Evitar decisiones impulsivas: cómo diseñar límites de retiro y mantener tu bankroll sano

Espera. Antes de cerrar la pestaña: aquí tienes reglas prácticas que puedes aplicar hoy mismo para evitar sacar dinero por impulso y perder control de tu saldo.
En dos minutos vas a poder fijar un límite de retiro que funcione con tu ritmo de juego y con tu vida diaria; además, tendrás una fórmula simple para calcular cuánto retirar cada vez sin perjudicar tu bankroll.

¡Vaya! Suena sencillo, pero la trampa está en los detalles: plazos de bonos, requisitos de apuesta, límites máximos y la propia psicología del impulso. Voy a mostrar procedimientos claros, mini-casos reales y una tabla comparativa para que puedas elegir la táctica que mejor te sirva.

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ohNtTBnS6U0ztuYEQ0KNSGhdA3INFRG5AtOoZtMR8XPe5Vm5ydo3MzIlVGVr1bpEzOo6sVerHXw69+/WekM3s7ceO2raxU1H25SjHOZmZ6t1Yd53bdKRNrRWkbmZ1EOb6vZnD92vjXjnP2Y9mLdR1wm3r4bDGDFFY5z5z6y7VKtaeeu4ABtnbVnO0gzaWbSWl58+emLHbJlvFaVjdrT5Q1MdmWWOGPmyM+fHhw5Mua8UxUjdrT5Q/m/0j7bv2tn1TePhcc/Up6+8+7X0j7dv2rl8PHHc4Sk7rXztPrL4tX3uh6H0v/kz9/8AZ/M/xD4/l1eV4OC/kn+f/wAVUV9N+RaKigrVWWkBapELUFq1UEVarVPwUUq0KKRyb/FhsbNy1uWdKit7n2XvezDQNbnXRrfPoxVao1G9rEsqNxva7Y20yrW2tsVNstt7VirdRW6rEsNI6RrbVXPbVRpva7ZVGo3VdsVaRqNbKzKKNxuq1ZqqNxW4lhpluNRLW3OJUbjcS15M1WqNRsI9zaOkVapUZdI3s2bEbi7EVHSKJVWW41sKg6RSJT3VG4KyqOkbGRHSNDLSNQVFFgAy2ACxTaAqgDTQyA0yDKgAAVAABpFABAFAERAAFQANs2kVmlhAQEBNgMtMtDPkNIGxAb8mQANoeYi7EAXZMxEM2nTG00xnn9LMzIg24qIdAU80WJ5wD12RbMPmP2IDWg1sFiFZ2vlZ0oKeVBdc10iyVmNya9WtJo235ABV0ABoA5erKCKvh2npWZ+ENDI6eBxE/Y4fLP8AwyfoXGW/2fL/AMq6ZvJI43yRHu5WyTP/AGez+y+On/Zcvya/sfjv/wDNaPjaP6rqRxy5Xyrsvp5uyOMrqb460j3vDyX7N4u3L6kR/vOks+3kzxy95NvJfLWPeXC9ptPOfwe7+yOJ85x/8yx2RxHnbFH4y3MsZ8vLeHnz/wBNfPV9GOyssdb0/Nf7Lv8Afx/mepj9k6Tl+nz9Lp9COzLf6lflLUdmz55I/wCVn1Mft0nScn0+bo0+n/Zv/wC38j+zf/2/kepi6fwvJ9Pmj6X9nR/qT8l/s6v+pb5J6mK/wvJ9PnVH0v7Ox/fv8j9Ax/6lj1MWp0nJ9PnLV9D9Bx/es1+hY/W6epFnScj5rT6H6Hi9bfM/Q8X73zT1I1OlzfPYvk1yh9C3DYZ5RFtfFn9Dw+lvmvqYpn03J8Pm7H0/0TB92fmteEw/dn5r6uLl/Bcj51VfR/RMP3Z+ZXhcX3fzPUjc6XN5uGxb/WX+xDV7d++/Lye3wqzERrlHux4FfT82PPK7zhsmnmiGoiY8no8KI8nbh+F8W+ojl5z6Jc25xM9ncN4+TvXj9XTr7+z7lWaY4x1itI1EdHR587t1k0KDKoBZRiXO8reXk4jiKYseTJmvFMVI3a0z0McfN7Llljhj58+0XNkrTFbJkvGPHjjdrTPKIfzn6R9uX7VzTjw7rwlZ+rX73vJ9I+3cnauTwsW8fCVn6tfve8vjP0HQ9D6X5+T3/wBn8z/EP4iy6rK9P09/J837/wDwBX035Aa0AKukjk3EIMtRC6IgDStaNIouhagaaAUU0RA2abqy1VCC1KrHIbBpdIC1RuosNKi1ZdIKaa0NCistQaqLUUr1XzGtI3FKio1GioVG41UBG2lSqosbqMleo03VurFei9GXSNVVKlUbjVZ01VloajQio6RpUKs10jQCNxroM7aR0iqistwaZEdI1UAdIoi1ZbiiKOkaZBGo0M1aqNioMtRQBTyBWQAaaAGVBploAGQAGgABAQABRFQQAAZLSis1UDYwvsytka0gzs5ggCBtRFaBAEBAFEBFYtbyjqlr+jCyOOfJ8Ro2zsVzaGQNt1RlrYqlecosdYB9OvCcRb7HD5p+GOXTH2Xx9/s8FxU/DHb+j+y899fzOc9f4vneR9z/AKpl/K/kmL6PdrZOnZ3E/jTX8Xen0W7Zt/sN4+Nqx/N/VLGk8sZ/6ny/UfzKn0Q7Yt1w4qfHNH8nav0K7Unrfha/HL/2f0YtJ5Yn/U+e/X9n8/r9B+N/b4nho+G5/k6R9B8n7fH4/wAMUv3Npc7Smmf43nvy/HR9B6+faHyw/wDdv+5eCJ58bln4UiH6ubMTY1FnV8/8z8xH0O4OOvEcTPw1H8mo+ifZ0RzvxFv+OP6P0Npc5mTs36/Nf9T4sfRns2v+Xln45JX+7/Zcf7LM/G9v6vqzLMyi+ryX/VXy/wCxOzq/7LT8Zn+rX9lcBHTg8H/I90ylpTzN+bL5rxfoPB1+xwmCP/Lg8LFXphxR8KQ72lytKeZubZ5R0rX/AJYSbNWc7DcjMz7/AJudp9259nk4ni6YZ1M97J6QjpJb7O1p1G98vi8HE8drlg5z96Xmz5suf7c8vux0cNJt3w4te6ZLWyWmbzufdjTejuo7bY0ab0zoVnTOnTSaBztCaddJoXbjo06a9k17CuaOloY0NIy3aEBg03Viba+LQWmI6uVpmfgvOZ3KKzsXRpajKaWIaiF0FTRpdGvZA0aV0w4rZbap+M+gM48U5ckVpHP+D6mHHXFj7tPxn1Zw4q466p+M+rsxbtkD1VAAQRzvZq8vmdrdp8N2Xw85uJtznlSkdbz7f1bwwud8uPu583Px9Px3k5bqR07Q4vFwnDXz8TkjFijznrM+ker+bfSDtjN2rn1zx8NWfqY/5z7uXa/avEdq8T4vET9WPsUjpSPSHg0/Q9F0OPD+bL3fzHx38RcnXX0eHth/v/VnSrprT6D8saIg015IqaXRprQM6bqaWsaA0VaVFRdGl0A1X/2lV0Ka5mlaG2Wog0ukIC6NDSVbqaXSKaWINNCs6aWIWo1EXTUQvVluFf8A3KRDTLTOmlUakTSjWkb0zEc2yIXSLIc/NrRELob0aBtGtMtaF0NyJparo0i6NNLU0NyJVo01plqMxDQtUdIrVSIEbiqjbLpAAaihVao6QaZaRuKAy3FAR0jQy0OkUBG4Kio6QARqDRUGxUVlYADQKjLUURRQsIAogKANAAACKgAglQUAEBkLAgDbAgDAyDSAdeiBsDYJtdom1DaBZkY20bZSZiIUuXZd6Zmd/BmZmZRdOOee/ZUBXFUAa2qbANioBtSba17s7116OfembLJtz5eTU0/0NaU2lpYtL51e+Ru0szZmbdXObM7bkdJsxNnO0sTZHSYNzZjvOc2TvI6TBubOc2YtLFpR0mDpNmZs5zZibDcjdpYmzE2ZtLLpI1NnO0paWLSNyFpZtJaXO94rHevOojzlHSRbS4582PDXeSdfxePieP8ALBH/ABT/AEeCZm1+9eZm/rJt3w4bfd6eJ43Lk3XH+rx+3WXj0oxt6JjMPZDSgrOjSgMaRvRoGNI1o0NM6Zb0mgY0loatCKrnpLOloZtArlYiG7RrnPRwvbfTlAbL31yj5uYumkqaWIa0RCoaWIXTWkGdNLo0CaKrp34fBNuc8qfxZVzw4ZyTy6er6GPHGOuoIjUaiGktStVVFqjIHkbBN76FpZyWrTHe9pilKxuZtOoiH4f6R/S631+H7Ity6W4jX/T/AFduDps+fLWL5viHivT+H8fn5b/SfNfa+kn0hwdkVtjprNxsxyx+Vfef6P5vx3GZ+P4mc/E3m+W/WZ/hHo4zM2tNrzN7TO5mZ6ylX6Lpekw6edu9+38v8W8b5/Es/wA3bH4n/wDfI2aXT1vjoujTYM6IhpUDS6IhpBmrcQjUQKlV0RDdQTS6NKKkQrUQqNpVdDcQKzo00uhYirEGhUiObeiIVFRqIKtRHIbNLo0umVkNNRBELEMt6SIVRGpBrRVajcia01EGmkakNeixAtRsiBpUaRdEQuhrRpqINKixFF0y6SNRAaXQ1EWppYhGpE0sQ0o3Ii6WINQjUjRoGXSFVNKjURQRsaDQ6RVqlRlqK15MiOkGmWhuC1RUdJRUVGpQBG5RpkHTbSppdSyoGpNSNgak1LK9wNGhdUA0Gqoa9wXQCCqHmIAAqACIAAyAFkEajNqiG1cw9mRpBNlpQRUVBnYMig0yWE2CVS1tdOoxbovaIYtO+qWF04Z57UQVjZsAFQABnbQCsJe2q/E0lvlm0vO515M1+1DKxPOHXTx557u3+g5s5zbUuc2Y38nyH6LDB1mzM2cZszNmdukwdJs5zZmbOc2Z26TBu0sTZmbOc2VuYOk2YmzFpZ2ztuYOk2cbSbZ2OkjVpZtLNpZtKNSLaWO84cRxVMPK07v92Or5uficmWZ3Pdr92Etd+PiuT25+NrXcY/rT6+UPnZsts07yW2waZ29OPHMPZkXRpGk0LoURloBmyN6ZBBTQIi6NDSMOiA52hm0N2hBWGL2rjjn19Ey5ojcU5y80zMzueqqt7Tadz8mGtGmkZ03U0sQCLpo0BEKLURFr5RHVvFitknVI/F7cOGuKOXX1Ta1yw8P3frZOvlD0iWYZ9wqhsVrbXRiNz0fH7W+kfZ3Z0WrfN42aP2MP1vnPSGsOPPkusJt5up6vh6bHzc2Ukfb73zfF7a+kXA9lbpkt4vE+WHHPP8Z8n4rtf6V9ocbM04af0TBP7OOfrT8Zfno6/W6z5vrdP4Xb35r/AOH4rxP8XTV4+jn/AJv/AKj7Hbfb3Gdr3/X27mGJ3XFTlWP6/i+RpatVfZwwx455cZqPw/P1HL1GXqct3WdNLXqquKRC6Kt6BIhdDYM6aBBegaUU00KCaajkNAyVaWIFIhRrSNgoKVUiGkaKqRC6FIjm1EFViBuJELELprTLUIhdEQumWoi1aB08poWqxEz5SjUwtRatVxzP7MteHb7kp5o6Ti5Ppzq014VvRvwrekfNLnHSdPy/yua1dPBn1huuGfWGPUxdZ0vLf9LlVXTwZ9W64fc9SOk6Ll+nFqrr4Mesr4Me7PqYuk6Hl+nFau3g1/e+bXhV9J+bPqx0nQcv7ODWnorir91a1rH2Yg9WOs8Pz+48yvR3I9I+Tdax6R8k9WNzw/L5ry7aq9NeXp8lY9X9nSeG3+Z5tey6n0n5PVVap6rrPDp/M8ndt92fk3XHk+7L0ieq1PD8fuvP4eT7stVxW9HoD1a6ToMPuuHhW9Frit7Oys+pWp0ODh4VvOYa8GfWHUPUrc6LjcfCn1hrwp+/+ToqeetzpeP6c64vf8jw/d0E81a/huP6Z7ke54dfdoN1r0cPpPDr6T8zw6+7YbrXpY/TPcr6L3a+iibq+TGfDOojyPwhoF8sNfABGuwAKAIgqAAAMhYUAAAAEVERRNKCbAUEBAAGWSxZLKmxFYaY20zYRpFQBEsAMhtkUABzTYlp93O1t9OhraZ5yNTbyj5uewaea57Gtsips2G0sG1OSAm1EA2ogGy06cLz3p21mtz182NtyPNy8m+0FjrDO1iecNuXw/vN7MzZzm3NibPiWv1swdJsxNnObMzZhuYOk2c5sxaUtI6TBbSlpYtKWlG5F2lpZS0jejZth48/GxXlijvz6+UG2phb7PXky0pXvXnUPm8Rx033GKJrHr5y82S9stu9kncssW7erDhk70/j7mgR1GWmQBpkEFAQUBEaZUNaFQaGWmQRGrOd8lccbmefoKX+rG5l48maZ5U6JmyTkndvk5rFQUaBUWohVpmrQCi0rbJPdpG5TYy9ODh5yc78qenq74eFjHzvzv8AwejTNqXL6ZiIrEREaj0NyX1Ws2vMRSPOZ1D5PGfSDs7hdxbiPFv6YY7359GsOPPk7Sbebl6vh4Zvkyk/q+ttOvR+O4v6Y5OccJwtafvZZ70/KHwuM7X4/jbTGfissxP7MT3Y+UPZx+G8mf6uz4XU/ijpeLtxbyv9v939A4ztXgeD3GficcTH7NZ70/KHwuK+luPcxwPC2vPlbNOo+UPx0R7PNxWfvfq6dPOfV7+Lw3jx9+7831v4r6rOf/HrH/d7+1/pBx3H9/HkzzGKetcfKsvkRBVX0ePjx45rGafk+o6rl6jLzcuVtNKVIhtwaUBSremarXqC6WosQIVaFGhapXc9In5N1x3n9mfki+W34Zaa8LJ9yWq4benzZ3GvSzvtGFdK4LesN1wT978k80dJ03JfhwadvB/fn5N+DHuepG50nI861eiuGvp+bXhVjyT1I3OizeVp6vDj0j5GmfUdJ0V+3m6t1rb0n5PRqV0nqOk6L93nrS33Zb7lvR20J6lbnR4/bl4c/wDyW6459YdNKnqV0nS4OdcfuVx+7oaZ89anT4fSd2Pda1j0kbN10nDhPhjux6LqPRoTdanHjPg0DpTHvnPyS10w493UZx1m3Pyd69NKVc7dvdx8cwGgR18ppaistw00CNxaqio6SDWhRrQqLVFGgG4tVqlVRoBplqFWkqrLQ0y0NAqdBRUGmlABQGQAFGmQGg8gAAAAAAABAAABlRoGRAAUAAARBAFVCwIIAAy0rLLTNgRDZZGkpZksjTAAMp1BlU2DTIzsRUGTaTMRHMvMQ42ncrIxnyaJtv4IDTzXuACAAAJsZUBoTS7QA2ze2qbaee9u9O/Ik3XPk5PLDfubZNujyeYKz9aEX9qA2/uE2ZmzEzzY2+DX7iRu0pti0ptG5GrSzaWbSzaRvS7Npti+SKV715iI92VkbtLzZ+KphjUzu3pDyZ+Nvflh3WPWesvH5/zTb0YcP27Z+Jy5p5zqn3YctgjvMZj7IoVFEVAAAABGRoFZGmQAAQAaYsF7RWNzLw5s825RPJVds3ERHKk7n1eO1ptO56p1G5FAUS0RUAAFbHDNxGDh43nzVxR+9L5ub6R8Lh3+jYLcRf7157tfl1dePg5OT9MeDqvE+m6X/uZT/wB/2foMGC2Xn0p6vVkzcNwOL9bmxYY9clojf9X4LjPpJ2nxETWuaMNPu4Y7v59XyL3tktNrzN7z52ncvXx+G5X9dfnOq/FePtw47/q/ecX9K+Aw7jBGXib+0d2PnL4nF/Svjs24wVxYKe0d6fnPL8n55JmIezj6Lhw+NvgdT491fP8A6tT9uztxXFZ+Kv3uIzZMs/8A7LTLzWmfLokzMlYmfg9eOMx9nyM+XPO7yu6amZnTVY015PLmzb+rTp6tuOVmPdOJzb/V0n4y82odsWLvT7R1l64iIjlEQvmkcJxXk718+sT6T8m648k/s3+T6FVT1Gv4WfbwRhvP7Mtxw9/b5vYfgnqVqdLi8leHt60dK8P62j5PRprSeatzp8Hn/R487T8mq4K/vu2l0nmrpOHD6c4wU+7PzbripH7MNaaTdbnHjPhju1j9mPk3Xl5FV0m3SYz4K7U0aRuGhrS6kVF0aUUaZb0jWk0poZXRVQF0NBoXQahQUKqaFBo0LIy0CAdVrG55O+KsR7+6WunHx3NimPXOerqNOdu3uwwmE1AOSstgaWo1BoEb0KA1FaKqjcTTSCN6FqiixpaoCxQVG40VFZaKqisq0CjQigoINNNCAKAyA0Ay0yCtMjSDLQKAMoNAKACDJsFDqAIACjVWQAAAQQABBNqgDLTKsgACCCWnmyDTFEBpnaoJaRBlplWaCeYMDF7a5R1S+Tyj5ue1kcOTl12hY2I04WgK0iGwAVAQNjINAAyCXt3KzIb0xmt+zE/FyTe+c9R1k7PFnl57tRNg5jVOcsrT7VRdv7RtNs26pZ8B++kW0paU2zZGiZTbnxGamGPrTz8ojrL5mfiL5uU/Up6Qza7YcdzezPxla7jH9a/r5Q8F8trzvJMzLIy9OHHMfYAGgEA8wUBFQAAAAGRoABkAEtIDhmz1rE6ncuefPPSJeW07WTbcn21lyTknnLkqNqACBtzy5seCvey5K44/enW3zeJ7bw1mYwUvln1n6sOmPDnyfpjx9R4h0/Tf9zKR9XbGTPhwxvNlpj+MvzOftPjM+48XwqelI1+fV4bW1O+s+vm9vH0Fv6q/P9T+KMZ24cf7v0nE9tYMcTGDFfL7z9SHyeK7Z4zLypljFT0xRr8+r5t7TLFns4+l48O+n5zqvHOr6jtctT9uxaZtMzMzMz1mZTQvs9L5GWVyu8mRZ1X7fyc5tv2j0Vja2troyadKV1znqMsUx75z0bmYiPSC9orG5nk8t7Tadz09GmblprLk7/KOn8WcWLvT7ectUxzbnPKHorHlHQtTDDz96zWsRGojUNaaiDTDtoNNaBdGjW5U0jWjS6Ihqo1pnTWl0uhdJoU0jWjTWjSjUSq6XRpGtGmtHNRdJr2NaXS6ZXSC6NC6GgiBo0KoqCmgRdDSLplrQC6BQEapWbTy6erVMczzno7VjTFrvx8O+9IrERyGhzevGa7AGhqRVRRoar0ZaqiioDaqCNlWvIquhqFQWqKaBa9UbiqVUWANVZbgoMtC1Co00qVUUAAAGgBoFRWQaZaFZGmQaBkGmWmQGvMAZaAAGQAANAgKAACdAXaAgBUEAAQLMqAAyItkEEnmWLNJWQGmERUGRlplUAZm0RHMYt0Wn1c7W306M2mZnn8kakeTk5d+xYQVxAGlA8gAZBGgAZNgIAgbHDJbvT7Q3mtqNR1lyakeblz+BkG3naBkBqnVkrP1oDb+z2lLFniz8ZTHM1p9a/p5Pz+9P6JJb7PVe8VrNpmIj1l4M3HTPLDyj70vJmy3zW3knc+UejLFr04cMnerM7mZnnM+coCOwAAAAi6AQAAAAABloAGQaE2TOo3M6+LzXz76fMWTbtfJERznTy5c+41DneZmec83O0LIutFp2ztLzFa969opSPOZ0+bxfbfCYe9WtpzX/c6fN24+PPP9Mebqet4Onm+XKR9LbOXLTHXvZb1xx62nT8vxPbnFZtxh7uGvtG5+cvm3vfLfvZLWyX9bTuXs4+gyv6rp+e6r8UcWHbhx3/iP03E9vcNSZjBS+afX7Efm+ZxPbHFZo1S0YaemPr83zFq9vH0vHh8PznU+OdX1Ha5an7dm996ZtPOfWecnRz72uib29PlfKy5bb3atfyhza+HNa1nzVxuf2wamfJ0rWIS9or7yrn507sRzmWLZdcqR+LF7TaefRkT+p15rWJnpBTHNuc9HXpyhpUrXu/FL5Ix/a5z6M5cnd5RzvP5PPqZn1mSM2/RMzM7mdy6Y8f3/AJNUx65z1dIgtXHH7XSxBpqIYdZDS6KqjWk0uhoa0zprSxAGjS1BG9DRrmuhdJpdLo0i6BpajSKRC6Za0itaBpnTVVqBoNL5CNaIgaqC6Z0NLoNMNaXRoXSaXREKCAtYmekDSOmPF53+TdMfd95dHO5vVx8Ou9ZaGWHo00CihoVFCoeYppqpoGoNVSqo1CoNDcUSrSNwqDQACNlWqsqNRWmatMtKCsqNMgNAo0ACgA0AAqbFAa/6WQAOgKAAAA0MtCAMigAAAAAAAibAQAAAAEsqWGWQFBFQQBBKerLVmWmaIdUaZVCwqMgzfJ5R8xyzzmPuze2uXWXKeZYbkeTPkuQioOQA0Ay0AyAAAgAMnmIAJadRMyOGW2515Qsm2c89RJnc7llB1eK1UNoClkBFK85Raz9cH9Nz8Vly7rvuU9IcSY5j80/qcknsoAoAIAAAgKFQUABABQAVkLOeXLWsevwRXS23DJxFY5U5z6vNky2ydZ5ekPBxXaXC8NMxlzx34/ZiNz+TeHHnn2jly8/FwTzct0918k2ndpmZc9xrcz8dvzXFfSPNO44TFFY8rZOvyfG4nieI4m2+IzXye0zy+T38fQZ39XZ8HqvxR0/F24Z5r/aP13F9s8Fw+4jLGbJ6Y+f59HxuJ+kPE3nXD0x4q+s/WmP5Pia5cl093H0fHh7zb811X4i6zqO0vln7N8RmzcTfvcRktef3pY00PVMdTs+NnnnnfNnd0VF1Mqx7G4hLTt0rj9WoxxHQ05XkjjWsz5OkY/xdIqsVa053KsaS2ojczqDLlrXlSO/P5PNe02ndp3KElvu6Zc0zypyj1cFaisz7QNa0x15a5t1x65z1arqI5QAWlzvk7vKPt/wLzrcR1lmMfryEYiNz6z5y60rER7+rdY5dNLEFreOOiIIhrSxDLpoiFiDTQ1IaUqukWRNLo01EDWmdNRC6VGtJo0uga0aa0aVlZE0ulBdJpdDWhdAsQaF0BpdI1pFGtC6Za0ugVBTQ1o0ugRdAAaRTTdMczznobWYXK6iUrM9HakREcmojUDnbt7OPimAAy66ZaXQGgXQioLqCIAaXQNwBdIsRQG9NAo1CqhpG9DQI0AKqqi1YWNKijS1EVlQGhoVFFAAAVGkVBQF0gLoAAAAAUKgAAAAIACtMgACIFpAEAAAQA2ADIDIbQsqFgBlGWmWkoli0jTNqAyrLTO9JMxEblztaZ+BI5Z8kxW9vKHMTbbyZZb9ywg0xVEBBkLCHmCAKgAB5DIWBQBJmIiZnoI55rarqOsuBa02nc+aOkmnk5M/NVQFcwGRGmdtMgFeqETzgR/TUW3VH5p/VICoKAAACgAAAqKgAy1p5+M4vhuDx97ic2PFHpaec/CPMxxyyusWM+XDim87qOyd6H5jj/pbhpNq8Bgtlt97L9WPl1fn+O7Z7Q4zcZeImmOf2Mf1Y/q9vH0HLn79nwuq/EfScHbj/ADX9v+X7btLtXhuF3GXPWk/djnb5Q/N8T9JcszMcJijX3ssfyh+eiuui6e/i6Djw/V3fnur/ABJ1XN24vyz9vf8Au9HF9ocXxe4z8RktSetd6j5Q88ViI5RyXQ9kxxwmo+FycvJy3zZ3d/c0aU0rEiaNNxDNpiPiGvs1+CfktK2yTEUjc+UPdh4Tuxu/O/5Q1pzyz08ePFN+fk9FceoenwpluuGfRpwue3k7q1xvZXBt5c/EVx/Vw/Xv5z5QmyS32Zv3cUbvOvbzl482a2Tl0p6F5m0zMzuZ85Z0zt2nHpj2Nc9RzdaY5n2j1a1FY1At7OMY4jnPOWrStnfh+DyZfrZP1eOOsyrn7vPWJtMRETMz5QXia27u4mY66no65c2OImnCxNKeeTzs4RHJGtJWuvj6ro01EDUhpYhYhqIRvTMQ1pYhdI1Ii6PNqo3o0aXSoukiF01UGtMtL1KsrpNLpTQukWrSjWkFEa0aNKaF0aaAXRo0uhGtIoosiaXQ1oXTJoaGtHQBldFiq1rNp5Q70xxX3n1S3TfHxXJimLXO/X0dNLo0xbt7MOOYTUTRpRGtJo0rQumYg00BpnTWgDQqaXQugBF0KA3I0aDoLoWoVRqRf94qNDYAhoVFqlagtTQjTVVSqsqLVOSjTQy0AoCgAAA0HmAAAKACKVGgAZAAAAAEBaiAKioAAgAAAAhYFZZAQEBUAAEVGolNsnkm2mLSyG2Rz2Je0R8Wb21yhhqRx5OXXaFp3LNmmWnmtRAaYA2yI0zY2lhKp1QVkA6ACKggqKBtloQefNfvzqOkNZrd2PeXnbxny8/Nn8RpkPNpwaZEEUQEXaWE2AteqbKz9aBnb+m2C3Ufmn9XAAEVBVQAVAtOqTM8ojzkLZj7obfF4/6SdncJNqxlniMnphjf59H53jfpXx2fccLXHwtPWI71vnPJ6eLoubk9pp8jqvHuk6btct36nd+5z5qYMU3z5K4scftZLah8DjfpXwODlw/icTf2juV+c/0fh8+XNxF+/wARlyZsn3sk7lz0+jx+GY4/ru35nrPxXzcnbgx8v+b/AMPu8f8ASjj+Ki1cd44fHPli6/Of5afFta+S83yXvkvPW1p3M/iy3EPdhxYcc1jNPzvP1fN1N3y5WkQ3oiGohpywiaU15taTbppnTUQum6xtNtzCsaXXyatqPixzmRb2SZ30a4bBkz5O7T8ZnyKY5tMREbmZ5P0fB8JXhcMV6362n1lqOHLnqPHg4KMcaiN+s+r004WZ8nrtMR5Q52ytvLvbEYIjyZzTiwY5yZJiI8vdjiuMrgx96/OfKvq+FmzZOIy9/JPP0jpCWumHHa68ZxmTPMxH1MfpHm8mm3TDhtk59KerD0zDU7OVazM6iNy7VwRWN36+j0VrXHGqQkVvlv3ccd+Q3I892+H4XLxE/q68vvT0fR4fs6KzvNMXn0jp/wB3rzZcXC4e/mnuUjlERHX2hXP393hpweHhMc5clo5dbT/J8vjeMtxc93nTBE8o9finGcTl4zJ3sk6pH2a+jloNMtaIhqIRrRENaIhpGpGdNRDWiIG5GWtLpUa0mliBqsb6JVDTpGKfPk1GOI6s+aPRj0+V7+zjVdT7/J33EdIg8Q236MnvXBXTvQnKTbN458Vhpe76SDOtAujQsgDQugNNI1pBdA1oqNRBplrTLQC6DRVRdJo0poXSOlMc2+DVMXnf5O7Ny+no4+n33yYiIiNQ0vUc9vVrSaNKBpNGuSqNaZ1zUDZoFA0ml0NBpk00C6ZGugLpnTQqNaBQDkGmhtkGkU5LoBRQZaaGWhRUVkAUaGmWgDYCqIoAIgoiq0AAAAogCiKAhsAAAAAAAAQDqIoAAFpGUZAFBAAAEELDTIzYsgzalmdtXY6c56Nxztiudrb6Je0z8EWR5uTk+IDI04CWBplABGQSwhYFVlAsmwU2IgDII0Miglp1zkcM1tz3Y6R1WTbnnl5Ztm8zadsg6PFbugJsFQABATYyI0ztdn7UIsTzgR/T7Bbqj8w/rPyqbAUZefjuO4Xga97i+Jx4vaZ5z+HV+d4/6X4abrwGCctvv5fqx8uv8Hbj6fl5f0x8/qvFem6X/uZzf18v1O3z+N7Z4Lgdxn4iviR+xT61vlHR+C4/trtDjomM/E2is8u5T6sfl1fPiuuj6HF4Z88lfmus/Fl9unx/83/h+u4/6YZbTNeA4etI+9m5z8o/q/Ocdx/FcfffF8Rly+erTyj8I5PNprT6HF0/Fxfpj8z1XifU9V/3Mrf2+GdajTUQuliHV4tM6NNab0Nac4huIaiGohNtTBmIbiFiG4hm16MONNLFW4hrUa3PRi12nG5xVLWiOUdUvk3ExHKP4uayfbnnyfGK9evVUq9PA4fGyd68fq6dfefRpyyzkm69nZuHw/12TrMfq49I9Xvtl28/e2nedZHhzzud3XW2V5uJ4qMMet56Q58TxHhRqvPJPl6PmzM2mbXncz1mUtdOPit70y5LZbzbJO5lKxMzqOct0xTk59I9XqpWK8qR1/Nh6dyM4sNa87859PJ13NpitI3M9Ih7eG7MzZdWz/qsfp5vp4eHxcLH6nHznznnMibfL4fs20xviLdyPux1l76YYpTu0rqI8oei0PD2nx2PgccRMd/PaPq4/wCc+wyzx/FYuDxd7JO5n7OOOtn5viM+XisviZp5+UR0pBmyZM2Wcua03yT5sRAujSxDWliBrSaWIXTWkWRlrS6XyRuRNLEGmvIakZaqadcWP9q8fCGbdO3HxXkuomPFNufSPV2iIiNULTLne2uUOXfN7phhwxu8xHXq52tMsdfi1pqTTz5ctyBTTTki6XQLpF/3jTWkaOgtSIGtIulNG10aBplrRUXRoa0aOa6EXRoI5g1pFqN0xzb4eptZhbdRiImZ1Ec3ox44rHv6tViIjl0ac7Xs4uCYd77ppdDTLvpnRpoNmmdDQba0zoa0BpkaA0zppdGg0gpoNIuhRdJo0po2iFVEbBoDRUFFRdC6ZXRUAUaZaZUKgNqAAqKBVpkBqoyCtAAoCAANAAACgqCAAAAAAAAoAm0FEADYyrLQeTIAACbVAABARQRmzVmbNOdRLSTPoxvXxa05Z5wtOurnedlp2jcjy58mwKsq50TYNMbQARkDYiADIAAioADKoACbLIJadRvyC1nLbu095eaq3tNrblHSTTxcmfnqgKwgICoWBhkLDSCCCCx1hCv2oB/UJnm8vFcfwvBxviuIxYvabc5/B+A436Q9p8VMx4/g1n9nDy/Pq+RaJvabTMzaeszO5l8zj8MvvyV+o6n8WYztwYb/AKv3HH/S/hMcTHCYcmafvW+pX+r8/wAZ9JO0+L70Rn8Ck/s4I1+fV8jTenv4+k4uP2j891PjXWdT2yy1PqdmLbmZteZmZ6zM7mTTel09D5lvm92NNaa01FV2sjnpqIbiq91nbUwZiGtNd1rSbbmDOl03o0bamDMVaiF035MWuuGDMQ3EDF8kV5RzlPd37Sbrd5isfWee9ptPPp6E7mdzzlNLJp5+TkuaordMdslorSObbn+kx47ZbRWnX19H1KVjHjitOkfmzhw1w11HOfO3q23I8nLyeapaXHiM3hbiPtz+ScTm8L6sf4n8HjpWbz1+MyWtcfHvvSd2n1mfzdaYNc8nyezgOBvxE6wRy88lo5P0HB9kYeH1af1uX1t0j4Qw72/T4vC9nZs+p14eP1mP5PtcH2fh4X7Fd3+9PV7/AAvZi/LlX5m005X5co6ufd583fu+3N8XtvtaOFm/D8LMX4jpa/lj9viI12t2nXgazTDq/Fz0iemOPWf6Pys2tkve+S03yXnc2nrLXOZmZmZmeczM85Iga0aNLpYhGtJEN6NLoa0RBVYg0jUg0sQtRvTLWiIaiGWpFxVjfPo7+XNmkajRv16Q5XvX0eOelhpm06c9NW3M7NNzs8uedzqFV0aVmRvDitlyRWnWem5ej9Czx5U/5m+zcfO+T0+pD2Wl5uTmsuo+v0nQYcuHmyfMnh80daT+DnrUzExO/d9ObOczvlPOPfmTmvzG8vCp/oy/u8HkPTfDW32PqS5RhyTvX19ejrOTGvDydJycd1Ztho0K5eUqaUFkNLo00i6Z0NaNDWg0aXQukFrEzOoh3xYor7yzc9OvHxXNjHi87/J30ujTnbt7uPimE1E0Lpao6aQUF0goGjSaUsGk0LYGtA15AaZ0aaUNMaGtDJpnQ1pdNGkF0mmTQKBpFqAaNCg0ACtMlmqsjLQAKlVGgAFEWoAAANCgAAVAURQBFRoAAAAAABFFAA2bQABlGTYCgAAgAqAIAAqBYEAErNpZtPlBa2+UMTOvi3I8+fIkzr4udp2Wn1N83SR4889mxk2rBs2g0zaAghYGRAEVkBQQARAAGWmRAQVkcM1tzqOkdXTLbu1/g87WM+XHlz+ABp50VCwFkPIaYAZ2IWRUEEVAZap1hmxXqrNeOIb0vhtxDpt5pgxprutaaiGdtTBzirWmtLpNtzBjTUQ1oGpCIa1zBG9CgLoVPNUaGmJmIYm02/ozrbVz03fJvp0c9KNuVtvuhVdPVh4S08831I9PORi5zD3cMWK2WdUj4z5Q+jhx1w07tPxn1aisVrERGo9BuTTycnLc124cRm7v1afb9fRJvbJaMXDxN8kzrlG32+yvozedX7Rt3I6+FHX8ZW1cMPmvgcJwmbi8nc4fFfJfz15fGX6Xs7sHHh1bitZb/wCnHSP6v0HDcHXDijFgrGPHHlDtXDy5sbdd7eWmKIjURERHlDfh7enwuW3HNPenVPsefuDz5ee4j5udce/J6Yxb1ER8n5f6R9udy9+D7OyfXjllzVnp+5T+qLE7e7Y8Dv8ADcDb9f0yZY/Y9o9/4Py9Y1yhdajULodJEXTUQuhqRIhViDSNaNNRBpYhluQ0aWIaGtMxDRVrQ1ImliNzDWtLHWEvs6YTvF8kn0buzpzj0ct2zo01obcZE0sQaejg8fezRM9Kc2MrqbdeLivJnMZ8vdix+DhpXzjq52l1yy4W6vFvfev1GOMwxmMRF6OczMtybcuTl9OMZp5cpc6WnHfvU5TDpfozp6ce0fI5s7lnt6qZuH4ivd4qvhX8suOOvxefiOGyYL85i9J+zavSWdO3DZoxxOLNE3wX6x5x7wxq4/p/s35sOXtyTV+/+XnHo4rhfBimSkxkwZPs2j19J93KIbllm48uXHcbqoLo0qQF0aTbekbx45t06erpTD53+TtrTFzeni6bffJKViI1CjTD3TDUZ0aaNC6Za0ppldJo0sQBpNCro2aTSaa0mjZpNLpUNmk0ulNG2tM6VUDSKAaANBoFTQaAUZ0igy1oaZBkaAVloBoAAVFAAFFEBQAAAaGbANDIDQy0AqA0oggoAAIBsGVGtm2RBoZFZAABAFQBAqAorI1pABkAZtOurUiXLyw5Rzc7TM/AtM2ZmdfFuR5eTl2Wv3Y5dWOcp1+JtrTyXPYM7Nq5iKbaTaAmxAZTa6Z2thNnUNlgAWvRLAIinmgKhsEPNkSygm1dOG4HjO0LzXguHyZddZjpH4rpzzzmE3XivbvTtl+iw/RDtK0byX4bF7Tabz+UPVT6G23+s46I/wB3F/WXTTw3lxfkrK/Zf3MwR147iJ+GOFr9EOCjrxPFT/yx/I0x6sfix+3j6K8BHW/FT/5kf0WPo12dXrXiJ+OU0nqx+HTT9z/d/syP9nvPxyyv9h9mx/slPxtP9WtJ6sfhebPk/d/2PwFenB4vlJ/ZvBR04Ph//Tg0zeSPwe49U3HrD95fguDr/s3D/wDpw424Thonlw+H/wBODSeq/E7j1hncesP2l8GGvTDi/wDThxvixRPLFj3/ALsLpi8z8fuPWCJjfV+tnFT/AE8f/LCVxV39mnyhdMes/JjWjkm3p8iVFa5QmzTOjTW2dhqNaKstb9hdwDbIbaGWg2qWt6dWbAeZF074+FzZOlNR6zyenF2fWJ3kyTPtELpyvJjHz45zqOc+z1YuDvbnf6ke/V9LHhrjjVKxHwbiqzH7cMuovw82Hh8eL7Ec/WXXTvXHuHs4DsziONv+ox/U3zyTypH9W3HdyfLmvJ9HgOwuJ42YtmrPD8P6262+EP1HZ3YfDcJMWmPGzx/mWjp8I8n1a4Zli5fTpjhru+T2f2Tw/Z9NcPj1M9ck85l7q4fZ7qYN+XJ1rgZdHgrhb8GIiZnpEPoVwdZ1qIjq8HEz4k6p9j+Kjx5p731Y6fxc/C5+71ximZjuxufJ+M+lv0g55Oz+y8uv2M+ev/RSf4yNSbcvpN29O8nBdnW1+xmzV/6Kfzl+UiIiNRHyKxqIivk3pK7yaTS6XTWka0zrTRpRvTGm4g03EMtaZ01pdAujRpdNaRrTOml0RA1IVWINN1RuRPNZjmV6t3jlEsb7vRMN4Vz0ujSq56R9Dhcfh8PG+t+cvHir38lK+svp26OHUZ9pH1/C+GW3kvw43lyvOoby31v1cOcuWGG3t5uaY9oWnchpau753muV7s26MxDdo5QaWPPn+pjTWl0CaItMUmsT9SesfzTTSDek0NNUxzbn0gphhbdRitdzqOr0UxxX4+rdaREco5KxctvbxdPMe9TRpRh6NJpQF0C1NC6QVrTJpnoNaNC6ZGtGg0MtaA0zpqooaYP91oF0ACaNM6bQNMjRoNMjWmdNAGgAGmUZADQ0y0MgA0BpdCgAAACoAoAAAAANMtM6QAFGjYIESAABtQAQGWmVABAEFFQAEVNiGxkaGtjIDQyA0M7c72+6Sbc8uSYe7d7a+LnuZnmjNp06SaeXPkt71qbajXm52GVkefLPZYEVzAGmQSwrJtnYgyqJsVnYzsseYm2q84VzidT7OiVuZbiACgAhtkQZEHo4HhM3G8Vj4fh67yZJ5e0es+ys5ZTHu9XYPZOXtTi/Die5gx88uT0j0j3l/Q+G4fDwuCmDh6RjxUjUVhz7K7Pxdm8DThsHPXPJbXPJf1ezTrhNPlc3L6l/ZytEs913rjmefkWr7NOLz2hztX2emapNQeSaudq+z1zVzmqjzTVzmr1Wxuc1B5Zq42jT2WrLzZvQS15L85lxnk9N49XC8TM6iOasWvPf0ZtjenwtR6+qWxq5W7eTunc5vT3PZruc2mX8/tJtgiXPT3+dva7YaqG12bQ3HqKuza0rbJP1KzPwh6sXA57dYikfvSJ55Pd5R9PF2ZXf6zLM+1Y09eLg8GPpiiZ9+a6rF5sXxIrNp1Ss3n2einA57dYike8vsxj1Go5e0NVxnlc7zX4fNx9nY4+3a9/yerDgpj/w6RHvp7PC9mq4fZvTlc8r7vL4bXhvZGCfR0pgnf1Y5jLxVxu+DhMubLFMOK+TJPSIh+h7O+jubNq3Fbw4/Kv7c/0fpeD4DDwuPw+HpFKefrPxlLWpjt+d7N+jdazGTj58S/lirPKPjPm/QUwRFYrERER0iI1EPoU4fl0dq8POujG3Saj51OH9nenD+z6VOF9nenD9OX5Bt8ynD+zp4Faxu/LXnL6lOF89fF8vjMsZ57mH/Cjz+9IbeHibeLM1p/h/xcPB35Tt9CuHflM+0Pw/08+kv6JfJ2X2Vlj9J6cRnrP+F+5E/f8AWfL+BvCW3UfP+mf0j8OcnZvZt/r/AGM+as9PWkT/ABn8H4esaiI19VvuxFYiGdMbezDDUTStLpWpEXS6a0yumdGmohRrSaWIXTWka0zoiGzQ1ImlVrSNyM6GgbkFNDKyLV2jnXX4ObVJms+sM2PTxZSXV9nOazWdScnov3clY56nyefUxPMl2nJxTH29m6Tq0THXb25ss1+ry5vHjj68e3Nu0968zPm55Y7r1dNy3jwsnys80U0ps0NHQIzMcwq0rnZ3YVrQhIyNREzOodqY4r7z6pbp14+K5+zNMXnf5Oq6aq527e7j45jNRlGz/dNt6Z1yGhldM2g01o0u10KGmdmjQobNIKDWk0oakNJoUDSFl0BpDShsQ0ujQIKAgukADQGhFBnSaFFVAAA8gZFTQCiKAAAAAqAKIAoeSAoigNMgDTIAADQyA0yAAGwDYAIAAgAy0y0jTINAAMgIyLtm06ZvbXKOrnzmfVuYOHJza7Rq1plkS0+TX7PNv5q2nSIGnO0sy0wrnsAaZEVBkZaZVEtKbVgYrTKbVWdpY2WRpjbNmsdvL5MWQSZ6ehlInvRtdsO2wE6KAJ/0ibWIm1orSJte86iI6zPo/ov0Y7F/snhZtn1PG5deJP3I+5H83z/oV2DNaU7T4uur3jeDHMdI+/P8n7CK8nXCafN6nm3+WOHdl1xYptvvfYh2w4Jy31HKI6y9ng6jURyht4tvD4bNsb3Wxe0sWxA8VsbE1e22Jm2Ia28NsbNsb22xJbEM7fPtjc7Y30LYubjfHrnPQNvm5q6iXktWX0MlZtO9fBytimeis2vm2xzM6PCiI1EPf4MR0LYfZXO3b59sadz2e7wvU8H2aZeHwvYrij0e7wiuMH8f23X606jnPs+zj4DDXpij8eb1Uw+URqPZNO/qvh04XPk6Yp16zyejH2dln7eSkfDm+xXC6Vw+xpn1a+Xj7OxR9ub3/J6sXCYcf2MVN+sxt764XWuD2XTPnt+Xjrjl0rieyuD2dqYPYZeCuL2dK4fZ9CvD+zpXh/YR8+uF0pgfRpw/s7U4f2GnzY4d2pwvs+pi4SZvFYrM3nlERHOX6Hs/sCI1k4uOfWMUfzZJ3fmOA7Iz8XP6vHqnnkv0j+r9R2b2Pg4KItSvfy/6luv4ej7dOH1EREcvR6KcOm2pNPn0we3N3pw/s+hTBPm7UweyNbeHFw3s9FOHe6nDz6O9OHkZ28FMEw74+H2+hi4feuXN87tTP3pnh8E/UjlkyR5+0ey6Tbwcfm8XeHBP6r9q33/+zxeB7PZ3Y/CH5v6cfSnF9HeGjDwvcy9r5q7xVnnGKPv3/lHml9nTDC53UfE+n/0o/sbFfs/s68f2nkj9Zkj/AGes/wD/AHPl6dfR/J4jX/eXTibZMvE5Mua98mXJab2yWnc2mesy51Y29/Hx+mGla0jpphYhrXzKhoWppdI3oGgXQpELpG5EXTVVGtIuiqst6TQumtG10zo02I3IaWIBF0i6aNDchENaa1yGXbCAqxG5RpNFob1qGdbRvWozELpdBtNJZcVZt7R6ulMfnf5OzFzejj6ffesxXUagbGdvXMPL7IaXQbXQeYaZa0oaBdA0IumRoNmhloGtM6aANABs0FgDQy0GzTI1o0GhlvSaGdMtAGmRoBlLQ2aEYKqaUQUE0gAIKKCKgzpRFERUAUQ8wUAABAAUAAU2gCiAKgAogAbADaoAeRtNs2EaGRo20MgyWCyNCiAAEzERuZ5MpvXuOV8szyjlHqxe02+HojpMft4+Xn32htpnoWlXGdlmfRGdm10zbsQ8ktLTFq7LSm2Rm1q0s7TZtWNlhLTtkY21uWbTIipV5pY2lpGbQ2ym2nPa7NptFNrZBmwxa3in6+vV0ees6mJ93dK68d7aXaWBl0H6T6G9gf2nxP6XxVf/AOvw26T/AJtvT4evyfN+j3Y+ftrtCOHw/Ux0jv5sv+nX+vo/rnB8Hh4ThsfD8LjimLFXuVj2dMZ8vD1PP5Pyz3O7tvDgtlyd2kc/OZ8od8OG2XLGOkbvL7WHhIwYu7Tn52t6y6vmWvn0wRjxxWPLz9WvDe62Jm2PUht8+2Jnw9Pf4fVPDDbwWxezFsT32xsWxobfPviS2J9C2LkxbEpt8+2GfOHjzV708uj6nExqO7Wefm4xw826xOvRqMXN8m2CbdOVPU8DUa1yfYnBPozbBvyRztfHtg9mfA9n1/An0TwWjb5FsCWwPrWxxEc5c7RX1B8vwE8H1fTt4ce7HexR5A/m3g8+jpTD7PdXB7O1MHsK+fXB7OtMHs+hTBLrTh59AfPpgdq4PZ9CmD2dqcP7Mj51OH9nenDvo0wezvTh59Gh82OHdI4fb6lOHdq8NHnyB8mnDvdwXZ2XismscRqOtp6Q+zwPZcZdWzbpj6685ffw4cWPHFaY4ikdIhlrT5fAdl4uE5447+SeuSev/Z9LHg9nojUOlLRHki7+nKnD+zvHDwviN1yfIO7VOH+D0UwxDz1yO0ZPcR6aUrDpWKvJGX0ebtHtD9Fp3ac+ItHKPuR6hp07V46MUeBgn9ZP2rR+xHp8Xx7TH4PPbL96dzPV87tztzhuxezb8Zxs78seKJ55b+UR/wDORt0xw+I4fTD6R4Po7wEXnWXjc0THD4PWfvz+5H5v4nxXEZuM4rLxPFZb5eIy27+TJbrMuva/aPE9rdo5eO463fz5fKOlY8qR7Q8rjldvsdNwzinf3cM0fW36pV1yxuPg5xBKZzuLUa0IykxzbXQumNNaXRoWRIhrRprSNyM6b0aWIZb0kQrWjQ1Iy0ul0i6Z0sQrWhrTOjTWliBZE0ul0aRuRIhuIWIXTO3SRDS6arHyR2k2VjbWoiGtcmbM727TDyJ1Ba1m3Tp6qmre0Z1udR1daY9c/NuKxEclc7m9PHw671FFYejQNM+abakAaGtGgENAeYLoBnQNAAAAACgAAAKIoAAAAaDQCaQUE0goGkFRWWRpkAAQRUXYACCKgACsAACoAKggoAACgAAioCoqAKgJtU2AAMtDTIDIAAINJsBA2onVxvl1yp801tzzzmE3XTJkivx9Hnm02ncs2/8AcbdZhp4eTlubR7ptd8hzhtDYFohZlpmtbZEnrIX2W0ptDorlsGdmxhphWdqm12JsE2Mmy0tMWohsVi0GdpsZ2u+aWlCypazZ6K/yeZ6a9ErfF8jvwXCZuN4vFw3C45yZ8s6rWHB/XPoJ9FrdkcJ+l8bWI7RzV5xP+TX7nx9fkYTZzc04pv5fQ+j3Y2HsXs2OGw/XvM9/Nl1/iX/p6Pr0xTaYrSJm8zqIjzd4xajb9B2V2b4GOMuSP1t45R92HaR8XPPzd68nA9nxwuL1y3+1b+TvbFt9G2L2hztjVjb59sXJzti5PoWx8tuc4/YNvBbFpnw3utj3pm2MXbwWxp4Xs904416MzER1Q28fheznxEVw49zXn5RPm6cdxuLhKeuSeldvg8RxtsuTvXtM3/gJa9URjie9k53nms5qx0h8u/Fe7z34r3bYfVvxHu434v3fJvxXu5W4j3B9O/Fe7jfivTzfLvxHu5X4j3B9S/EcnCeIfLvxHu5X4iQfUvxHu5Wz8+r5luI92P0jn1B644ffk604efR9auCIno6Vw1j7QPl04efT8nanC+z6GscN7rAPFTh9S7U4d6K5ax0huuaPJkYpw/Tk704eIjoxXP7pbPH/ANA9Hh1jq78PSsXiZrE+m3jpbc7mef8AB6aZNDcxfQjLM+bpXLD53iulcqOmn0K5fdquV8+uV0pl8g099cjfi+7wVyt1y+4afQrk06VyQ+fXKzxHGV4fF4l+c/sx6yGns4rjo4XHvrkn7Nf5vh2zTa82yW795nczPm82XPbLlm+Sd3n8vZJyxWJte0UpSN2tM8ohFmK9o9oYOz+By8Vxd+5gxRuZ9faPd/HO3+2OI7d7SniuI+pSOWHFvljp6fH1l7Ppd9IbducbFcEzHZ+Gf1Vf9Sfvz/L0fBc86+p03T+X819xQ05vYacpjuzp1LRuCVM8NuS6TXzVtxkNKRDevVGtJVdbNLoXSaXTUQuma3IhVYhdC6SIXTUQqNyJo0ul0jUiaWIa0aG9MxDUQoztZDRVWkdJGWtkRueUOkV18UtdePjuTNa8ty1pU9oZemYzCFmWmqU1zn5JvRMLmlMe+c9HUNMWvVhxzA0ebQy6aZGtBtrQGxFBUFA0ACgaNCg1pBUQ0Gl0aTZpNGl1KKaBQRPwTTSJtdACmkF0aVEU0giggKAgqAAC2VnTIqKyAWAZEEURVREUBAFZoAIAAqAAAIohUVUNs7EaGTYNMg0BsBkAF21tkA2CIMrsQaDZs8mRGmZmIjczyS9orG5+TzXtNp5/JZNuHLzTj7fLplyzblHKjntkdZNPBc7n7tDII0u2GhcQAXQy0RG+UQizHuUjc+zGT/En4vZhx92PZ5OLpOPN8a8mcc5ctO3P02XHxTKs7ZTbpitG9THOejpXi45M7quY6ZK7iZ84cqku05eO8d1VRkbcNghsTYkz1NsqxRN7LIM7LFpLdGVYtCzO+a2aCOsPRV58XPJD9Z9Bfo3bt/tObZomOzuGmJzW+/P+nHvPn6Qze90sznHjcq/Qf/xn9F/HvTtvj6bwY5/8JjtH2rx/mT7R5e/Pyf0/XqUrXFjpTHWKUrWKRWI1ERHk9vZfCfpWbd//AMfH9qfvT6Osmny+XlvJd16exOzvE1xmaN03+qrPn+++3PPrzScka10jpEejjfPWFef3btDlbTnk4iHlvxC7a09VprDjfLWHjy559Xmvn59fNnayPbfNEOV8/u8Vs3u4ZuIrix3yZMkUx0jc3npBtrT2XzTz93xu0u3MeDv4uHmL5fOfKn9Xwe1fpBbiN4uFmceDzt53/pD4tuI5ajo1Ilv0+tk4y1rTa9pveesy434j3fLtxHu42z+6sPp34j3cL8R7vnWz+7lfP7g+lfiHG/Ee759+I93G+cH0r8Q42z9eb59s3u52ze4PfbP15ud87wWzM2zCPZbP7ufjbl47ZmfG5g/oc8RKfpHu+X40+q+MK+n454+/g+X4y+N7g+n4y+NPq+Z4zcZJv06erKvoVzTM6jq747e/N8/HaI6PRSy7amD6NMmtOkZPd4K5G65GHTT3+LyajJz5S8PiNVyC6e+uX3brleCuRuuTmNafQrl92q5eT59cjfjRWvemdRAae++euKs3vPLy93y82e2bLN79fKPRwzZ7Zr7npHSPRjxEXT1VnyrzmX4D6cdv/pWS/ZnBX3w9J/X5Kz/iT9yPaH0fpj27PBYb8Bwl9cZlj9baP8qs/wA5fz+saiI19VjK/D29Nwb/ADVpUqtXN9CQ0rTKNaaZa8gXTF67+KVdUtXfNZWM+P5jC+RpqozIy0ujQuhtmsaaiEbkFqVVGpDQNaZbkZaXQLIC6NDegBFkG61my0x75z0dKs2vRx8W+9Ssa6LrbRZh6pJGLERuTUy6VjSW6WcdzSldc/NpoY29Ex1NQDQjWgNGhoAAWpo0LoFEVF0aNDQDQMjWhBnTWjS6BBQE0zpoBka0aBkaNAyNM6ADmKCKCaQVBAABUAWolVESwqKlgipZUZGmRk0igiFgsqIAIAKyACAyA0MgNMpsXTKoCrsBQ2gAbNiKM7DYgLuUBpNgAbZa5jIz5hyy5YryjndjJm3ypPL1cm5j9vJy9TrtiszMzuZ5m0HR4/Moztq1dU70c485jy+KE3fYNobU2Wbq52ap0St8daVF0xt3k2RzdKRDFXSnVzyu3s4eLy93aOTw8ZbvcRr7kae68xjxza3SHyNzMzM9Za4cO+3HxPl1jONvbIbel8Xb1Ut3scT5+bzzGrzENcPPOY8kyfb/AAc5NV7OXLz8UrG9IWR0eGrtLM2RWLVRNrtU2gWYGSxZGbS05lmrMb5u/B8Ln43i8XDcJinLxGW3cx1jzn+iaTzPd9G+yOI7a7Tx8HwvK9+dsk9MVPO8/wDzm/u/ZHBcN2T2fg4Lgq9zBijz63nzvPvL430U7EwfR7szwMdoycTl+vxGbX2r+ke0eT7MZLZMkVxxu9+URDc7PJy8lz7fD6PD1txGWMVJ+M+ker9BTJTDhpiwxrHTp7+75XC1rw2GKRO7zzyT6yts3urz3u99+JnXVwvneK+b3cL59eYae6+afVwvm93jvnjXV578VHPmi6e2+brzee+eI83ivxXu+H2x9IMfCROLDrJxPpvlT4/0GvZ9ntLtfBwOLv55nc/Zxx1s/G9pdr5+0Mvez21jj7OOOkf1l8fieMy5818ufJOTJPWZee2ZqTTnbt9G+dznPPq+fbM52yy0y98559XO2f308Nsss2yg9ls3u42zS8tsm2L5Ir1nXxFem2b3c7Zvd4cvHYK9b7n2jby37Uj9jFM/GTbU48r8PrWys+LPu+FftDPbp3KfCHC+bLk53vefxTbc4q+/fiK1j6+SkfGXmv2lgr/mTef3YfE1zNG2vSj6l+1I/YxT+MuU9pZ98opSPht4Fr1Z21OPF/SvFPGeHv8AueI28r3eKsZfOXj8Tnp0xbnqLJt7abtzno9VJ5ezx0s7RZh1keulub0UtyeSnKOrpEo1p64s34jyxLcSNvR4jpW0vNEukSg9EWaizzxZuLCvRW3rPJwzZZyT+5HSHO+Tf1Ynl5pEhI3t836Qdr07I4OcsxF+JycsOOfOfWfaHr4/i8PA8Jk4niJ1ir5edp8oh/M+0uNzdpcbk4niPtz9mvlWPSGbXp4eLz39nnyZMmXLfLmvOTLkndrT1mUByr6OM1FWINNI2KA0AukbKtABaP8A7Z1MdWw2eWVhrS92DUm2fLSoKNaTTZo0KKDLag1UUBYiZnUI1ImubrTHrr1WlYj4+rTNzevj4td6LEGjo52vVIlpiPiVjfNaxts2sw37s6a0Dm7yAAqho0KC6DbWkUEQDTSNMtEQuhdIuiIVNmmVU0LpNCgmkG9Gk20yNMqAaBNGk0ujSbNJoU0ppkU0qaQXSaDTI0aBlFBBFFEF0gyAAqCgiKis0sArDIWLCFkDzVEBREBlWWgZEaZEt1aZAAABAANgACFhoFQE2ABsGQQa6ss5MkY459fKBjKzGbq3mKxuejzZcs5OXSPRi9pyTufkm3SYaeDl6i59p7CsG23m23tLMoM7W0tYc1sOTvU16TE9Jj3YSy6JnZdx7ow4eMpNuCnuZYjnht5/B5bRNbzW8TEx1iXCNxMTE6mOkxL304yuand47H4mumSvWGNZYfvHpnJhy/q7X/F/4eV1x9Pxdb8LEx3uFvGan5w44Utlmzj48pnqt6UsONr6vHxTAq7YnOIdqRpi16MY49o5O7ipSOt+vweB04vJ4ua8+XSHJ6+PHWL851vL6nLaptGXV5dumGdWavO7MYuW5K9WNd9u2N3jIWYtK36MWluPPydrpbSjIrla0ztDYmzaWk2xaWktLSlpLSzuNc1c7Wq85iNTMzOoiOsy/rH0I7AjsXhZ4jioie081frT/pV+5Hv6y+B9BewIxxj7V46v6yefC45/Yj/Un39Pn6P3HixEdfkrz8me+z3+LOuX4Q+xwGL9Fxza/PPbr+5Ho+X2di7us+SPrz/hxPl7vZfPrzHF7bZnO+fk+ffiPd58nEhp78vEc55vLfivd4cmfr6OFswunvvn35vLn4quLFfJkyRTHHWZnT43a/bODs6msk9/LMcsVZ5/j6Px3aHaefjsvez2+pH2ccdIWTaWyPvdq/SPJk3i4CfDx+eXzn4ej8/bL77eW2Q7zfs5W7ei2Vjvy4bcc3F4sXW259KhMbfZ6rZOSTbzfKydoZJ34dYpHrPOXky5L5eeS17/ABlNu2HT35fYy8Zhxzzybn0rzea/aU6/V0/Gz5nRWblXWcOM93oycZnydcuo9Kxp57TNuczufcRHSYyewi6NBpBdexoNMGm9JoNBEc4XS1j60Bp+u7zUWn8Xza9p8J/q/wDtl0r2rwUf50/+nLe3i9O/T6lPzenFD49O2OBjn4mSf/Ll1r27wMftZf8A05Z26Tjv0+zXq9OHnz8nwK9v9n+vEfhjdf7ycBGu7PEfhiR0mF+n6CttukS/O/3m4COlOJn/AMuP6n96uC/0eKn/AIY/qm2vTv0/S1mfV0iX5b+9fCR04bip+S/3v4ePs8FxH/NBtr079P1dZ91iz8l/fDH5cBln45Y/of3wjy4Cfxy/9ja+nl9P2EWLW8n4/wDvjk1y4Cm/fLP9HC/0v4qfscNw8T6zMyztZxZP28SxxHEYeFwzm4i9MeKnObS/B5PpP2nk+xbDj/3cf9XzOI4jPxmSMnFZsmWY6d62/wD6LXTDp7fd9Lt/tjJ2vxUTG6cJj/wsc/xn3fMBy2+jhhMZqIsQKNSFWhUbA0qKA0NiiixFGmVkDyAaFiBRdJpQRdGmtHJRqYJpdDdK/eS1vDj3Sld/B0iFKudr14ccxNrUqMu0iLoaTbpIC6GXSRFNc1FTSmhGtANaFZGtGkANLoXSLUEaUGgNSy0MKy0AujQAaNL0ANJYVA0ABoZaA0MtAjOjTQDKN+TLWxEaRWdIy2ioyNMiFkVFAAZFQAFSypUFsgyMtMqwnmFoAQBWRlpkZAsioANMgIIoiiIA0AMibaGQGmQEDYm1FEefNn3yxzy9STbnycs45uumbNFY1Tnd5tzMzMzzZR1k0+by8t5L3XYDTiAbREDZtQSysWGWmQ20h5u1MsftzMz69XBNs3CX3b4ubLiu8XupNcn2LR8PN0jH/wDNPl2bplyV+xe8fi5Xp58V7sPFLP1R9Tu6lOIt4fD3t5+TwV4zNH7UT8YTNxWTNWInURHp5szhu+7rn4nheOye7nblEQymx6nxcsjZtLSR6jHu6dI1AzEb5+TTFr28WG5ti8+TBadztNukmnh5Mt5bBDbTnssylpLSMWlpTbO0tKs2m36f6H9hRx2SOO42u+Dx2/V45/zbx/KPzfN+j3ZFu1OJmcm44TFP620ef7ke7+iYu7jx0xY6xTHSIitY6RCxxzz+I93jTO5l6uArGW0Zckfq4nlH35fO4fHOa3XWOOs/yfT8aIrEV5REaiI8hyfRvxDlfM+fbPpzvxHuGnqvn93G+bfm8l823z+0O1OG7PxeJxWXuT+zjjne3wgNPqZs/drNpmIiI3MzOoh+X7T+kkT38XZs79c8x/0R/N+f7T7W4jtfL9f9VwlJ+rhies+sz5vOsm/dMrrs63yTaZteZveZ3MzPOU2xtL5Ix07151Dbi6c3LNxePFOt9+/pDw8RxWTLuInuU9PV52LXo4+D+Z6M3FZcvKbaj0hxZNo9Exk7QE2sR6o0aa0AumRoDTNWtMteQaBfmBpGWtKGmNNRHNWq/bDTzNVja9Z9liFYk21EKVWrLoNANaBQCqovVls00VNiihUVYjc6dqxqNR0ZrTUe7bNu3pwx1A0Kw2NANrpdFWkVloBoCqjS6KjTKyAaUa0inmIpVQG40AjUgtTnM6iHSkd0tdMOO5FK66uiVVz29cxmEF1o0MtyDejQzt1kNGjSo2goNANI1ploXSKmhTQujQuhFANCg0ywsjQGgNho0KBpRUFNABoARTQIAAACgCIKgaGWgRkaLCMCpptEZbRWWRpkRBUVkAAFPwEQEVkZaBllG2FQAVlGWrMqzUAaYABEVAQ2AB5jI0mwEVjYqAqoAIWmKxuZ1DGXJXHG5/CHkvabTufk1MNvNy884+3y6ZMs5OUcqejmg6SafOzzud3QBWQ2gG1NsNDOw2yNM7AQTZY/6ksBtmybXr16paFjFXabEGdqIAqMtRWbdIUnftBaVm3w9XSMXrzdJ1EbnlDncvp6+Lp/nNNREPPlybnUfizkyzblTlHq5mGHzWOo6ia8vG2wbHZ4abLIlpGdjO0tLG9q52tWl6uy+z83aXFxgw8o1vJkmOVY9XHhsGXiuIx4cFe/kvPKP5z7P33ZnCYezuEjDh5zPPJbXO8+qs2/D18HhxcHwuPh+Hr3MWOOXv7z7vRi3kt3Y/GfR5NzMxEc5mdRD2Y/1NdRrc9ZHN76WjHSK06QxfN78nlvm93C+UHrvm5OFs3nt8/juOw8JTvZ769KR1l+T7V7YzcX9W89zF5Yqz/ENfEff7X+kdcMXxcDMXyeeWelPh6vyk5M3HZ8l8t7387WnrLzVi2W8Rrn6ej6OPH4dO7HT+KzuZX05+7cREViI5RC1NOXEZowxqOeSekejfs80lyuovEZq4Y9bz0h8/Jktkv3rzuf4JaZmZm07messudu3t4+OYgio6IERMzqHSKd3+ptcMLkkRrr1VRHTWk0KaDSaAGQAAQ2qbURnYm2yvVjZvnAm2tLUWIRqQ0DQ3ploGWlAAWo0KyNApV1xV5RaerGOu53PR3S114sPmhUXTm9JVo0sQLoCq1FAEaa6mlBqC1KtMrpnTQo1pFBGoKHkKNMtI0LSveKRvn5OtY10S16OPjt70iIiNQ1EAw9Mml6LEeqVbiGVncrG2og/wB0Z27SACNwBpGpGRrQNaBdGmV0aXQDQDTCstaFF0hUBdAKKmlFFTQujQuk0N6ERnQ1yAZGtGgZGtM6AqGjQIKaVEABBQEBURGWhUZ0jbIiCo2iC2RWWUsoqIAMqJpQLM+bVk0rNQGRgRUVBFRWKzZG2FSgDTNRRPMYAZBplplpkBFFsgCCAMDnlzRXlHOXPLm8qfN525h815ObqddsVmZtO5nmeyDo8O1EBANsibaZBpnbTJZBQ2gM7VNjKsbBDYlq2lNgG1jUndhmzPemPM0vqT5jp3Ynzarjj1lz70+rPiWjz/JNVr1MJ7x6K46x5NWtEdZiHktafWfmlj0/tr+KmH6Y9F88R9iN/F572m0852yjUwkcOTqMuT3rfqxYLNuGzab2zaU2M2qzsszaRnZZrHjtlyRjx1m+S06iI85Y6z6zPSIfq+xOzv0PH4ueP/EXjn+7HorNr1di9n17OwzvV+IyR+stH8I9n0+90ebxI1t2w8vrW6+XsMPXhjw43M/Xn8i2RwnJ7vLxnGYuGx97NfUeUR1kHttliNvjcf2zWszj4LWS/nknpHw9XyOO7RzcZM1j9Xi+5Hn8Xz8uXl3adPU0Td9nXieImck2vecmWfOfJ5es7nqy9nB4d/rbxy/Zj+Z7ul1xzbpw2Hwq7mPrz19nddH5Q6R4c8rl3c82WMOPvTzn9mPV821pvMzedzPm6Z8s5sne8v2YcWLdvXxcflgIMuxtaVm08imObfD1d45RqGbXXj4t96laxSNC2li0su11OwJtLS242rtdudpNrpjbaMbNmmfO3s257NrpnztbS0sbTZpm5um2O8m02uk21tqJ5ue13zGdvTbqVasMPVIKijoiisiKaBRo0Cst0jc6TTtjrqPeUta48N1qsaiI8mk0rm9khVpY9jQ0lVFGtJpRpFNBpQFSremWoy0CNigKAdQFCsb5R1G4Olcfr8mqY+7znq6Vc7Xp4+LXes6aqKw9EE81IgX3WIbqVWqV2k0DRpl0kZ00qIoKg2KLpF0lVGkaKgumF0igLoRRFANKpobBplo0IyCoNgAmgUDSCoGgDQyBoABQRlo0DAqWUQVPMQZaBDyZaZEEU02iIqCDLTKsgIrAqAB1+JZFZqoCsDFlSxEQBWKym1sis0sh5DTFAZEoA0gAMiFksAG2b2isbmeSudvlm61PKNz0eTJlm3KOUefumXJOSfrdPRhvDDXu8HN1Hm7QEHR5QABk5jSWgGxmiAICMqlrWxkGNhZLSCCDO1RoZBnYIbDYh0Z20zaG0sDAgztU20zaUS0jFpY2zaU2rNq2lnZt9nsTs/euJzxy64qz/GRNvR2J2b4OuJ4qv62f8Os/s+/xfZ25d5ac+c9Bl3xde9PTyh0tkeTPxVMGPvZraj09XxeM7Qy8Rusfq8fp5yaH0uN7Xrj3j4f9Zf18o/q+LlyWyZJy5rTe8+cudpjHG5efLlm3w8oPb2WTfdrNlm3KnKn8XKo9HB8LOe25/wAOJ5z6+w3bMIvCYPFnvXj9XE/N9KIdIxcoiI1EeTVcUtzs8mefnrjp4+PtMaxb685+D60YtRMz0jnL8/fJ4mS+SfOdplW+DDd3WWWmGHsHSmPfOehTH53+TpaWbXXDj+aeSbZtKWlNOlyW0s2lm0paW5HDPNdpaWN7S0rpx8zdpZ2m0XTFzW0m2NmxNt7TbO2tibNm2Dai7QBNi16o6YMV82WMeHFkyX9KxMyl7GMuV1i9mkasOT6CKigDWjQrLQCgq0rMz7eaEm28dfOfwdSI1GmmLXswx1NAuhHRGk0qNaNA1oXQKuhYRADLRVqrLQoAiqHVRoButZn4eqbbktSImZ5OtI19nr6rWNdGtMWvVx8ehakQrDugLEB7lY22KlrrhNJVupEDLpBQ0joACgqMrIo1UYbAUVFAUARdHkpprStaNAIyCg2iooAAoKaBANAAAAAAAADOgEGRlpm0AiNJpUQVPwEAAGWmRkRUbRLMt2RWWQRUABlWVLKzUZ6tM1VihYSwzUZaZ824xRnaorNA5AwWZBpAE5gKlUGVQc8maK8o5z/BZHLPOYTdMmSKRPr6PLe02nc9UtMzO56yjtJp83l5byVQRXEBkRoZNtIHkIMhaRLKmzYyDO2mTabGdrtELSGw2ztFZU2gM7BBpNgzs2JsEmeabGdlpGdorO1tLOzbO1YtatLFpNpaRNjJt7uzOD8eYy5o/VR0j7//AGVl17I4HxpjPnj9VH2a/fn+j7/ecIsXzY8VO9kt3KIj00jfOekdXl4ztKuOZpg1e8eflH9XzeL46/Efq6R4eDpr1+LjSJnoaGr2tlt3r2m1/WXO9oxcus+jOXNrljn8Xn3sdPLPlbWm87meaFpe3s7s+c8xlz7rw/X3sFykm6nAcFk4qe9rWKOs+vtD7mLh4rWK1jUR0h1pbHjpFaRERHSI8i2eIbkeXPPzrGHTXdiOrhfiN9Jcpzc1YXtXLGLgMnd63+o/ObertPiPGyxjid0x/wAXh6zqOrnXq4pqN726UrqNz1Ska+K2ll6cO3eraUtLG02kjV5F2lpTbLTnc2rSwWljbUcLWtm2LSbGdrtDabVldm0Z8hWjbMzEdZfR4Dsfj+O1ODhrd2f28n1Y/Pqlzxwm7W+Ph5OW645bXztm9c5fr+D+h29Tx3F/8OGP5z/R93guw+zuEmLYeGpNvvZfrT+bx8niHFh7d32+m/DnV8/fOeWfu/nvC8BxfGf/AI3D5cvvEcvn0fc4H6J8Xl1PFZsfDx6RHfn+j9zo08XJ4lyZfpmn3+m/C3Tcfflty/xHwuE+jHZ2CI8SmTiLeuS3L5Q+zgwYsOPuYqVx0j9msah0Hiy5+Tk/VX3eHoeDgmuPGR/NLDVh+hfzZnTSgaQU0KiqImk/6nopXUMYq/tfJ0Yteriw13aqaWqo7yIC6RsGgUVFZBUUaGgF0KCNIoakJBUq60x+c/JLdOmGFzuoUxzbnPR20o52vbhxzBF0clZdNA0aF1siGqlRHSQKjVUdJAFRqQA0jYCosBqo5tQFqoqCojR1UqRAoNaBsU0AIoCKAoCgAAAIIoKCKIIKAgAACiCgglhRhiw0yqJZFtBoEPNU0JRlpltBPJQYqICoyBZWARVCyFjRGajLTKudEsrNlZGWmbNRmpZFRXOjLTLTJZAGaogAhM63MzqHlzZZtyjlH8WpNuPLyzjjWbN5U/GXAHWTT5nJyXO7oArmIqCAyNIIAyIb0ztU21tkTYxsNiCDIKhsS0gzaAwM7aNm2WmQ2m0tIioyKm2mbSlk2JtWNm0tKsWrtnZtnYhtLWjzS9orD0dm8J+lZPFzbjh6f++fRXO107P4OeKnxc0awRPKPvf9n2onXKNREdIhyvaK03ypSI/CHg4jjZtuuCdR52Db3cTxlcG6x9fJ930fMyZcmW/eyTuf4OFW9xWNyqOsTqNy55M02jUco/i5XtNp59PKE2jcXYlIm19RG5l7uHw1xc5+vf19DRc9NcLwkcr545eVPX4vo+Ly15PH4h3mpHDK2+72Tm5MWyvNbIxfJFY3M6hWHqtk9nl4njO7E1wz9fzt6PLm4i2TlHKn8XGITbvhx/ZWP/t0ryhnZtivROzW02xYFta2MgyJY2xaYGbS0paRNtOVGSZiOsvpcF2H2hxupxcPamOf28v1Y/rLOWeOM3bp04uDl57rCW39nzV3E9Zfs+B+h+Kup43iLZJ86Y47sfPr/B97gOyuC4Hnw3DY8c/e1ufnLxcniHFh+nu+90v4Y6rl78msZ/l/PeD7G7Q4zU4uGvFJ/av9WPz6v0PA/Q+Pqzx3FTPrXDGvzn+j9bO/NHh5PEOTP27P0PSfhnpeLvyfmv8Ah4eA7K4PgY3w+DHW335jdvnL36Uq8eeeWd3X3eLg4+Ga45qIBpl2UAQBAfzgWw/Sv5YimgUAQNN4q96fbzSOfR6KRqNJa68eGwU05vVCqgNlWgFAVloWIRQGmWhRQRQRRRaxufq9SKzM8nelYj4pbp24+K5pTH3efn/B0qLVz29kwkmoVUaZb0zppRGtApUbkKtotUbhpFEbkAXSNyAEQjRENGlZ2qKaGVUAaAaRWWhRqAKKgoAAKaGmQABANAoGmtAyNaZAOQIAAAAIKigVEBUUGKjLTIyIqKBYERGW2FQRUs6MoDIwWAVlFARAPRWaMeTTI5lmbKlmoxRiypZqIgqNudZGmbCIAMVNs3tFI3KXyRjj39HkvM2nctTDbzcvNMO0928l5ydeno5qOvs+fllcrup5AKwFpRkRrbOxGkVAGRDbKsNWZEEEW0sKjQybENpPM2lpEDbKW6NOVq7E2mxGk3tNs7Eta2ymzaps2bRm0jO2mUS06Vna2lg2lpE2bYvkisco5pe2uUdW+FwxmvNslu5gr9q3r7Q053P4deA4O3FWm2Tlir1n19ofTzcVjwxFfTlFYePPxe48Ph48PHHKNPLEcxl2zZ755+vPLyiOjERzSNyze2uUdQbvaKx6y52mZnn1Y82/IaHTDjtknl085lcWLf1r8o9PV6onyjp6Lpm569mqVrijVPn6nec+8k2Vjbr3k8R57ZPRibb6srMLXe+b7nOfVwmZmdzMzKb2sQm3XHD6NerQztHX2BNmxNqIlpBdptmZiOsxD1cJ2fxXF/4GC0x96eUfOS5YzvW+Ph5Oa+Xjm7+zy7TcR1n5v0XC/RqZtvi+IiP3ccfzn+j7nZ/ZPC4J3g4fH3o/btHen83k5Ov4sPbu+3034a6vn78n5Z+78ZwPZnGcdP8A4XBeY+9PKPnL9HwX0QpuLcdxMz648Ma/Of6P1FKxWOfX1b08HJ4hyZ/p7P0HS/hrpuDvyfmv+Hk4Hs3g+B//ABOHx45+9rdvnPN7QeLPPLO7yff4eHj4ZrjmoLEorLoACAoCAoIKgBpUB/OBofpH8uAUVDQ6Y67n2hNtTDd0uKuubouhjb14Y6mgNGkb0NVFF0ArK6E0oNANAKCLIigNDdKzb4eq0xzPOeno66Ztejj4t96RERGo5NGiIcnqk7KCjRVrQqLIGlKo6SDQqN6AUakAGXSANaG2WqggKGmGjSlRAGgaZaqA1FBRQQBQBWmWmQBoEZGgBnzaAAAAEBkBQAQA2AICgCoADNQVFZZAEEEAsy1ZkZollZbQZaZ20wIAyohsQRUs050tLCoRk2lhjasADbNqHkbZ20wJY2KxtNueTLFeUc5YzZojlSefr6PO1hh814ubqNdsVtMzzkQdXgyyDYlpE2u0ZsNMbBAQC0oqbGQGRDYIbSxaWVQ2m12gyhs2zzkZa2zaURpm5AyDFyNiWnTHejXWPmrHnjdkYnJX70JbNT70HlYuc+3S0s7cvGx/ePGp6/kuqz6uP26bRxnPTfn8mbcRX0uvkrF5sPt22Wea3ER92UtxH7s/NfLWfXw+3otLnlyxjj38ocJ4qf2a/m4XtMzues9WphXLk6ia7Olss75c7+j2UmfDpF53MPLwuPvXm09I/i9lVpxbs3VbiPVnlSJmXO9pt8PRh2atk8qco9WUbpWbTy6eoezMRMzqHox44rzvzn0IiK9OpvQzbt22xNnObJtdkwtam3NNzKbEdJJDaxBEG0dNL0S0ps2Ku02zuI83q4Xg+I4mf1GG9o9ekfOUuUk3W+Pi5OS6xm/6PPtnfm+9w30ftPPiuIin7uONz831eG7N4XhdTjwxN4/atzl5OTrePD27vudN+HOr5++X5Z+//D8tw3BcTxWvAw3mPvTyj5vrcN9H5mYniM0R+7SP5z/R9+3Pr1Ih4uTr87+ns/RdL+F+m4u/LfNf8PNwvZvC8NqceCne+9aNz+b26WlZtOqxuXsw4Irzvzl4s+XLO7r9BxdPxcE1xyT+jjhwTbnflH8XtpEViIiNQumnNq3YKgyoiiAACoAGwAAAVABWXbh+HyZp30p6yFsk7v5t1OS6R+kfzHQpoQ0REzOod6RqNQmOuo73q6MWvVx4agaUYddIoo0ijQumdDQDLQIuhTRoUBdTM8uo1pHXHj1zn5NUpEc+s+ro53N6uPh13rI0VYeg0oCq0y11RSqiptuQaZaHSCgiqFWkdJABHQZaEBagwoqKitMtMjTRUWosT/qUUaEUAKgKNAAyNAACGw0aEGWuZoGQ0AB8jcesB5gTcesHer96PmHmijHfr96F70esLpPPFGfEr9+F79fU1T1MftRjv19U8Wvquqz6uP22Ofi19Txa+s/I8tT1sPt0HHxq/vfI8evpPyXy36YvUcX27WZcv0ivpLHjx6Svp5fTP8TxfbvscLZ4+7KeP+7J6eX0xeq4vt6No89uI/dn5nj/ALv5telkxet4vt2sm3C2efu/mnjzv7MfNfSyYvXcP272Hntnn0hnxrekL6WTnev43omeSPPOa3t8knNkj0+TfpVm+IcT07R5fGv6x8jxr+sfI9CsXxLi/d6jbyeNk+9+SeLf7y+jXO+J8f1XsYs8njW+9KeLk+/K+jXO+J8f1XrZePxcn3p+aWyW+9Pzb9GuV8Ux+q9lh4O9b1n5pufWV9G/blfFMf5XvZeHc+ss2/Fv0XO+KT+V9DfszaXgS2l9Fzvi3/1e7vx6x83HNm3ypP4vLyFnDI48niWWc1JpvZuPVzNunkeK9Tfpvcep3o9XPbG19OMXqsvp170J3oc+qNenGL1WTpbJHuz3493IX04x/FZuvixHlKeLHpLlaWdnpxi9Vm7eLHoz437rlaU5r6cZvVcn26+N+5+aWzezjtJnm15Ixep5Pt08afSDxp9IcrMr5Ixep5Pt2tmt7MWzW9nMseWfTF6jk+27ZrM+Lb1ZZsuozeXP7atlyfeZtkvP7U/NmzK6jHqZfbfiW+9PzZ70+ss7Nnlc/PfstM+s/NGdjSeapZA3oTYz5m02rJtLLtj8BWmLFuqCDNgA2UrOS8VjrKPbwuLu070/bn+Bbp048PPdOmLHFaxWOkOn2YS0xX4udp3Lk9+M+C0zPUOrpSsV536iWlMczznp/F0nWtdGJtMyjJq33b2M1B0kkBqsb6NREQlqybZiqrZ24bhc/EzrBinJ7+XzS5a7134+HPO6wm689mej73D/AEfvPPiM8U/dx85+b6fDdl8Lw8xOPHE2+9bnLy8nW8eHt3fZ6b8PdVz98vyz9/8Ah+W4bg+I4r/Aw3tHr0j5vq8N2BeZ3xGeK/uY43Pzl98ePk67O/p7P0XS/hjpuLvy25X+0eXhOzeG4XnjwxN/vW5y9fVR4887nd2vvcPTcfBNcckn7GlqRDcRMzqGHojLvhwzbn0j1dMPC655Pk9cQxam9M4scVjUOiaVEaGdNDKgCAACoACoAogBsBYLSs2t3aRuXXBw18upn6tPX1fRxYq4qapGiRzz5JPZwwcHWvPJ9afTyesXTTy5Z2+7+RBofoX4DQ1iruefSEiN6jzeisREREM26dOPDfcBXN6hFBoBoGWhUUAFkBQa0i1G6Vm3wRqS3tEisz0da1iOUN61GjTna9nHxTEqoMuujREKRAuirXct6SaXSbbwk+WdW9JXU+ml0c/VN10mGKKea8/VNt+TH7GqlVZ2eSfFFBWpBoVGpEFRGxUVKChVlQNNIoAKqKDYKAbTa6ANps0oJv3NrpBg37pbfqoIx+Jz9ZaZVKgDTKCo0zYzo00KzpnUJptmys6TSfgqDnYAWVis7BFYoArnU/FlqzLTFEVlpzoWGVc7TaCbVztBlFcrW9s7TZtWLQS0stM2tbZQGLQQ2rnaqG2dqzaWQt0TbTFozs2m1crQQ2MVktIis0S0m+TLTnSyFk2rFNm2dptWaWlLSM2VzptLFkVihstLAyWEtLO2mK1Zk2lpaZpZLSMjNLIbTasjJZBC0hZBmlmTbOxkDfJnaoIWSZ5CFpZEtKh0TZaWdgJsslpA2M7S0gBaVxY5y5IrH4hJ5nbg8Xi2m0/Yjp7y9lra5ebPLHWK06Qy53u93HhMJo3vZETM6giN8/J09o6I2tdY+nOfVN76hpldCmvd9Dgex+O4vU4eHvFJ/at9WPzTPPHCbteji4OTluuObeCrWvOZ5P1fB/RPX1uL4rXrXFH85/o+lg4DgeCnfC4KXyR/mW+tP5/yePk67jx9u77nSfhzquX9Xb+r8fw3BcTxEbw4LzT70xqPm+hw/YVp5582vbHH85fpMs2tO7zuWNaeLPrs8vbs/R9N+G+m4pvk/Nf8PDg7N4XBqaYYtMeeT638XtVHlyzzzu7X2uLpuLgmuPGRNAMvQDLQosQkQ9GDBOXnPKnqisY8U5J1D34cNcces+rpTHFYiIjk0xamzQNIyyNAAKIAAAAKiggHkADvg4e+bnH1KeshbJ3rhFZtPdpEzM+UPocNwcV+tl1NvTyh6MOGuKNUj4z6ukQsjzZ8u+0Qa01pXLbGl03pYhpi1/HhWsde9O56Q+77PxEm+zWOvdjc9ZbXQ5vVjhqaBo0N6ZGgNM6aNKi6RTS6GoDWhGpGdNDrTHrnPUtbxwud7JTH5z8nRRyt29eHHMZqJVdKMusgAINRAuhZCIU1yaR0kZaBGyqooqg0jZoDSLIKCNyADDQKBAGkUAFFRajYoADQAy17CKyVADSNsqgigzpkVNKzYyNMtsoKCWIA0xUAGKyjbKsVEaRXOppm0NM2VzqdAG3OozZplpzqAllc6MNs2VzrIMq5URUsOdRlpltgtKbLIMUszsFc7TabEVm1dptlGnO1bSmxjaudrTO02bVi1U2k2Z2M7aszaTaWlpi1dsm2dqza1ZlLSm1c1TZaWRim0tIis02zstKWVim0sbZaZELSDAmxlpg2m/c2glLM2LIrKAyBaUtJZPIcywzssohtGdhWmRLSMm0Z2llCwhaVCzKWTYKm2bSAPfw+Pwsev25+1P8AJw4PHv8AWz5dHriHPOvTw4fKNRX1+Ttw2DJnyd3Bjvlv6Vjcvs8H9GeNz6nNOPh6fvc5+UPPnz4cf6q+n03Qc/U3XHja+B1apSbWitImbz0iI3L9zwn0W4HDzzzk4if3p7kfKP6vt8Nw2Hhq93Bjx4o9K1iHj5PEsMf0zb7/AE34X6jPvzWY/wCX4Hg+wO0uJ1rh/Cif2ss9z8ur7fB/RLHXU8XxM2/dxRqPnL9TEFni5Ov5M/bs+9034c6Ti75fmv7vDwfZnB8Fz4fBjifvTG5+cvVfLjxRu/X0cs3Fa+rh5z6+jyTO53M7n1eW5ZZ3dfd4um4+Kawmo6Zs1snLpHo5G0HZbMFpTYFkNsg1tnYKDVSlZtOoh7cGGMfOed02rHD8P55Pk91dMLVipW12yqMqIoNDIDWwAFRREUQFEUEssRMzEREzM+UOmDBfNP1OnnMvpYOGrhj6nOfOZJNscnJI8+Dg9fWy85+75Q92uXstatxDenlyzt92NN6WKtxXmrna56WIdIq1FRnbEVbirUVb7qsXN/FqxudR1dorERoxY9Ruest6fatfl+Lj1Nmk01o0w7aTQoLpDS6NBpNKaNC6GgRdCxEzOo6lYm3R1pXu9OqW6dePiuRSsRHu2K52vXMJJqILpplrTOhoFDQoshVYhNKjUGgqjYoIooCwaBGxRRuAI5tQsKgCgijQCgojaNVKgFmmWlUAQGWgGRrQAy0yI0y0yoIqAjLdkVjTLQNsVnQFlYqI0is1BUVzrKabZVzrLLfmiudZRbDTlWbMtpbo251lLLZLK51gaLK51iyWWyK5VlLN2Z0rnWWW7QjTFZZat1S0DnUZ82mbK51LIqKxWU2tkac6lpYbsw051LMtdGRmoKjTNRksiudXabEVijNhBim02MqzWtyztEVzVNlmLS0xVtKb5lpSwyWZNwm2mTZaTbFpENib5paVZVBm0iCG0sIMiKwBZBGbCbNgMWLSm1QQ2zYCyAolmfIK1ve0VpEzM8oiPMXHG5XSN4aWyXrWtbTM+Uc5l+p7H+hnF8TEZe0J/Rsc/szG8k/h5P2fZXY/C9mU1wmGtbed5jdp/F4OfxDi4+071+k8N/DHU9Xrk5Py4/v7/wBn4vs36Ncfnis5KV4bH5Tl6/L+r9P2f9GeB4fVssW4m8f6nT5PvaXT5HL13Jye11H7novw90nTT281/dzpSMdO7SsUp6VjUNRCzBV4vM+1jjjjNYzRpSrlmzxi5db+grd8lccbvOnhzZ5yco5U9HPLktkvu87llqRuRUZ2baGrSztm0mwVgTai7TYlQV0xY5yTy+a4sW+duj1UjUahNq1jxxjjl185dKs1aYRqq1RajLZtkQaVCoNCbAVpkBoAAGsdLZLd2sbn+An6WXt4bg+/q2flH3Xo4bg64frT9bJ6+j11hZHn5Ob4jNaRERERERHlDepWIbirbz+ZiIbiFiG4gYtTTUQ1FXSKrpzubEVWKukVbiq6c7m5xVvuutay3FTTNzfxPRELo0+q+PImhpBrSCmg0i6NAaQUF0jVK7+DVMfnPydGLXXj4t96RGo1Cgw9Mi1AqjZpr8AAUAUIhpK6SGgEXQoCgCKNstDUFBGxUVmtQAZaAAPJoEUWqKLABGlCrQpUDYAMg0AAAALZAGWgRkBRABigIrNNCo6OdZGmfMjNRGkac6jLQrnWU0uhY51lluyNuVZZs0lmnOsWGtGlc6wlmk0Odc7QOmkaYrnZluyDnWBbQmlc6lmNOloYac6zpmzaWVzrCWasllc6wlob6s2ac6zaGNOiaVzrCLpNKxWLDbOmmK56R0YtCudZ8mW0VlgsukVioy1pm0KzURdJaJGGLSjUxzNNOdZZttvSd3m0w526DXdTuyIwm29Sz3Z9BGdstWifRNT6KiIuvaUsIjLTI5oCKgzYQE2FmVRLIWk38wGbCAJZdTMxFYmZnpEP2n0e+iFpmvEdqxqOscPE8/8Ai/o5c3PhwzeT39B4dz9fn5OGf8R8DsT6P8b2tfvUr4fDxPPJbp+Hq/oXYfYfCdk03gx97iPPNaPrfh6Pq4cVMeOMdaxSlY1ERGoiHR8Dqeuz5u3tH9J8L/D/AE/QzeU82X3f/SeRpR4n6DFjQ0yjRZFvMVjdp5erw8RnnJypOqfxJCOufiusYf8AmeO25k2m2mhm0lmWhdpuRlQS0m02BsZapWbfZArznl1ejHjiOc85KViv9WolGtOm2olzaqyOkS1EsVXYje26ue12jDe1iWIlrYNNRLGzYNm2F2g0u0Kg1sR7eE4Kb6tljUeVfVYlzmE3XLhuHvnnfTH6y+vgxVxU7tI1H8VrTUajp5Q6RCyPHyclzNLENRDpENONrMQ3ELFXStfZXO1mKtRDcVbiq6YtZiG4q3FXSmNpztc4q6RVqKtxU053NK1nTUV5ukVbiqyOVzfwgiGtD6LyaZ01oBrTOmgDQy0a3Oo6hpn2dKV1znq1Wuv6rpi12w4td6AumHcNNAM6aqKKhVTQuhakQ0m25CqoI0KCKAALoBpoqdVRYADcVplpzajNQaFZaBAAFUBGoB5g0tQaAAqKACMtAKAyA1tkEaZaZEAFYQUVmoKmm0oi6NK51BdIrFZRvTKsWojSKxammW00rlWLQjWk0rnUZbTTTnWU02zppms6Z06aS0K51zNN2hlXOs2hnTekVzrCadGbK51yNNs6ac6yzZu0JpXOsWhNNaTSsVz0WdLQloac7HFLQ6aTSudc7Qzp0tCWhXOuektDpZm0NOdc9Jpu0M2hWazEM2h00zZWKxpLQ0llYrGkbsz5aVis6ZbsgxWLI1ZlpzrKNstMIllSwzWbIvU8lRnzAEZSypoRjSaj0bZVhnuwzasN+SWEY7se6d2PV0syI5eH7p3J9XXzFHHwp9U8KfV25nUHntjn1h04bhM/FZ6YOHxzky2nlEPZ2dwGftDiYw8PXdvOZ6Vj1l/Q+w+ysHZmHWGN5J/xMkxzt/29ni6rq8eCa96/QeDeBcviOXmy7YT5/wCHk+jf0cwdl1plzazcX97yp7R/V+irGikOlX5/k5cua+bKv6b0fRcPR8c4+GaiCo5PWqACWc75K46bvPIzZIxV71+nl7vl5s1st9z8vRZNtOufPbLPpTyhyY2bbaXabTZtQZ2WQZLJsZGmt8mbSdW6Y9c5+QTuUrvnPR1r01XogjUjdViWGmWmolqJY2sSDptqJcYluJGLHTaxLntqJEdNrEsESI6bac6tc0GtrEsNfgGmttUibTEUjcz0iFwcPkz31Ss685mOUPscNw1cEapG585lqRz5OSY9nPheDjFq2TU39PKHtqlY9pbrGlkeO5W+6xDpEOffrHW1Yj/ehf0nh69eJwx/5kK512iHSIeX+0OBjrxeD/nZ/tbs+OvGYfm0xrL6e+Ih0iIfM/tvs2P9sxfn/RP7wdmR/tMT8Mdv6DHp534r60Q3EQ+L/eTsyP8APvPwxyz/AHq7Nj/Xn/g/7qno8n8tfoKxDrV+Z/vf2dH+XxM/8Mf1SfpnwEdMHFT+Ef1NsXpuX+Wv1UQ1V+Qt9N+HifqcHmn43iHOfpxH7PZ/zyf9l3E/g+e/6X7aq6fhZ+nWTfLgKfjln+jP9+uK3y4LBH/FZrcT+B5/p+GDQ975+gXQi6QUrXY1JtIrMzydKxEdF1qGtMbdsePTI1oZdAqVNBoF0IuioujRtdDQJtuQBRdJYFqihsAUAa0DRpFgpoRpQqVFBoYdIAIAAKCjaFVEUBoAAUABUAQAFGWgBlpkRoBWLWWl0iptka0y2xaAK52iKisWiKKyjLaKxWUU0rnUFRWammdN26oOdZ5ppsac656GjTTNZLLpLK51myWbZVzrOmLOiaVisaY06WhLK51i0J5t6ZaYrOmbQ6M2HOsaTTppnSudc7QlodEtCudc9M2h0tDNobc6xpGrJaFZsY0mm2bNOVc7QmnSyaVixxmOaadNHcn0n5DnXLTOnacdvSWfCt6NMVysmnXwreh4Nv8A5Ixa4WTTv4FvWDwZ9YVzedi0PTbFPrDPhe7TFcEs7eF7pOL3aZrz6LR7O/hcup4XuMPOzp6PCj1Two9VR59Jp6LYvf8AJnwo9RmvPaE1L0Wxwx4fuJpxZ09HhpbEJp5x18JPC91TTlZl28KPWS2P3DVcCzr3I9ZPBj1VnVcXt7I7Lz9p8T4WLlSPt3npWP6u/ZXZGXtLiJrjnu4qf4mSY5R7e8v3vZ/BYeD4amHBXuUj5zPrL5/V9bOGeXH3fp/Afw/n12frc3bCf5Tsvs/DwHDxhwRy62metp9ZfRpCRDpV8DPO53zZP6dxcWHDhOPjmpFAYbWyBsEc8mWuLHNrzy/iuW0VpNrzqkdZfD4njLZ8m9aiOkSuMtW2T3deIz2zZO9f8I9HPbz+LPpDN89onUdz3dfIl5JHq3o28uLLfJbX1dfBjPnmJ7tNe8teml5sZNvZs6vmzmvP7c/NztktPW1vms4q4Xq59Prc4TcR5x83yJmfWfmzb4L6X7sXrf2fX8Sv3q/NnxKffr83y4rv4OkRqOR6cJ1WV+H065cVf8yqW4nD9/8AJ80PTjf8Vl8R9H9Lw+s/JP03F+98nzdoenGL1eb6f6djj9m/yT+0Mf3LPm7TbXpYperz+30f7Rj/AE5+af2j6Yf/AHPn7F9LFzvV8n2+h/aNvLHH4yn9pZY/YxvnbD08fpm9Vyfb6P8Aamf7uP5MW7Vz/uf8rwbTa+nj9MXqeT7e+e0+J8rVj/hYntTiv9T/ANsPDsjn0a8mP05+vn9vd/aXFf6s/KE/tDi5/wBoyPJpY3PKF1PpfU5L71644/if/wDRl+bVOL4zLyjPmn/jcsfDzPPJOvZ66RERqOUejnbJ7PVxcXJn3yrpj4jiqU1+l8R8PEnTp+kcRP8An5v/AFJcYq3pyte3DjkjfjZp65ss/HJLPetPW0/NBnbtMYKgi6UQDagm/mG1Tab2GmbyfRuQWrTGwANioeY3vbgimn0n5LQNNUr6/JnazDfskV3zno21o0xa9GGGkF0aTbppNGmw2aY0umjSbNM6aiDQba0C+QhpBQVFAAUGgADTQaRRQGlCrSNRloBWWhXNuICjSGlAVFEAAUaKgAKKgvkgHQUBBUEVFNKzs0ml0CbBRWLURUbZtBUVhnQ0KxayDSozoaZHO00ikQrKaTTSaVhBUVms6G00OdYNN6ZaYrLLpZNNM1gaFYrCaatBpXOuZZvSWgc6xo02zpWa56TTppNbVzrnaGbQ6aS0NOVc9Jp0isz0iWvAyT5fNXO157Qk83r/AEefOY/Ba8Pj95/FrTlc48VoZ1vpD6HhVjpWPiaa053N8+uHJPSs/i1Xh8nnp7dJaFc7lXj/AEefPIv6PXz3P4vTpLQ05215/Bxx+zE/E1Efsx8nW0JaFc65Whi0bd7QzaFc646ZtDtaGNKzXKY5s2h2tDFoGHPSWatCWVHO0bY06WZs0jGktDWk0MMaTTejTSOdo+bFodE17DDnpnTek0IxaE06M2iVHPSOhYRyszp0t0T8BGNJqXQ1HoDnp7+x+zcvaPETWn1MdP8AEya6f9zsvs/J2hn7mPlSP8S3pH9X7jgeFxcLgpiwV7lI/wDm3g6vq/Snlx936fwHwHLrsvW5u2E/y1wvDY+FwUw4K93HWOUPRSCIdIh8DLK5d6/pWGGPFhMMJqRqIVBlQAVWLS08HaXE+HHhUn689Z9IJN09nm7S4nxr9yk/q4n5y8C2Sz0SamnHOsXnux7udK96deZf6878ukOkRGPH3pb9nL37/Be8Ysfdj7c+bzEzMzMz1RqTThnfMM2asy04otK/eaiNdVNtTH7Asg1sZLJaVYtEGdjOwQVm02bTbG105+d02m2NmzSXNdiRG+vRvpyjqqd6RWfNY9PydcXDXtzv9WHqx4a06R+LGWcj1cXTZZ9/Z5aYLW6/Vj3erHjrjjlH4ug43O17+Pp8ePuRDUQlVZeiNKhVG1AZWAdE70fFS2RpE3Mhpi5fQKKxtFNAAqCioCqleqp5g5EQ1qd6dIpEeb37fmscPOzSuvi00Oe9vRMJJoNC6NtaQU0ztrSKGlQFNAgA0C6NAgoAGmgZGhFBdAFRQaRRrSLCIF0CwDyNMNApZG4gpoVKqi6AA0ig1UAAAA0JtUU0GwBTYKDOzQa92lTbI0yMbEU02xsRTSpsRdGhNoLqDSsWppGjSudrOhrSaVm1NDSKzaxprSmhi1GW9JpWNs6R00mhljSNaNNI56G9FoacqxpNN2g0rLGk07eFaf2Zbjh7T7LJXPLOT3ebTNns/R+712eHjjy+ayVwvLHh0vh2n9mfk9+ojpA3I5XmeGuDJ56hr9H9bfKHq0i6cryVwrgpHWJn4td2I6Vh10aVyt256TTpaDWmmHHSWh10loVmuVoZtDpotCsVx0zp20zppmuVoS0O2nO0DnXO0M6dbQloVlx1tLQ6WhNKxXHSd11tDOhiuOktDrpNKzXC0M6ei0MTHNWK89oTTtaITuiPPaEtD0ahiY5tMOGk0791nuiVx0zp3mrGmmXK0Mad7RtJqI42hNOuk7ojlpnTtpi0Kjlr2Z07aZtEQM6c9PV2fwWXjuJ8HDy5btaelIZ4Xh8nF54w4I3eflEesv2/ZvA4eB4eMWPnPW1vvT6vD1fVThmp7v0PgXg16/l8/J+if5/ZeA4TFwmCmHDGqR+c+r2RBENxD89nnc7uv6jx4Y8WEwwmpFiGqgigADLek176F248TljDim89fKPV8W8zaZmZ3M+b08ZlnLl3PSPsx7PPaPd1wmmc65Whia2vNaY/tT+Xu6X5c98ns4Ph5pWbZI1kny9I9HT27uGXfs8luGikRWk9Osz/ABePNk8S3LpHR7u08nhz4UT1jdv6Pn2Wd+7ny34jLLVk06uFYbiNfFYiISwQQszsZta2wWlNqzc1sxaTaK52raUQXTFzNs7NgzalkWy1rMzEREzM+UKxvbnzluNfGXqrwWXrkmKx6eb048NMf2OvqzeSR6eLpc8+97PJj4a9ud/qw9WPDWnSOfq68hxvJa9/H0+PGAtWHohoUG4DRpFFqkzEM7meiaPPI3/vJ3vRn480a0zeVbbBqoxsNLoF2aFTqKaFEXaKIG1ADaLEcxqI3dS1/9k=)

¿Por qué fijar límites de retiro importa más que limitar depósitos?

Mi instinto dice: la gente se cuida al depositar, pero no al retirar. Es curioso.

Si controlas cómo y cuándo sacas ganancias, reduces la tentación de “jugarte lo que te queda” después de una racha corta de pérdidas o ganancias. Eso evita decisiones impulsivas como reinvertir una ganancia parcial pensando que la suerte continua, o retirar todo por miedo y luego arrepentirte.

Para entenderlo rápido: retirar con disciplina es tan importante como gestionar el tamaño de apuesta. Ambos actúan como frenos psicológicos.

Regla práctica 1 — Tres límites que deberías establecer hoy

¡Atención! Pocas reglas, sencilla ejecución.

  • Límite diario de retiro: monto máximo que puedes retirar en 24 horas. Sugerencia: 20–30% del bankroll total.
  • Límite semanal de retiro: evita vaciar la cuenta tras un solo día de suerte. Sugerencia: 50–70% del bankroll total por semana.
  • Objetivo de ganancias y umbral de reinversión: fija un objetivo (ej. +25% sobre el bankroll inicial). Al alcanzarlo, retiras la mitad de la ganancia y dejas la otra mitad para seguir jugando.

Al principio pensé que esas cifras eran conservadoras, pero luego comprobé que evitan picos emocionales que llevan a perder más del 40% del saldo en una sesión. Por un lado da seguridad; por otro te quita parte de la adrenalina, y eso es bueno.

Mini-método: cálculo rápido para límites de retiro

Espera… la fórmula es simple y no requiere hojas de cálculo.

Define: B = bankroll actual.
– Ld (límite diario) = 0.25 × B
– Ls (límite semanal) = 0.6 × B
– Objetivo G = 0.25 × B (ganancia objetivo que activa retiro parcial)

Ejemplo práctico: si tu bankroll es $4,000 MXN, Ld = $1,000 MXN, Ls = $2,400 MXN, y G = $1,000 MXN. Al alcanzar G, retiras 50% de la ganancia (es decir $500) y mantienes $500 para seguir. Así evitas reinvertirlo todo y proteges tu capital.

Comparativa: herramientas para controlar retiros

Herramienta Ventaja Desventaja Recomendado para
Retiro automático programado Fuerza la disciplina; elimina decisiones en caliente No admite cambios de último minuto Jugadores emocionales
Retiro por objetivos (porcentaje de ganancia) Equilibra crecimiento y protección Requiere seguimiento activo Jugadores estratégicos
División de saldo (cuentas espejo) Separas “juego” de “ahorro” Puede ser incómodo transferir entre cuentas Jugadores con ahorro marcado
Límites con soporte (KYC verificado) Más difícil evadir restricciones Trámites adicionales Quienes prefieren controles externos

Cómo integrar condiciones de bonos en tu plan de retiro

¡Espera un segundo! Los bonos cambian todo el cálculo.

Si aceptas un bono, revisa el rollover (ej. 35×) y la contribución por juego (slots 100%, ruleta 10%). Estos factores determinan cuánto deberías considerar “retirable” en el corto plazo.

Por ejemplo, si tomas un bono de registro y no quieres complicarte con el rollover, lo más conservador es tratar ese saldo de bono como no retirado hasta limpiar condiciones. Para ver una página con condiciones reales y ejemplos de bonos, revisa: play-do-it-mx.com/bonuses. Esto te ayuda a alinear tus límites de retiro con reglas concretas y evitar sorpresas al pedir un retiro.

Checklist rápido: pasos para configurar límites hoy mismo

  • OBSERVA: Anota B (tu bankroll actual) y calcula Ld y Ls con la fórmula anterior.
  • EXPANDE: Decide si usarás retiro automático o manual; activa la opción con soporte si la plataforma lo permite.
  • REFLEJA: Programa revisión semanal para ajustar límites según ganancias/pérdidas reales.
  • Coloca un “cool-off” de 24 horas antes de aceptar transferencias de vuelta al juego tras un retiro grande.

Casos cortos (ejemplos reales y qué aprendimos)

Un jugador novato retiró todo tras una racha y luego volvió a depositar el doble. Le sugerí dividir ganancias: retirar 50% y conservar 50% para jugar. Resultado: la próxima racha la jugó con dinero “de juego” y no con ahorros personales. Aprendizaje: proteger parte de la ganancia reduce el riesgo de endeudamiento emocional.

Otro caso: una jugadora aprovechó un bono con rollover de 40× sin leer que las slots contribuían al 20%. Perdió tiempo pero no dinero propio; sin embargo, su estrategia de intentar “limpiar” el bono la dejó jugando más horas de lo planeado. Solución: calcular contribución real antes de aceptar.

Errores comunes y cómo evitarlos

1) Confundir saldo visible con saldo disponible

Muchas plataformas muestran saldo bruto (incluye bono) que no es íntegramente retirables. Revisa T&C y separa mentalmente ambos saldos.

2) Ignorar comisiones y tiempos de procesamiento

Algunos retiros (p.ej., OXXO) tienen comisiones o demora. Tenlo en cuenta al fijar el límite diario para no quedarte sin efectivo por comisiones inesperadas.

3) No verificar KYC antes del retiro

Un retiro bloqueado por falta de verificación puede disparar ansiedad y decisiones impulsivas posteriores. Verifica tu cuenta con identificación clara desde el inicio.

Mini-FAQ

¿Con qué frecuencia debería revisar mis límites?

OBSERVE: Empieza semanalmente. EXPANDE: Si tu bankroll varía >20% en una semana, ajusta límites de inmediato. REFLEJA: Una revisión mensual suele ser suficiente si tus apuestas son estables.

¿Es mejor retirar automático o manual?

Depende: automático funciona mejor para quienes toman decisiones impulsivas; manual para quienes revisan resultados detenidamente. Mi recomendación práctica: combina ambos — automático para un porcentaje fijo y manual para el resto.

¿Qué hago si el bono impone límites de retiro?

Lee términos: algunos bonos limitan montos retenibles. Si no quieres limitarte, evita el bono o acepta solo si entiendes el rollover y la contribución por juego.

18+. Juega con responsabilidad. Si sientes que el juego afecta tu vida, busca ayuda: en México puedes acudir a líneas de apoyo y servicios localizados; la verificación KYC y límites son herramientas para protegerte.

Fuentes

  • https://www.gob.mx/segob
  • https://www.profeco.gob.mx
  • https://www.who.int/mental_health/publications/gambling_disorders

Acerca del autor

Carlos Méndez, iGaming expert. Trabajo desde hace una década con jugadores y plataformas en México; combino experiencia operativa y práctica para proponer reglas simples y aplicables que reducen las pérdidas por impulsividad.

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