccgniBYjwHIAC1vUaMgWOxQAEgDP0vyQNAADIlpcE2AoHIiABCgNUORvcbsBrYARA1szI5NaAZAAASFwAfmHruABLFA94E1RQSIFIUmoAoADzNXM+AASGwGoEBRHVABL9I0Z14AnejBSlOSSWrb2SONZlmKx9SKw8JwoRvZ3/C7ate7T18HJZxUlaaTXg1cjpxas1Frw7qf7Dx9r5LM52jc4VcU0zz4cZcddMzwiXELqO7Sfmy95cSX1nLlBJWVkvDupBwurNRa8HFfuPyn2Xi/sj2lnc+riGnDF/M5a6MJaONP+gv3D0VP8Sm17C/cPsvF/ZHtJuvVxLfVFjc5V8not/gad/4uP7jXoKVrejp29iP7ifZWL+yPaTdericrk7yXKOV/JqV/wAHT/2cf3GlRglbuw9XcX7h9lYv7I9pN04j3lwy3S5XvZyt0Kbd3CD9dOP7jbpQtbuw9XcX7h9lYv7I9pXdOJXByz0NN7whf2I/uDoU2rOEGvYj+4fZWL+yPaU3Xq4nZ+f1DXhP6jlXyel/BU/9nH9w+T0tvR07fxcf3D7Kxf2R7Sbr1cV14T+ol7HKnh6LX4Gjb+Lj+4qoUkrKnTt4ejj+4fZWL+yPaTderihfccqdCk3rCn/s4/uL8mo2t6Gnb+Lj+4fZWL+yPaTderimvmDlnyal/A0/9nH9xFh6VvwNP/Zx/cX7Lxf2R7Sbr1cWj6n9Qtocp+TUf4Gn/s4/uL8npL/RUv6C/cPsvF/ZHtK7pxOL4Q935jlkqFKe8Kb9cIv9g+T0rW7kLeHcj+4n2Zi/sj2k3Xq4mtdh7jlfoKT09HTfrhH9w+T0tvRU7fxcf3FjwXi/sj2lN1PdxaMX4P6i2fg/qOTvDUv4Kl/s4/uDw9F70aT/AO7j+4fZWL+2PaV3Xq4xYsTlPyehbWhR98F+4/LmdfLsqy3EY/HyoYfB4enKdWbgrJL3a+rkk+C8X9se0puvV+0g3KfRHMagcAB8IsNnYAAAAHI8QAAAAeYIBdAIgBawBr4gMjwAAD3Cw0YD4gAAAG6Acg0ZAbmrWMgAPE0AMF5HIAci7AkBI+soEQAHmAABqPLAyJAAJbaCQ5AADkcANxv5GjMQG5NS+8gFHINeAAyaMgNRIa2AAWFzVwM7AAA/AD4jQCX6RnyEtxwAiakZkhfyCAG7C0Cg8hIcgPhEhfU0BkbDxEbe4AJC4AADgANBEXA1uZAAbsDyABLQSNeKM/EAC4AABaC4AeyPeLi+oAAeAAAe0A3NfCZ2NABJGeTS1AyByONABozcAJFlsQcaAABpsAA0ZoDINWM+QA1EyaAyAABozvsaAyDXJkByasZFwNCQP44nE0cLhquIxVanRw9GLqVKtWShCK5bZCeD+WZY/DZbl9fGY2vChhaEO/Uqz2iv2+rk879fdVYrq7MYzn36GVYeTeEwrerf8LU8Z+C+ivO7P1dfdYVeq8dGOHcqeTUKn+D0rWdV7elkvHwXCfjtxWWqavp4nBNd3l5nMap0xyesCxAidh6jWy0M+4e4APcBc1yBnQ1EyaiBke4AIb6D2RJktuFXgAAQsgANGfiGtwA5AAAAAATkugAAAAQtgA4HJrbUDOhoCPIAyJAAQoAASAAASARNGdLgDWpk0ZAeIHIuBqxk1IyBqwuDPICQiOTXwgZGoAGvaM/CBLcBISHwi4ASGw2AAfEAANcjzAyBbdABEC4AAcADVjOxoyAsPcCAX4gORwAA+EABIhQAHIADWwsAJsUnslAbjgGvEDLWoAAAfENgA0sIgAAAA+ixyLgAPiFwAA2AAABsQvIAAAABoAAAuA+IAADRkAOR52EhuAiDUV9RmQDwHj4EL5APIA/lia9HC0KtfFVqdGhSi6lSrUl3IxS3bb2QDF4mhgsJVxOLrU6OHoxdSdWo7RppctnQHX3WVbqrFKjQToZLRlejSatKs1/pKnh5R4510TtE62qdU4v5Ng3KlklGV6cHo8TJf6SS8PCPG710XD467Lfk4K51cOjy8xmNU6aeTU33m2l7jN7XuSVxBP73S5l1HrUDkcHZe+eHiAAABoDINW+d5gDI4H/GwAaWHFwPhAbjkbgABzcANbgACF+IciIC1lqAJNeAAeIluPeBC/CNwA0GyFx7IAAAL3AL+8CaAXV2AHAAvoANGbDkDVtAZ8hEBcCRAKTb1luwAAkABoXMgOABwAAtc1YDIBoDP0dxID3AAPcaAzIAANBwABoyOTUQBkGgAMjcB7QAAcEKQAXghYgBsAvIBce8ABuAS9gLYeQuAHtADkABIRAGuNTIADYWAAAAALiW4DggGtwLsJCw+ECfCUDUAauZAGgZHtAB9H8oABYeIv7gAG4+jsAHI/43AiAeoHIA0Z9oGgMxETRkB4GrGQAAP51qtOjRq1q9SFKlSi5TqTdlFLVtvhCQxWIo4XC1cRiqtOjh6MXUqVajsoxW7bOgu0Prat1Pi5YPB9+jkdJ3jB6SxEltKXgvCHveu2u0frefU2KeBy9yjktKV1fR4qSf37/I8F73ra3DItq6RwzXfg8zMZnV5aeTMtOF+81Z3tzwIvXXcWS1S3Zh04Zs7bvbVGoJpaLXwZmN1omaivmX58bjoPWXI3AOy99oz5gADWhkAaMysLhaAJIGvEAZA5ADzAAAANpJt6W/MBB3o3tfXwOoesu2jBYWrPDdIYelmlRXjPHVW1hYPb7nbWr7rR/KOqc0626qzZv5d1Fmah/BYWssLT9X3JJ29bfvLZma7PW/dl+JL+izLdnZ6es8Vzr16k+9PHZlOfi8wxDf9YfXyzqnqLK2nlvUWdYe20ZYuWIh/Qq95GtMJrevOAdEdK9t+Kwc4UetMLCthPp5ll9Jp0l41aOt15x8NjvLB4vDY7CUMVgsRSxOErxVSlWoyU4VIvZprczMWaiX9T82YY/CZbg6mLzLFUMJhIW79fEVo0qcfW20j9B5t7csxxGN7Rq+DxX+K5Zh6CwtN7KVSDnKrbxekb+ELeIgu9AZH1Bk+f05zyPNsBmKp/hPkmIjV7vrSd17z6h4xjmOIynGUs7y6Tp5pgGqtCrHd2f4N23jL71rm57Of3z0tqJhIkABFLAAKGpGR9L8kIAhQqFCWo1AEAAoIAKSxQA1IUABxoAAAIBTUtjIuBCge8BICJZbAZkUSIBbfUaM7AB7wAELAAK0ZCV2klqzhz7UOilOcJdTZfCcZODjOUk002no14oI5iPZPldPdR5R1HRrVsizLDY+lRkqdWVB3UZNXS+o+qFNlfTTV3ex8PAdXdOZjjo4HLs/yjFY1uyoUMbTlUb8knr7jrv7IzNK+GyfJsrpSccLmeIq/KUtPS06VPvKm/JyabXPdttc6OrKNal6GcYOlxGy09XgWIYvxe0bDY4d2P5vjM57OcmxeZ13iMW1VoOtJ3nVjTqzpwm/FtRV3y7nMbkaLaCX6IAVLAblAn0tygnwgUAAQAAUSAAAacgCFHIAhSFAPzAAAfCBuBHoBIAPcURGwGgZEgAEgkABqRkAB8QAAb7kAoII8gXkeyCLyApozqANe8zoBzYAaMxACIAAe4AxVqRpxnKcoQhFOUpTdkkt23wghVq06NGpVrVIU6UIuU5zdlFLdt8I6E7Q+uKnU9eeCy2Tp5DTlyrSxcl9N+FPwXO74S/p2k9bz6jqPLstcoZLSl85tWeLknu/yPBe98W4LqtErJeBw1Tq4PNzOZ1eWnk1fRqyLa68FwRNPW2nGhb2/cZs6aerQtnbxJLR3t7jPH6yDUd9PrKlvrxwTdpWLxp+cD1hco5Jex2XvrwAPiAeyByAAAsA3Y3AAADzAW0Gw+kgBNVsefO2nrupnGY4vpzLKrjk+EqOjjKkHb5ZWW9P+Ki9GvpSTWy17f7Rs/qdMdF5vmtBL5TSpKlhrq6deo1Tp+5Tab8keTqNOnRpQo022oq3ee8ny35t6v1lhmpZy+Y5TeistFfySSW74SW52h0j2OZ1muHo4vPcX9o8NNRnHCwpRq4trX76/wBzpcaWk/Gz0P3dgXSdPHYmt1NmFPvUsLWeGy+nNaelX4Svblp/c4+FpPk7322NTLMRd1VLsM6ccLPNupe/+MsVS/V6K35jjHU3YjmWCozr9L5l9tIp6YPHKFKu1b6NWNqc35SivaR357Q39Rm8rZ4tSnSqTVSnVo16VR06lKrFwqUqi3hNbpo5x2TdbS6NzaGAxsorprG1UppuywNaTt6VcKm3ZSXH3y5vz7ts6CxOb4jC5/05gZ4nM5SWGx9Cg4qWJpWap1NWk503ZX37snrZHV0uzjrOdKdOv0pj3TqJxkvT4XVPf/TG+acperJJptPdHAe0fs5wXWNahjqOMnlub0oehdZUvS06tNO6jUp3V7NuzTTV3utD7nZ79t49GZVS6jw1bDZrRpfJ68K04zm+6+7GbcW03KKTeu7Zwftn60zzpnO8nwmR4nDYaniMLWrVXVwsa93GpTirXatu+fcY6tMdH9juHyvN8PmGeZs8znhasatHD0cO6NLvRd4yqXlJzs0mldK6V7nbsW+TzjkXal1fiuo8jwlfMMBUw+LzLC4SqllsacnCpUSf03bS56PpxUqkE1o3+0SkBDzbie1brGOOxkIY/AKnTxVanFfIIu0YVZwWt9dEcy7Pe03ET6Z6lzXrLG0qscuxFGjh4YbDqnUqupTU1TjBPWbb50Vm3ZJ2aeDV3cHv+sRfmjzRnfat1dmtVzw+LpZHh397h8FThUqQXhOrUT7z9Sijm/YN1HneeZt1Dhs6zTGZhSwuHwtSj8o7t6blOqpfexW/dX1DQmq7uAvtB2s3dJLVtvRI6b6z7aaNCvPC9GUsPjpwl3Z5jik/k2m/ooxadX13UfBsRF1u7jvYd5PZnljGdpHWmLnefUmLo/kYSlRpQXqXo2/rbNYLtH60wkk6fUlWsuaeNwlGsn9UYP8AOa0pqepSnUPRnbPh8VWpYTrDCUcsqTahHMsPNvCuT/hE9aXGrvH8pHcElYzMLdgFtc6m7Qe12nlOOrZX0rQoY/GUpOFfGV2/k1GSdnBJO9Wa5s0lte90kEy7YuvEXj4o8sYztE6xxc3Kp1JjaL/EwlGjSgvV9zb+tszg+0PrPCzUqfU2Lq/k4qjRqxfr+5p/U0a0pqeqSnS3R/bR/hFLDdZ4XD4WnUkoRzTB39DBvb0tNtuktvnXa11sd1y0/YZmLLe7PA1sB7yKAGKtWnQpVKtapClShF1J1Kku5GMVq229l5gbM95Ldr6zpHrTtnq1a08L0XTpfJl815niabkqn8TS0uvvfnS0fEWtTgNTrzrOvUcv7p83WvEqMF9SpFilmanq1a7DY8z5R2qda5ZVTrY/CZvRWjo5hQUJNeVWklZ+tM5t1Z2rVK3QmV5z0w6WEzCrmUMBjcJi6SqywzdKpUtur/eJqWzT9yWTU7j4uH4Hl7Me2HrXC4DE1oZhl96VNzUXl0df0j0/HvOCc9XZX0trYTFmom7RJbHQ/aF2kdU5N13nmVZbi8DTwWFqUoUY1cGqjSdGnN63V9Zs/X2W9pGcZjn+YU+rMxwSyjB5XUx9atTwao+iaqU4xu1J309JpbjkWZu7tF/BnnXqXte6jzStP7QujkWA+h36KrYuS8ZN/Mpvb5qTt4n6eyfq/qPMe0PLsvzTPsfjcJiKOIqVaOIVLuy7tO6taKa1d/casuqHoEcGatSnQpVKtapCnShFynUk7RjFattvZHSfVvbU3VlQ6MwtCdFafbPHQk4T86VFWbW1pya9TVmZiLrM2d3d6K5X1hSXijypie0LrDEO9TqjMoeVKNGkvqjTP6YLtF6ywklOj1Ji6y5p4yjRrQfr+an9TQ0JqepxwdVdn/a7QzfH4XKOp6NDAZjiZejw2Kot/JsRU/g2nrSqPhNtPh30O1oK9WCfLsLWUp/haftL9Z4tw8m6Lu7v09f+0VDmuC7WOt50KdapmuAbnKTSWX07K0mvHyOEU6fo4Wvdtym3bdubk/ztliJhi93ef2N6/wCRupZ8vM6cPqw1P953AeTemesc86Xw+Mw+RYjC0aeKr/KKvpsKqz7/AHIQ0u1ZWijm3Z72i9U5z15kWV5ljsLUwWLq1YVY08FGk2lRqTWt21ql9RbES7b636VwHWGSfa/MvSQcJqvQxFK3pKFRad5X0ejaaejTOrcN2GYt4vu47qqj8jvq8HgHTrTXk5VJRg/OzOf9rueZj090PWzHJ6tKli1i8NQVSpRVVKM6qg/mvfR+R01LtZ60jFv5flisr/Ny2K//AOmSLrL0XkeV4TJMmweWZZRVDB4SkqVGC1tFeL5fLfLZ+8+L0PmGJzXonp/McwlCeMxuX0MRWlGKgnKcFN2S23PydcdZZZ0dl0a+YTnVxVa6wuDo2lVrzW9vBLmb0XO6Ty1dyTYneXijzXnXaz1hmVZywmIwmUULvu0cJRhVkl+XVqp3fqhE+P8A3ddY97vf3TZun5SpW+r0RuzN3q299Snm7I+1zqzLaq+W1MLnmH5pYmmsNWfsVaa7t/XH3nenR3VWXdW5T8uyuc4OEu5Xw1ZWq0J2v3JL9T2a1TMzHVqJvL7oJ8RfeRUKORZALAACx2J7QNAZA8wAkCSAAoAAAbgNhZ2AuBC25INGBTUtjPAAAAAaMmuQGhmwEQA4BoDFi7D2hEBIcCQsBBqXUAANrgAByaAzsgBHfcBsPrBJSUVOU5KEIpuUpOyS8WwXZq1YUqVSrWqQp04JylUk7KKW7b4Ohu0Pret1LiZ4LLZTo5BTlq1pLGNcvwp+C53fCW+0vrV9SVqmW5ZKUcjpS+dUWjxklz/Frhc7+BwbdWWmljhqrvweZmczfy08mm7u/uMtXVr+8Ser1Gvv4uYdMilcLa60RnleNjUXtr61coSM2lqr6WHjv5oRWtwEbed0f0SvyTyb0uWC9/7CK9YEKDsveLagAAAAAGw5AbgDxAcAAAAQI6k+yOxNunchwV9K+Z+lkvFUqNSVvrcX7joWtV9BQq13/ooupb1K/wCw70+yQp3y3pqsto4+tB/zsNP9x0RjKTrYTEUUvn1aVSmvW4NL9ZuGJ5vWfZjliyfs86bwVvn08DSnV86k4ekm/wClNnJj4vQ2KjjuiOnsXDVV8tw1T66UD7RiebcJOpGnbv1IQvt32lcx6aj/AA1L/aI6l+yXpQq9LZBCrShVg83vJTipKX+D1fE6BlgcA183AZcn/wBnp/uLEXSZs9selo81aX+0iSVbD2/C4f8A2kP3nib7X4H/ANQwHuw9P9wll+AtpgMF/wDTU/3GtLOp7ap1KdRXpyhNeMWn+o6F+yN16s6fX/yzE/11I5L9jbRjR6KzaNGnTp03m9WypwSWlGinovO5xv7I3/0s6e/k3FL/AMamZjm10dc9ML/nf0t/LuA/rkexaX4Sn61+s8edML/nj0t/LmAf/insGj/ovWv1mqkh4yxLvjMe/wD43Ff2ioSeK9DgKtOtX9HgoVflLi3oqrgqff8AX3IpLwTdvvnfOIf+G4//ALZil/49Q7A7Csjw+d9b1sTjKUa2HyfDwxEYSV4+nqTcaba57qhUa82nwjTL5+UdmXWea4ZYiOW4TB0pK9N47GehlNePo1Tk4+qVn5HZHYr0bn3Sec9RV8/w+Fp08XQwtOjLD4lVlJwlUb4TX364O2DULekV9r63OO7cQ6F7e+sHjcbPpPL6svktBKpmbV16Wo0nTw9+Ul86S84LxR1RhcLVxVejhsHQq4jEVJKFKjRh3qk5cRiudPqSbdkmzEsdPNalXM6zvVzCvVxkm+fSVJtfmsvcdtfY6ZNTxWc53nleClLAxp4DCN692VRKpVfrt6JX8L+JvkxzMj7D8yxOEp1s9zyOXVZK7wmCoQrOn5Sqy0b8bQt5vc/h1F2K5vl+FniMhzKObuOssJiKUaFdr/VyT7kn+S1H2jv8GLtWeLmr99Ti93TlTqRaaadnCaeqaejT1O5OwHq6sqq6Tx9V1KEKMquWVak7zjGNu9h9d7J3j+Smvonwe3zJaWV9dYbMMMlGjneGlWqRS/6xRcIyn74Tp++F+ThPTePqZV1PkWY0pSUsLmWGm+7zCVRUpr3wqNG+cM8pele1rOcRkPZ1nuYYGXo8VGgqNCa+jUqzVNP3d+/uPLNGjChCnQpK1OmvRxXgloep+1LJqufdA9QZXgouri/Qekw9NbzqUpqpBetuFjyxTqKsoVqL+ZUXfVyQsu3+z7sky/Oum8vzjqDFYuX2woQxNHCYSr6GFKlNXheS+dKVrN6pLZLS5+7qTsVwKwNSr0tjcdQxsIuUMLjK7xFGtZfed5rv02+HdryZwzoXtNzvpDLaWVywmGzbKaCccPTq1pUK1GP8GqiUlKK4TSa2udiZZ249PVpUoZllWdZbKW81Rjiaaf8A3UnL9EWkh0Dg5yx0IywuGxeKhVje1HCVauj4do+5+Z6N7B8bj6vRLy3NMHjsNLK67w+HeLw9Wk5UGu9TS9Ilfu3dP1QXicq6a6zyDqhuPT+e4bG10rugqjp1orxdKVpL3o+3d8t382SZWIAQplsOi/sguq518ZDpTCTXyeFOnicwt/pG3elRflZeka5+Ytrne0V32o+LseQessZUzLrPqTGVG26uaYmCb/EpT9FBfVTRaGJfHk3u1Um21BRpx785tuySS3beiR2x052KZljcHRxWfZssqnUd/keGoxrVYx8KlST7ifiknbxZ8fsLyinmfaJHEV4qVLKcK8ZFPb01Sfo6b9y9K/XY9KbI1M2SIdFZ52HYyjRlV6cz94mqlphczowj3vVVprR+uL9x1NVoYnB4rG4HMsNUwuZYapGnicNWS71Nq7j5NWk2mtGpO257O9x0h9kbk1KnWyLP6ahGtOrPLK75qRcJ1aX1OnUX/eCJamHRudv/AJHx/wDETPcNrJ/8cHh7O9cmzD+Ime4U/mL1L9SE8maXlbtb/wA6XVH8fR/stI43h6tSnTr0oVZ06VdU/TRU7Kp6Ofejf2Zarz1OS9rf+dHqf+Po/wBlon4+z7JKfUnXGUZTi4KeCqylicXF7So0V3nF+Upumn4psJ1fo6a6H6k6jwccVk2Wp4Kp+CxWKrLD0qq8Y3TlJeajZ8NnPOzrs46m6f6+yrM8zoZbDA0aOJjVqYfG+lacqcVFd104PfwvztpfvDZbJLwsSRmZatDpf7IvquhhcPgOlo4qlQjjoPGY11JqHfoxdo09eJSTb8qduTpOlXoYvEUsPgJ0cZjK9SNKhhqNeLnVqSaUUrPTVrU9oVacaqUZ01U8E4qf6zhmd9RdC9PZxCpmeIymlm2Fl31Tw2GVbFUpdxrWFKLlHSb38SxPQmOriGU9huBjg4PO85x7xrX3SOXejp0YPwTqU5Sl629d7LY+D152U1emsnxGb5RmGIzHAYWPpMTQxVKPpqVNb1FOmkpJbtWTtd3drPmlftt6ajJqll3UFdeMMHGKf9Ooj5mbds+SY7LMbhIZHnj9Ph6tL7rCio/Og1r9021LaU4OjsbRpV6U6NZN05K0kt//AOrdHqXscz/EdR9DZXjMwq+lx9F1MJip/wAJUpT7nf8AW13X7zyth6cqWGoUpu7p0o02/FpJN/mPQv2N7b6GzBeGcYpJe6mJ5Ec3GMD2EZtQoUsPU6my+UFJ2lLAVe9rJv8AhF4nVFCTlSTn9+pSg7eMJuD/AFHtKH39P+Mj+s8VYZ/cW/GtX/rqhYm5MW5OadB9AY/rPB5hicvzPA4OGExXyZ08Rh6lVyfo4VL3jNfj29xz7onslzbp/rTJ84xmc5ficPgatSo6VDCVacp3pVKe7m19M/t9jf8A5B6j/lSP9mpHb5mZWHW/b8v+jLE+WYYH+0QPOFZ/Mn7L/UekPsgNezHF/wDbsD/aIHm6p+Dn7D/UywkvWnZt/m16R/kbB/1EDzz2n5nUzftEz6rUfzcHW+1lFfi06STf11Jzb93geg+zR/8ARp0l/I2D/s8DoDtTymrk/aHninCaoY6t9sqE+KkakIKVvZqQafheHiI5kv4dnfSU+s+oKmXPHTwGGw1D5Via1KClVcXPuKFO+ibtPVp2stNdO2pdivSqp2p4jPVU/hfl7m/X3XFx/MdI9P59mHTWb0s1yWpTp4yFOdKUatPvUq0HZunUSadrpO6d0160+1cr7cqbtHOOmsTBW1qZfjKdZN+xV9G/1kIdc9ddM1+kOoZZXWliMbQrUliMHXp4ablWp3aamowaVSD0dtGnF2V7H0+y3F51kXXWWYqjlGb/ACTFyWBxnpMvxEIOlN6TbcbfMnZ3eyc/E7lyPtZ6TzKcKDzKplleb0jmVJ4ZN+CqP7nfy712c4bnp35Sd9vnXuTjC2EmopsnmI7FI0m7KNB4hTke8AAPiA+IANQAJ7QsUe4CAug5AfCBEAAAAAACIj6xyNAJqUhfcAAAARAiAAkAJbQthyIgAPhAELwAA9oCwACQAELySJJtRTlNqCSu23ZJCRK9SnSo1KtapCnThFylOTsopbtvhHQvaN15PqSvUy/KZyp5FTfdnU2eMkv1U1wudz+nad11/dFVlleUTnHJaM/utXb5ZJP+rXHjvwr8Dgu6vmPnQ4Zm7zMzmdXlp5Ldad7dhtOHgaknHe3nYqTd1bXzMWdNjX3XNR1SsLWui2be9rPYpLHC+c/cbivV6hbncmya+ogsk398tB5pckltpttcRTeieniVF38xH77TaxO99fASfuI09YxKAdl7wAAGwsDQDgya0ZkBIeY5HIDx/YTkoAe4AAcF7asnqZx2e5i8NTVTFYBxzCkuX6J3qJebp+kS9Z5njJXhKnK6+/i1zyme0Za30TT3T2aPLHab0jU6P6klh6MY/ajGynWy+S2ivpUfXT4XMLcqVrQzMOzPseOoqWIyOr0vXnbGZV3quFg3+FwkpXVvOm5d1+Xd8Ttw8ZZbmGKyvMMNmGVYmeEzDDy71GvFJ9zhpp6Si1o1z9TXfPSfbRkePoU6XVDhkWY6KU53nhKr8YVbfN9U7WvbXc1MJEuw87yTKs+wtLD55l2FzDD0qqrQpYqkqkVNJq9n5N/WfLj0D0Z/7odPf/46l+4/TT6w6Yq0vSUupMjnTf045hRt8RxrqLtc6TyqlVjgswhneNivm4fLH6VN/lVfwcV63fwT2M8V4OOdtOVdJ9N9J08LlXTuSYPNs1qego1KGDpwq0qUbOrUUkrqysr+M4nSNNJyttC9j63VfUeP6qz2rmmaumqzh6KjRpfg6FJaqnC++urnu34KyV6O6br9XdQYbJcM5U6VVelxleL1oYZffP1v72Pm78M3EWYl312CZfUwfZjltWtGUKmYVa2Ps19GrUbj+ioP3nAPsjv/AEw6fX/y3E/2imd94ajRwuGpYfC040cPSgqdKlFWVOKVkl5JI6E+yNVuren345bif66mYjm30df9K2/uy6XX/wA5wP8AXI9hUt6frX6zxz0zK3WHTUk9FnGB/r0exqf31JflL9ZqpmHi3E/49j/+24r+0VDt/wCxot8u6tstfR4D/wDIOoMRri8a/HG4r+0VDt77Gh/8pdXr/V5f/wDkAjm7yNQh6R9zZSThf1pmCxbWq3WqMNvEWUwlSynBUai7tSlS9HKL4cJtNfWjvv7GzF0/tZ1NgNqtLHUsZ66dSjCC/PSkjr3tayD+5/r3G0qMXHB49PMMLo7Wm/usE/FVG3bhVEfM6I6lxfSfUlLNMHTeJpuLoYvCJpOvRbTsr6ekg9Y+9fSOSXHD1uD4nTnVuQ9R4b0uT5phcTbSVJ1FCrSfKnTlaUX5NH4urOvenel6Ep5lmNCpibXhgMNNVK9Z+Cgnp63ZLlnHZyXdW/ZIYunU6i6bwMfw+FweKxNTyhVnTjD6/RVPqOqsLh543H5fhKSvVxWNwtGmvN1qZ+rP85xnUGd47OMy7scZjJpuEXeNGmlanST5UVzy23ycw7D+np511zQzCtG+ByT/AAmo2tJYmUGqUfWk5VH4Wh4nJycfOXpOck51JR5k3c61617J8s6gx+IzLKsXPKM0xM/SV/uXpcNWn+O6d01J+MWr7tM+x2s9UZl0f05hcyyrBYPFKeMhhq7xLqKNKM01GfzdUu9aPvR1NW7Zus6lKpHC0OncNVs1G+HrT1t4up+wkX6NS/hmvZD1lhU3h6GW5lHj5JjPR1H/ADasYr9I4dmuRZ1kMJVM7ybM8vpQdnWr4d+iXrqx71Ne9o9T9E9WZZ1fkVHMsuqx77io4nDX71TDVfpU6i3VnzzufbhOjKLdOdOULfOa2S5v5C8paHi192s6VXdxtUpVYu04vdThNap+aPRXYn1rX6kyqvlmb1vT5xl6jeu7XxFB6RqS/KTTi/Gyf0joLPngH1Bmzyb0Syt46u8J6G3o/Rekdu5bTuXva2lrW0Oe/Y706k+v8ymk/QUcqffa/HliI9z4JlmOiRL0WCR1RTjcjdN2lF+El+s8d9SUXhuquo8PPR0c3xkPc6rqL80kewd0ec+3np+eV9bSzinF/Ic7UH3ktIYqnBRlHb6VNRkvHuTLDNTf2PWOhhOvcbg6sknmOAtRvzUo1O93F5uNST/ms9EyZ4xwmKxOBx2GxuXV3h8ZhasK1CslfuVF5cp6prlNrk9BdL9snTmPwNP+6LEQyLMVpOnX73oJvxp1bWs/B2a8OTUpEuyzqL7I7GUo5BkOAv8Ad6+YvEW/1dKjUTf9KrTXvORZp2t9F4GhOWGzinmldR70MPlsXiJSfhdLux9cmkdCdXdSY/q3PKubZlTp0JumqGHw0Jd9Yaim2o9/mbd236uEiRCzLimd6ZNj7/8Aq8z3D9H3L9SPD2f6ZLj/AOIke4Y/g17MfhRZ5JS8sdrK/wClHqj/ALRR/stE+t2CK/adR8ssxj/Tw58ntZbfaj1SlxXw/wDZqR9bsCf/AEo0f5Lxb/Tw5Dq9JASYiZcjpLtu66xVLMJ9MZHiqmF9HGMsxxFGXcqfOV40YSWsdNZNa6wXLOn8uwc62JwmX5ZhqlbE4ip6PD4XDxvKrLd2Wi2u3N2SWrZ9jr/vrtC6q78rz+2lXXy9HTt+Y5D2C43CYTtF7mMnCnVxeAq4bCSk9PS+kpycV5yitP4tnLyhxc5fqwvY11biKMJ4jE5HgXJX9FKrVxEl5PuxSv6m/Wf2XYn1Ou8555kCgtZfcK6suXuehO7JW+bP1WOuu2jrDDZD01i8nwteLz/NKLw1CjFpzoU5aSxE9fmpK9vGVl42xeZbtEPNlGqq9ChXW1WnCovernob7G9f8x8x/lnFfqpnn+VKNOCjRXcp00oRXgkrI7/+xx/9CMz/AJZxX6qZZ5Mxzdqw/C0vaX6zxLQ0ovyrVv6+oe26etan7SPFCpSouvRqK06eIxNOS81iKiM0LU73+xwX/NzqB/8AzZf2aidunn/sL6vyvIK+bZTnmKpYGnjq1PF4bE159ylOfo1TnTcnon9zg1fe78DvCGfZRUxWHw1PNsuniMS+5RpRxUHOq7N2ST10TEwQ4V2/f5scX/2/A/2iB5sn+Dn7D/Ueku3/AF7NcR54/Af2iJ5tlt7jVCS9ZdmX+bbpL+RsF/Z6Z+nq3pbK+q8tWDzalO1OXpKFei+7VoStbvU36t07p7NM/P2Za9m3SKul/wAjYJXa2/wemdR47th6uwWY5jl2KweRYfHYHEVMLWi8JXmm09Jq9VaNWa9Zm3FZM77FM+w9ScsmzHLcyo8RxHewtX60pRb/AKK8kcRx3QHWWCi3X6Yx9VRV28JUpYhfoyu/qO1eyvtNxWe5ziso6nrYGnia9qmXVKNL0Maj2nQ1m/nbNa3d5eB2zKFtGrP1FvPVLQ8YTTjOvQrUqlOpTbp1qNak4Spv8ScJJNepo5X2adZYjovNsNTliprpmtNU8Xg5ycqeHUp29PSv+Ds3dpaNX0ukc2+yUp4GOM6aklSWcyVZVmvwjwqWnf8AL0jja/LlbeR0jmv+R8apLehNJW3bVkvraKnKXt2UXFtPdEifywdKrQwWHpYh9+vGlTjUd73koJP85/aJhyA5HxAKEKAA+IbDgAOAAJIFluSwDcvwkui8gT6P5JZAbgIgGgMgAANB4gBbXYe40ZAeBrVGfiADzAlYAObgEkBQAAHIHIDi4BAKBpwAA+IC6uAXOq9b2R0T2mdd1c/rVcqyarCGR0pJVa8d8W1wv9Xf67eG/wDftQ65WeSq5Lktb/kmD7mJxFOX+NNfQi/4Ncv6Xq366XdS7qsoWOGarvNzOZv5aSKShrslY1GLadl8xoLdr6Hhct0tZvRMy6SS+9Wug3tZc7jR3EdfCxBduNAm73QurBWurr84CS37ngIaP5t9/Aktb+JdNnfzAxJacPzFt7PY29G7Ilmv2gZjo9Nza0luTS748ypfiXb4KPWIAOw980Hwg1HbyAyAaiBkcgbANB4AS4ADcDYBH9IDzNAZPndQ5Hl/UWT1sszigsRhKtm43s4SW04NaxkuGj6JqPIHmLq/ssz/AKbq1J4GnXzzKe83DFYen3sTSV9FVpR1k/y6ad7XaRwGhUU5Sjh6kZVI6SjF/Oi/BrdPyZ7Zjv5nys86byTP5J51lGW49x0UsVho1JL1Nq/5zWpmaXjyeCTfengqXf8AF0Ff62iYipHD008TVpUYcekkoI9QS7JehW7vprCOXh6Srb4j7WRdG9NZDNVMlyHK8FXX+mo4eHpP6bu/zl1QzpecukOgeoOqZU5YHBTwWXS7vezLH05U6ShprTpu0qrtta0fyj0Z0V0plnSOUfIsthKc6rVTFYqrrVxNS3383+pLRLY+/wCbbb8WUzMtRAefvskKkYdXdP05yjCMctxLvOSW9an4+o9BS2Pn5pkeU5vVp1c2yrL8dUpRcYSxWGp1XFN3aTknZXETZbXeRemK2GqdV9PU6OIozqfbjANQjUTf+MQ4PZdL8LH2l+s+FHpDpelXpV6HTWSUsRSqKpSq08voxnTkndNPu6NPk+3HR6MTN2YizxdWnBYvGqU6emNxS++X/rFQ7c+xqkvtr1hZpr0eXrR/9oO2p9H9NVG/SdP5K7tyfey+jK7bu397yz9mU5JleTKosoy3AYBVbek+SYanR71r2v3Ur2u/rZq5Z++wtoDRhtxvrvpHAdZ5I8BjpTw9enL0uExlJJ1MLV/HXins47NfWvMnV3Tea9IYx0OocOsPBv5mMj/itff7yo9np95KzXmtT16KijVpTpTSnTmrOM1dNep7liUmHiavg6GLtOvgqWIdlapKkpu3rsSFDD4KDfdw2Dg/vtFTv6z1Tj+zDojG1XVq9NZbTqPd0Kbw9/8AZtI/vlnZ30fllRVMF03lSqLVVKtH0s175XNXY0vPHRfR2b9X1oPJqHcwMn90zPEU2qEFz6Pb00vm7R08Wj0x0n07gOlsioZZlcZKlBupUqz1qV6r++qVHy39SVkrJI+ykkklslZeSBmZaiH4M+yjA5/kuNyrNqKr4HGU3SrQfKfK8GnZp8NJnlvrfo3NuisVNZpGrWyrvWo5qo/cqi0sqtvwVTXnRtOz4PWdwm1s7L9YibLMPFuHssRTxuFVWniUvm4rCVJUqlvbptNo/Vj8dmeZUnSzLMc7x1B70sXjatWm/XBuz956azLsy6JzKtKriumcsVWTu6lGk6Lb8b02j8lHsk6GoyUo9OYWo1xXq1aq+qUmavDFnmrKMJic3zCGX5Ng6mYZhssNhbNw9p/e04+cmkemeyvoePRWT144irTxObY6UKuNr0/vFZWjSp317kNdXq229L2XK8sy3A5ThFhMrwWGwWGW1HDUlSh9SP2EmWohkC4MqHy+psiwHUuS4nKs2oupha63i7VKU1tUi+JJ6pn1OTgHV3ahlfS3UGIybGZVnNbF0qdOunRp0vR1Kc9mpuotLpp3W6frLbsTLprrDs+z3peq/S4WtmOWRS7uZYOk5J7/AISlG86b01aTi73utlwmGY4Knf8Aw/CrxTrJP6mz0DkfbTh8f1Hl+AxWQ18BgsXWVD5bUxkZ+inLSneEVs5NRvfS+p2niMJha1TvV8Nh6lRbupSi3+dG793HZ48ymniM9xKw2QYbE5piL/e4On6RL11PvY+ttHLOtOiJ9KdI5Li81nSlnuNzPuOnRbnTw1FYes3TU3982+45PROySVo3fpuCp0qShCygtorRHn77IDPsPmXUmX5RhJqf2pjUliGnoq9VJKHrjTTv/GIytrOoc+V8mx6/1Ev2HuNx7l14JL6kjxdhcuqZxjsHlVJOVTMMTRwqSjxKpHvP1KPeb8Emz2lN3qTaejbFXIpeUO1SrTXar1YqlalCfymj82Uknb5NSs7H1uwStFdqWG7kqdRTyzFr5s0+aL/Yd/47pnIMwxdTFY7JMrxWKqff1q2CpVKk9LaycW3orGsu6byTK8Z8ry3JcswmL7rp+noYOlTqdx7rvRinbyF4stpu+rbRIcC4uZbdLdt/QuMxePfU2R4Kpi5VKap5lh6CvVfdVo1oR+k7fMklrZRtsdJUVRxtJ+jUMTSb1SXfs1w1un+dHtaLs9H9TPg590X01n9d4jOcgyzG4ias61XDx9I17a1NxLE0vLCzbOcNhfQLNs7w+Etb0f2xrqCXvloft6B6XxPWGcxweR0ksJKp3sfmMV36dGO7vP8A0lV8R1et3ZI9DYHsv6HwVZVcP0rlPpFs6lH0n5pNo5dRpRw9KFKhGFKlD72nTSgkvJIupIpeKqGOw1TA0K9TEYem6tNVLOqla/B6D+xwqRl0Xmvo6kJpZzX1i77wpM5wujumErf3N5H5f8nUf/KfSyvK8BlNB0MqwOEwOHnJ1HTwtCNKDk7Xdopa6LXyMzKxD9lzzn2y9D47Jc8x+f5fhauJyLH1JYrESoRc3gqz1n3oq79HJ3l3lom53tdHozg0m1s2vMzE2as8U0K1KtS71CrTq058xkmmcg7LKVDD9qfSPoaeHpuWOndU4RTf+D1fA9KZt0V0vm1epiMy6cyfFYiTvKrVwdPvy9btqaynozpvJ8RSxGWdP5Rg8RSffp1aOEpqcXa11O107NmtUMRDi/b1Fvs0q2X/AF/Af2iB5rq1KcKb79WCsuZJHtHM8vwWa4OWEzTB4bG4ZtSdHEUY1aba2dpJrQ+P/cV0pdOHS2QJrZrLaH/lJFVmpi7+fZov+jXpD+RsH/Z6Zwbti7OcVnOOl1D03RjWzFwVPHYNNQeKitIVIN6ekS0s/vlbVWV+2sLRpYbD0qGGpU6VClFU6dKEVGNOKVkkloklwbF1s8V16MXVqYLG0vu0fm1cJiIONWL/ACqcrST9aPqYfN87wlBYfCZz1Dh6NrKlSzOsoL1Xd17mer86yDKM/hCnnmVYDMow+9WLw8avd9TauvccZfZJ0I5t/wBzWDjfdU6lWC+pSsavDGl5kxFWlQqTq4qahXrPvTlWquVWq/NyblJ/Wdodl3ZpmOa5tgs46hwdXA5RhascRRw9dOFbF1IO9NunvTppq/ztZWWljufp/o7pzp2ffyLJMuwNX+Fo0F6V/wDeO7/Ofc1vdvVi7UQPV3e4BDDSi1h8Q5AbiwAAAm4DkoluAHuA8QBCgkf0gKOCFAfEDXxGQEhE0PiAzIAAJAe4AJAe0OQFwJWFgHJCgAH5geIA09fAzt6zQGQAAsLbg1u7LcDP/F2dHdpnXk84qVcpyWr/AMkJ2r4iD1xT/FX+r8/perf+3af13HNpVckyOtfLF8zF4iD/AMZf8HH/AFfi+dtt+torX5jVvLg4a67vNzOZv5aTS1klawk9Hs78Cz+h70bs0/JmXSTSy0shpbbTxEb7Lgsr2eungQS70b0ZbabW1HkLu/zlqAk7PXX9g00Xi9w9N9muBJphE4dr28ixutbLXcjs2vDzKld2uVS68Fcmi1exW39XDJ5tPQhxav8A/wAHdum+7fgl9N7aeBtavy8Lgh6uiCFOy98NcAaX9wGZasAe4AB7hHcBfxHI2HtAPMAAa4M7GgBkAXA0ZNGQAHIjYANgAAJfUoFlsRISaAAAANwakAM78D3Gtb3MyAGuTI4AAACS3KABrkAaLUDNwORwA4EgAiHWfbT0HW6mweGznJKaln+XQdNUtF8rwzd3Sv8AjJ/Ojxe6507NFwPFcu7ONSNaN1d06tOpGzg1pOE4PVNbNPU5h032kdT9O4Sjg8Bj8Ni8FRj3aVDMKDrdyPCVRSjK3rcrerQ746t7POmuqq8sVmWCnQx7VnjcHUdGs/DvW0qW/KTOvMd2FVIzby7qtejvpDGZb6SaXrpyh+o5Lx1Ys4vm3a51fmWGdGlVyzK1JWdbAYdutbylVk1H+jfzOvVCFOlNuVoK85SlK+u7bb3e7bZ3LS7C8Y5/duqMKo8+hyyXe916tjmPTHZD07kuJpYvFyxWcYqk1OLx3d9HGS5VKKUL8pyu0LxCWlxPsF6JrLE0Ors2ozowUJLK8PO8W1KFniJLzi3GCfEm+Ud32salK731MnHPGXJEWAAFSJZAeICwAAAAALCQuAiAa8QBk1IzsAAHIA0ZH1gBqAAA5AAAbALADkCAFAfCPMSHtAJAAAa24MeRsDMv0RJgW8QAiAA08DRi5QH7DXwmdxwAkBfhgAPIcmtAM38dx7Q0uAEh5DxQACOiHJoDI9k18JkABbgltQKALxV3NpQ5b4AX/fqzpDtL6/lm9bEZPkNa2Vx+ZiMXT3xL5hF/wfi/perffab19HN5V8lyGsnlkfueJxFN/wCMvmEX/B8N8+rfreCjThZL8xxV13edmczfy0kEo07LRbacGtPdfXgujXPmJN2bWi5ON0UtdWtyI3T9ZfV4IislquADstPeWNt0SWi01Hj+wBK28dy6kdtr2Yvrvtu/EByktbDhae64k77WEWrKzAsvBfrGl/LwJ6rWuP53rsAbuvMa+LaDd/H6hHRe4pBr5ssL9+7tfyJte35ixS43e9ySr1gAPE7L3lHmOB8IQSugAFBuJbkAXBRsBPhL8JLFACQAAD4T+U8Vh4OUZ4ihBw3Uq0U1zrroB/UH8qNejWk1Qr0ajSu1TqqTS9zP6gQouNwAGoAhRyNwAGgARGhCx/SAGrXMjYDW+hn4QJNALAXuNwEkTYo3QARAAGjPAAAX12EQNGRuANGTWpkAAaCM2NcGfMBT4h7gAGw2AfmALLYnAAhQLeADS1uAAA3IABQB5gCFAAhQAA8x7wABABSF4AEucD7bsfisv6AqV8Bi8Thazx2Ep+lw9aVKp3HVSaU46q60PP76r6mVGfe6kzx2i3rmNTw8rFiLsTNpeveByfD6Fr1sT0T05iMVVqVa9bLcLUq1Jycpzk6UG22922z7kSNQC4AU4AGgAD3ACF2JfUAWQAAAXQAgsUSAhbk0KA4A2EQA2A3QAWHIACO5CgBewAAWA5AcA0ZirtKPIBK7S5Z0n2pdeSzdV8k6fqp5bfuYvFxd1ifGnT/I8Zc7LTV/17T+vY5nOvkOQ1/8BjenjcZSf4XxpU3+L4vnba9+slFRgo018xbJLRHDXVfk8/M5mfxpSCWlkoeCSLe17b+Zr1XfrFlp5mHQhbf8eI0d7aMNrhaDvJ72d/zATS3zfrM3tubk9/zEW97XXjcBKz21fOoj+wzunaNrbmopWStsA9ozvstjbTfGhI7tIBJN6tcbB+SLZ7p/UTTW1gFndeFyyTV1ol+swvC5vW3+4CSVtPqEb+PlYy7JX0ZqKafnbgqsv5rWludTUb+PnYuq+oR3tHf1kHrG4G7Idl7ygcAAAQAWP6JC/UAGwkaAzwOR7Q3ACVwJapgSW3uPK3bBQw1XtW6mlLD0KlT0uF70p0k3/isNLtHZPaR2n530z1ni8oy7BZTWw1GhRqJ4r0qqN1E29Yu1lbwOm+oM3xOfZ9j83x8MPSxeMlTnUp4a/o49ynCmrX12gWI6uOqejmv2PtChS7R8XKhh6NF/aird0qahf7vS3tuejr6Hkfo/qTG9KZzUzTLaeFq16mFeFdPFKTj3XOEr/Nad/mfnOb4Dtq6ixGZ5fhZ4LIu7iMVRw8rU690p1Iwdry3szUxfkRPB6BuWJxztMz7E9L9GZjnOAo0KuJw9WjTjTr39G/SYiFLWzT2lc6an249RUKFatWynI5QpU5VGlUrptJX8WZiLt3eiLCx1z1N2m0ununMlr1sFHG57meCo4pZfSq92FFTSblUqO7UL3S0blZ2Wjt1fie1zrOviIyjiMmwyf+io5e6iX86VS79enuFmbvSwOPdAZric76GyDNcwdN4vHYKliKjhHux7zWtlwfl6669yXoyNOnmFSeJzOtH0lDAYazrVId63fd2lTjf6Umlo7XasRpywkvWedM17ZeqsZUm8DRyjKaDekVRljKi9c5OC+qB+Gj2t9Z0ql55pl1Zfi1crhb9GomXQzqemSnS3TPbfSVSnR6vy+lhaMtHmOBbnSpvxqUn86C805edjuajVo4mhTr4arTrUKsVOnUpyUlNPZprdEmLNRLQPj9Y5pWyPpLOs1w0KVXEYDBVcTCNVPutwheztrY6Yj219R+kUftVkLu7a1K6/eWC7v++oudY0O1TD4HoHJc6z+jT+3GZUHiKOWYB3lOHfaT+c/mxtZuUna+iu9DgOadsnVWLlN4CllGV0uIqhLF1P6UnFfoixMvRgPNmA7X+scPVTr1cnx0L6xq4J0W17dOTt9TO1ezztPyrqvE08sxVKeWZ405RwtaanHEJat0an0reDtK2thYiXPx7h7IS7zSW+xBPAp1b1v2w5Xk2NxGX5BRWc4+g+5WqKfo8LRlzF1Em5yXhFWWzaeh1ziO17rHFVG6GJyrCw/FpZd37e+VRlsk1Q9MA814Ttc6woTTq4vK8VD8WtgO7+enUVjsvoLtVy/qPGUMszbDrKc1qvuUV6X0lDEvwp1Gk1P8iST8LiyXh2QAdd9sHW+adHUcmeTYfL61XG1q0anyxVO6lTpqWnda1JHOzTsUHQeV9sXU+MzbLMEsBkX+F4yhhdIV7/AHSoo3WvF2/cfd607Y44LH4jAdKYXDYyWHqOnVx+JbdBSW6p04tOrZ3Td4q60uWzOp2/wLrg8zS7VutvTd/7a4C1/wAH9rIdz4r/AJzlPS/bZiaOIp0escHhXgZO08wwEZw9D51KLcrx8Wnp4Cxqd38i58Hq7qzKOlcnjmWZYnv0aqth6VC1Spina6VNc6a32S1bSOlc37ZepcdJvKqGW5RSvpGrReLqr1tuMU/JJ+sRDV3olag81YHtc60w1ZTrYvKcdHmlWwHor/zqc7r6n6jt3s77RMB1jGphpYeWXZtRi6lTB1J95Tpq33SlU+lHVX0TV9UtG1iJc4BBa7SWrZAKdX9ZdsOT5NiKuCyWH26x9NuFR05+jwtJrdTq2d35QT10bR1zjO2Dq7FTbw1fK8FH8SnlzqW/nSqO/wBSLZJqh6VKeasB2v8AWWFknXrZPj431jWwTou3lOnLT6mdn9Edq2UdQ4qlgMxpfafNKs1ClSq1e9Rrt7KlVsry/Ikk3wmLES7GAucf7QM6xHTvRGeZxgadKrisBhJV6cKybi2vGzTt7yNPvg8/R7aupVUUKmW5DfZ+j9M/1tHLp9rmDwHQmQ5pj8NTxXUGa4T5TDLMJNxUVdrvTk7+jhdWu7tu6Sdna2Y1O09PERPNmZdrvWOMrOWHxGV5dTu7U6GD9M0vOpUev1I3lfbB1bhKyli5ZVmlK+tGth3hZteVSm2k/XEaF1PSYOJ9AdcZZ1pl9Spg1Vw2OwzSxWBr29LQk9nppKL4ktH5PQ5URb3AI67fr2OperO2bA4WtVwvSmFhnNWLaeMnW9Fg4vymryq6+CS8xEF7O2iHmfGdq3W1as5/bLAYZfwdDLYtL31G2ftyjth6qwlVfLo5Tm1LmNSi8HUfqqRcl9cDWmU1PRcQcS6E6/ybrBOhhJVMLmtOn6Stl2JsqsFe3fhbSpH8qN1qr22OWmVUE5/cdb9e9q+V9O46tleW0ftpnFJ92rSU+5Qwz8KtWz1/Iim/GwiC9nZHwi9jzJje1rrbEVu9TzLLMGuKeGy5TS99Rts/dk3bF1VhKq+2SyrNqXMZUXg6nunFyX1wLZNTsjt717Oav8o4H+vR5vnph6n8W/1M7p7ROssq6x7LcVXyyrOlisNmGCeIwNfuqtR/wiCu0tHB30krp+O6Ol6v+L1P4uX6mbtaGZ5vXHQOnQfTS/8AlmEX/gQPunwug3/zH6c/kzC/1ED6uOxeHwWEr4rG4ilhsJQi6lWtWl3IU4rdts455tw/QNjpLqXttqSqOj0rl9J0L6Y3MY1PunnCimnbzlNPyOIz7VutJz76zXAK/CyynZfXNv8AOWyaoemrg87ZV2y9U4Scfl9DKM1pcr0U8JU904ua/RO4eg+uco6yoVY4F1cPj6Ee9XwOIsqtNbKSs2pRfE177PQWIm7lBeAfG6r6nyrpTK5Y/OsT6Klfu0qUYuVWtL8SnBayf6t3ZakV9gl7HQGd9s+e4mb+0uX5flmHv814uLxVZrxaTjGL8vnes+JHtU6zVS7zfD38PtfR7v1b/nLZnU9N3KdFdPdtuOoVadLqfLKWIw7dpYvLU4VIeboybuvZnfwR3NkWb5dn2V0swyfF0sXg6y+bVpPTzT5TXKeqFpaiX7wNh7JFQoAACQAWC1FwAAvyONAIUbj4QCe/iAaVrAZfIHwgB7ieJZCCvNJbga3dludK9p3XzzGVbI+n63cy/wDB4zG03rW8adNr6Pi+dlpv/TtR69eMqV8gyGq1hFenjcbTf4TxpU34cN+5HV9H5sFGySSsklocVVcy87M5m/lpbj3UkoQUKa2SH0LojatZpdzkJ21X6zjh0S2rS3L5L3O5iT1fj4mo6aIosn3vJE4tshK+ifDMu/jqQPDXSxqz3Rm6dv1Gkm72AujlvqW63irO3JnR77lvcsha+r0XgS3eVtE773LF6rkcXX5hAJJuyEbWaSv4XY7yU9rFXzlpx5kEWr2GujtbyG/mxHwbt46gTTXw8glfVb8aFfrv5kT0dvECy/REeVYS050ENl4eYWXrEc2H0mLnZe8AeIuAEv0R7x60AHAEV5gPhGyAAS3AADf1CQAHTXaL2Y591J1rjc2wGLymlha9ChTjHFOt6SLgmnfuxtz4nT/UOUYnIc+xmUZhKjLGYRwVWVBt0334Kou7dJ7TW63uexJ7P1Hljtaf/Sn1P5VsMv8A7Oibhip8zo7prMOq87qZXllbCUsRHDSxbqYuU4w7sZwg1onr90RzfB9jPVdHMcFXnmPT8oYfE0a7UK1a9oVFNpfc/I/N9j5/nIr/AMjV/wC0Yc9HPdiZnkkRwcC7fWpdk+dys1ethHr/ANsonmOpSjVpVKNRXhUi6cvU9GemO3r/ADTZ2v8AWYP+10TzbFd6qorecrfnEEv0OWMzTMaFGEMTjsyxKhTpUaFL0lWqqdNQSSXChTWuiW7erZyzD9lfW1RRq/aTC0NdI180pKa9fdjJfnOy/se8jw2G6Qh1A4J5hnPel6WS1p4aM2qdNeCdnJ+Ll5K3aZJqtyIpvzcIyqtLoLsgwFXOaK9Pk+V041aEZqffqpWVNNXTvJpL1nmnE18bmWOxeYZi6uIzHF1PSYqs0/nStstNILaC4SR7DzTL8HmeCqYPMsLh8XhKjTlQr01Upys7q6e+qT9xxHNuzbs/qYGrUzDp3JMFhrWlXpwWFt6pRasxEkw6a6D7N816wwazCGLpZbk8rqlialH0tWvZ6unG6Sjuu873a0VtTk+ZdhmMpYac8n6jWIxCWlHMMGqcKj8PSU3ePrsznFDtE6DyPA4XLcF1BhKtDB0aeGpxwcKmKtCEUkvuUWtkfwn2wdHxdvlOaT81lWJt8I4nB5zrUcRQrVcPjMPLDYqjUlSrUJ2vTqJ2cH/xqmnszuT7HTPvRRxnTE4KNCnGeNwbTezmlVp2vZJOcWrJL578G31x2hZphs765zfNcunOeCxc6NSk5wdObtRp03eLSad4c+B9zsKk12mYKPjgsZ+qkakjm7y7UP8ANp1b/I+L/qmeVL2qXXieq+1P/Np1b/I+L/qmeVLXqWW7ehIJf1wtDGZnjMHgMFSxOMxdSMMPh6FL58nTirRWrtGMFy2oxu27XbOycs7EOoa9Hv5hmuU5fUa/Bxo1cU165Xpr6k/Wco+x0yGnh+m8V1FUipYrNq1SFKT3p4WlNxhFeF5Kcn46eB23Ikz0Ih5W6z6Dz7o+l8ozOGHxWW95R+XYO/o4t7KpB60r+N3DzTaRxR6ShrUp1KclUp1Kcu5UpVE7qcGtmnrc9n4vDUMXhq2FxlKnXwuIi6ValNXjUptWaa5VmeQM/wAolkHUGaZNKUpLLsTUw0ZSesqWk6Tfn6OcPejUSTFnpDsl6vn1f0t6fGNLNcDV+S41JJd6okmqqS2UotO3DuuD4vbz1HXynpqhlWXVatHG5xOdF1qWk6OHgk60ovhu8IL278HBfsesbLDdb5jgb/ccflrqNeNSjUVv0asvqO8s66cyTPnQee5Rl2ZOjf0TxdCFX0d7Xtfa9l9RnhEtRxh4/qujgsLJ+j9Fh6S0jTp7eCS8f3na3T/YtmOY4Ghic8zaWUVqke88DhsPGrUpxeyqVJO1/FJaeLOws86Y7Numa2DzDNcDkGS16FWGJw776w7dSDun3U16Sz1tZn8a3bB0XGo1HMsbV13pZbiZL6+4i82bW5us+s+ynNOmsrxGZYDHrN8FQi6laLoeixNKmt52TcaiW7S7jstmde1YqSnSntprGXK1TTXOzTXkejX2vdGNa4zMWno08sr/APlPNWXUpUMvw9Govn06UYP3JIsJNuj1X2T9SV+p+h8BjcfKM8xouWDxc0186rT072lku8u7K3HescC+yXdqPSnni8V/Zz6X2OLf9zWfrhZtde/DUf3HzfsmFej0n/2vFf2ckfk30dNUpSVSEqcpwqJ3jKMmmn4prVHK+iez3POqsDSxOVUcNgspfzKeNxbfo6ltPuVOOslpa/zF4NnCMe6rwGIjQdqs4qnFriU2oL4z2rl2AoZXl+Ey/CR7uGwVGnhqMfCEUor9Q5MxxedOpuybqTJMDVxtGvgs3wtGPeqxwlKpSrU1y1Tbl6RLwTv4J7HXsJKXclCSaaumndNcP1HtVaTg14o8d9SYelguqs9wuHpqnQw2Z4qhTilooqq2l9TQiSYfynicZjpZZhJemxlXD0aeXZdhYLvTVO7apwXLu9/CMb6RudhZf2L9UYrDxrYzH5Nl1WSv6CUauInHylOLir+q682T7HrL6OL65zLH1YqdXLsvpqhdX7kq1SalNeD7tO3qb8T0OSZIh5I6r6ZzXpXNIYHO6EISqwdShiKEu9RxCVr91tJpq6vFq6vytT5WDzLE5JmGEzfLnbGZfV+U0fyrJ9+D8pw78X6z0N9kBhadbs1r4qS71TL8dhMRSftVVSa98akl7zzlJfOtLWzsaibkxxezMBi6OOwOHxuFl38PiaUK1J+MJpNfmZ1B269aVcPUl0rldWVOpVpqeZVoStKFOX3tFNbOSu2+IWX09Ofdk83W7NukHNt97KsKr/8AdpfsPMGa5nUzvNsyzaq25Y/G18Rd/id/uQXuhTSMxHFZng/HBWVKnSpTbco0qNGjTc5Sk9I04QW7eySO0si7F8+x+FjXzfMMJkspK6oKi8XWXttSjGL8l3vWf0+x5yKnjupc0zzEQU1ldOGFwia+9q1Id6pU8mo92K8pSO/pCZSI6vOXU3ZB1Dk+FqYrLcThs9o013qlGjQdDEpfkQcpKfqTT8E3odcRVHE4baNbD1VqpLSS8GvX9R7Tjo9Nzzj245FQyXrani8JGNLD53RqYp04qyWJpuCqte0p05etN8liSYc47DOs6+b4OrkObV6lfMMHTdXDV6rvUr4ZNJqb5qU20m+U4vV3ORds3+ajq3+Tav7Dz70RmNTK+ucixlKTSjjqFOfnTqv0Ul9U/wAyPQXbMrdlHVyf3yy6qn9aJMLEvMk3as9NUz6GQZNmPUGYUstyLBSxmLjSineXdp0KSuoupUf3sVrZaveyep8/EW+U1Evxj0L9j3l1HDdnkMxpw/wjNMXiK1adtWqdSVKmvUoU9vN+JrkzEOEvsQ6n9B33nGROvb8CqdZK/h6T9vc9x13nOWY/Is0q5ZnOFqYTHUl33SlqpRe0qc1pKL8eNmkz2L7J099khhaLyTp/Hyj/AITSzF4VSv8A6KrRqSa/pUqb9xmJvNmph1D0tntTpfqvKs7pSdONCtGhirfTwtSajUi/VdSXg4nr6a7jab2djxFnGuTZh/2eo/zM9remVPDLEVfvIUlVl6lC7LMJDpHt56xli8RU6Sy2tKOGpWeaTjp6WTSlHD38EmnL1xX4yOrsoynF51meGyrJ8P6bGVrqlSj8yEYq15Te0YrS79yTdkfgp4ytmKnmGKfexOOk8ZWa5nVbqP8AWl6kjsvsd6p6Z6Tw2b4vO54qOa4mtGjF0sFVq/4NGMWkmlZXqSnfW+ivwW1o4Je88X38t7DaLwq+2/UOL+UNarAYelCnHyvUUm/Xp6kcZ637Kcz6ZwFTMssxUs3y6knOvF0FTxNGH49o6VV42s14SOyn2zdHcYjNPdldb9wh2zdHd5N180Xryut+4lphbw884TEYihWwmNy3EfJ8fhaqxGExMNe7Le/nFrRrZpnq/oPqaj1b0tg82p0vQ1ql6WJoX73oK8XapC64vqnymmeUsfHAwzDHQyiUpZWsXV+RuUHTfoXO8VadmrJ93X8U7c+xux0qeJ6my6TfonHDY+C8JPv0p/mp0xJDlfbT1jX6b6fo4LKK3os5zOUqdGqlrh6K/C1fWrqK/KkvA834eFOlTVKjG0F4u7b8W+W/E5x23Y543tQzGm1pgMHhcHH3wdaX9ZH6j4PReSw6i6wybJcQv8FxlaUsT50KUXUqR8u9ZR/nMscknm+n0b2d9QdXYSONwFKhg8un95jMc2lWXjSpx1kvNuKfFzkea9ifUWEwrq5dmOV5nVSv8m9DUwrl5Qm5STfrt60ehYJQpwUIqEEklFKyivBGiXas8YV6VTCYjEYfF4erhsdQfoa9GtHu1aT0fdl5aJ+D0avoz82I/wAXq/xc/wBTO7/sjen6PyPLepaELYqnWhgMU0vv6VS/o2/ONSyXlUZ0hiP8Xq/xc/1MvNmXrjoTTofpz+TMJ/UwOlO3LqTEZt1ZLp/D1v8AkvKlF16UY39Pi2u9r4qnFxsuJTvwrd2dDNPonp6232swv9TA/PmPQnSmaYuviMf0zlGKxVeTqVa0sJF1Kknu3Pe5jq30eXsqy3GZznOGynLaFTEY/E3cabfchGK3nOf0YLx18Em9DtPC9iNaWGTxfU1SliJLWFDARlSi/D7o+8/Xp6kcmoR7L+z3PK+JoZhl+W5o6Lw1TD08ZUxE4xc1JpUryabaWy4P01u2Do+OlLG5lVXjTyrENfngjd5li0RzdM9bdFZp0djaNPHzw+KwOKbhhcdh4OnCU0m3TqU236Odk2tWmk9dLHxMkzmv03nGEzvBRU8TgO/UUb29JGzU6bfg1f1Oz4O0O1HtA6d6o6NxGWZZLHzx7xGGxFH0+BqUUu5Vg5O8lb7zvnUU/nQmmtGmvzMR6j2Xg8VRxmEoYvCz9JQr0o1aclzGSTT+pnmTtYzirm3aNnTnNyoZdU+1uHj/AAcIxi6jXnKpN3fhFLg787N6jq9nPSk3u8owbf8AsYHnntMy6plXaP1DSrKSWJxH2xot/TpVktV6pKpH3GY4Ss8n8eh+lMX1pn88sweIpYSlRofKcXi6kPSeip3tBQjpeTd93ZJN66J9lYnsKwEsO1heps1jiOHXw9CpSv501BfmZ1j0f1Njej89WaZZTo1nKk8PXw9dtRr0r3tdXcWnqnZ7vTU7dyztvyLEQhHM8ozjAVmvnejhTxVNep05X+uCLN0izpbq3Lv7kM8rZP1BVw1DEwhGrTqJ2pYmlK9qlO+q1TTT2ae+5ynsN6mpYDr3CZbl+K9Ng86jUpVqUL2jVpx71Ort4KcG+dPDTujJ+uuic/x9Kngs5yypmFvR06eLpfJ67Td+5FVUm9eEczkml3XdeRJlYjsxFu1ygkdzLkXgCOm4juAAEQEQNwA94BABfIE9wF5DtYAB8QBpLvOy3Ayk27LdnTXaZ2g/K6lbJunq6+SRvTxmNpv8K9nSpvw8Zc7Lk12o9frHOvknT1e2F1hjMZTf4Th06b8PGfuXJ1dCKpxUIJKCVopLReo4a678nnZnM/7aRKySWn7DVrL3Gd/95pOybfiY6ugarlacCSbT1Et2xZ+GrdiqeG1ky3bW2rJHTTwCTWi39ZCCVu5fnfQPXWy05Lor6W95LcNaeoWDld378c3i9Vv5CSdu+rWLLu+7zHAS+rS58S8f7yK0Xv8AmGmnzgLHbYct8EiuL3XkWK1e1hAP9Ye+uo1fnzuS1ttgCavz3+Hcb6WW48ufEd7jwRRl+P7DW1tdjO+unmxG604t4hW4tJ6Rv46lV3fuWv8AqM32NW02tbchD1hw2PqA9o7L3iwtoLgAa5Mi4CxoyAA5AAfR2H0tgJAasZAkBmW0vUeWO1zTtU6pX/xGG/sdE9US1TR5Y7Xozj2qdS+kVu/UwlSPnF4Wmr/XBr3GqWK+T7f2PevaNifH7TVv7TRPRsjy32Q57g+nOv8ADYrNKsaGBxeErYCpiKkrU6MpSp1IOb4TdPu38ZI9P1cVQpYf09avRp0ErurKolBLxvexZI5OC9vGvZPnX8dgf7ZRPNlP8ND20eku3q/96XPFrf02D/tlE83QX3aD/KQhJenuxlKPZP0kl/7NpftZzM4d2O6dlPSX8mUf1HMTE824cf686mh0n0vi81nRWIrwcKWHoOXd9LVm7RV/DdvyTPLufZvmHU2YfLeoMV9scTf5iqR+5UfKlT2ivzvls7a+yTqVlh+lKV38mlisTOWv+kVD5n5nUOjcZaWCrqbmqbptScVdqP07efcuclEcGKnL+neiupepsJDE5Tlrngp/g8Vi6yoUp+ze8pL8pRcXwz7cex7rC22RryeYVP2Uj0TgpYSphMPLLpUXgnSi8O6DXo3Ssu73LaWta1iY3F4bAYCtjMdiKWGwdGLqVq9WSjGnFctsmqTTDyN1Jk2N6ezqrlWZ/J/ltGFOpUVCq6lO1RNxs2l4Pg5N2H/50csX/wAFjvhpHwOsM7fUvVOaZ0qU6VLF1V6CnJWcKMIKFO/g2l3muHK3B9/sQ/zo5Z/2LHfBSCdXevah/m06t/kfF/1UzypFpV03spJv6z1Z2n69mvVv8j4v+qZ5Qn99IU8lnm9MdhVWNTso6epprv4elVw9VLipCrNNP/jk54ebeyDr2h0hjcZgc570Mix9VV3iIq/ySvZJzklr6OSSu+Gr7NtejMuxWHzLCU8Xl2Io4zCVFenWw1RVITXk1oZnm1E8H9Zfes8r9qdeniu07q2rRacFjKVK6/Gp4alGX5/1HfHX/XmW9IYSrGc6WKzpw/wfLo1E6knxKpb8HTXMn6ld2R5fU6tSVWpiarr4mtOVavWas6lWTcpS97bLRDNUud9hNOVTtPwjW1PLsXOXqvSX62dk9sPaBW6apUMoyWXdznF0vSyr2T+SUb276T0dSTTUb6aNvaz439jrk83iM9z2pD5ndjltB+NvulZ/W6UfXB+Bw7tj9J/fRz1VFZwjhYR86foE0/6TqL3F5ycocSdScq8qrdSriq0kpVZN1a1aTdldu8qkm9EtXwjm+XdlPWmOoxqzy3AYJS1VPHY/uVbeapwlb1XPn9kdXCUe1Pp55jKMab9PToOc7R+Uunanvy16RLza5sep9tG7PwZZmyRDzoux3rLvpJ9Pu/hjqv8A+k66le7Tt34SlTlZ3V02nrzqj1b1/wBU0OkOmcTmVZxeKcXTwWHcl38RiGrQglzrZt8JNnk3DwdLD0qTl6Rwj3JS/HfL97EE8HfX2N+vTWf/AMqf/jUT5/2TD+Z0mv8A4vFf2c+h9jev+bOf/wArf/jUT532S/4PpP8A7Xi/7OZ6r0dMU13qlFeOJwv9ppHtef4Sp7b/AFniZO06D8MRh/7TSPbNT8JP23+sktUovv161+s8f9aP/nx1Z/LOK/Wj2BHePrPHXWn/AKc9Wfy1i/iQhKnY32Nb/wCcnVC8cFhH/wCLVO/ToH7Gyz6m6la4wOET/wBrVO/hJDgPbv8A5qM5862B/tlE81yf3Ve0eku33/NNnf8AHYL+2UjzbPSt/O/aaoSeb1R2PpLsz6N/kzDfAeVMJRqUMNChWVqlN1ISXmqk0/zo9U9kra7LOkGt1leHa/oHRPavkL6f68zClCL+RZi55lhHbRqb+6w9cajbt4VEI5kw7B+xsr0/tT1Jhr/d6eYU67X5MsPBJ/XTmvcdwyPKPZ71VPo7qaGY+iqYjBVqXybHUaWs3SveMormUXxypSW9j0/kWb4DqHLqWYZJjKOOwdVXjVou/ufKfinZozMLS/cdGfZHV6c816Zwvej6WjRxeJl4qLdKmvrfe/oncHUmfZX01gHjc9xtLBYfaKqP51V/iU4byfklc8s9W9Q4rqnqHF5xjIeidbuU6GHvf0FCF/R02+X8+c2/Gb4SLELMvx5JRlW6gyenH8JVzLA04+v5TT/3npXtnSl2W9Y2/wDZ1ZnTnYlkM8468w+OqQvgclTxU21o68oONKn67OVTy7sfE7h7Yl3eyrq3+S6y/UJ7JDzJPXGt+NT9p6S7Bf8ANJ095xr/ANoqnm3/AK4l/rf2npDsCd+x/ptvmnXf/wBxULPJKXPjqb7JJf8AM/JP5ao/2fEHbZ1L9kl/6H5N/LVH+pxBmObcvPObO2SZh/2Wp+o9oZrQlWyXGYenfv1MHKnG3i6TR4szj/IeYf8AZ6n6j3BSl9zpTtr3Yv8ARRqWKXibJ9coy9//AA1L+rRy7pjoLqPqbKHmOS0Muq4VVqlH7rj/AEVRSg7O8fRu317a8n4+sckfTHVOZ5O4uNHD1XPD6WUsNUblSa8km6frgzlfYz1xhelMzxeX5zWWHyfMqsKscVJ/c8LiLKPz/CFRKOuycdd9L04J14vxf3o+t764HK//APLL/wDUbh2RdavfCZPD15r+6kel51LJXe+zvufO6hz7Luncor5rnNdYfBUVu96kuIQW8pPZJGdUraHnv+9B1ov+r5L6/to//wBRzjsj6F6g6U6izDGZwsujhMRglh1HDYp1pekVVSWno42VnI+Dl3blm8IJZlkWW4icnf7li6lF003pBruSTaWl09bbHaHZ31ZU6wyjE4+eWvAU6WIeHpv03pY1rQTbi+7F6N2em6fgyzexFujoDtUhKHap1X31a9fCyXqeFp/u/Mfp7HqkaPal096R91Vo4vDJv8aVG6/q2cg+yEyaWD6rwOdQj/guZYVYWbS2r0XNpN+Lpzdv4pnV9HEV6GIw+JwdVUcZhq1PEYeq1f0dWDvBvy4fk2EnhL2mLnDez/tCyfrLBUlRxFLCZzFd3FZZWqJVaUue6n99DwkuH46HKcyxmFyzB1MXmWJw+CwtNXlWxFVU4xXm2YcjgH2QFanT7NcTh5P7pisdg6VKPmqyqP8ARpyfuPNuJf3Cv/Fz/Uzn/ar1zT6xzHD0ssVRZJgXJ0Kk4uMsVVas6tnqoqF1HlqUm90cAxN/ktf+KqfAzkiHHL1x0Cn/AHC9NLl5XhP6mB0n2s9fYzPM5zDI8qxNTDZBg6jw1Z0ZOE8dVWk7zX+jTurLezburI7w6DVuiemHDf7W4W3+xgeQcvlKWX4eVRv0k4+kqX3c223+e5mnnK1cofQyrBYrGYzD5ZkmBniMVVv6LDYSME2lu3sopcttI5th+yHrCtTU6lHJ8M2vva2YVJzXr7tNr87OQ/Y3VMAsf1LQnKCzeaozppvWWFS+h5Ko3e3jG/B3lJCZSIu8xdR9nHUmQ5Ni80x7yueCwse/VdDFVHNK6WilTV3rtf1a6HC56X953l2/dS06WW0el8LOMsVipwxONSafoaFNqUU/B1JWsvCMjovdlg5PVnZiv+jXpL+R8F/UQM9cdFZX1jgaVLHKrh8Xh25YXG4e3paN91ro4vmL099ma7MF3uzfpBK2uT4NK/j6GB1RV7cOoKcqlF5DlWGxVKrUpVadWvWqd2UJuLVrLZpmbXlu8Q/BnfY31XgnN5bLLs4op6OlW+S1X/3dS8f/ABDiOY9I9UZZN/bDpbO6SW9Snh1iIL30nI7z7Me0mHVmMr5fm2FwuAzju+ko+gk3TxUVva6upLw101Wzt2Lono7PyNXmObNol4v71DF4buzVPEUr2cZRU1fwaezOx+yLr7F9P53gMlzLFVa/T2MnDC0o1pOo8DVelPuSevo27RabtG6asrn1Psisvy3DZ1keNoUqVLOMZGssWqas61GCh3alTxalaKb4m1xp09j1N5fiFR7/AKdpei7u/pO+lC3n37F5wnKXtnbRrUpqf307795mTjcoPcPpbgANjRkBHfQCXBoDOwAAWHFzRm4D3ACKu7eIGoK7SW7Ol+1Pr35fKtkfT9e2Eu6eMxlKX4TxpU2uOG+dlyf17UOv/lTxORdPV7YfWnjcZB/f8OlTf5nL3I6uhGNKCp01aEFZLwOKuu7z8zmb+WlmXdSSgreCXBrdeRnfRLz2NLRJo43QWSVtEkmSOqSerWu43t+1iKaAcLQd1p62uJXu7v3hPTSzAWfrvsVK6atpySyV/IR20T89QKrNNWVvAt/92pL6t3CV00rAks3e3BLNu1tvMr3b5Jd6WdxYL8a34DttZbmbp3S3NRXLvfwB0EvmXtoVeAbXkltYWk90Au721t6ieHiXW+1hF/jNaC4mnG5nfS3OhqW2my2CelraesDNreoLXVO7T1D00tsPdoIGtdHzc/pGy00ufzvbnQt9OL+IHrEAefB2Xvg23AAEKNgAGw5AAXAAAABxYACHTnbn0PjMxrw6myWjUxNalh1h8fhKUb1J04NunVit5ON2mt2nptZ9xljo7rfgJLxXhvRYui50KsK1KSs3T+emuUflxGAwMKNSMMNh495dzvU6KvBvRPRcHrrPug+lM/rzxGbdP5ZiMTUd5V/QKnVk/OpGzf1nzqPZT0RSlFvp3CVvRu8flFSrWt/TkzUTDGljt2UZ9l+fJ6tVcLdJa3+U0rfqPM6jVbcoUarSd7qLPYmdZdgs6y+tgM2wtDHYKsrToV4KUZa3X57O/kcdrdmnRFaTlU6WyaTe7eG1/WImyzF2eyFf9FHSDX/syj+o5efkyrLcFlGXYfL8sw1LC4KgnGlRpKyirt6e9n6zM82nDu1jpCp1f0q8LgZ06eaYSqsZgnN2i6iTTg3wpRbV+HZ8Hl+ca2HxdbC4uhVwuOwsu7Xw1ZWq0ZeDXhyns1se0j43UnS2Q9S06cM9yvDYydLSlVknCrTXhCpFqUfcyxNkmHljI+pM7yLD/J8lzvMcvwt2/k9GpGVKLbu+7GpGSjr4WR+fOc0zHPMTh1nmaZrmtV1F8loYmo6idTZejpRSg568Js9CT7GujHPvPC5mle/d+2mIt+s5L010f070xLv5HlGFwuIas8RZ1K014OpK8vzm9cM6ZeY8/wAhzDIc0p4HNYf4bUwlLG1aVP57oeknUSpya0ckqd21pd2V7XfIOxfvR7VcrjOM43wWOeqtf5tM7/zvpDprPMZ8szrIMrx+M7qh6bFYaNSbS2VzGVdG9MZVmVHMMq6eyrAY2gpQp1sLhVSaUlZ/e76eJnUtuL+Hab/mz6t/kfFf1bPKMremt+Ueru1HXs06vX/yfFf1bPKO9X3lpSeb7b6ZzKl0Dl3VtJTxOWYj0yxXo4fOwcqdadO7S3ptQ3+i99Hdcbjg8JJKtRoQSqK/pKDlTUvO9Nq/vPTf2P7t2U5VZ/6fGL/7moftznss6MzbE1MTiMkp4fETd5VcFWqYVt8tqm0m/Oxb2LXh5cw2HpUoOGHoQpJ792Nr+b8fefd6O6bzDrHMvkOQtdyLtiMwcO/RwkOXfaVTXSmtW97JNne+E7Guh6FTv18qr47W6WNx1arFfzb2fvOeYDB4TL8FTweXYbD4PCUtKdGhTVOEfUloiXg0vydN5LguncjwWVZZTlDB4WHo4953lJ7ucnzJttt+LOtO3PonH5s6HUWRYaWKxmHprDY3C0oN1K1FNuFSmlvKm3LRK8lLySO3rBaPzMxPFuzxPBUcbhm13a1Cpv4ep+DX1pnKMJ1r1ZhaMaGH6nzj0S2jKpTqteqpUpyl9bZ6M6j6C6Z6jxLxWaZVSljZW72JoVJ4etK21502m/efDo9j/RlN3q4HHYj8mvmeIkvq76ub1w49Euicgy/MOteraeFwjxePzeVo4rH4utPEPCUm9XJt2it7QVr7ea4/QlRlQhKNVPdPXzseycoyrLskwMcHk+Bw2AwkXdUsNSVNX8dN35nxo9n/AEbbTpHp638m0v3GdSxTZwj7GySl0zn9uM28f/h6R+D7JVOS6USV36fFvT+IS/adt5HkOU5BQqUMjyzBZbRqS9JUp4Siqak9ru25jO+n8mz+NBZ7lOAzJULuksXh41fR3te11pey+pEvxutnj+MfulJNf6fDf2ikz2vP8JU9p/rOJ/3ueilZw6SyFNO6awMLo5TJttt8iZuREwfsPIXWdKX93PVDin/ljFvVflo9e3+s43jOguj8ZjMRi8X0vkmIxOIqTq1atbBwnKpJu7bb5bYibNTF3VH2NOnUXVMXv8jwbX+0rHfcj4+Q9MZD09WxFXIsny/LateMY1XhaKp95JtpO3rPsCZIizgPbwnLspziKV262DsvH/DKJ5vnRreku6NRfOv96z2Fm+WYHOMurYHNcLQxmCquLqUK8e/TlZqSuudUn7j4H97jof8A90On/wD6GAibJMXTsl/zW9IfyVhvgP7doHSGC6yyH5FipvD4qlL0uDxkFeeHq2te3MWtJQ5T4dmvvZdgsJluBoYLAYelhsJh4qnSo0o2hTXgkfoItnj3qLJcy6WzD5B1HhlgsQ21Ctr8nxNuaVR6O90+798uUfLeHjGv6eNOVOu/9LTcqUn/ADotN/Wez8bhMNmGDq4TMKFDFYWqu7OhXpqpTkvOLumcKxfZD0PXrTqLI1hpN3ccJi62HX9CNRRX1GoqY0vNEKK7063cvVa+dWqfPqW86kryt77H2uj+mM16vxsMPkNFVKPfca2YTi/kuGStduW1SWqtTi7+Nlqd/wCA7JeiMHWVb7RU8TNPT5bXq4lL+ZUk1+Y5zQo0sPRhRw8KdKlBWjTpxUIQXklsW5FL43RvTOA6SyGjleVxl3U3UrVp/hMTVf31Sb8Xb1JWS0R8Xtpv/em6tt/7OqfrRzTc/hmeAwmaYGvgsyw1HFYOsrVaNaHfjUV72a51SMtvHU6U1j9ac01V2a8z0d2CSjLsf6b9HLvwUa8Lrm2IqI+vLs96Lb16R6d//wAbSX7D72UZbgsoy2jgMqwuHwWCo39FQoU+5CF227Lzbb95Zm6UxZ+g6m+yRf8AzQyRc/bqk/8A7fEHbR+DOclyvPMLDDZ1l2DzDDxmqsKWLoqpFSSavZ82bXvJHBZh4tzS32nx6ur/ACarz+Qe3cK08LQa5pU/hRxqt2d9FzTT6P6e8NMvpr9SOUUqdOlThSowjTp04qMYxVkklZJCZSIs4N2qdA0us8upVsHOnhc9wUZLCV539HUi9XRq2+g3az3i9Vyn5tzHBYzKcxnlmc4OpgMxirTwuIteS8YvapHzV1+o9ln5M4ynLc8wTwec4DC4/C3v6LFUlUSfir7P1CJsTF3kbLs6znKMOsLlWeZ3l+FW2Gw+Lapx9mDv3fUrH4sdWxGOxKxuaY7G47EUk+7icbiJ1nTT3s5O0fdY9J1+x7oupJypYDG4e/0aGY16cPcu87e4/XlXZb0ZltWNankVHFVo6qePqVMU16vStpe5G7wzaXQPQ3Reb9aYiKyqDw2W/wClzWrSfoYa2tS/hZ+r5q5fB6iyLKcJkWTYLKsshKGDwlJUqalu/GT8ZN3bfLbPoJJJJKyhoktkvUDEzdqIs+J1b07gequnsXlGZqXoa9nCrB/dKNRO8akX4p2fns7pnlrqzp3NOk8z+Q57Q9E5O1DFxT9Bi/OnLa/+req81qevz+WOwmHx+Dq4XHYejicLVVqlCtTVSnJeaegibExd4rxFGjiIKOIo0qyWiVWmp29Xgfzjg8JQtXqUcPBQ1VSrqqfqcnoen8X2P9GV6jlSy/FYWLd3TwuPrUqfuinZepWP35N2YdG5RiKeIw2SUq2Jg041sbVqYqUWuV6VtJ+pG7wzol56fTGYR6HqdVYuFXDYKpiMNh8FRqU7VMSqlRJ1WnrGNn8xbvfa1/gYmlU+TVW6U19zlw/BnsfOspy/PMG8JnWBw2YYVyVR0cTTVSm2tnZnwn2d9Ef+5/T/AP8AQ0/3E1Gl+voG/wDcH0w4P/8A1mEaf/cwOgO1no+v0lneKxlOjL+57GVpV6OJX3mFlN3lRqfi/ObcW9GnbdHpnCYajg8LQw2Eo06GHo01TpUYRtGnFKySXCSP6yhGpTlCcYzpyVpRmrprwa5M34t24PF0Z1KFalXo1K1DEUX3qNejUdKpSdrXjJarQ+/iOuerMTh/RT6lzmcLWlatTp3Xt06cZ++531jeyborFTnOGTzwUpu7WBxlbDQ/2cJd1fUMB2U9FYKrCrLJflk1sswxFXFQ/oVG4fmNXhjRLzxgslxuL6UzTqSnTlDJsPUjKpineTxuIqVYUrKTd6lnNtyu9Uldu9vwyozi/nwatvoewcyynL8zyx5dmeBw+Ly99y+Fq006T7jTgu7tZNLTbQ48+zToe3/ojkX/ANGhqNL+nZcv+jLpD+R8J/VI627aOzrG1cxxHUvTeEqYxVvumOwVBfdVNRt6amvpXUUpQWt0mru53Zg8LQwOEw+EwVGnh8NQpxpUqVNWhTilZJLhJH9r7GL8W7PFVGdOs70p96VKop/c5ONSlUg9HpaVOSfqaOQ0eu+rMNh/QUeqs77myVSpTqtL2503P3t3PSnUXRXTfUlV1s6yTA4rE27vyhw7tay/1kbT/Ocel2O9GqV1gcxgvBZtibfEaiWNEvN+KxE51a+Ox9epKrVadXFYus5yqeF5yd35I7N7I+zvGZvmuCz3PMJVwuT4SaxGHo14unVxdWLvTbi9VTT+dr980tLb9t5D2fdK5Di44zLclw0cZH73EV3LEVYeqVRtr3WOV/8AF2JqIotzZ04Vr67jYDgy5E39RRK4Ae0akZAAARAkSkAFJcsvUIJyaSQCCbkklqzp3tM7Q3iZ18l6drWw6vTxWOpv7/xp0n+Zy9y8TXaj1/HEzxGQdPYhqjG9PG4uk9/GlTf637lydWwtCKhBKEILRLZHFXXfk87M5n/bSd3u6QsoLSy4LN7ePrMXV97a6sRb8bmHQhruyvo1a/I25SMt30bstzUHtprsgXLO35xzZvW1iy8XsRyd9yDO6vFr3mrPW2xmTW21iRaWt0BuV1s1qW3hY/nda66eBtWu15C4aabeBYt38iSelpbCL11XPiFWO22/kTub8eRW9X4CTAmz1QjonsjF7LVl9oo0ldNblsnvyfz70TcXp6iIS+vwLdW+ctGzEtdtkL6Wa28wNPVaWs9l4BXs7ePjyIvwdvMzxa63CktdbvQa731QbUuCRa2/OUf08Ff1sK70ZjvcWsTvWV3v+scR61HvEQdh74PeOQANGTQGfcBJmogZ9wkPhHIAeya2FgM7AGuQFh5GTQGTQvqZiBCgALCwka8hAzsBsAIUfENwJ8QiCxA4v2oO3Zr1a+PtPiv6tnlKDTxC1+kv1nsjOstw2c5Pjssx3pPkuMoSw9X0Uu7LuyVnZ8M69XYj0up96OM6gUr3v9sL/riWJ4WYmJu/V9j3f+9Jk78a+Nb/APqah2LI+H0b01gukencPk2VzxE8LRnOop4ip36jdSTk7tJcvwPt+0SWoUD2gFaMgfEAAADQDkABEhQNGRpd3EQNDgyANAyANAyNgBoyaAyDUjPuABamhF/UAAFwMmpGTQGRsOQANe4acjcDIAiA0BoyAAvYfCA3AAGhIyauBkC92LgBsAAAuIgADQGLIoG7AkSgADX0fyTOgA0ZNXM3AWERyaXkBkPyEgAtsHoOTXiBkSQEQFjiPaDgOp84y1Zd0zWwWDoV4WxOLq1nGr3b/g6aSdrred/V4nLpDYkxdmqnVFpdEw7H89pUlCjicqpQgrKPek7fmNf3pOoWvn4/Km/XU/cd7SMx32MbqHW+iw3RU+yDqF7Y7Kb+bqfuJHsg6hX4TMcqfq9L+474GngN36n0WG6HfZDnvc0x+WN+LdT9wXZB1F/7QyrXwdTT8x3vZeBYjdk5LDl0R/ed6jtZ5rldvVU/cSHZD1FB65hlU/DWov2HfAG79V+iw3REuyXqH/1/Knr41P3GJdkfUFv8fy2/OlT9x31K3ghERhp9FhuhZdknUNvmY3Lb7Xff/caXZH1HbXMMqv4/dP3HfEvcI+obuD6LDdD/AN6HqS6bzDKbeup+4/p/ei6htpmeVX8/SfuO9JGYjdR3PosN0XLsf6k3+2uUW8Pun7iLsh6iejzDKrePeqf+U730YG79T6Kh0L/egz9b5plV/Du1f3GodknUMbWzHLJu/PpF+w74k7mRpX6PDdFy7IeoXtjMqS5vKpr+Yz/ef6iTv9ssqf8AtNDvgyN2n0WG6Hn2QdR6WzDKve6n7h/eg6kS0zDKXPxbqafmO+hsN1C/R4bof+9B1Fu8wyv3Op+4S7IOo3C6x+VX86lT/wAp3xcDd+p9Fhuhf7z3Ue6x+U99+NSp/wCU0+x7qFarH5XJrxqVEvhO+AN36s/Q4boZdkXU7tfH5Iv+8q/+U3Dsi6hjNKeOyh+LUqmn6J3sPcTd+q/RYbIlv5mjJyu2GtzPtGtgMy3AGjADyG6AADQ1H1gZBr4TIAefINbADI5ADceHA30ADcA1cDOprkPyFwM6j4gAIC8jcANxtcAAH5i9wIWwWoAcAfCAD8x7IHIDYeXAHqYGjIFgAuaMgOAauZ0A0Zv4AABuExxcBEAAajsAJAZHkH4GvaAyAQDZkGuQM8gDcDRk1sPhAyBpc1qA24M3HIAAbgAJAAAAAG4uNP5wAhZAAAOLABEDxADkCICQEvWPECcjgfCWIAARADUAAa8DK8AAldiNrWAAabmtkZNcgZNGQBoDkzEADUjIA1oZFwAAAAbiwAARAGraGeQAAAAEL8IAsdicmgMg1wZAADUAa1MgAB8IAAGgM3sB4jgBEDkXAACVwGxJbFAEvcvtE58CgAL6jcDUjPwgAABEAIiRAKAAEQB8QAgLEBGwA5AAe0AAD0IBfhBCgPhHA2HwgQclAE+Ivsg0BmwNRAGdzRnTYAaMvU17jMv0gGpH5F5ADkE0LH9IDRk0AMjg0AMyANAZA8REBbQbes0ZAWuBqwAAj+iANSMmtxfUDOwsJGgMmpGQAA5uAHkJAagAJXAD3A1exkCF0/nELbzACO4FwJyVaA0BmQAAnJRpcAJD6O5ABZD2QAHvGyFvMfCAAiABPO5QmA4AuIgLgRAD2gQ2Bna4HuGtwA2AuA94AA0ZHOoAfENRG4AAbABJAD6X5QDkAAOQCAX6yFAD4QBuANfCZADQb+s1sN/EDBSJal1sAHA5ACQFyfEBdR7JOdC7ATUouSIFBC7gBsABozwAAl/wyFkTkByUhdAHtD17iVt7C24C2oAAAhQBPeUfEBH4gF1AhsyaiBgofiNAC8xwCeYF0YAAcGuDIADkABEeQiAAt9ZoSAyByAEv0TQAD2jI1NAZAAA0ZNeAGfAbGjIDUeIAAAbqwAA1EDJoABYzL1DcRADxAAAhQFhsJADXwmRLcAAONBcBLcDQRACwACw8QAGy0AAEiWJABQNAAAvoPo7AIgcgACXLoBC8Dk18IGfhJIfSRdwIUAAQpAKPcNAvMCFEgBNSggFsORyAGo4AADUnwliAGpCgNdwAAtbccAAPaNbszwPMAAANCO5k0vADIAAACIAe4EAWBRyBPOxYgRAeAumh4i6AbAEAtjXJmIAgtqWRALYDbQgAvkCR09YDi5RsJAQsSclASAHsgAPiHIADzAAcAeyA1IUgFBrgyAFgAAHJAKAAIUC4AAABpwIjxAWAGgAD4gAAuAAHvAAAcgPcAAA1AkAAuAAHuAADxAASHvAEKLEAbF2AkA5GwuNAAAAeI3IXcBESH7ABANGABRwAHtDzAAD1sAAF4gRAAE5AFAAeIVmOQAkBdX1AAfCOR4gTko51IA5Bbk0AcAcgBEoHAAhRyAHuJoW4DkE5LEAQAB7IKQAXkmxQA3Y+ISAGo3vYzc0BkGuTIBaCwHmASAAEjyy6eBPIvIC68BbQhQHAv5AANwauZ3fIA0ZNRAzIPxAAci2gACxCgCfCBLT1AC+4sdiACAoAltrFFrIALX3AAAD2gAEgAAGlh8IC1hHc1LgyBNypGrGQAAAADkB9H8oGpMyA5uIgAIiw1NSAz5iQAD3ag1FozcAB8IAsdiDkcgIgbAAQ3cz5AB8I9ewiID4hoAAsA/IcgPMnuLISAbesSQuIgBIbABEA1oBiQHvLyA0FgAIXS4uIgNBsQvwgAByAANAZ5AHADxAHIDgEEQKBKwAe8cC6J8IAF2HIDgkSgB5kLInmAALECF8SFAfSRIgvAAcjgnxAAUAAIgBqLMbXNWAzsBwOQIPcW43ARuCaFACIWpoDIA+IBEbDXQANP5wkABCj2gAHI9obgAABoyAAHwjkAJACIAAgDkpCgORsa4M8gALpIRAeAiJfpABoBL1EsBRwPiNAZ2AADQhRyAAiPIBe49kAAtAAAG2vIAAAAaMgeIARH0vyQEAJDYKcgCQADQ17gMgeQ8QA+EX0HsgPcALAACAUeaIUB79Ba/IuLgPaFgOQAHBAGxfZBNAKAAHIAAEl+kUgCNigX+sAPo/lDkXQAElvoUAASIF5AIBbbAABsB7ISAASEQHsiRoAZ0v5gXAAhZEjuAKSRfcgBOS+yQCjwJYoC1gBuBLMuoiLW9YDxJyURAcDzA+iwABAL7gLi9wHuBCx3AfUIgcgB4gAaMxNEk1Tpzq1HanFXbexKqopi8jJYvkSBQAADx0F/IAAB8QAhQAAAiA+oAANDQM3AWAH0WAIURAsdieI4ADkhb6gAaMjxAboAAQoAA1wZHncATkt1cRAfR2I+SkkBdwQuwASAluAHwgAT4ij4gA08DRkABwCAW3mPMD3hDkAAPdYAPQKeQiBEALAcAB4gACy2I9QA2AACw4GiAAagABwB4gABuBAuBfXUsQGw9kck5AoAACRLgAWw3HADcPxHI3AntFI9BEAXghbAIgEAF1QAAcAAJGvAzI0tU7AZiNtwAIWIEQHvIUnmALEnq3LoBrcyBoBOQUANgTkqv7gHuAuAIUm43AsiF1J5ABYvxAB7gBuwAJYoGjMkABOSkEmoQcpNQjFXlJ7JGaqqaadVSLNxVOUptKCV23wcex+O+WVYqF1ho/exfPmzGYY+WMqKKvHDxekV9J+L/cfmgfOtu+IZzFU4GXny9Z7/Dgrrvwcs8SgnJ9HdhQQAWQ4EhEACeJQF7Ddi1wAHmAA2AG4DgDnQAAAAtuAAErgDQCcljbXQciIACRNwL5mtTIAbGr2MjQDT1M8A0Als9DNkABByUAAOSAUcEAF3ZCj4QA8xya3AyNPEhfEBYaEKAAAAe0PhACxPEpPhAoAAcgaDQB8JPEo94EBQA3FkQoAWsPZAAfRRCgBsNAA+IgAFHkQoE2YLoQAkBIe7QAAABSFAnvAFgLIfEH5DQCSBZEAoiTkvtAOB5jkABcAAIjgaAaM3V/MCICVgS5QJ8QtYshHcCFjbkkt7FAaDUXQAC1/UNCAWQsTgRAttSFCQEsUhfcA5AIBQNgA87D4htzqAHIGxAAKSTtCcpSUIRV3J7JGaqqaY1VIk5Rp051KklCEVdt8HH8yxzxk7JOFCL0j4vxZjMsbLF1rQ+ZQh97F8+b/AOND80T514g29OaqnL4E+TrPf4cFdd+EMxNp6mDR+Rlhy4GjNtT7q7aAo9wAAgCJbASvsAluN2JK43AhdloSJQJzc34GOQBRcGt1/uAyST5KABCjcCe8seUBIAPeNAAA3HxADRnyAGjIHID4htYcXG24AcmjPtALAerYcATwKLagCWZZCQ8WAAGwACI5AC4AAbC9gAkAAAuB7IC3PIsNNguAEhuPEAAPcOAIXgfCIgAAAdrgfENkAAG7AeI9wADxAAAhbABYC49oB7QA8AG/IAAhd/UABCjYALDgAAByObACFAC2m9xLcABEhdABC/EPEAQo5AADYRAD4hoAH0vyh7IAE+Iuv84XFwAsQsQAHI3Ag8ygAAACQ9onxF8RIE+so8gESAAUhdgBJC5SSaUZyk1CEVdyeyRmqqKadVQSmoU5ynJQhFXcnsjjeZY542paF4YeL+bHxf47/cMyxzxtS1O8MPH71fjfls/Jbg+dbd2/9RVOXy8+XrPf4deqvoRNCI8+D8jLDI2NGHqSVcx9oD6LIfdnaUcE5KAFwAERLgXIBYi9vEgAFIUBrcCQAcgSAARBAL8JdfIgAc3sNgPECF9wjvqSIF9oD3AB8QuNwAAAGl5meB7JoBwZAACw8DX1AZAvwPZAAeQ8AEbj3A1qBkGpGdGAltcfR/KNRMgQoHxANxwCXuBeQTdlAafzgABr3GRcXAeIA4AAC4CW9gLgALiQsAAAA0ZiAG4GgAD3gATkoAADQ0BkR/SHIAAACfS/KKQvuAEKAAiOQAkPaG7AARAARAFwIX2hqAAAuBOQCgQpBH9IAAAGpSFiA+iwNAA+ECRAKPcBEAAAAAuBBEoAgLyAAIJOycpu0Iq7b4RmqqKY1VBJpJyckkldyeyRxzMMxeMfcgnDDJ6Rf0vN/uGZ49Y5qNOLjh4vRPeT8WfjiuD514g2/OZqnL5efL1nv8OCuu/AiaM7muD8h1cZIpJFiBDJqwCuXS3BoyfdnaH42HAuL6gByIi4AhSAPO5fhJyX4gBoyLgJfUIgAJasGrGQHsixqIAzZgSAAcCQAR3uIja4AAXNboDP1GjNxuwAAAcjiwAELawHkAsaMgAPhFwAJEu4sAiOBsPZADZDkABsNgAA4GwAAAIg0Z8QNAD6wM+0DVxEAZ3sLgCeRbAAAOR8IGuQZNAZEkOQA4Av4jTYAAAAHuEdwA+I0ZAfR2AF0ABozIAORIABFfUNvWLgOBwLDS4DkmpQAEubDgeQAWA8dAAAAhSbgAUDkAkOBsNAJwUXADcAAS1ijkAAByBCjkATcpABRxoIjcA/MGjID4hYAAA9SSfdTk2kkrtt6IzVVTTTqqCVoxcm0kldt8HHswxzxb7tO6w62X43m/3EzPGvFS7kG1h47L8Z/j/7j8UT51t/b/1F8DAny9Z7/Dr118bQRs2a94WhT8gwgA5MhyAU1AnxC4MlVzAbARPurtHsk9kvjYR3AeyNQABCgCFvdAAAQt/IDXHAEtF6zIGjOwAA1Izyav5AZNGR4gOABpwA5FmmORoANGRwAG42YAWNGTQGdjXuM8DQBtuT2SiwDgCQAgL8QADnQDYBoPaEmOQAA2A17jPIHwgBEAAAAEhsakZARNAzyANGbgDUhwZ4NXAz7gBsAHuNADMgORqAFh8QkA0G4kxwBCgAAAAegD8wAtqBtuAGw2EgAtb1AE9kCi31jYbAJD2R8QuAGw5HIDkbAfEAsLai5rmwGRYeI5AAAA/MSG4Aajc0tTIE1KNgAkwBEANQAFgNGAGlgLgAQsQANGbbABsLWNADIBJNQTk2lBK7beiRmqqmmnVULdQg22kkrtvZI43mGYvGVbU01h4vS/0n4v8AcbzPMHi36Ok2sOtl+M/F/u/4X4Iqx87294g38zl8vPl6z3+HBXXfhDQiZ3Q5Px/q42twOQICTEQBbiqi5LlEQIOTL0NWsxI5bcoB92do0tsOb8i4AAstiAOAORH1AAOQAl6gB5AAa4AGd15AcgByONfERua9oDIuPhAELoAkA0AkAA4A4ADgAAOBzc0tQMj4hsauBn3gS32EQFgABPiBRsAAiAAAAEKHoBC20AAfEDXgZAeItqDXtAZ9aETQ3AyNwAHvAACw3Q+EWAAb6CwAS/SNGdAA9oWEQH0WB9QAgKAAWo4G7uA3QsAAIkUgC+o+EvxEApPAsv0hYAOQAAFwBCgX+sCFEkAAA2AhY/pD4QA9wAAE+IpALH1i3I9oAAlqJGuAMk8jcmZlYAtSF+EAByBwA4J7ijkCbFG25oDNrMXQADTg1bwM/COANGZAl7JttJJXbeyRmqqmmNVQsmkm20kldt7JHHMxx7xk+5S0w0Xpfeb8X+xEzPH/AC1qEE40IvRN/fPxf7j8cVayPne3/EG/mcvl58vWe/w4K678Ia2HAET8hwYNh4iQIEjPJqRkIS22AHmAF9Sb+suwVL+RfMAo5h9FAm3JT7q7Re2vIiPiIBYjkhQHABoDOwAAXEiFsBrQyauZ3CANGVoFB8Q4AAAAABEAAIgIgGgMxA+EaXARNfR/KMmgG5k0ZAC5oyEW/qJJDkBS68AAA9wH1DQBwJAgFj69B5jkXAheAAEtwI7jxA0ZHuFgHiAAAHwmuABkS3H0vygGwBrh2AyNAavcDIHPrNAZkAAGiA2NAZF0BdANA/ESsSQFHA3HICI8xEAAOQAAACw4AAaIa/zRfUAQsdHYe0NF6wAv4jYACRKAIXgACSKABAUgFSHJLlAXBNygCFIBR7wOQHq3HsgJAOB4gAAAAAAD3AEukm20kldt8IzVVpjVIS0TbaSSu29kjjeZ494yfo6TfyeL8Ld9+L/YjeZ5hLGP0VO8MOuPxvN/uPwRVj53t/xBv5nL5efL1nv8OCuvpDaRSRKfj+rjQFeo1EKgF1cvIEHAkZkA5HA5ARCxHI4ClxyTf9gi7Fgcx0EbAeZ91do0uORyLAPaA+lsLgQoAAcgAOTRnUANNQJbgDVvHUGQAEgOQA9xC7gCfCXgRAe40ZAAEKAeouNBICeBSFAS3NGfpMAFe4FrgACFkBAAA0AHIFJLYtgBAW99gA3Ava4TAWAAAcAAPpIAAPMAAABfQABLbzHIBMcE2LyAA0dhEAaM8mogZ8gLjkDW5kaXAAstiABwAQCge8aXAeAHsgBIaDkbAIiQ5EQA4HIADUfR/JG4E4HI5KtQHAkBcB5gSeu4Ac6gci4EsUACaFIUAB/xcABsNB8QARAACI5HAC2gBIgPMot9QAgFhLRN3SSV229EjNVUUxeUJaJybSSV23sjjuZZg8XN06LccMv034vy8hmuPeLn6Ok2sNF/0n4/uX/C/ClbQ+eeIPEE40zl8vPl6z3+HDVXfgsTQXiXjU/HONC7eoDgyI9SkBoNRwAWFJADxIBmI5NDkjOhr6LA4uIkYJfU1a7CTuFcwBoH3Z2iRnyHI8gJEoJcC7IaAgFG4j5IJgImrGRyBoyNwAiDRnYBYARAbgCwD2QQoADU0Bkb3QkgBFroXfUhQAAAC3mPMXTAAAAOB5gAQo8QAEQA23NGdjQC2pmQkPZAWIXUANgOQAAAD2hYAAAIgPhIUSAAbDcAAT6TAoJtZl2YAAAAAmAAAAD3iL18gG7Br3mQFwPZAAe0SW1ygIgAAONR5iQAAX1ADgAAQoiA4JexR8IDkAfEAAAEsXZCwAAeIv8AWA5NbmfpMgFAHIAhYjmwAcDkAJIhScgB8QF7JybSSV23sjNVVNPmqCTSg5TkoQSu29kjjuaY942Xcp3hho7X3m/F/uN5nmPyt+jo3WHT3f8ApH4+o+fFWPn3iDxBv75fLz5es9/h1667zZpIvBC8H4y7ANgAIIiQ4AclJ9L8opRNjJoyAANEApg0AAkEwrPJqIGyCOYAz5jY+7O2CTAsAAkLgIj6X5QHuA1yZAuAAIBQI7XHiA2Ev0QrXJEAIlFgG/I2A8gFhYRbACw2NGQNGbgWAe0LofSYAhbDkADRnkXADU1yZsgJYvBq4kBkGpGYgOBwAA0AFwA8gAETXAM/EAiJaoAANh7I3AeIHiPiACwkNmAAuth7QAcWRPiLcBpbYhdPUIgNRceQAa3FvED3gNBpcAAAaAwUSSHIGpGTRkB4j6O45EQIN3cACxA4AD2hcBMBbkRJyUAAIgByOR8QAGvaAGeTXkZNX0Az7RoeAj6gMjbUR9QAAACFHI8wAHmPMBxcEjuWPIAWBrgDMicFEmkm20kldt7JGaqopp1VCWsm20kldt7I47mOYfK5dykmsPF6f6zzf7i5pjljJejpXWHjt+W/F/uPxxVj554g8Q7++Xy8+XrPf4deqvoFsQsdj8dMsBSC+hkQpN2U1AgFgZAGbmuDYAAKzyaiOQYQBnk1E0HIEgIGeTQsW2oHLQAfdnbADQGQal+kZAagR9YiAA+EaXAc3AAAGjID3agAAByNwA4sAAAFgBLal9THIDVAefAAAACc+8pC7ryAC2gADYeyJC4AC4AASY0ACIFwAHOgAAbjQABJgB7Q8wPhAeYsN+AA5HmaM/CAFmaMgQo8gBJerUoLHYCAc6gCx2IDQGbA1yZ0ACRrz5GwGJes3sZ5ACQNADPAA9oALAAABdATzBQBCpAcAB5geIFe7Jb84HmAAAAeJrbgzoAEQANLQz4Dk14AZBoyAkIjcAORES3HAC9n4ADQBwNjUuDOwDwIUk9IOUrJJXbeyM1VU006qgk7JttJJXbeyRx3Mcf8rfcpXWGTuvGo/H/cazLHfKvuVNtUF+k/H1eR+BI+d+IPEH1F8tl58vWe/wAOvVX0aLEnwlifj2Et9RU9A9CJmRZELIAQokQ1Cr7icjxKESwsJF4AmofiLCwC2qLwSRYi3BOqWAkBCngUgulu9PEcxbpb2S8z62XZZGdONXEp916xh+MvPyNZTl9rYjER84U/HzZ9dtt3Z+32B4c1xGYzccOkf+z/APjkw8PrLItqNDR+/c7PwjcDbcDVttTO3JrQyA3AC8QBr4jIiA8zRm424AeQuOQBPZGxeQAAAD4SD2SgIgAAOQAAIXgANvWByAs+REaocAPIa2fgJfogACaFAAGvIDP0vyQAA8wAA9kDS4iANGZCTADYAB8IAA1EC/JkA/Aa2YkPEAPePpIe8BqALgBuAA4AHAAAANADUQMg0ZA0ZAAGpGb+AAAAB8IkJDyAe4bAbAAABBEv0twAANAZ5Gw8wAkIgRAfCBLcRAakepSAX4QDUdwMg0ZAC4AD2gTkvuAa7jY1sgBndCW4CtZttJJXbeyM1VaY1VBdJNtpJK7b2Rx7Msf8sn3ad/k8dl+M/H/cZzPMlmD7lFShhovlWdR+PqPxRVvUfO/EO3t/M5fLz5es9/h16678G0hbYA/HywgEgAHvG43ARvyXgmhQJoykkXcJJIg2LEyqSLYhYmoADkFhU5KQEjmhLcASaWvBYi/CBmTS1bsvE+5lOAVO1bEL5+8INfe+b8/LgmVYBwSr4j7/AHpwa+983fny4PqfS/KP3fh3w9otmc1HHpH/ALLmw6Osre97vUcgH7pygiOR8IDkai6uQI3IyAFQXsAAES2J4gX2h5gbgDRnQcgAQq0AE4KAINtiksAiJF5AEsUAB7gNgAG5IlAADgB9YIX3gBJIXsAHAGw0AaiW9x4kApBz+wviAAuhoAHID8QAA5AC+mhPpIoDYcARdgD1exODZncCWLIS3FwAkBcCD3lJsAFwUBwNiFiAIURA17zOwIBRIEAo5HAAC3kTkoEFy2IBYgC4Aa+IAD1IAAB4AagWWxBbUAJAcgAT3F5IBdibFIBbghQHAHJAHJeSXKAuCF4AhSXKtm27JatvZCqqKadUonDbajBK7b2S8TjeZ5j8tn6OldYVP/aPxfl5FzPHvG2pwvHDrW34z8X+4/EkfOfEHiD6i+Wy8+XrPf4cOJXfhC3ua+Ez8JqJ+NieLjXknslkQAEgCxzFiQSZeCCFAiICQ8gDUACbovkTmEgTcFiykS3IBwRSFMO3+8RGrywFz7uVZd6K1fEJd9/g6bX3vm/P9RnKMA6Vq+IS7+9Om/o+b8/Lg+rfU/e+HfD27tms1HHpHb1lzYeH1kslskgAfuXKchamrDkDIAAnJSeZeQIWxCgQARAFIW2oDUEKA0HsmuQBmQ5AAage8cACFkwAAFwIUli8ATzKPzAAANQJYFIA2uC+YsBCi31gBxqQoAbsr3ZAAuAAA+EckAu40toB7IEKSJQGg8hyAHtAGo7gPXsZ4NGbgAAAIX6W4AAbiIAstiDgCF+EbgCX8S7A0BkheSbMCgDYCFIUAAAAF7DkCFIWK+sAPEAB8IBABRJgANhyQCjgABLcEHmBRrqNOAA4Ek1xocb636swXSuXKtiH6bGVrxw2ETs6z/ZFcv8AW7I452KY7G5vg+oMyzOs62MxOPSk7WUUqULQiuIq+i/bdmJxIibOKcWNUUdXY26QKQ25SxQPeAFgNbN3SSV23sjNVWmNUhZ6u6SSu29kcczPHvGT9FTTWGi/9o/F+XkM2x7xlT0dKTWGjwvpvxf7j8UU1ofPNveIZx5nL5efL1nv8OGuvo0kLXQsU/HOJPaEQWOi1AEWhQZgQpJGTQ09SxJEcGQL8QtqDQX+sfCNwBANAAErgyFaFjJq/wBXiZiL8EG7JtuyW7PtZVgFSUK+IV6r1jCS+99a8SZTgPR2r4mP3XenTf0fN+f6j6e7be5+/wDD3h7dxGazMcekdvWXNh4fWV/OUhYn7lygAA1Yz5mjMVfS4DxEQOQHNx4o0OAMkLpyN2BLDYvIAktwUAPHxA8wA4NR/RM+I1AD3Al7gWIFwAAADR+sbE9xQFibFvyS9mAKFoTzApPfqUAasZ4FwAkNgJAOCD4igAOR7QELIRAAhSAXchdABACgQ2Z2AE3LwOQAHgPhHgwF/qA3F7gABKwASEv0QAHI0d9REASRRsA9wHIAGjOwAAlwBbakBQFgAA1AluFqAuH4gRAEL5gCAsgA25HwggFIUAQvkCcgUAAQbCQuA2OPdbdV4PpXKvlGIj6bF1bwwuEg7OtP9kVzLj1tJ76z6pwHSmUvFYxqrial1hcJCVqlep4LwS5fC9yPOub5pj87zOrmOaVvS4yro+7pGnDiEVwl/wD0466+jq5nM7uLRzM2zHF5xmdXMMzr+mxtb76SVlFLaEFxFa2Xvd22ztvsB0yLOY8fLU//AAo/uOmbpNX1O4/sfXfp/N3441f1aOGmPNDpZX+LEy7SlsSSNA7L12ZAE2Tb0SV2xNWkJNKLbaSSu29kjjuZ4+WLn6Om2sMnt/CPxfl5GszzH5X9ypLu4dP+k/Fn4Ej55t/b++mctl58vWe/w4MSvpAaiZN7n4yXGDy4Jcu5BCgBLBAASWKAOipyVaEEREi8jxIDUCghYmYAEBqAkLCJl6K5PyEk7LV2R9rKcu9ElXxCvVesab+j5vzGU5dKk1XxK+fvTp/i+b8/Lg+stT974e8PTRbM5qOPSP8A2XNh4fWT/hlIIn7pyqCFALQeYFwNbmbgLUBsxEDxADxHiAAAvZABsJABomP+LAgD6X5Q1t+so8AGpC7EAo8gQCy3IuBYoEuij2R9JgQsREATkbbgPUC8kKAGw9w3Gz8wJoxvctiAVa6jUhQA5Jyb+EDJAOQBbfmIUAByAAlqiF5AhRta+wsA4uAaAxwUcgAAAHtEL8IAD6gAABAALYATkAoEBeABJAvwjQCaMcOxZWIA2ZZfUOAAA5FwEhvsQsQH0dxyPI0Bnb1k0uy7scANABEATUoAm44KJbgQW8S6EAcgFSAh8HrLqfBdL5V8qxneq16nzcPhYO1SvPwXgly+PXZPfWXUuB6Vyd47HfdKkrww+Hg/ulep+Kv2vZI8553nGPz7NKmY5tONTF1PmKEPwdGPFOHkvz6s466rcnVzGYjD4RzM/wA0xWd5tXzHH1FPF1dLranT4pw8Evzu7erPw3tvrYr8Wvm+BPJ6eFzheVM6uMrN2g7x0vudy/Y/q3TuaW2WMX9VA6ad9u8dx/Y+f5AztPjMNPV6OAo/OHYyn8SHaWyF+RwDtPXS6SbbSsrtvZI45mWYvGN0qKksOnv/AAnn6vL/AIX28ZhY4ul6KVSrCN7tQtr9aZ+aGTYWP06/1r9x+e21g7QzMbnKxEUzzm9pceJFUxaHwUtAkcgeUYfidb64/uJ9p6H8JV+uP/lPx32ntD09/hxbqp8A1fQ+59qKH8JV/R/8pr7UYf8AHrfXH9xPtPaHaPdrdS+CLn3PtRQ/Hrfo/wDlH2ow/wCPW+uP7h9p7Q7R7/DO6l8OQ95937UUP4Sr+j/5S/afD/wlf64/uJ9p7Q7R7ru6nHwmcgeT4X+Fr/VH9xn7T4df6Sv9cf3E+1No9o903VT4dzNzkH2nw9vwlf64/uH2nw6/0lb64/uNfae0O0e5uqnHzUbX3PuyyjD/AI9b64/uH2pw/wCPWfvj+4famf7R7ru6nwjMT78spw7+lX/R/cX7UYf8er9cf3E+1No9o9zdVPgg+99qcPxOr9cf3E+1GHv9/W9zj+4fam0O0e5upfCuNz7n2pw/8LX/AEf/ACj7T4f+ErfXH9xJ8J7R7R7ru5fDPtZVgPRtV8RH5+9OD+j5vz8j+9DLMPQqqpGVSbjsp91q/jsfterbe/J+g2H4Zqy1e+zdpmOUc/8A61Rh24ybu7eu4iByftXKPkcEHxAX4gAAAAAAAB/wyFAeDEgAAGlgABDYGCxEgA4AEQLLYgAAGjID6TAEQAkAAAS8RcBsAQC3D8iFSAgKOQJ8RfhJYoCI2HiPiAacgAAQFAE0KPcANPyBkBYRJsyxAe8AAasBIcAZHqQACIAAASHmAAGgCwtpcC4AAABIABED3DWwDS22oH0mAHIAAD3gAQsncWAAeyAAiPeDQGbgaMgFiNQPMCeRQQC+fAIN2BSFAEPi9XdS4HpfK3jMwbnJvu0KEfwlepxGP7XslqzXVfUeB6ayuWNx0u8/vaNGL+dXnxGP7Xslqzzvn+dY/qDNZ4/NZ9+rLSnGP4OjD8SHl57vc46qrOrj5iMOLRzY6gzbH57mlTMs1qqeJmu7GnD8HQp8U4Lw8929T5+lrceNhCy43DbtZePJxPMrnVN5SztbdfsDTdrK7TCvpra4Wnm+QxJNOyfd5+o7l7Amlk2ceLxq/q0dNStxex3J9j9Z5Jnnisan/wCGiUfnDs5T+JDtGwNbGdDtPXSxYgeyAA0AD3gCIEBdAAA0C1AgKPhAE1uXYgAsQIgOQABBIoAzZeBqIABaDQABwJAe8BpYhSx2AgA80A+IDm4AhQIgAWWxkCyA3WwARJ7ygCFIUCe7QFIABQAkCF8AA5AARAvYAL8j4hyAGo+IeI8QC0BC/EBPMotwgAIXYACF+Ie4BLa6EvFDy4ADzYkLACCX6RRyOoe4m5R8QC+gs2JAB/xcAAOABwA3NfsMgABvuxH1AAAAAAAmpQAEgAAuJND2QABJAXgWTHrRoDI+juAA9kaWIALEfRYAD6huByAIW4AfR3BPcUBoB8JIgUeAsAJEpC6XsAIUAQ+L1V1FgemsseNx8+e7Sox+/rT3UY/teyWrP69UZ/g+nMpq4/MJWhHSFJP51aXEYrx/UtTzp1Fn2YdR5rUx+aSip2cKFKL+bRp3v3F+17u3qS46qrOrmMxGHwjmz1HnWM6hzieY5hL7q16OlRi/m0af4i/a+WfNlt5COr2bF/DTyOJ5dVWqeLdnrp9TEldTtpqHwnsxLdBC2q19Zm+j038DTfHushZLy9wRh7NaarlHcX2PtvtHnlvvvliv/QOnbX0/WdxfY+2+0meX5xi/qxR+UO1lP4kO0xuJCJ2XrAHIAGjI5AeAsPAeQEBdwAESFiAEgL7gF5g0ZkA232AHiBJDkFAAm+5duAAIAKBwAHAHtC/1ABuByAFrk5L8IAb2G4AbmgAMACIF4ICgQFuSIDn9ZdCclAX1HvIAKCF2AGjOtgA0A4G4EluC7bjgACSKBC7ajQcATkDkcgXX+cAAAiIjcBsNgAA3HJoDOoAAhvcwXgAT2gNmBVsgQACkiX4gG5Y7E5C8gGwA94DYAgFA8LABuB7IAE9oSKAsPEACbgosA11AWg494DkC7AAbAAQFEQAAAcgRNAZ8gNWPo/lABwJbgCFIUASW5vQykAsPEPzG4EPj9VdQ4DprJ6mYZjUfcT9HSpR/CVqj2pxXL/MldvRH9epc9wPTuU1cwzKqoUYaRivvqsuKcFy3/v2R506kz/MOps4nj8zlBNJwoUIv5mHp79xeL2u+beFkuOqqzrZjMRhxaOadUZ9jOps1WPzGVnC8KNGP3lGPgv2vm3qR8vfRrUcarcaO9jieTMzVxlNrc+JdVrppwiW89L+JYqytwQa1XquWSfdstbrxMbcpq5qPzbxuUWf3+iJsmmk/BiSe1+dzN+8rbvcIm2tjuTsB0yPO421WOWv8xHTbtez38zuP7H5NZFnfj8uXwIsc4l2cp/Eh2kPhBODsPXUeQHOgE3L8Q2AADgnIFAjuNAJEFJ8QFAsIgPZAADQDTzFgJwAAA+IAAlqJAACiwAfEATcAWQJyAkNS/EAJqXx1J5l5AGjPJqIGAWxLagB8QiOQHxFBAA+IAAI/ojTYoAcgEEHJSFFEQAJyUheAJyUSAADUAT2igR9YAe0CAXcb77C99hEANgNwDvfQLgWG2oDUaCQuBC3JyVeYE95eQABC2IAKB7gAFkAHkBsIgCbFsNAA2GngOQAEgmBCkAFGoTHvAheCF4AeyR8lAELwAAAlowAtZkL7I2ARHAHIAeNtAAGtwBwAl+iPEACSRYjcAJD4hIgCR8zqPP8AAdOZTVzHM6jVGPzIU461K1R7RiuW/wAy1dkmy9Q53gensqrZjmdT0eHpaJLWU5PaMVzJ+B526o6gzHqXN3js0SpqN4YfCp3hh6fh5t8z59SSMVV2dbMZiMOLRzTqXP8AHdS5u8wzG11eGHoRf3PDU3wvF+L59Vkvl+K530JG7VoNb8li0cLyZqmrmRTS8V4MPy+84VyfnLF2dvICST3tr4C2rLtdaeu5JeFtvIgxuuEj+lvmT23utSaaalVtfP8AOUSVtHa7W6Eknd7a8FvpvbyZJN3fecNfAIxGKdk+Wdy9glvtDm9rL/DeP4tHTakk1y/I7j+x/wD8h5qmv+uX/wDDQo/KHZyf8SP/AK7RFxwDsvXNgAAj7gBIAQAC/ELkLH9EABcgFHIJuBSFFwBCgALglgKBqNQHuG4HID4REnwgCkHkUBsyFIA3KBfw2AhfMeyAETSYM8aAAABCgAJfokvqWQAi8hYo9wAR2YkOQAHuIBSFF9QFxYeyAA4HkLgLWY2IAL7I9+hBuBYj4iFAeZPiKTgCghQHCY0EgAkN1oB4+AD4gAABLFAGr+8wUAJAAPpflAR9Y5AD3mvIyAAHD8QFtRqAAfiAAEgLAB8JLabFAELsR+RQBC2IABbAAaMi4AAABqAAIX4RugAsOR7IADUeQEL7IADbkEKAPmdQZ3gen8qrZjmdX0WGpaWgrynJ7RiuZM/pn2bYHIsrrZhmldUcLS0b3cpPaMVy34HnTq/qXGdV5r8pzBKlh6C/wTCp3VK+7fjU8XtwtN81V2dbMZiMKLdWerOosX1TmixuY/c4wusJhIO8cNF/rk+Xz6rI+TfYyl6tdgm1x6jg9Xk1VTVxlpJtWSWmpb3t4XFm3roIvRd7VcBCWlnfQkrrnTxM8apmtktPcFG/Ow1evHBmWr8vEQs18x7Ig1Fq+u5dbb6eBJOzSbuZ1tdK/iUa0vxv4GdE9RfcSV9Le9kS6b6LTxudy9gOmU5quflC/q0dNbvXbz5O4+wF/wDJucJ/f+nT93cRaPyh2cpbeXdpbWAkgmdl66ApAA+l+SWzAEAKAIUASNthoX4hcBzcfSY8gBIlsAAIWI3AABfrAbiQADzAAAafzQAJbm5RyaAyAPZAhdwAAAA0DIiAHrYs7i1gAHuADXdA1ZizSAyJbmtWLNAZA+lsIrXYCeRRZizXmA3IVpq90SXqAokFrsAJcFt5CzAnILZ+A18AH5xoLD3APMfR/JA+jsA2AFmwJ5lEromrAoGo1fADgeyNXwLMCR2HkWzIBRsNWLW4AAWFmAERZjZAASzN2fIAya1vsZ+IAI3NWZkByOLmrMzZgQX95dRZgNwJJiQDYCzuLMANhZgAJA1YDINa+AswMgbvY1byAzESXrNWZkALC3kAGoFhrwgBoyas3eyAyNiF1QDwIC2YgQ/Dnmb4PIsrr5hmdb0WGorVpXnNvaMVzJvRI3nWaYLJMqxGYZnVVDCUI3nJq/qSS3beiS3Z5z6t6pzDq3MvleMfocFSk/keCT0orbvT8ajW741S5bzXVZ1sfHjCj1a6y6px3VWYQr46EaGGot/JsJF3VFPlvmo1u9uFy38BPSzWhJtLdml5PU4Hl11TVN5avF20en5zK12t9QbV9xC0k0ns9Qw3HTeXOugl9LwLFLkz+fwEKX1uXVNxkS1t2hp439YBqyVvvEXfZL1l0sblGSV7Oz8wP5ytbS12yW1aNSvaytfYzJd31vWwLMxskmSK0aLGzell6zcItq6Vn6yFuDEVfSzsdx9gVnlWZ1Erf4V3H/QOoo05d9K+52x9j3JTyvO4r6OMj/Vlo/J2cp+btbewEbix2XqgGokmFBwI7gByIjXkfCAAiLeQD2REWfAAWGws2NUtUA5Ne4zEST8AA5FhZ7AImjNvIagBYbmrMDIiLMW0ADxNW1AAC1jIA0LGdQEQairmbWA0ZNGQFyF8xZsD/9k=)

¿Qué son exactamente los torneos de tragamonedas y las loterías dentro de un casino?

¡Aquí está la cosa. Los dos parecen parecidos, pero no lo son!

Un torneo de tragamonedas suele tener un modelo de competencia: pagas (o entras gratis), juegas durante un tiempo o un número de giros y compites por la puntuación más alta o la mayor ganancia neta. Las loterías/sorteos, en cambio, son sorteos aleatorios entre participantes (a veces condicionados por una actividad mínima: depositar, realizar X giros, etc.).

Entender esa diferencia te evita malgastar tiempo: si buscas skill (gestión de apuestas y estrategia de apuesta por línea), el torneo puede darte ventaja; si buscas suerte pura, el sorteo es más eficiente desde el punto de vista del coste por intento.

Cómo valorar un torneo: fórmula práctica para novatos

¡Wow! Te doy algo rápido que puedes usar ahora mismo.

1) Calcula el coste total de entrada (E): entrada + apuestas mínimas necesarias para validar la participación.

2) Estima el premio esperado (P) y la probabilidad de entrar en premios (p%).

3) Valor esperado simple (EV) = p% × P − E.

Si EV > 0 tienes esperanza matemática a favor; si EV ≤ 0, es entretenimiento puro y debes asumir el coste como tal.

Ejemplo rápido: entrada $200 MXN, premio 1º=$10,000 MXN, 10 plazas pagadas; si estimas p% de 1% a ser top-10, EV = 0.01×2000 − 200 = −180 MXN. Resultado: pérdida esperada — juega por diversión, no por inversión.

Mini-caso 1 — Torneo con buy-in y leaderboard

Mi instinto dice: mucha gente subestima el tiempo real de juego requerido para alcanzar un puesto pagado.

Caso: buy-in $150, 100 participantes, 15% pagados, premio total $12,000. Si juegas con bankroll de $1,000 y apuestas de $5 por giro, debes calcular el volumen de apuestas necesario para optimizar tu scoring. Si el formato pide máxima ganancia en 500 giros, la gestión de apuesta por giro importa: demasiadas pequeñas no cambiarán tu rank; demasiadas grandes te sacan rápido.

Conclusión práctica: planifica la volatilidad y el tamaño de las apuestas antes de entrar.

Tabla comparativa: tipos de eventos y cuándo elegirlos

Tipo de evento Coste típico Habilidad vs suerte Mejor para
Torneo cronometrado (por tiempo) Entrada baja/medio Medio (gestión de ritmo) Jugadores activos que controlan bet sizing
Torneo por número de giros Variable Medio-Alto Quienes optimizan volatilidad
Lotería/premio por sorteo Depósito mínimo / entrada gratuita Baja (suerte) Buscadores de riesgo bajo con poco tiempo
Torneos con leaderboard acumulado Frecuente, varias etapas Alto (consistencia) Jugadores recurrentes y profesionales

Cómo leer las reglas: checklist rápido antes de participar

  • Verifica el método de puntuación (ganancia neta, combinaciones, puntos por líneas).
  • Confirma la contribución de cada juego al score y su RTP/volatilidad.
  • Revisa requisitos de apuesta si hay bonos implicados (rollover).
  • Comprende las penalizaciones por comportamiento (multi-cuentas, exploits).
  • Plazo de pagos y métodos de retiro (SPEI en MX es habitual).

Valor real de los bonos y promociones vinculadas

Espera… los bonos inflan la percepción de valor.

Si un casino ofrece giros gratis o bonos para entrar, revisa la contribución al ranking. Muchas veces los giros “gratis” tienen límites de apuesta o contribución reducida al leaderboard. Matemáticamente, un bono con rollover alto puede reducir tu EV real, aunque te parezca “gratis”.

Si quieres probar una plataforma que organiza torneos y promociones localizadas en México para jugadores nuevos, revisa su página de reglas y pagos; por ejemplo, puedes consultar una operación localizada y con opciones de depósito comunes en MX click here para ver ejemplos reales de términos, métodos de pago y formatos de torneo (recomendación informativa, sin afiliación obligatoria).

Mini-caso 2 — Sorteo por depósito (lotería)

¡Atención! No todos los sorteos son iguales.

Escenario: depósito mínimo $100 y entras al sorteo. Si el coste por entrada efectivo (incluye tiempo, coste de oportunidad y spread de depósito) es $100 y la probabilidad de ganar un premio grande es 0.2%, entonces EV negativo. Jugar solo para el sorteo puede ser válido si consideras el entretenimiento, no la inversión.

Gestión de bankroll específica para torneos

Regla simple: asigna solo el 2–5% de tu bankroll total por evento si quieres jugar muchos torneos. Si buscas calidad y te importa más ganar, sube al 5–10% por evento, pero acepta más varianza.

Ejemplo práctico: bankroll $10,000 MXN → 2% = $200 por torneo (buena para principiantes). Esto preserva el capital y te permite aprender sin arriesgar tu cuenta.

Errores comunes y cómo evitarlos

  • No leer las reglas del leaderboard: evita sorpresas sobre contribuciones y penalizaciones.
  • Jugar en caliente (“chasing”): no aumentes apuestas sin plan durante torneos cronometrados.
  • Ignorar KYC y límites de retiro: verifica cuenta antes de jugar torneos con premios grandes.
  • Multi-cuentas: riesgo de suspensión y pérdida de fondos.
  • Confundir sorteos con torneos: distinto EV y distinto perfil de riesgo.

Mini-FAQ — dudas frecuentes

¿Necesito verificar mi cuenta (KYC) para cobrar premios?

Sí. En México muchos operadores permiten retiros menores sin verificación, pero para premios grandes o acumulados te pedirán INE, comprobante de domicilio y, a veces, prueba de origen de fondos. Haz el KYC antes de entrar si aspiras a ganar.

¿Los torneos favorecen a jugadores “experts”?

Depende del formato. En torneos por número de giros o por máxima ganancia, la gestión del staking y la volatilidad ofrece ventaja a jugadores que entienden esas variables. En sorteos, no hay ventaja técnica.

¿Cómo afecta el RTP a un torneo?

El RTP del juego impacta el rendimiento esperado en larga serie; sin embargo, en torneos cortos la varianza domina. Aun así, elegir slots con RTP más alto y volatilidad adecuada al formato mejora consistencia.

18+ | Juega con responsabilidad. El juego puede crear adicción. Si sientes que pierdes control, usa límites de depósito, autoexclusión o comunícate con organizaciones de ayuda como BeGambleAware. En México, verifica siempre la licencia del operador y las políticas de AML/KYC antes de jugar.

Fuentes y recursos útiles

  • https://www.gob.mx/segob
  • https://www.ecogra.org
  • https://www.begambleaware.org

About the Author

Luis León, iGaming expert. Con experiencia en análisis de torneos y gestión de promociones para el mercado MX, combina práctica de juego con asesoría en cumplimiento y diseño de eventos.