Hi zusammen,
kann mir jemand bei dieser Aufgabe weiterhelfen? Ich habe das Problem die 3 Integrale für die Fläche, die X Richtung und die Y Richtung, richtig aufzustellen. Das lösen der Integrale ist nachher kein Problem mehr. Als Grenzen hatte ich -1;1 und 0 ; x^2-1 angenommen. Die müssten dann für alle 3 Integrale auch gleich sein, oder?
![](data:image/png;base64,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)
EDIT vom 27.06.2022 um 15:35:
Hi zusammen,
kann mir jemand bei dieser Aufgabe weiterhelfen? Ich habe das Problem die 3 Integrale für die Fläche, die X Richtung und die Y Richtung, richtig aufzustellen. Das lösen der Integrale ist nachher kein Problem mehr. Als Grenzen hatte ich -1;1 und 0 ; x^2-1 angenommen. Die müssten dann für alle 3 Integrale auch gleich sein, oder?
![](data:image/png;base64,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)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAUEAAADwCAYAAACe79ZVAAAgAElEQVR4Xuy9WbNmV3UtuDPzZKNeIARIQkKib41pbGwwTTlsP9gmwhHliCo/+70iqn5GlRswjRD4XkfYN8Lhpnwr/OCw8bXLNMJQIGEaAUJCgOjVoCYzpeyz1phzjrXGmnvu7xyuo57KRyTnfPvbezWzGbNZc6196MUvfvHl5T9+/oMC/0GB/6DA/08pcMhAcO/ocvmyYyF+6z9cu3DhQidP/v7ycmjZO3ZseebZM8uhQ4eWE8ePLxfOX1jOnjljzxw5srdcvHjJ22y/0dbF8+fRkbd5+FD7O9pvzy/LJYzCv7PPuCQ4ffiwf33o8HLFlVcuV1991XLNNVcvx48fW6644oT1v7e3t+wdOeK/2z/rpj3Hz0fadxgr/uHn+NGj1hXuwXe8D7/x+YorrpiuH299nDhxwq5hXkf2DrdnD9nzaDP/xrVLly41OlzsdNb+L168MI1H+WDTb89yrJ0R8YfzY77Ke/m7ep78boRs9HQ6XA7ac/x8fpdskE06H44G4zL6BJ0wDv7gfrbL61tzzHPWz3gGMsUxo038jX/4Ac1JT45Rx4G/G9fsHp3voI9fx31sG7/ZxhHw3P5bP3/psvNb6Un9GXTAGId+Zd7r2PW70Y4R2eRX6ZdlYPDJex73gv+Q28MmBhClS03fLrY2L5J/ULlL55cLZ08tl889s1x1tOnxsyeXJx79Yeu60e/I0eUnTzy9nDx1Zjl+4prlqquuX66/4cblfKPZsSuOL4ehgq2NQ6BV+7C3164dPt7k4li7DL1sOnMEetP0CZRsYznU/j58pI2pfTYagsbQLehtG1e7GjjlfGn/32DC+UL+GI3anRcafQ8fPrqcP3/R5nn33Z9e/ut//b+Wo3vHljMNpwwEv/Pd7zllsjYpp7Ik6r0N6PDs0QYWV111lYHWmTNnTTh9QK6lxxrYXHHC77n22muX66+/frnm2muW659znQEY/sZ3V155RQcZPLcH4kR/LtxOGAIWWHekEcz/NeIFwJmABtARnCiQnA6YaIrSflPIsrCpcqjC4jn8cwGchZCCpgrEZ1UpHAwGyCk4ZIXJLBjjDWMRN2QwQTt6TRWcIOgCg3H4PDKo6VgqRdb5Dvr5gDBfNZ7V+NbitR2gZAV3Hgwa6NhpAAzsAhgzCJpSiVGc6eMjy0CtIOiCk2YAQGl8Je0z/fv19mAGQZXDLZ6PMToIYgDZaJEnYwyUUZUHgiC8AMii+xwX2/9dDtk8f/7scuLYkeXMqacaEJ5cnnPV0eXsqSeXJx/70XLdddcuT588vTz19Onl8Z+cXK697oblmvbviiuvWS615/eOH12BIMBv70hzIg4fM1BqKrsCwcMNUwiCaqgyCLrpdkCsQBBzObLXxn6mgfiFSw1nrlwefvi7y+/93u87jrQbDAT/x//pf+4eDIEFvw1QwqoSRHid39n11smF5uXh76PheRl6H3KPSz0qgBw+0yvC9+ebZwhvyj00ZxSexz32HaxUeKiDsS6Y/g8Wl79dGqESJijtn3qyFCpvLzzUAoRUabMgkhZdOez5bRCkMVCgUDBWEJzH58xVpc8K6p+HV7sLAEnXg4LgFjBNChh0noFpABLHn/mnbVegw2t8TtvPIEjrT8CtQETBKIMgtD6DPsdHmmUQ5PjsuQqpBBmVh2vD1njc5DePOYOyApzSy7A/QJBtrPvwAXobnGufYfOsID9w1Zre2WSa5xtgCLfr4kVEbi2CO/uMeYJ7l88u5555ajnfvEGA4E+eOtkA8Knl8cdPLs9/wS3NqXlea2dvOQQMOdY8vwagl1s7hyxaauDWwG9vz0EQ3l/rzQAP/+AF4l8GQRgq6jU9Qb8CsAZwBxAGJhgowit0n7FhAD57ZHq+Rap33fWR5YEHHmxBcIsCAYJ/8md/NrmQZDiJrZ9JYAqeMbgNXj87090Lw2+EjrTE1mm7zjAFoAmg80FfDIvrM2YISRDEM27ZPdwB7z0UQrjiQDgpW/AZ1kOVasisAyHHXgEIngM4q4Dx+R4iHdATVMWicpGR+l0W5jyurDCgA5WmundrXl2sUjhcAcIW/cinuf81LGTFrMZJGuS+NJzXsSkwUJ7Iq8pzo+HR7+zvBIIKcJwfaZ7HrWMYchWUDTIoaK3oAE/G0gQjHZVBXtvNxoSJDFK8K39ENiorg3ZiWA3yAgRxM3QpnEsPRZu+NVw6f+7ZpmxnGxCebkB42kJj/H2ipaFOPnt2+f4PHlnOnr20vOCFt7SI7rltNk3/kY4iCAKOAHQN9AB+CImPtJAYnwG00GGAps29CIcBfIYrGK+RKv4GAJrXPdJ4wzlyEEQ4jDAcJEFIjBnfe+8Xlj/7L/+lpdOucRD8ow99sCu5gtmaqUFyCYXROUAMKN4VG95hhLAKIkcaUZBP8zzhyJdcjJyjCwtzOp6HAchRCZBTRH4RP2iDAop7PBoaMQkFDwBo38dkZq/DcykZdLLQZTpkZT2CvGZYWGWGKsxsvQcdcZ1hGtrVZzI4z2MfoyJ9MhBuAc2sSEj4hJEw6Zq9Ip2PKlRQrdPO+1qH0Upb/p1Bdos2nGEGwYo/BLYK6DgH9qv00lCL8rsFgtqv0lYNWuaRfzenWpSOxv9Q4kzfDIbKCx0jfB0F0cHfADvR1yxjePYwQEe0x8NgD4vhYV24cH451vJ2586cah7gyeXKo8DDU8vJJx5bjh7dW06fvbA89K2HWyrruuV5z3tBA74rl6PHTliEeOQo/sG787SI5wSPWT7QwmHk/gwAmcd1jwLXLV1NmQoQxMA6CBpgmgfQnRzqDIHQc4wN/C601JV5g55Df/Sxxy0kRlRqIPihj9w1IWkmtgphBgB8ZmLangNRI5SehL0NFLE5vjPX236Q6GxeJHI6YELPoTgYMOdGoMA9F9tk6Pngec3LqSBoyONtu+VQL0OBU0OqXZ6QKuZQCgjS8H4qsJqENu6dlW0AOIVfx6QKmP+uPKVqDhmQXCFqEFQ+K82yEZmBYeRg8xiHYjqd1gZizltWQKfP6ZgUPDjvzAMFvm4gm1IqCFayjfZUlvRZ9ksjpsbF5K3LhHspWzTZMpZbMjPJqjU6csq9n3AorO3o278TOTMf0DBk+vEQMvKCkTZCH5eaJ3jhzOnl6OGmg+efNRA8e/bMcvrMueYJ/nh54U0varn+6xvaYZHySseBBoK+KOILhnBejsALbIsphxEyxwIIcYGjcxD0cRh9MXYbfqS7whsECCplFbsMCEEdLEo28EMYfKmt9mAh59Sp08uf/umfLvff/w0Hwfff+aGZCOJaolEVgkpQsApmq7ARVu0164Cfi1zVbASwFdcIha3NjuygEZjh/TBJ7ILh10b/oUDhrvt3LmwOoB4O84fCYhbI6OdAOJRmeJ6cJ4WXxOxeaAi1rkKiHXyGJ7zldW15F8N7IDi7t4DrmsBXgJtBcwBJVjD1CCslntuBkqw9wUEjpddsRIZCbeckOachnB5+mXl2TsSfa5BQWdvyiibBDR6zT/wm/TIITmAZMpTnzHa2eEAeViBWg97gMfvy+wb9dM7ahho11UkLV817H5To/CV9KfvUOYstBwem8bsU2j+sEGPutrDw7OnmuTV6NiA898zTDQTPLM+efmp55vSp5lU9sZw5e3655UW3LSeuQM6/hbtHjzVvsOX8Wq4fIDgqLxr4NRAiCHr+z3OAnIR5fwC+8PA67zEP8Erm4yA4y07XXXzTvjrX9HOvVcCcO3d+Odv+WR6y9fupT969/NVf/Z9zOKwKq6DAEgdlnFo9UBT3cBXYFjgst+BeISYJAPQFEaAyhcEXPNqFEc52AOZS90UjoLuxLjBY9bXxNVQ3S94mBZedAMoSGNzDXBFZq7/DtMx5RMtjukSpxc0egIZfqohKN17PQJjvZzhNpVMQrJRJlZy5V95HEFcg9HTBHIKzDQNJ1EJAsGJ1OI9PV3dnoOh2uz9SGQOf/8jbNJjXLiznVKUyMgjovOdxuEFQcOA4wH+XH/eWFLg6X2JRj4NSI0EjkleW1fvLc64B0PPP1RxotzPQVSCo8+w8X7xCQcevCwmkFfNqfRxDQAcimoY1eoXjBV29BOcC+fqWW0NukAB4+uSTbdHy0PKNb3yjVXRcvdx08y0t3XXFcuz4CQtjT7SKD4AZFz1sgbSBkXmDDQhbUssjkfAQ6fl5OOwyQnnWOcQXw8MNEKTjZHJgAOglMpgR/gYA4m9UriAX+KUvfrktkNzlIPjBuz7cBUgFadBoKBCuadyN+/fapGwAIWS9TgvJjhBOyw8YOHKRwT1Fy1aGNevCF0DIhZLhNZHTYzzmCTaGuVc4SiUUpLigYtYoAJRhAJ4hgbPQEehpBPg5Cz1BgnRRJcqKVSnIHuqh0qIOlUUVNyunj7uJUqMpjQTvzyFc5a1kYGSdoAIp+iCIcEyUEeRyQBuEGSoraiCH5+xWXBWe311oq48uPnVKYeu60nY2yv4N6cXFki1eZCOV+8v8HvIIZXBDoGVPKk86rkHvnCMchjfLDj6r/HVCx/yMV2JELjVAN8CHuiMFZfIe9ZkxVu+D4bp7fNBLRmPeB1eInWdnzjzbAKzl18+1xZHmBX7v4W8t55p3ePbMM8u3Hvrm8opXvGJ5XqsNPN4A8EQrgzMPD4sgLSoEoFlVSfvba3Cbh2iYgZDXFzithtDAzxdHIqg0Hk51puEMaQQ/zweBjfPEp+uR1TPPtJVtzKlddGft0PLkE08td9555xwOb+WgVHHJVGUuQNBMSYRymIRZStQdBdeQ+DSrICAIT9E8gEuoJwwracwFMPpqsbm/AaRGLFMU9dTaJ7r5sjihc+Hf3dJGaIum0AdXjyuQw7XsCakgGpmT55gFOYMNnx/KNecr9ftd4NXHwXA2jUXHlsfMz8pHs5/irbBv0l8BedRHDkvL/pSO4HcHZEo2ZYJ0a+mUoZT+ZTZI+dr4vvZw9X5deNJ58x6f3yjkVlrRIFSGzZ5vj7EulZ4I21W5m3kRnndYhCHXw/NRY0b5yzzsvKPbF3pg9A4ZR5TRQaLryWgJiyCXUCITKSM6BQ6CDhjIp11seoJV1kvNYJ05fXL50r/du5xrJTOPPfKj5XAjwht+5vXLDc+9wfT72LHj1h5C0CMtAuQaAf62hQhbDKFD5IXRXTfprQvKqZHC4qjRUmRoSlfYlx4g0+DiElJWAFwY7AttXcEWZ9tvFE331eHKkqpyq1BlbwYNjpIYgOFIkEPuTQgh8FgF6mGZB0D4eLkR14Uw6uLaX8YMC3kx4OHpYPoKik4AmEIsyg9A4oIJx01hxmcLoQHUrUr9MvOWPQw/WG4qK9Mu+iiIVgBZeYcKfioECkwcw6XGTCoZvlcDoF6Q0oB00JynCU/UTFb9sA96guPeSGsE/TMIQtgm+TABFSCIVelKybXPTHNvo+/X6G1mo9MVLHVAcHCNGosX+rzylWOZxtQEXBfF2I7qUwXCOpStUH3yOOWBCRRCbuc5R5F28GO4Ionu0AUjodcD29gjVUUQAQCeRfVH+/7suXN2z8mnn1w+8S//vJw6+dTyrQfuX97w2lctb/7ZN7SdW9cYP46dQOnL4ZYTPG6f8duisAaKXv/nix5eHuOLJdRrj+u99m/wm54zB+wgmPlkdDHm+Ko2eWdYEDhBEGTp3uc//3kHwfd98AP9gWyBs1Ip8ziIDIJclnbR4tK4e4a2PScGiIFaKaOFpKzzCYscniCAECvIrngKUK7suNaLrMMTZEhQ5fQwJhM6W60CAgMQffWpMgRbSsDrFYBNCh7zJ3DwOSqmgh1pW3l/+pzxuRsTNxQgNEOyKfyP2quVN9za0PucV26IFDS2FNFpRe9plCiogcLfZgDabRWozp5MbXwq+s48AQgOmdLvtjxylWGd9+q6AnV8qXyz9uFFhV8yl8IMJdwCwS1vV+mvBiWDOb9TEHX5lu2ZMinlJZ/1UJQVG5jP8Ii5c+Rc854wG4AgfmOR5BMf/7+XR378o+Xhhx5Y3v32X1he9+pXNg8Qxc+HlyuvutJADp4g9BM5QiuLaZ8tHWZpsiiJQchu+UGini/yDBAcdZQ2VtzXI0L3wpWOBEEH8Sigbr9d1vHbMQPfHW2e6cMPP1yDoHoMmXCqgEMgfO+hr+g41W1goaieHIX7G3sUBXC4uqVK1YUJFd/tXhRLO+BxG5InTT2+vxT7gz20ZigAQimoqctsoVyA4FQntQGEml+rBDQLcwZBtdyqaBkIs9LmcEr5wnYMXJH878XpXjZk3m7kYsgPtq85TNzL/dVegOXKq6DF+Ss9/Xsq+gjjOC7L1Vo+JnI8GptktAkPNM8/j7syGNZsCrOHgo+56LPZyGwtCOVhki7kG0GQOR8fP8F8N6jPMlN7NTp/GpTZ4xv0z7SZeNXHJLrZQQLM9jSVOSS219o9bAuHIzeIswEuNJk6bzW9l5d77/nc8rWvfmV5pi2OvOOtb1luf9HNtusLwHKibZ91kDnWbm3XUBscK8YGuJEmY3rMcoMGHE4/5vRitD2cd5p5WZ0CYY97LbE8e4FGQ8MKrzEmAGKxEM7b008/Pa8OVznB7AlUFp2CbghP4lKR4hru8WToWMUjo1gsOoRIvLLwBKHoXOn10OpwV3Z6gn0hJaTXCm8E2Dh2a6cNFXuNQSJuoB8KXO8jViXgvQZMoi0q3KSF5nSyoqtCVc8SzPJ3E0DYGOrSmmq3C+lAfveQOcCI89Q5sj8aE4ZPfs+GJ4jt8bEQpUrJdvvcIxeZabP1zDwupDRiFD13PNflbQFgb0fq7PKcSYvsGHQw4jJqPDgDIVVwCEg9p43QLmRX5U5BcLTqElgBpN8zADkbaHy27a0GLu5Fdp+sPXahzQ//AILY5HuueYPQm6985cvLxz72D8s1Vx5bfvWdb1+ee901zeNDzs8PIMEPcoPHWtE0gG/vaDvYpP3D3zyogTtILrctH8Oo+kLPkHfyknPo2UCPWMLZ6XOHoygePP5mNQoXRehQcUPHVCeoFj8TVQV3UhIPzqcQyhjdLtsukl6e4AlQKpMKgy5M0Bp0BoeCKwj64grDYZY+YPKjptAIBPaH62vMjmV3BUF6nUxuo1+CQyUw2XujxzkEp/YAhsCu/1LDoAKP/rdAUMHdclIRIqAtMpnegwJoBpppNAKCW+OdQ69RoqTt+tjMZk8ry0rPyZhGv5S/bBgUgDiuIT8OgsqXDDS75qzfZYCp+mU/Og51FMYcicyjaLoyZNPuB8hrKHAei/a7ns9wPjLfcp8ZpAM+zREYIEhP0Aumz7WcLv5hEcVr7vZaWcz9y1/95V8sL3/J7cv/8Pa3tgLqy+0EGYTDnmZCaIwQ+GgAHwqkCYKtpY4P8MZQouXzi+DR5IFeLsPz4fW6jng06CBIA+C5xAoEXZcYDjtmwHXoO0Y+cNedU+hI5qvnVHmABhgIVyPRmQWDIOgriVH3I94Z7vek8my5u+UKQoBButDBFWYNkXtiN6yn5ccwPh7jFePENdbNWU4wiEbAIAjCemTwULp0ejiqO+CKBVJh1HbUK+F1lqBUCqkgWI0H14z+ojzG8FhFy/koAoSCRjd+lhNUKzxmwXYUqGBAQEvkftYgCJrMIFgrKI4iw8IX940PQONYMxjpdUagjEYUkGhQtFZ0C9wzyGzxjG2qrJM2Oi6T6Qjv9Ht9np6MlnapTGRebAFjsH6S14rWQ0aHofY2wSmA0FgYCbE2EEQYDG6eOXuugeAFOwvgu997ePnrv/7r5Rd//s3La152+3K+lcocP4HcXjv1qfHTF0n8KCwrjhZAvAhnBU6J7SzzE6gMCyxdZj0PPDL9zCv3bvQHD9YgqLoIR8zqky2ajBQbSrtswa7N2/YOf/hDq0UBFSYqIhPvGQy4XrESnFgNHgoyF8k6oaOuSWNKcqBNlCtvjuTzAQkUqPPmovsKlyopCIXP3Nan3h4FVhUF13SOtsJk1mke3ARWAEBYlUhGq8Iq4KBdLNPDQvZxx6ob85q4nyfe6CLHCGnH/JXWTMTmcfbKiRijKm4FBhlkqYQazs+eUCSeQwAqgFdZ8RKc2TMaPFPrP+fylO8ZjHtIIwtFnJupdlotJ+1XtIrnq5QQ69SgRG7wPdFOvmQHYQZpOSYtQjcFugzapHlFJwVFpUPWx1k2Qn5Df3rEIKmragzaF0pKrGg66jzpkJw/f66VmZxt9SfPNEVGrtDrRo8dOxorwh6xwUgiCgTg2eYJLo6Y/kMeAJZ9CUHAjd7fyLWOLbdDgkl/QLXSzyrtfMLWj3uCfoACfnrEZKvDd/oBChQQNqSJeRA9exWmEJbzaZ2lVZotz1GVz5mlq4zxLb2acHNnocpeo1HSLIMnP31ljJ4dftuugRDyao8v70HvHQSDQSTgbOWHt2I0a52zpEdpSEKjfQAgXG8kjjHOs2fP2vmKAEWsuk2heoyDfBgegBoB0sEtufarXirSAWuaT5emvOn8jQup8j17TJxjJT+8xjZ09VkNhBqklSENPqjh0T4J0GsA9lVjVfDchs61K1KKAEjXLkcRPYDfWn5UGUqdo/WVeJGfUXopP5UHeQ7ZmGsbkw4iQrLFqjl3aBUasbsry5DKPBcUxm93Li5fbN7hs09jj0lfHAVdvCg6docABAMrhsc+VvS5rrXlbGRQV76ZRwkMCj+F99rY4UDaddY8Eh+cBhMIvvdDH5hyKlQ+rjJa3Jzyfp1g4U4DBLd+tjwEvz+B4AazdHIcH3+jKh61aBoe4zuujpp3SGANIaBykNH0ILtHyRhDku1sn3MnYGLvdOvcwXejfZye40nlccbis62KHbRlTZPOqwIbHyvDdE0UD9orrSOyWIX1WdkybQfoDo9MPZPMzwq4dC6MJOBBed5n3uKW+89yRIHNwMDPOrbR7wBB5bW2kemNz2r49XurVbWibjcM4AN4t0tBFbBMvsRjrmicr+WxVuNdAW2Mj89SjlD/twWClhISoqvsjfk6bVR2fE4XlmfbYasoosYPAdB/IwwGEHpdIMB2bJkcMmvBduDHbqyYJcPmHnpegqDpMBftmjPUnaTRjuW44QlugSAFgopbWi4DRyDxKIQehBuxfhaW8Xm4ugAqu86tMdGmEl+Z0AUAwstKclEwjNcLrR0ECVIa8uLaOKfQV1hNadiRhFmV1TUraoXd5nv3lTUVaHpSVGYc6X1lezUAxmQ0ToJL+nWQDeEbodoAJ7/XB5v5swsEK+XNYJL5WPWhiqkiqmPpeU2pQ0RfJoCJvoPsdQpiVgP/VI8bX6wX7FTZFHx5Pcsa78GRUdg1odsbzYDJHKqx8ZrxLvYoK1+3jMt/Dx0yLybHBfRG/yInxgMLohxMyF9/bsiTpiNWtG6GwbfPPWvRDiIdGPzhCToARrIvGCa89QGtQFDlc6ehaY9bSkVCYZVbe9YQEtsDhyeofPFiaQmHlRBK1AoA7ZqAIJ9VsMDfOYyehcWtqiVtjSOSFA2GqUVVwe390HtsY2F4RMb1vhMIcgwEQbabc4KcY6Xs9gz5a5vM53IZ9sF8IJWGXiHOUUQ47LVXQwhVsenFKGNDkrrQ8iSdrIQZBJV2+V7tU/mIv31haw65dwnmahw0Zk1hbJuilM10T0X4rtfyuHaB9wyoEKh5zErjDL4ZBNVbxc4iKLenWkZKgga2dA6Enx1EChAkiGbvq+KPXlM65P5VlslL06sUDltk00GQwDRWajNY51OabMyWh7qwnGlRDSMdyDQ9QuQAaaR5anUlH32cSedV73SenX/RmHqCK9D2vWQdBIfhci+xXBjh5MmYyhObLKqtLM2LHpXXpJMfE4IViv2Akdfjs5WFV6Lwvg6gkPsEot0Lo1AmsMngkpXBE7buGebxuBfn7zehJ9g5LpOF8kAweMz+qVOn7B0rCIePt1oqS11MnvQITrTPNYgxEbz2Ak2obHI+7jzPSqFqjyo8aBnfFhDV/I1tk+1LhJN8qRTHw1zz8HLnuXQei8dYjV3p589g7iHkkqqZvCORFwVFKqQbyLb63bxAVBLQGHBMGDtPqeGYMg3Rbs9TR45b+6Ju4Zo6C7md7Ajo5/1A2L7fSDNZ7dwUC7vQ6IvD8Lzzp34dBdKkF7BIEi+1Iv2YA7/Y3u2RQ+45AHfqTZhC5FRmJ93tuhrOiMuUH8wy4UC8PoCe4KC55yUnEGR/KijqiWwJua/uuCXJCoLPurq4npN7gnkVmAOlMEyWL/cTTGTOjs8oiPeXLjHkDqLn+SkIdkGMEHscATbmChC0k3EBh4UnSAFiPz/+8Y+XH/zgB8vLX/7y5dpWRnChHfcNKLUVNOuHK6hOS12FVEVTWm8ZC5OIoM0aQOdwh+1VXoXSU8FU762AMcuTv30tarSCD5PnHWH/GtBGzkhBQ2lQgaAWUVeyrTSp5ADGeeyo8ZV7poYY4isIUvGyQhMcclH+JNNhZCp903bXq+OhyBtGqtNlAwQhIrbYMSmm525poGyPfXcu5py01/jqYgtrdV3vrQ5QconezTDKKncHBcFMX6aUujwAtMUZ8jrSZrCipEu97wkE82BUwLeAwu+hG12DoA64UkQnyFw2oWBWgaAqN9qnQOJvChyFFc/bymyU0PQ8XIDzQUAQbV2IrWiaO3F2xvjNDHAXqbOaNKQRgAf42c9+dnn7299uniGA+Vw7jBKeIMIty22ExXXwbCd3WB2eV+Drz2Tp4ouVR5BAMAPVLhAjXfCMCg3lZMtTyYo98SeKojVlQQ8oe4LaPw0p26pkiu3wHpt65PFzOuYg4G3OU/sPniDDXsgW+aReYR5rVlLei+2fSj/yU50OXsu8IpBwLtkzVCPAPrR9Rih8deWgU3jNfQHBPX96ggaEDQT9fq+80Lo99Ivau7HqS7ln+VREed0bJwAOb03HvpLhQu4zNs0gG1Gb6aY7ElaMDU8eNY/yug7yzXeMtPMESbjMEFfGUTicv0cnRHsqpiJ6Vtz1Z3lVe4gAACAASURBVAeRSsHVG4wB+q9Ul6YgSABVwuIaQNAJctESt/YWu3aNAjryBGMkDGNxBfmOY+05W0Rp7fR6PnvJFLYaudeVX+qEPgFiP/rRj5ZPfepT9vyrXvUqK5G57dZbl5tvuiWSATO3WT9pXnLsdKmEG/Nk8bcqoymiPeDtKmhmhSG/1ONQBSKN1AtRJd3lBbIdu0feYZJBXD0sBd3Ml60x8r4BsODHWOjS+SS9WkcvE0eGEaj4kI0ojQb6oCdFbxEAlL26TPtKhyrnYebhcCKquRmoRbjdM3/0lGK3DQ8n4Xw8dxuvxIgTZlyO5hVi7284Qz4uyty84SCuBr1F5xGSiic8yUyeEHqT1IjLlR6i4IsscEks0RbRFMPkcTjzaNhA8AMf+UhnzkEGw3vUGlUKquOvFMWvueudFVWVpPeDu1OtFZ4jCLpVGnWCHKeFlAEkVk4Tha5czQIgcdFCgRHXCHb4DSDDkeEA0ec+97km5M88297C1ZTbak/Bj5i0Ci7a+e53v7t85jOfWd761rdaXzfc0N7N2irvEQ4f3vD0aHlBH6V5Vgp6ZdkjIQiuwDEInq1uBiYT70nAQuTjWgVIhcz2NlgnqELOse8C2K1xsh39XkGQdYKVd6HXZtnkWuk6L6vKl2W7MiTkGZ0IfyfQDMzadzb62ZnI+jb6HKvsFf0Jgta3AEjXWTmPks+bUWmOK/flE8Aq0F+DoCtDXkjZAsEeS4pcbhlWBX/Kn5aYhYQaMFtIDG8+nDh4gjtBUEGs8hR0UFvCUAmltpuZ6N/xaP3hrVBoep8Glg4yFQDgq6xEzDVRkS80z++KdrrFM6fbawIb+Hzzm99s70y9zl4AT28JCXAAJENQtEEQRL+f/vSnvf/GLHhzADL8XGirY/QEKxAEaOLInq9//evLr/3ar9kzOL0Crxs91vZWtsGvvBHcw9DY5zfKCOhtVDwhve27CIe542GLhxk82YYqIftUI6nXto3c4A1BMBs4eoFjzqNCwBQ4DFgGGgV/yt5YeYa8zIsN1bzQJuv/2AaNcyXPM/DHbiHJiSn9FQTtPTTtPi4W6FyreVFu9TfHk78bB6HWC2QEQZOjHpaKR2UVZBGRiUPi4+9USYt3qos2IrtxYIe3tzaUIZcS/VVGSuea550NWDbejhbunSoQ7gTBD370o9NgMwjmnIoKfBb+aoB5QvM9CPfmk2UyCGpYp4KqBN4FgrZLo4EbQloUjeIzvL+/+Iu/WH77t397ec511y9PPfXUcs+99y5vevObbN8jhJZJcSgpQOtf/uVfuhf3ute9zu7Dbg8eD09PMAM15gswve+++5bHHnvMagTxEvpXtiPJj+OUDRSTQmQI9jHJ0c44JEKVTPspPZsAwV0LUxUv8zgGsMxpi8zXLbno/Uc4rHwjyGUgzspTeQDsT4F5jAlJvbl2NY+XhpILNipbFeCosilA6MJA1QbkmSDoBwt4kXWV56uMSfa+floQHBAV0CAelxmBeMeMHqXGedj38dqKzAPKIs8IzZ7rNgjOe4FL2Q1ArfhQyd0kUx0ELc70TRTmEfpCY1KzeMdIgGCFuGhctwepslZCrxPqYYBYH2Wg9zdbDOb0AhViOvOiC4VC29dkO/vQ++B14R7kBlGsDGHEC2K+/OUvLze/8CbzDBGqvqyt2p5+5rQBlR3JHeAEbw4LG77i5fuULVeGxYw4Hl7DYaUTc0MAXvSNcaP/qxsQ2suiEuhlRZo9kygoDyEhwK7p6gLP1xPoeOr2s2jNXoV6K0w5cF4Z9LNcdOUREMyylp9ZexBFLkgayYbbazKydxISl3JQ5N8u464009O3HSTmHQ957OC35QXbmGCA/RnPlxGIMw0VhCreKeBsvRpAeTYvXw6PjWNx+aE+zrKAsc39jdVdzoFjLIHSNiugg3X+H8+pkVbDRpnW/rdosQWCXnrcwA+F0sYH5im7i1uDYBaojPBbDFPSqdXMnogCJUGQQqEgqEdE6SSz18Dx5j4VwM41ADLPLhZDcC/C429961vL5z77/ywf//jHl9/93d9d3vKWt9hxQTgBhyBoq8PNk8M8mEc0r7K1gQMk4Ql6rB7Ak0wN6wO5bxhztOJb7L1s8rHXAFE9g4qOob7WD4WC82bInoGQILiGt3mhJCtcbkeVlQrNPCxDbRXOLeOoLwTKgk2viLKhK36qGFn2qMQZTPR9yvxOQYFztOdpxEDd4J3OYc2P8ea6DIL5XnymbGN1WCMWfNd3NEnfFT8yD2ed3N9D3w2CLIYf7SgfZn0NSRQZ9+9n40x5MD6zWXkXSk8bAQTtXM91JLSrX+WPHbLqI4jfxl3XKQHBXuEREXmnob1tLnmCCoIUsgrhM2Oy4GRUry2KJ1AJfgp2dupL5BooSKqgvDeDIO6hsOEeeF9YhIDAAQy5YwPPAYw++fFPLHfcccfy4IMPLi972cuWm266ycJcHBMO7w1t4TfuBeAgp9jHawOKsoFiYQRf+6tGfd8pvVBb0W2fT7RXFMITJAhWyjdWSz2Hqj9qyTOwwO9XT1CfI+109bUSOgUZFWwF4i2+s79+r7wVrQJBgi2eU35X46YcVCDobaOAfRRL02vVOXRZEg9lNwgORdf5j+WwWSPYVl+57stmzm/KrQI+W9gFANkpYTpJ6Z3bMZhCn/HFaIMLiyPawncaWdHpGLMbHrZfG6vAE18hfx0sR15/+GD+tL9zZKadjl9lVPlnc1CdM4b2J/3km+jWagSjzI1vm+sytAsESajp/L0gpg5ZPbMuWHbDumJfJ+cE4hFZAwh5j63oBpITJPrAZYVSBYZMUBC09lpfVuzKvcHBHBQvf+mLX1p+7Vd/1fKCqOPD4gVWgU+eOmlhaxdiWShhvRi8xvySqMxOpSO3X9EDAEM8R7St+N4/Q5i1F1fl7Iy2AYLqrXFsCoI555vHryC3n1dAIa1EWjcVZQPJd0arB5KFPyuAgQjOL2n06fk9Kbim/JmiySlIamhN4a0YeH2auMqq/z0v2FAWeZxXNWdcYyicdWYNLn5HBrkOksn74n0KgpUR7e3FAGYD5AZcHQkFQZZHKV/XL81i/aB6pCF/EkoHCVd4Z6/diKO9dP6k13AC5hKjbkTiRWM82Z5jRQ7QSIaqkdg3fMHC4cEJa8PPE/zwVNibvT5nAvMCowUSvAqJBiQPIFTmqiDiXDLtk+8R1iX2HC4p2OFZq98TBVDFxnW+bxgLIwxv8ftzn/vcctMLb15uu+02s1qo5XvlK1+5vOAFL2hh8dm+YKTjy0ACdx4vfwd1VYlxH71Hep8cN34D/BBW410M6glnRQB4o51z7Z2vyG2aR9ues76SMaBimeCA/+2/AbhD0RUEmfNVRSAtWTK0peD6jCrKrDRaxzWv5Fs9Wrx3Wfug0TN6wdrbSmXUgIUU+2eurM99VGCCa5zXlM80h2IGQZVVeqUZuPlZd4KoQ6D3Z0NSASD7VC+xX2OtLmhh7yuft6mqwch1nWYgoMEpTeM88u1wFfiQHxOIbkTeY6dTeIm22DnLG/sw0xXrBDzKK8uX8nt4yuvOcV/2pN3+0wv1mkF4hQBAK5fJHjnrBHXCWdgIgp6/W/+o4injIaBbVpL3UdgnkDEEH3sVOVG1YF0AxbNTYmSlQf4NP8gJPttq+7B393Qrl7n77ruXt7/tl2zbGkDp29/+9vKc51y/XHFle4F0eKmdeREmZBCEF4N/VCylH2sSWXaj40Y73IpFBVUwpEXmNQCgnhhteUrkUwIIVZAVBNm20q+iabesCCPM+xxhkc45g11W3nxvBkTtx8Zk75TQsxK9BQoyQVAlbyg0QN531GQlr8alXgXl1kB4x6naCmxK4y7rhVqofFcAuNWmznHSifDqLUVkLB/xY6dTXOs7VGKDgALu7AUa1bonWCq3XKz4oHSf22Z+Lp8KrWU0Iy2Q+9a5D/rVCyvq/DjO6zY/Ry1fGQYItvkGnTr/AIJ3/qf/JMi5JrBP1L3BLNAUCrXcuObhif9TpaiEIyunMxVHD4336SrAKdMnQVHFEc8B/TMXCG+NIPiFL3zBgO+1r3lde0P9s3HIAV7S7PNVD4rhlobZw9o4cxiW0ktjLhBeHHeoYB64jhwjV5lxfw7XdL6475l22MKJtkKNAxcwfnyPUF2LQVcKajmgsRKZPYwxfueQgoZ6TFlA+Rx/c97qPWXl4GcCKz8TBMeWrAJRZPVVZcnH7IY2X9cxV8ZT54rj/Zm9z/KJz1U6QfvLe4J17vib+WCdu85faa/jziBoMpbkumpHDZh+35U+QMBpUAOLzq/zNYWRvCc7H349PDE7Q3LON2ZZU0BnmypLsye4lo/Z+Ple5iGjJiQTCGZYtnD4w//5P8tD9RYcdZsrpcgK4MS36U6LFJyQDlxd+UF8HE3l5wBmq6mCSsGqFFiFDnWCtge3tUfPCi9efuMb32hv23Lr0VZt29HgXKjJgqDMYohEL5l5GXpYBDu0AZBDOAzwAiB+//vfN3pDuW688UbrhgKvYQ7niefxg5Oo4QkyH2nttfH60efO2ikXGiCI6xyv8i57EHyeBi17gupRaIiYQzPlRfbOsgLY9/KCpwxY9jmFw7OiuNArr7J8Yqw5R8wx2nf2QrC5DQX6rMRZafvqp3Ss9ygI5vm7nvgEVu2Kt2epDWQ/RFZ0zurhcr6aKyZPVdYyCCp/dVz9mc1QeMYMbydC4eJNfpk/ud8tY5oBu5It1+MZBOkJ2vH62DWSBrACwVnAhruqIJiZpu7orGQOhHnHgg6eoJEJ073B1gDlUwVT76eXxmtUUAILngOAADTgTeF7eGLwrlC0DH7ZfuKW18OxWByfzmuyygIqHCdAEGDFHQEsocH3GB+9T4SwqElEfSKu/+Zv/qb9Rl/Vlj8Kr3mKTbj2WuiHNljI/Ww7zPJ4rFYTQLpQCQiyHd6TlZzXM1hQkSr+kM7MKWa5yCCbhZbf655iKpyOl5v+FSSGooB26zx1VuIKBEf/QJZZkbdkjXIwAWMBDhnQOPdMgy0AmPXIT1myvgUss+HXz5rzzHOZ5zB7gjq+PNbK49Vx6px7FUNYCB1blqXqc6af3+NjrcGvIxcoJEY/jtZvjxIEL6bcaAmC82TI4UGsrUF0oYrxeCg8EpeVAKiwZg+CAOMJfv9R15vPZhDMTDevLOoDzZuKCn4AH0pWxgvCPQRmToUCqsq9po1XoePlMgBWChjfKaJAjGv4BxDEvfBC6SUqYFR0sLEgudve9oUwGN4gjuT65kOtyPsXfqEzXftzkzjolkGK9FOakpa8twJBVWj8nXdAUByrNlRGejtx4nSVEsDYePpKpov3sz7LMvevSp9p4EDe/gUIZmWtZFYNIhfxtsBgBrM5nWSjF2+vq/Eq3zeDIJ/js/1927JwlPmo88gGnavDqov5b3wmCGbg1nGPfsK7lXcIbz2nNNpNxxoEZxquPUF7ibx5hy0Hj7xgXzSJCEzD4TyYGdTGQQe7iIVnxqBcQLWY96DCMitaLOFHKGsMif22c3+jdQVCa6v9A3BYiB1gCkBCwTSP12EOcHgZbn0Zzgxmz5TC6jYLoXE/c4IA2ZMnT1r4ix0ot9xyi1mxv/zLv1ze9KY32f5jAiPzg6StKiv+xhiva4s5Tz/VXmrT5o4FnK985SvLu979ruW6tv9ZvcjOnw0QVKOBtjVU5nfZC87Aovzh4RNsKyt3Nhz6rI1Vjt1X5eW4svLNcol0y8gJVjKM/isPl3Kg+e6DeCwZuCrjojqioWo2rBUQjvaH18PV1F7vF4DHw151axvGk/moQHWQOWYdN+CMtESWBaX5MOYBMA0E63TXqJPMhmYLFCEphc2YbmcKbui/vxbYt895OHwhjgRzAxolMswJVpMZDHZxrSwllZ6EH4w2FvdnKqtXESB7Gp7j8FAAuT21ZMx/DOKPMgrm/uxFUe1ZW6HF+0blVZdsC2MHEGHFmMXQDDlnYKJgDlpwAYT30yMEXb761a8u//AP/7D8zu/8znLzzTebF4ftd9/73vfs8AYUZp9v3h1pRlBEn7hXX9H5/e9+b0Fd4yOPPLI8+uijVtj9jne8YznfdqwQBKlUBH4rJo0ygkpZMyBlbwufNdytPDmmO/IYsseRAZ7ypgcYrLyUMOGV7AxlrD0qlectEGT+l8q1SyG3ZJVtb4Ej5Y2GjjTMeVwFKqeVbK3TyUKrJhC80IGGcsTvMwApfVVntoBHZWYLBJUuQz4CiMMTzIaQckrZrIzBekw1CM58mT1ByxECNyZPkDl0AUGsDucfVQ6fwDp3wAlr+DhP1l3QyvJsCfVs5X1UA9Xdizsiq020erwv/+azPEqLWfQqb0gB0hBwtuJe94d6PV0R5bsV0De32iHXiOOz/vEf/3F597vfbSfW8N0L9l6RCI2PHz9hniOYhes4YOH++++3eb70pS9dnve855mAo98f//BHBp44lRqn0uA4r9tuu3U52zxRransHhk8gnSQZ1ZkfFb+rEAo8ieTMkjYNXgzJ8bYJn6TVnlxZi1jg9eqJFwcI2/ZJj47kMz1mXlOeeFmajvkS0Ewe8E6R5XbLEOkHeWI49WFCr1GncueOfNeE5BBQiInyOdUL7cAmPdm/uXr2mY2hJ1eweLcFumN34ya4LTYXGNhhHOpjG5lXGp8cAzK3830ttFurg5bsXTk1li5YjnBD/3xH68aVjDaDwTzwsggog9ov58stJWiDqvlxwFBaO1ag3i18pVScs8wxnW25QARpuI+eH3wxvC3nfLB5HP7ze1tGDvaf6YdqvDDH/7Q6gGvvvrq5YUvfKE9h7mjPSyy8ARo5hWxLxlnEL7zne/sR3Sp5+oLHHi+nSsYJ0izkJtjUa/1WKtl5H1YWMFRXi960YuWcxfWIGiGyai/riejUO8SSPaPudPDI59UoNdy4sqqPNTUhV6v+idIqMxwMUBBR71TWzUNeciyqLI1g4d/ymPV+WS5VeXHdz1cl6O+KgDBc1W+k/0rSHv/fMXC4F1fFZZBjdBwGKAth0PpPjsqa+OV59ANWgJBjl/pOOgftOX7g8RwKo8z/SusGOPdTsmNNscKgtPSmJxKZDjnKOwmCOqE2CAFwpk0L4yosGTBG235gCqk18nCVXUrV50/5ncOEHQAJPFwnZ4hhTL3h/GfjzIVjIjAghVbbJVDmMoQFvdaMj4WSNwT9ND0C1+4d/n7v//75fWvf/3ymte8xgCI4+D9HCdyjY8//vjyT//0T0ujsa1CAzh5TBfm5HnEy80TbAc2BNjgOsNLeqFceMACgW3BitVmtnWobfticpy0smeN+qNGKyvxdG/y7jAvjIO7Wgj4BEDyT/mSPRqVny3DRjCp2mUfzIPpGDC2rpwCgnmOud/aw5g9UJ2bKngfj4C8GgaVac6d31e04VjoNSk/tC3XjewJrndwVQCCa2qEqnsow4OeQ2Z0ztyIqzwnfVQf/Vro7T4guDXm1fw3olHFBn9Gl1GjTG8FgnOv5gniAIUt4R5Mtu7saWUwP9fE9dXhLeVji1yxNiaEFWS7s6s7kqnsz4qa4XpbzD/v7VRPw14+jZXMyAnCm8MZgX/7t3+7vO1tbzMgRPgKUATI0TqfPXsmPLzLtsjx5JNP2mcsdOAfwJEhAMNc7gJhThILIwA8hK94BuEvDQcA8MSJK6w/njZDLwf36OELF1vukHklfmfAgP96stfpQBDUTT7kZeaVpjOU7vReuCVxNkT1Pk5tuzJ+CkJqtLL8TXIlITnb1PwzE+Z5fJVs7geCSqNdIJ5pmNvlswoiW15aBkF9tgOTAUs3aa7uRZBVzW/LE9ex7QdG1rfoWDUvxQYFQQVX1cmhw3VtMr8fnnJdzqP08vSbbtBw1OKBqlon2MFfQTALsIKXT+q/DwQzgVU5bFpRydHfzyFAqITKTPN2/Gj7HPYRgHAPV4Xh+eE0GVzzPbtHlyeeeMLOFUT4i/D113/915fnP//59vmqdoqMH67qJ8fgB6Bk9YbtM77Tk6fpzeE37uP38AL1XhCf9yIcZsqA3heZDvDhtjt8d6EBJlezWYdo5x7awkg7lovWxGgamWCJdlTBs3HZUgg+Q2B15atDbOVzvofPHQQE89i4ol8puF+boxTSF33mhYFK2bMXsyVzFajvAhLevzUGAj/JufamPHHfvfqIlrzPARxbwJ7BZwaLdQitIF3SeiMnWMmS1gnqOBQoM53zfWt5qtcl5v4HCDr9fd8wok2uDnPbXOcdw+GKwWp1d4XD2yAXAVlwuezDBBXwjS124gmmI6O2xyfv95B+6GX0kLJ5gPgbYTEXKHhMFsAQ5SbwDLHaCpBzr+6cFU/3wuR2HX8DiPAbAAiAw28WMPMlThgvvkPeEX+z/IZeF+eDPcvgFXOFoCVP7WEYTGWBJ4i/AagAP7RhCzFWhuAHSKggd+uSGDTdE9/NBm+c9M3UwJaXtUuxqn44Fz6X+arfU2G4mFU9W4Gg5t9WNBFabCmnzrUCfY4rA8UWGOUSKzUIHP8WwON6z++asXcA1HFt9VsBfgVC+4EoDWE/DjCMLfnR+SQdZhDUPlRm9FltLwOrfzfmrh7lPP51TlBB0MAwy3wGwS2h3LU6XBHbJ2qsmnaMaPs20QSCRrwIa/3b+Ucn798MEMwKqfcC/Kz0Jbwr5v4QFp86eWr5p//23wwAsYrLsPT48fbCdDsw1X8IgAiLeSQWzkIjgGE+WCABEOJ7lMJwEYbCjDHR03MF9f3VADN+h+8ZEito7rV6OFwHeKswH94DUHuZhC4S2apqkZNVcNoyLis+bQi+eohbipnbIj0z2FDZlON2DVzGb/FAmU7wUM9XiNVozzQeKRkFe463K3l4XYwi5pA7pC1kU+eq483KrnzS+7TtfIqLjgfPuCcYqSDRiQq88vzYfwasXTzhOLNByiCoNFDae5+xjTPeWbwLBHN/HLPKifcluUZJkejzFhNGOOyOkNcJqifI8zu7/OnCCL2nLMzD2trwJgWsiDmsvAuvezsupLqIoiBYWvlu8YYAVkJlyzbRtioWCW+AR/CLUFSF5Wtf/Zq9gOnNb36zhbEAMnhaOc+GXSG2Ta2BHA9ZPR+n01BY6b3xJOpqPIM+7q773OfTdfU5WyjB6RdR6D33wbPSPBxWYe8nSgZ9suLqOEgrTSPQoyLP8LwqL+8lUGfQUNnYkhMfk29VXCuwX2OahN+T1zQW/qKhGQTz4tJM88ivGd19J46BZoAgjSDnX8nmrHgKb+NvnU+eH9okvS7b+Nc/7Nfp73Sg/lW8zOChxo79VfqjbWV5xXNurNtdsT1R7+GoKXt9TpDFOPIrpwOUFhlrtD3lNz3ByoArnbMuMdWmOUHsGOFb52zcBEECYEb/mdjDM1NAw2KGWWRRNiZjx/sXRn6jg20IAhnDCdoYoi1u6TFAinBPhYNHS+liggItwcledI5QGLtG2sQh6Ah5AWb//M//bC9ER7kMa/7I1MFAgrgXa6vHpTtiKATolwsKk3eWZB392FFQdnzYHOao4dAFEQUUjM8OJI0Vc9L9Yhw0qUnxSti3BFLvVQ+TtLUC9AjVSKMsO7ntGipY3B55TANFV3aXkzgwNR7OwM171ZtSemcgVtnBd1go0x/bXSCAjO+UhnzewFPuzZ6WtkkgoSyTlzb21FcGoa4b1iD1b5aTmq7jKmVZqwXyM0qnWeeNE924mjGOMVPWywMi0l5s7Y/j4TXqfb6Hc+d48n27ZHcA6FgY0aO0zPDG8VorEMwKS2avCNMFAOHrGgT5nCuQn9LCSSkIEvCUIIr2fAm0TRgW0VZ/5rIP5q0UeFQoKWz4DTAE8CE0xmcsimBF+NWvfrVdowdHxVeG6SESGm5VypCVRBnKuXbBs7kNwVZmbykF29O+K0HL41CgVUu7SyBJX4Ke0THAQ6OHao4qP6poY45+HuAaMHnaj5cEhfD0+5RGjiXjYNAMgnwlAq6D91qT2WXK0C5yoYVXqmNXb6fiTwcuCd/9vnFGI8doDhZ0JN2b+eH9DxCsgGM/MNzvAISaPw56PMNQ5U0NvvI+A+qWE8A5bM1F5bO6V2VmCyDpCTIcRrG0LUUaCEaqIXuCymACX0b6WYmbsDZPxHy39j9TCutkWEoIuYZ7Gl7lwa8BYLyXmIn+TGR8Hp7nKDSdFCXGhDZ85fcqU4h77rnHdmA85znPmYpfWeZCK+5tuSCrQeBcGBpWVqsCG71mB742opH2XenRY/JM1ABkMMW9o2J/vNQH1zXMzWPM9MzKhO9Zl0evj2NkKEwwVJClIVJ+a9s+F9/7O4/BlZ2LPd0TizInNXA+lxkE+T1px/wsPtP49XGCxii4p2G1trDX1H9UjhWYMh+2FHl+3tMVU8gYPN4CwSFrsxeoY9mPf/1ecSAyj/FZeTe+r0GwknNtQwFK5VnHvZYF6TWiojyujA9b8xh6w9UM3053vkVIfooMGO3O1OQJDoKPpmn9q878moMgpQbik5czqsNVD8rEaXM7esN5YJEbo0CpEOSwniAGD5CrbLwfq8DYBYI9uGAUz+3jnLkDxCxhAYIEF/1dKYoyshIUeiNUjorR3LWRvRAqGedJECRoca4VCJLf+ymRgiDv7WF37OUmDbKQc1yVwBME51pS3jmA23Oi85mJpBHzVWqcKvqhVhP34rUJyPd2Olm+2AvL+eNmXLNvAyCyjlA2tpST/KGuZACHZpocMz8Zyq88GU7irFmVQdwCBVzf8gSrdsZ8Bgh2zhRpmwo7tjCDbW/RrHJy2H71TDZABEDHCT9Kywxt+xsgeKH9syXDMMIGgtg7rGGNMm5m4vBMBkHgyjs49R9KVDAWnXIBICsDAWfLknpuKF4JGGFjBkEKdPa4CJK4H7kfHqCgNXx4xuoI2+982g0UnWGxW7PhCXaFsZzcnNhWoUK7BIwsRKQ5Xy1aeYAmvFJIvR8I0lPThQGlywD0WbG3y3LinAAAIABJREFUBFZBLVv0DHzZk8j8qADShLTLDhd2AjLCg6UBUwCmXPo1/6dzUx5g3Fipxw8WtahQxt/Gu6Nt4Y4i28ecPMIst8pLBTb1gNbAsM75mi8sIIhnZhDYf2fIfkas031dbNFpUfF/GH4Ph/VHaa054fWc1y1nEMzyuTWfCiOoX3lsQzbBSH+jHUEQQGiGF/+Pg1mqhREyIlutyuOxPId5g+llLc7dUGCAWNQBxmh1QiRirYgOgvYDpegvTx7hYwZwFaScT2IiXAnNurzZ+rpacJuagqDeR5qQVhkAt4BAaamvFuXYVZnyobQKAGqk+IwCZVWjlvvYNkCDIysPJpQ1Cyzv0/llT2NWgpHfdQUaK7c2n/AAM28GDfi6x9pLolLieb5si3WfMIbG+3hU+4D3YOmdHgXM0pkdhYoPa49njUIKgmuQ4ZXx3BYQ1LqTrqqjYrSOcFDykbkdTzWsQbDqT8emcp+N5y4Q3EqdVOCqRnGiHRdvaBibDwxPEAiFnKB7gj0aHi9f13CLDWbB17zPEJjWXANCglMnhICgyVM2JQUVsyB5/54bokJwdUpBRwEjJ2E5Hlh8+y7yZv167BPW4fA7BRCCoJbNZDDaEoLsHaxACAIpAVlebNAEtLZFHqBf8g9/Kw227ud1tehrBdAg0b/NIK8gw+d7Di88uV0g63xkicwwpPZM5EOZdxz9V3vMI4RNoRrpYS+6h1ceffVoojWqaY8+HygJjHt48pk2u+imfJllYj7Y3eaOfmxcmdbDK97tJBwI/px3OzzByph5y+G9Jk+QvZIOmceVTlY6luWpckSqGW6O122X0dTPESQdm9cfOUFEHvZdrFuYJ/j+u+6aFgUUqVWgad2pxC4wtmGhP98n5cu4EQqaPK9+1HOpFIwgyDPfbP9vsYrKfBcFHr81N0ghy4qFPnkYamYans/nwDE0z0KpQq/CoX9npuG7HA4rqKqSWTiP96PEM2otzcOJUH/2WkdYpVZZ29U5ZyHeBVzKf/JtyxAxnVDNn/Rh2oFtGB9DQDnnYfSYkhkv/N6CgS6LLK2KhQHKB57Tgy/YDvtibtCL5OafCQR3eIuq5AzZcz8s/Rp0HQCoY1UdUdnaj1f9+w1PcIs3/tz+IMhxVUC4H29I68ooZ4cm61YfdwDfbHB83PTomRu01WEDQd85Yny0vcN3fWRVosDB6SQ40NlT8eNtZmbHUz2v4iszurJIhVfGZiJ6P746bH8HCGbPiF5QtYLZASomrHVZ/C7XGOrcVbmZe6poooLNvzvI2a6G2VNRpuNVmlzwUUCtxqHP6ThoCHBN6UMQySClgEvlI/0RIvKgB44BBoEveGIZEd+gN5R3hLK8lsObSlFUFmz8XKkNT3DMc+TUeNwUQbZSNhNw0iOMMGs3YVTysWVoA3Pi1kd8PnJ0z7xsvseFhpF0RYjtsjlWftEv61DpxfrLxWcZ4Fxn2Rg5wKyDldEi7baAUK9nT5Df7ZeOsvvkXSEqgzQGbGsLN6jnw5gNw5J1g7LDfrbCaeO5xbUpCghhoN+FbXMAEXzWV2/CyB0YBNVS4O9ZsNeLBVkgfcPyetIVwUisQeg1CGbEJ9hoQTEIRy/WmByDoqus81AAVxBSz8QfN4r36WW6cOy8IQtLBjhpSJv1nsR11pxgJTBUSH1GBUkBr6I56MTQH+CHukkuFqFN/Rsr6jgNBwsN3A+t9NP21RvnXLOxVMXG31wlVRoO2jsPOmgGSB6KOsI8f/Kayk+ZIHCiHc5bZYj0xPxQTrXXdgrhMNtTbVcRTgLH1kr82Ak/CLMbAOJgDj0VHKU4ecGuygj5XLJXOx+OsGVIMvBlw5blUUFQQWtLpvyeGEtCUJVt5bm2qzzcdY/KgGLHWv8ysviKN41d5j811nhr+V3/Z0XTVurmK8e+MPKRj071aHkimQnaGejEfavolKjNZ1yBIycYxag6OQ23dYrDO3CQtfYg9GFxqeS0YmhzyxM0oWcSOACGIKiWTJnB/iHI9BR1FTIDlX7eUnTSBN/TW8PfF3AIQoRqa+X3kC1fz+BRCYCmCbLhoIKoZebJNLjG94ZoyQ3qKlFfCWBAfzjPEAdEcHxKywzMWWEnxRNLXilL34xvRAhvUPhoMhSfSScFQIa8lE9uP+zhFtQheMLDMPhaA9yDOT76+GPLl770peXFt9++vO51r+unEGFP+pGWdOeCm/GzASMMB1/V0MeU8mo+13E6thpJBTCt0511k57x+t3es47GAkjY7wqoKnk+CAhmnd1qe+t6Je96LdMkw6Bj8zhibKUHwQ+AIG5l0TRDYaCjl8h89I89kRj1d8oACrN2nkEQQqohKe5V5ekgaG41czpjn6talS4wPQ+D0CIOMbDwZs7PEPwIhrTuVCbOqSeew3tQEMnhNeePZ5ln83G5J1hZzgxKSi8tV1nPD+tKHk5pmkHBqXxG5qFKonmUqj3lMxUf92n4xrfwkbY4NQeeH89LJKgQLMl70k2NQDYsVLaJ/hL+5rniK6f38MC7BGAV0HWgf9uVJthlMYjkF21skcMj3xEusWwKc4MxwHwBZAB9/I2i+htf8HzbWcStdVxoQ+fwCEEf8o0HXfA8SOs3eVMDBNd7h9VosHphlglGYOu959mz4vzZvQJSNk4ZZDplN1ZVMthWYLcfAGYA5njzPCo9OMSCZ0hIkhNqLD1BhsO+4IX3FYURURCsvAkFQR3cIBY8sPlAULQzg+J4QbYRBLU5IpjqlelEaYl4Vp4H1euwOodl6nF1cAwi8XBVVdj9QJD3ajistFIQz3/j2XXR9TAEuN8WAXaAoM6H9NF+et7JPItB2+wJkuYER84b9EOYi8+kJX6jkBxnLCL8+5mf+Zn+CgLm0ii8qkjsXwVbDVRl8Fi6ogDpNPfZuofpfysAUshzgb7dLyBIMAedq6iG8Ep64FWmeKEVPD4AGw7UeOCBBywN8PwXvsCOUsMzSBvgPdbHjx03HoKGOJ/y2vZWQAAoPeROE3vJ/ABzzjHvQspAlPnrhjhebh4RBEvQKuDohkG6zkY2A9XgUxzPtrW0nAab28myobdXeKP3qxHPNOn9HAAEDcNipR/gB3lBbpBznDzBPKjK48mCiiYBgllRteQGfPd/fANVi+QlNGablSfqhju2wkEh0kkWeJariwoA6uVQKQxsW3jLeTFHNEBu5OLwvIJIqCNGkPkxKRafqawx+1FPyQDClHvt4bKjSlgqMNF2aVjQPtMEOicdC4WN3hDyWXib3Z/8yZ8sv/Vbv2WnacMbwrtSEAoDBCzFELts2H41vwFi44VLK9oIRed51R6g6qOHOH0dt7dEmpKqBnC4N8bN9MORPd+yB++O75nBgRo/93M/ZwdqcEGIiyVo53zbIQVv8QTo0OTpzLNnlid+8hM7kxK0w2lE8CDRLkNjR3CXnQ5KkXPrebeVZM25YToFjEa8nQh1Ux1uNtLs3g3KMJZbXmEFgtrmLnBTfcqepspoMd1VCVYl+1P7DQS70TPajjIkM/rRiecE4/3DAoKmf1VOUAdXTXwWYljdnmzoj1IJnemjTnDyFCLUUQ+FDQzijRDU8jxy2ooKU/Y2aNWp4FSGavsVBaNbhuRN5bEcBJzUimVwV7A2hhqR1iJRCTKVSMEiCxr7VrBXzzuPx1Y/m0eDQ2Wxhxq5P7wqFF7gW97ylvZGu9vspB14RT//8z/fUydcMCHt8wzUiGZvewKC8I6yp6pbJntON4zpQDskt2cQNPoaXeN3RB24xtQEgAsAhjnhaczlygZceD0qDAA8X7wbBnQhvZgztXwpPIso5L7n8/eYJwjP+Zd+6ZeW22+/3bxHytUY6wDBAURDcTMf17o3jML4LkDggCCo+sXUifa7Bh3q9uzFboFnlgHyNM+tAkAFN+JHpuEKVAUEfeyzIpmZgEMTnqCjVYBhpJSiROauaWFkS8krYuHaxZazM4L2PJ63MCYCb228GKcrBwYoobGCULQQ4wp0N3dyJh/HpHkxtXYUYM0JdmAUsNM5K0gpE9TKqCFQy6rMyyCmbxFTWlo4eIBwuALALLQKPCqoer2yrrqgBQW+7777DADwyk8oNeiLl0wBFPkaULSj5Qtq5bU/el950YxCr0ek4doAcbHqAWp29If8mPylQy04Dn1pu4WUAYKY3/faO5yfbKEr7n3Jy15qL8H6YXszIMAfAIjDdjk/pghw4hDCXXh52IOM0PjZBqY47BaLIHgD4Lve9c5+0jg8Zr6Tm/KsDj8Nw+XLnhPMxrEGwTV8uJMxp4nysybHJkD+vC7MZePDHgZv0cEaBDudpQQs84Yyy/nl0W+BHPWoe+7B/zleCqoa9q0BkNMlCJrOOqV7Xtf69zrBD68WRnSwWeFVUBUASMy8e0E9QW1rCMG8A8CJG9cahnMFmVvzODa2xe9JcApAF4w2AAgya7oIjHxe76+EieF2vo+fufd1PDvmM+5hGL5+Rahum9sCV9a3KfDQE1EgUvAhPTQktpKP5smQZuQf7kXoB8UFAEKp8TY9eIV4/zG+wyEE8A7h7bAf0matmuNKBmY+08dlMjz2/pKO0/xiVxJBUOWOisLfGDPmAc+M73tGmIoTwQHs9BKtzrGFwwYKTT6QC8Qzb33rWw3I+NpVjh/XeMgGPEc/3Nb3I+MlXcgjvulNbzRasVxL6wpJkVlnEKbNh8JmGdTPyc8whc7yno2cGqc8BtWl/F1vxyoy0FXOZzIUr6Bplggdoy7eVQa5lCXgcHyxeiblWVfPRySgzzE910HwAx++c/IEK6JlQuccoD6j4ZZP2MVuF8GpsOO37xlGvwxh8iok28tj0bbQq+X+ghDdMwzrVSmfgmkGFXynwIHPvsoU70CQHKa27d4Ni7/nxQt7MXzIl4Kg9qXhNa9XRkDnzr+hvHieCzRc8WYYDGXnogj+/uxnP9uU+U2mzHgZ/Gtf+1rzBLEQgPcov+IVr+jt5fFmASRo47caR/LBwEKEVGmrc/ZUiO9T5/y70rY/0HYvS8HCRevvM5/5zHLrrbcud9xxx/KJT3zCABGLHWgLL6+HRwiP7tp2HfNH7hMGALWSyAfiDYQ8PJZGQ6sezMOw9MxiOdMnnvjJ8pKX3GF9c648BXxWwFEHaPlA280557ImGQ7kUzDc0iWV3U6fNXJOecFK5rR996hHWJzHUY1Ln9+6/8AACO1i9xjJfqCXhVCeyXzoIPj+Oz/UQXBLiDPQKJgo6NXPj0NVt5i39sAIGu450SvQcVBhtlZHbYIBgpBUelN4TneJsG8FcgoGfuf5qSU3oQv55a4AfVZBlMfAKw3wvdWYRa6rEshd9FVAqAAJY9VaR56cDcDgu5Y5Hng08IY+//nPL+95z3vsvcnw/H72Z3+2yweUHaEixqRF1IXcTd5iBYI0cGrhFQQ5H/PwIs9nGy/ip883wnLM04qUY8sjQQ2/b7zxRvPwkAN8uoE5PD6MH0B3FHnBMBIId+kxIuwn6HERDfdhjAMU/T0W+MGLua6++iprC7TFb5bNVPQxprf5HCpCzQwiGUi2QXV41Sob2n8VvWl7WRe9IDn2dVvWi8dQeV9bIMg2NVLjmFQvdoFoB/IdIIjn9wPG6vuOJbZ3OEDQFDqhLC05rXL2ErdCRbbl7Y13aFReJj2TOTz29ypoO5U35NZ43ng/EYV5qwCzDJgU6oo5CmZZiGahplCMcCE/S09Qk5qktXqCmQeYC1ctM0hTGCvQ5XxIC4aIuBdACA8Pux8YktIbxGd4fLfccovlv1Aa8oY3vMEEnR45x6NF0rtAMNMYfKZBskghyVyeZwWCqkQwIriH9XS2Ctg+w5sDqMMj/OVf/mX7DIC7Cq8pjZDV3idiAOYhLHd68D0jlC8qsiq209YX/XD9aNtiB0MH+qrh0UWhyeCae+OhZgVCvLYfAGYg2gK0DigCYhnwdHx9rsihxUlOfG8I71PeZhnYGn9tEHZf3eUJVpiyNRa93sdHENwCQBJ4FwiqEtJKKni5jI9l+TyQg4CgWsY81soD6iCAnqHAEf5S+fZjxC5LVfWn1nGeu+Y76+Qt6wRVSHV8Wiybaa1GYAofRdAxZ+4AYVt/93d/Zx4evJ27777bVn3xvmWugOIZAMO//du/WbmI1g8SMAiglZXVa9xrjDmpR2XgFiC4S+FNBp2ooxLBPrrRQaEyxgevy94n3X4zBQBvFmCOMJhvCQRo4j54viYPBmDuGesY8R3aVFnQCMiVz0Ni94z3WhtnrA2Mh6FwFUmYfNpGD0Q6syezS6mVrvy7MuQT2G4IO++pPLXpEStLG4erKqhXvM/dZZDekvOs19rOTxMO7zemlTNxEBDEYNTb0sFueSd63RcORhI1Wx8SaW7Lw2ETFsmJZA9LCZXByYApbuC2Jgi25hZ3WSv9Ls+z7KtYoZvvG57iRAOpXeR81cujkNOr0zbztWrM5BeUnK8AxX2f/OQnDRhe85rX2CsGABz0YLgw8NBDD1lOkDWEVBiABl9BsAsEdawKIHzGgEJ2KlX6ShD0E7jXq8PkLcdDTxBeHUL7G264wcpduCiEdnh6EEHQSmWi5IVAmKOGSknpCYIP2Nl07pwvypBO3F2jQNrnGJ7gXizOVLJYgV4eh8oHv6P8UD4yXVX+KhCcngsQHMC9Xo3eD9iyN1t5nGyjkqeDgmBF562+O61yOFyBigoyV3YyKGbGzJ6Rhw37MXnue84JKoE4nv2sXVceLK6EJ6iCTnDPRMo0yAyuQEjBmt9n77kWxGZh7aDYOTGeDUV+NivHLuZzPFBIe1l7+wH4YIfD3/zN3yy/8iu/YrkxKD2BkFvnEA5jIYTvWeY8uR0sK1Dmk45b82sKghCOXdbblNwFbPIEO1/aHwRvm2OAOcaIVW60jV0cnB9O7eGuF8ozPWQuEGk4rHK2NoZYWfZjzuAFAtD02DNN8azSOVFVhs0GOv8tTzDzeJfHmOVRP8+6mSWrALhYHTZeo+IuPHC0w9SGymtu3/QwOQgcTwXSWRbseckJZn2tDIXSat+xAQT/6EMfNEpUnefGOEFVcJ2IAhQFADkTvudzS5n1Oe/DV8yUgOxTAViZoMTv7bUO7Xr7nS097tHcTaYB5549ggzmFd3YF76jotUgiJUv3wal7WZlW4uqX8EzWbmy0OE+0kwPE0Co+LWvfW1529ve1sNljJXhK8aAQwNe9apX9QS/tqPGoOLrFjBrfg1eHMFRATSDJxdG+BLyieZBY7QLYD8TJTLMYXI/MBcp0CfuA9DzzXP0priHmqUtoEEVzg5eNXo1I+ZphEttBfravuCke6yVBwQAhMEMiVX2MmBkoMjyp7Sq9FX1hcClwL4C5wRYACAbK663D7yfqQ3yrzIWHHslz9TXSn/ynHaBYJabXXJZAjRA8H0f/MAEgtWgNA+gQpEBMFsctOWvVJxD6vycfvb21/kzTi6DoB5+SmEjEPR9qeJtZCHTnIrOnXOml0BB1Xs4bt6LtjTvSKFTAF5ZRVtxHKCmApCVMD+beaXASF44D+IdK80L4lawL37xi1b4izpADak0h4ecIA4NwH28B7/V+OQSFwVmzl8Fk4KoilHRVumA3R220h+LCKS3KWCAIOaI1evTrfQFO19y+/zcd58U6QvSLNNZDQMNpxuMi8vZM55fPHoMb1Wc5Vz5k+XMgaUNP72jNzsEatQyHbeMY5ah/e7T+ZIX/RrrBI0468U/GvkKBBUPKlmtALwaO7o1OgAZRJezk1H1kdMFKyPz04IgB0DGUEkr8BhEgbs/Br8CAZn1mOAAQW276l8XVlSZTAFpyVPIlS3myvLEwkIGodx+tnAZAKjw2dqq5T9iq4zuCeZ/SquKbsoHNQBKMxZB4zfLSBAmIl+GxRGEiqqgqvAASniCyHPRa+LYeR88Kx23RglUkAoEKwXYAnWvEWwLDg04dKy26BP9AwSxCIKcIFaCtU/tS88srDwUVVzSlAtLanDR97mzWFXeM08aYS13VqjHoU4DxjTaAnhi214cUhCDrGiwS2d2ARzHkYFDx5fnm40Hjlzp9iKBYDcadr68/ygY7ge+GVSr+609nigfIKj6sxrvBh0z0PfxMhzOApOBR3MbWaArYKKr7IM10pRCmRmuIFh5RwpemWCZ+Go5mHfKz2dLQuKqt1KBcGd+ABg9QN7rz/vLpbIA8jP72DOP4vy0CqkhRmWlde4G9rL6TWCkAs9j9ZVQgAUOCsWiR76P4IY2sRUMxcYAFY4J37NNAA9ybKyL0zIa3IO+VGBVSbYAL/PV7gsvAJ4gQQXXMabjsaiB8aIkBsXPqGXkAlhWEvUElT/KOx0D+kMojXmrIUAIjEL548dPRMrDdqXaoxo5oQ9GE7MXeb6V5BxvBzJ4npZj2QKCLcCuxp2NpxpnlQcFyXy9y6np7yiWXuldAYC8R+dUgZDJauDnlm7bGA9QLF1hicpbRVf7fgsEsxDkBK9OkkKubicV0+8bR2lVIJStHMPhDIJZmHdZzE58JmXFyyqVrKCQWksFegUZ7wchsK+sUgGwV5rAr55LDovxPDxBFNry2QySOSeVjRCeI/gwoc8aPnrJzGtyVRQ5MQOwBlLgrXqqHC++x15aHCGFhRMqEktuSGOACvNfLDPhoaR521jm9UF4YeMxano4TBryN051Jo2wE+SmNlbm+1QJupHc0AalezUuGkzQi1710b1j5gm6Dtg2/dWOIq6so38aS99W5/V3h/c23mIUg6C8bdEug+CWx6NyU9GF/WSHxwEoFq/kmH3rJ46yYglcRdrZMZBq96CZtRMF41s6rSC4n8zkNjQHrd91eeDqcA7XFHCYA6LQq1KqJcnK2TsxqB+TV0Ch4iuQ+vcjT6aTPog1nMAyVrLCHXVIjlCX7WbhUAHhuHaBIAQZ/wg0LuAo4F0flEo6u8BhOx/+oYD57FSQzDFqaMnxZvqTP/SMCIpoo6+IRkkL7mE5CH6jbIQASgEhCEJ577//fjtBGsXTnB/pg89WM9hAAfcqoNJb5EILx14Zll2Kg+/Me4p6QjsDJBaD6OnBE8QPxg0QvK2VwxDYqQDs135Hh6StKkmlYLqSzPngWcx57wjeWc1UT5NZwTPSk96jLsJhHFhJxorykaOeTshyp/JZySSv7QIZyu/W82rQeY8u5Bnwx44R6yeBYItBYpgzuCkdd4G067m9tNce2QWCNlb2Fh5Sd3bien6ehovycSAQ1Ic4EXoT7DCDHYUoeyyclIeF473D+jz7U5ChJ+jV9Gvi6sTzWLIQ42kmz/kdLZ0CzRjruj/2URkKAjb3OZtn10CQK+K68kkG+G8/6An3AwR5erYqL8akq5QTuIswEJwIgmMMw/PA7VBahHD6kiFVDoIfx4n7UCKDvbTYg6teJf7mwaFcGCHoYk8uDx/AgorS4N8LgqwTVI8aAAmao89HHnnEjsDPBeZGZ5wpGCBIIFX5y0pIOhAUCIDwdmFA7Jit2Dfeo5fYVpaNF2jJbYo0QiyUvnDJ0wv82fL4tvi/HwhqhJbBqQKorHNbIGiyA4g0HT04CKrM9V1h/x+BoPalGKPXp3CYIKb5DNysiXJtKHuBmZEDoDw/li1MhdoUTm4nqhhfMbIaiwOM52MqT1CfUQWohDADoN7v70Dxwx6GsnlZkALLEDgemGBrXR0E2a96DACUDjahxBn41btUxaWxwG87BLSFjfjedlVIsTPHyN+cGxT3m9/8poHYK1/5yh4yc5697rC1CRrjHD6cpoL7sSUPITQWVLK1Jv84j8rQqcEwrwtb41BU3uisxtgMcBQ/Y48w6PWiBtiYIw0K+cx+VF05F6XpzFvnKXfMcEcNANAWOBoIusHzigY/DGHUPWIMeNZOoW705y4SN3DgSdu1EkdpcSyV/G0BIK5vgRznoXq2RWvKbdYDu1+KpemxdRDBOzoEBKv2J4RPYG/Ng3bpwNmVUZCFkWwsMo7oHPB3tTg3tc+coCr5vKjhAp7zBDqQLUvPwQAMtM08SIJvFkRLFVjObX3UVr4Ob4DX2B4ZS08wC8NBLG5WkuozjKD1KSGNjyWW9UNQB0A1TzEsp82teQIKlsy54TuUfGAFkcqUQzcFTp238gf8Y/EzDz3A9/Tm1JNUZYPCYscIFB/bzvg2NSg1/vGAhcca+KF95A4BftihoTswqkghA3lWFP0ef3NV2EplQibwDOsMjzVQhxeIwxNwBNiZM2d7WRDzo05/D6kIjBkoVEYUpHE/5g8aY269BvHweB+0zUFyW3gGNIRxwEEU2JWDbYrIxwIQkQIxY9TyyRjUAMFBDV5Tw8G/qZMV31XHsl4RwEgDplMIFll/fKfOmFvm1eFD40VgFQj6tVqHHcS9/CnjQqmfScfyPHVs5CV5VdHQaAEQfO8H3t+BRq0mB0GA1HBX76tCPhIav0lkFUYMUJmo4Y0KaAWCbLsLLBc/hJCTdUjf67wU4DlWgif7JkgoQHTvK/rs+cA4HEAtq9KnC2CslgMp0Ra3fDGJTlo98siPrYTliitO9P2wHAfu1a1rFQ2zIKlBUcOmfHLB9GP5sdoKL8ZeMGT1jDzJ+JDtxnjwwQfNQ7u9haBYQUbojDFxZ4rSLCsPPw+lm+8gD9GG8cn69sJkjP1YexWm8vmhh75luUsPwZt33mr4xmG+zLl5H1RM+x0rjxgH+Ujg5mfmVrHqzDpL30PdSmNa/hfjsBOu2z8afFzDc5/61KdsFR70UX7wyH7OwQGPK8um3vafvUA8xlwZ8soT1DaVqhmklJ8KEqrfen39PpT5RBnV+17bJ673GiT9HTtbYKb6rx68tqNGNhsu3Kc577Wj1cbPOsFdllk9tYqg2XoqITg5BQUVbiqcKicnWFmCbBm795UAcFjV9TE7ZDDBR8fL5zQloAsCBIsuZCGcfdtVAAjuy8zpABiKp9aPCwm6ywHXcH7fDTc81xSewEuLTQFh2KdhsQqxKkSPWGLlAAAgAElEQVTmM+/LymUhaANZ9P+T9v4MnCSDewBAzCvyLXTfb6U2AEv8vPvd77bcFxQcIMkSGVUk/l0pxBjr2EZIcKJhIAhiYYH8wrVHH33Mj8Zq3pWd1N1CVX2JEwvwe7+mpYY106otV7oxTnh98MbxDP4GrZkbxX2kBe+Bh8fnccgqPGmUI2HrIU6vBhAyf8n5rIEJIB0giEghvETVPZVZgmCld1vPKA8qb3NLfir9p5xrmzYnOXhBF1Sm+4rSl8mBkQ6zjCq2ZNDX8ashziBoNMslMnkA1UNZoNfCnEm//pyfURDMoJSJPDFiDKavGmYgUyHJ4KhpABKVAKaf+XdlScBHA0oQVML37AX1Z7ENSawflYZena8u+xYwnHt38803dQ+BHhrG04FXSlwqb70yUkpjNTqkFUEQIS8WR+Dp4Rq8Unh7BAK0jTeuwVv813/9VzuyCmMnOPC+SiLYr4b4o2h8BkHOG89w3szTAcWQD4T3B6AxGgDf2q/+WgUbQNqFFCAIT04XoLROEoAOPmDe+EFoi5AffeM7Fj6DTxgDQA4hLwzAd77zHTuyDPfgyH6caQh6MOcLsEbb2VAQAHtZSpwyo2GqypmCWOU4VE5Fvq/S4aotBTCVoQocWVpj45ZdMQQoe54bUMLbzTrHPkq9K57RuVYGPoNlB0HdNpc7UwJXDWwRIgNZ9kB0kUQnvqt/ZQCFwLINnnybEtJqCbZAEO2pYKEdll2okGlidQtkCKYZ+JQRaN9eERDMIz2ZLKdy8zRjKBKUC6cVow6RXgjbhBISMEm3PL4KfCoAJPAzdEc7UE68fOljH/uY5bPg3dGbAWigT8uPRVE1xoLcIebBFVSMmaHxFhCqx+x01NODRkkMvXMCKz1ggAUWZK655lo7DszKflCniaR9GCbvewZB9rPXQlqlG9MKnAdKhLgIhB00oAPm/bKXvayvtOPVA+AVwmW8mIqpCoTm9957r4Ed6IXvAKImC5FeoEc46MMdGoEQsUsmgyDHmUFuC+D0+k8LgqqjE4iJ0c/8JQhaX1JaM+lxAsHKC6QucgyVc5FlOhv2PDbFMvME//D9f9Tv2TWICo11gJU14MAzCCoh9Tn1CEvUbgRVAGUJzFa+oPJs0bcmgZWoFCwd9+ypjPxM9RzbZr96j70uVFYOdd4EOIIRngMIIhx96UtfYiU0uEdLP7jKm72CXXyoAJBjZT0c5w4QxGoragVx3D5+FNC619i8GxzLhZObsWeXOTOAEVehsxKpIvC72StneZT/pnHivcy7cT7ITeKofHhiZhwaCCJhj6T+kJcMgs5L3sN6Pq7moh3uQQaN4AHjgNY7P/zR5X/7X/8XC3GZw8VcMX6AI/6pYaOnR0+ffKSs5bCYnmAEC1YhrnKZ5W7Sh/5QVvv1drasG/t5g5ln2cDze+owQdDmJ9vtJvmUcFhlJMtwhUu9nzTnah5bIGjyAxD8/fe9t6zHU4VRcOJ1EiHnzLKV2QJWJWIOJSswzP2SaBqKKriqUqng6D1KSFpner9qrTOIV8DdF0dkL+0EbrIirLTVxQ0FTyghvItbb30RVLWDAcevofGWAGXBzIKs3xMESSsoMpQbJ8m88Y1vNG+I+ThdZQaIYA4ACXg8XD3l7pGDCuXayHpujHxQL11BEONCyI5V4auu8oUL28XSVm65muz0nrjWF1Uwfq7I4w4YH7SB/J6+Yxn0RojL1wugPxgJ7o6ZDF4YOwK45nHVS8HcVH/8u1jFZnVEVB9sAUGOqlS28DeN1X582ALB7Ojo+PMzk57EThO7pwBB0zPUX7fvq9VhldWtuXOu1fdrM1BfMRD8vff+4VQykFGYbrh2REUkkzPhq+7UY5kAzQR0rDLR6m15gjpxI7rVaI02sqXEdxrS6lhzGDt7IyNcrsAjAyhDSS5uEKR67i6KozOgclFEwY2FzQiznv/8G62eTJ8jUO/HaNIi01TpTb4QBBl2Mrd3zz332MIIlB/3slQGY0BoCLADKOI7elOUC547uCWkPZ0B1ZcczwCt9Q4RAqB687ZTpIWaR4/G4agt7YAwVw9s9Tl32Lc/jI4BFBgrQBwpAISxCIPxmbthAI7IDTJfS+OlNAYNeUo15IG1mZQrzlFTAKpLProZBPlK0U0abnh/Oi7VD5UZNbocR9bzLV1WMMxtoo38gqaynWJh5KAyrfpHXu43dp1vpwlA8P/4wz/oIKSoT6JkJc2At7Zk62lQsVQZ0T5P9NCTPdQjU69MgYgEWHsP4xh/vYf9Z0HKOcEcDuNztuIK5vwe7ZJOTJbrd7B1TNJrH2Qe76XnCO8CYINcF1aH+QIf3s+8WPbCK7Bm7kxDSgVBKiRBEL/5PcaAnNbrX/968/Sy56KAj755Yg1f6KT0PggQzpIT4ap5Ve6t4Yd5UCohgAppAyzecLvi+bNeEJ5rNxVcu+JEGAuQg2eHefLoffTBkBeAxrCXnjDGxGP9mcsFDWxLXXjS3K+tNO8A3NrPntp46Xx4/7G1LCt6bm8LPDLQ8b4tp6YCkrWBWr9sSZ0Po7N5eWHcipwg7vHdKOOIrP0AULEnOyHVGHl/hRMTCP7BH71v8jK0I0yMCpoBkmDFe2xSLW9FpaLS6UkiOhhO3p4JT1AJmUEM41CgoUISKAl02eNU4ak8TgNj7E1tP+gjh106jkrw+H229t2y4iii1nZmBBlO5eb4oURQQvwg/IIXeMstN5sCKm3RHz0tPss5dAZH4prXtywl58+5a7gJTxALI8iPEcCZ8+JKJ7xBgAT4w3kCHLh4o3Mnjzn/KUqNi2OcHi6iHIbvNqGhoLFBeQr+oTwGuzdwxh9O67ZcVISlWvaCd4EAaPoqc6xmE7h5+AL65W4dVc4tMN9SYPKMctjnveHBEQQtisT/RU5QlV5lnYZ8q38aSpXzPJb8bJanXQCT+dnbkp0meXW400DC4S39UH2uDAnbqmRMMWuLPhYOEwS3bkLj2ZNi47RilXJRYdSTUoC1v/EvcgJKTAUePkPQw2cmkzNgVSCqDN8CQSWkCpUSkWCr42HbebxDwVtSvwFDBZ7sh0rNeTGkxGeUZJw+faodZ3V7BwG0ReCsAF/nomMlj/hbaUV6anqA3xMEsSNEAZv3qpKzvETHwO8z/eweWSWlnODyHL67R+TG2D0QphpwL8pQWB7j36HwL3YphRFQb8u3ObqHb0fbt7/xrhV8Zr4P4I3P9OI2FWgDyPT+LRCk7Oi8/VpswQvr0A9qiUa7cU1VBvuNsdIvPKPj63Kb0lN6Pf+9BYJcGLH7U06QzzAnmCsmqrlQfqp5ZL2n3P9UIKidZmUhoaqBqSJTeFXYVVnJPAUEegE5MZo9RvXU0I+CYCeoCCS9VApaxVyMjcqR79O5ZlDkd9lyqSGwv6MekCuqal3ZH+5juEXPTi0+vL+HH/5OW4l8uXXLNmjdSWsNsVUgdH5bgqXtkm7KI4TDL3nJS6z+TVen2TZAnu8gUQGll7jlRSgNKsFWkGWJUN/eAb1q/IYcIG96xRVXWh0e92vzEE47fab9cOEDz3hNII//utAORvV3BHM/cC5cpwxTsfR3RdN8Lc8ty9p+IIgDurLuqNGtPFPtMzshSnc6OJWecJ6U/6xn+fOKz7EwYvQoFkZsTgdYHa5oXMk4wbwy5KqzmX+9RCaDjt5YEUo9ECoynmE4lJWV7a2sBvIBnjiwcVYMVSvOv8lYBdw80co7UytK4NC5qLDx+QoEtzy/zjDLbfuc+LzOTUGGwEPvhJ4O23rggW+0mrSX9v24VGp6kDkvp0JT0TPTCZ/V01cQxndf+cpXbDsaQIYhKXllYXN4WyyNqebLPjP/yT+lNcesgg658jDWF0rgwaEfgC92Zdx44/Pb+z384Fe7x15e5XuLSVe+2pLyirKjZ545bXzCQgj6I3CTB5kXefwqO7uUNX/HOar8jrZZyhMecOzrU5kh/VXhtY9qnCvd29A31X2dv+pG7kvnw++4MGI0SqfEsC3NCW7pf0VXvcb8OPVAo0OVoS3+TCBIgpIIFZBlAaXAM5lOEORnzUeUk2EpQWKIMqxK/qv13G+ilSVXENtiNO9R70cBRA3HNDfkOdJ8tgBZAY33qNcLOj744AOWE0SohrGoZaYA5HEpD3fNX8FJ6UjlxLVvfOMbdjgC6vAIgvo9QZDeFj1frpJqMbDyVQFa6ZOBAfPFvP0dwB7K+ovOfS+zl8fc2hY0/D0oNvcWQ6Kdo3t8NSjf6OZhMsaKs/zgYeJQVnoRHiL7y5+46KH021LILWNDkKwAiG0pP/2+eXUYnqACRKZh7nurr4OAIO9RwNVoQr9XWlTz58LILhDcOix1l/HOPKhAUJ2l/dqacoKq1Bh4BYLZNabA5nA1f1Zl00nwqKucHM8gmCdeWSWdrDKL4U3FNPVECBxZyKDUKhSZqOopuvyuvdoMMBkU1WiYdxWKiuvf/va3mqfi4R7mQm+FiqGggb9VANAOQXxr/hkIOTbKAE5AwaIHvEHm/Ohd4Tf2DuM71NQhfMcPV4lplSv+sR+EsFT+bNDGPe71+fx8wQJ94zgqrKC/+MW+MkzeNAoCCqe9w3aKM46mbj9YBcbnK6+8op9EQ5klfbdop4CEv6ucWiXvlXziPo10/LkBgvYxts0pXypeHhT8OA7+1udUznc5F1sgOem2uwK+lTQ8Qf3e2kjhML/fD7h07ATBHA5Tn7PsrWSRxdKZscpEBYoKBJHT0ueVeGpFshAYEdqD5unJyGg9K4JoGwQLBW8lDhmlILgfcUk4vU9LhDKd0Ac9BewIyR5gJvgEfuEFH47iasxHAQx/g7Y/+MH3zWvBC8TpoRAEdJzZiHH+E0jHgPJzWWkJcgBh1ODhB/3zOQoeylPubavHv/iLv2hjBSDxHcasHWSEkfnvn5uC8Ky4ePsaaay00nyq08UB7+mnn7K6vltvvc1WhSk7BEHwYxhkhMruVfri0xE/nSeMHA0PvkN+EHMHqKvCVwqlIJiBhc9mo5cVdAaw+WT1Q/Fe4goE1QDup+yVLOo4try8Sg/VCcmebG8ncoJGkx07RogDFbDr/MjbWo7mfftbBqcEfhZLZ6ZkAeQAKdCak7MwpQmm5rTwvN67Swjw3bzRfeQGlQiq5BhPBsEKZHGfhvkVUGRLnPvJ4XgGWoIkt8Vlg0DmoR8dC+cMEGR5BulMQARtH330kXYSyU9sr6qGhgw7oay4rotQmi7Yz5jk8XL+aAPABhBEX3g1J+dC7xKrqve1nOG73vUuO88Pr+h8xzveYSDC/cUEidoA+QnbNgY7c24cnECZxJFYLMmh0TnSAAxPYGX4bDtBBp7ouXM42srBca/tFjEaiGeM+3kKDsqOvBawAaIdieU0RPsMh/EZ9+CZbCSyvigN8706f/JfAUcB3tvhmwf9FRMEwQrEfhoQ3A/ktkA0RzGcO8et+jN5krZLlDx1ly8fm8W2ciSY9ZT3Zd2svFXKWQa8LH+dHtw7nBVUkV6VSwnVmRceTQaHjOwKjGifIMbwMd+vn9UKZFc8T46CoZ4QrVV2mVUw1NLqfVVOSJmhBqGPJfKCOgY+Q1oTyNULUCVhUTCS9w899E3bq0oF5Z5cgiWVcMsQbNEWfTPEzZaWY8dRWtgzi/55iAJBDvf866c/bTlDnKICb/H2VrTM7WSas8yGcNDeV3D9xUPjbEUDJtT8RYkWviNY4X78jUWRa9sLz6+OQw7QpgFmWxhB2cyxljvED8DufAMzlh+xDpN7slVxMlhUnnSWzV303QKRrMAKaP5dAEiE8NlAsM+tcHwLMFR/qnlQDqo5ZWBR2VXMMNCKUNfbASKuDZx9E3ncbLhz1Knj2fq7wgI1QhmjbMwMhyvkrTrK93UPjgscUV+kxNGB5ef1Pva3hdjVGFVAMwCwPfSRLbASmMK31f7WwoK2n0HI2hQhyDTIXtvW2NEuTiAGCMITQ96Nxz4xV7lrHFlIOU59RhevVvxt3hTOw7vvvvuWN7/5zeYpjXdk+Hl7jzdvDN4SDjHAKTM4QNReRxnCrXzNvDVlidIm8okRhQF8hLgodeE2tZ5+aDT+dismx8kx1zQg1PD1WFsQsbkYcB62VWCU8vAEGBpk9l+Ni99VC3M/LQjumveWvLMcyA5VNWHafudO5muWxwzslVxs6XsFinn+uX2CIHWLL8jC70pe8/OVUfppQLDSpy3sMRDEtjkynGiuVpshRmXJuTKo3py69xRsFfYtgTsICGbroMTi39kzU+8h98HxkdEZHDV83RL8DHBdICPXpW3SKukyPsfXBSYMyej7cnvXx4MW8l3X3qnLF/ZkcK54pwJXGSadf1Yceurw8L72ta9Z3o+eJ4HBQuY4Ww+rtFhAQU0hvmduTUFLlTWDH8c6pVWaN2feXeuDaQf2jXzdD+yosZe011b6GYz0slmEC/CEEUFOFbKKLXFal0nZrhRTx6Pym5UxG3L1NrYUd79nhifYdszAmNh5fPMeex2zKviWHmWDw/tUX3YB4X4gtHJomOu13L+XNlUgWDlC2td+eJHlWjEB7Wx5yh3ztkCQwsp4PzeMjk1JYmGACwLZJUY7bGM/IqqC6N9kUg4j9R5ado5Lx58FPY9D55hBUD2GLNyc61YJhdeqeW6UzFCwJejpXuMMhHgOngxAEJv3eV4e21P67vK+OdYtBeG4VJkUBPESdoJgF54IpcF7gB8OVoV3CqBGOyxrqehTgUAp7LLzg4aDNEJ/T7Z/8JDPxVFj/cAGnNvYfjA27LjBydx4NafOk/OoQKsyrlvKuh+gcbwKQiq7fF5573xyr+kCFg7tLXbDa1YZVk8t6ynvy2PUzwoSW7TI8pN1Nfdjc4mcoD3LWsfCE/z3gmDW5+yU7Nd+P0VGJ09PjgpBJdZ7SJTKE1RmZwulA9R+KuXMDOlWPgBYGaHhbgbNnHhWonF8Ck7V+HlfFmg8l1ePu1AHCCoNcj89LwqRl8Ukgpx/f8h2jeBZvPqSK5Y6z10KqmMmzTIflP6a6EYfWPzAcVoAQfRDTwzGxebexu01fL7Pl6vCXBjJQsqxVhacY+28j72lNLYcP8aFLYXwkhCC46QV3fp3JN4A92wrhUEuDaUweBkTPVTSXUP2LY8ij7+ajwJZltt/LwhuhcNbgJWNSSUb+wJDRCOYa174UL1T/cl608tfNkAwG4UtOpfGUW6uvt9yCKo+ek4wg0iVTMwTtkm0fwYyocQVKmdk5j0VOFWWjEKkoWkG6gzQZF4lkCS+egUkmtIhA1YGdH1GLWG3zPLKTR270pEhnNJCwR5tAQTxwiUcEgCvRw823VIEGin1EioAJNgqCGaDiNNVcKIyDk3V1ALaxnl9DC/xmfWOSivlvwqnAkfmBb1HgJn9RO2l0hnvNbmqFZDjYAd6gj0kbrlEAzw7F/C40bAb7A0FOigI7gKVbPCU/luKmelA+ewLIeYCek5wl8Jn+TwoyKjOZgNlPI5Vc8qUyooC4oouKRx2vKjzmlsASD3eBdq7QJ/jz2Oe5JALI6r8KsgaKubO7DPKEVAnGAsjSngyRcPhPJn9CKtEVoJkAMrtVAqPcVC5MObKk9JcXe5jSwA5T4J1F2q88SwESD2OCgQz3XTeUOCnnnpywYt7cJpLzlNqv1tKp+1p/0Y3CGcsTlRKjEUOHKKAhRHQTT0u0IshKMbF7+gtsrQlC3mmZQ7JyAdd4Mg0Qk3iC5oXiJ00Z1reDz9cNT/zzLM2J7z/xLfYtWO4EKKJh7PLw8h02KWkFbhlWchKWAHP2mBHSI9SnwaCBEW2XY2p4t+usefvdgF8Bsgt40ZZq8LhWOj+aYY07ZDigzpOTWFV81H9zHQ3eWCdIG9kmEAEzcq7YniUL2hOMDOcJRjq7SgBCUZZUbOVwTM5v5jzbVvKjPtYJEtlIRByfGifykeF26UoyhCObXouPMFqHmyXNEG/ykylM5T41KmTdqwWagX1B8/rIoUmuVWp+PcKAAF+AQ5sN48D7X/hC1+w06UxLvaJtkBDzf3xGr1Z/K6OUtPxoF+CJ6/T2z3eDknFDzxOpS3aBT1uayU51n7sqiCPkY/F2LAlDrtK6AnSCOZIQmmax7blhVTX9dktw7ylqGtkcM/Piultx8XwBBWQVEezrO1aFMigm+ejMkraZxCprncgDk8Q9xD8Kk9QQV31l3OpwHbX/Nd0ZL3iTD/yx0Dwf/+D3zdFAsEgUPjNPBcFXl3iSbnC+hME1UuBYGvhqREDoXO42PzMECZ7YdXkVUEJWlroyonl+whSJlRRBEyviXPnPQq0ChrKFPZDWinzet9TndSc8+M4MtPRh+bcXEBwMMV5e9cHTk/GZn/2oSc3K19UAbNB68xvDVv7ldTINdwDTxAvUcJpy6gB5GIT24LcALgwLp42zZwht7tlUCZtKRPkB/efm3xg61ucCwi6sF+U7aC/W9oR9yarcSoMQnd4rtdfe53XBFrxdBxNBRhJYXVW4q7A7YssSyRJNtoc9xYAqpIrSCmo8x7lG2obQU+AIBdGsgxusa6aZ55rJXsVEOp8M7BnIFX6eZKMR+W5MujqcKZXvzfkMuteprPyZ8sg7QLYFQhS8Xk6bgYR/WyMif2tPVcT4bDeV1nbPFidSOXWViCkjOAz+Vm1YmyDAI1xqefB+ShQqoBmQctgw77ZTxdAyYmwDfbBz8pY0ibT2iPVy3Fayo22+goAwGKEeq5ZyPXzllLYdfEE1cJyjACxu+++27xQrE6zTpG7RtAGD0sAbXW3yJaiKa2yQZj41LSfY0R/6Ie7WNDPDXG8F0AQOVOMzQ5/bTlBhMnPNFDE9jirsYsJ7QIIHZfKaua58nMfG+KGJsLw3Df5X4OxVxcQBLlanIF6PyDUeWzNadcc8vO5jfy50yoWtRT8NByu+KBtqUNV9Ylr5oRg9TzSOTqP/ejUZV3D4S0kpqemjKeXx72/3DbHe3Lom5WhsjgKDGrxsmfWARiiHSEyCab9qOBlsOFn9XDRJ8M4bUfrJLeERRnGseNMO1UAnRP/Rj86dh0nnvVQ/ZCdmoKXLmHueGUjT3Lmy4wyTSpl0zmpgORcWRY4zP9zn/ucrUxjJZZb/BjqKhgCmLGXF/V4GBPfzasgonRQI5dlxIxVrPJijMw/4j4c6oBTba5sXjFA8aF2yAS8Q7wGAOPF8foWqttR9w6Curii9CGPOt9CrrZ4nWVXjVYFCJTD3F4FTrMhDe8J0ZOtD42DOXT8eTwKrAquFQDq3LfmqyG1ziXzNMs3azWtj1gQOSgIznTwkWVDZB6qVCvk8fP+apyKNf0UGQUFEoaAQCKQAPScbAElgENBUAGQg6dLTYHJn6dBJXeY49HJaO6L4ZMyKIObggsFA/cwxKKAZBDEvQy3K2/TLLUU6arQIS+lAJ6VXAVZ83q8jmcVBAEu2CuL4mDe01dRGy/IJxoGNQIa0mQLSw+pUmD2g2JpgA4OR7D3+sZxU/So9eh7FUadfyWkW+CIew3Y4x0UkC+OD3SA14e3vUEJUMLz8Pe+a54q382CXCLGiZygLYqEJ5jBr1J8NRCVMcnAshXBZNnX51TeMwgPw+ChJEpkFAQrOnavpvCIqu8UZFSXKnro99rWfiDIcNjwImoc9wNB7X8y1AKCXTYEBHH6dgXyuHdLBvtcuDpMBVKQwiCm/Izk89CAPRM5Qb62kNez11G1zwFmocrekE6u8tyYv4RCKrhSuDI4ktBbIJiFkiCXFYJMUhBkXzaHAMEM8FSOIezr4/I5ZwdHL5gG0GBrGkAQeUHk5phvU8BTpVTwI7113NZP5MkySLMdhJ1f/epXDWDQN18kpAesAojww8NJ0S88RjybhTBb6MlwhGfPawRBLIww/IdHjJQA8pOnWrj7+OOPLze/6Bb7nrJw7sxZGwv2C1uFCf4FI6r+K2BRPmUZ5ecs51lGqucyGFb0cePqrxJAuKc7RnY9r7pSyR2vKcCop1eBvs6xAsEt2oF3uN9y7jtAcKvPbLD0c9dpRlI7Etu7DLG1o6/cVNTUUgcFGU6qMyJWCOkJKghQiHYhsQJBVgZ+x7EoaGrbbJ8gSE+oEkD1gnifeq45rGY/+jtfU9CeBDTC4S1hVGtMT1DpMYTTyyPwGSCInBe8MnhD2Kmh9FXhpkFSwc+ht3kasvJaKRHABQerou1Xv/rVvU6RL3/HcVrYMgcvFWAIDw1hKUAICxXMM2+BSiUfNERQJPPO4/WVAF6AILYQItR+qnmFoMfxdiQWxsOaxaPtdZuWMjAQHp4geaU8zNeyR7EFbJPBC/DOikp5yF5TNY4MJg7e7XUAWPiRbXOVYVNwWrcz3gynsqByWcl5blPnkA1m1S54h7ESBI0WUie4ZYzUaalAe8KJ9sFkfgcI6ri1zz6/fJ6gek8KNPibYKErx73GLBZGJhCIGdCjyCCXFW7LqipIKUjQk+NzvE9BUAWG1zlHgqqCRQ4VM6joZxWizFD7HAsjWXjyPBWYcK+GuM4DhNW+EwPHVQFYsEpsYQa88eTJqRLgO81p6tx53/yC8rGip/PDcVrwPHGSDPiPgxw0F0j5wFa2P//zP1/e8573WA5RD3nItKOwZ+9+ApLYegVvFfPH3AG0119/vb0TGIsG2E6IHSP4HtfMe2rHagGEkRP0XNr6uDbKtxqxLP8KDvlvVdYKKDMYVXyq+DHkw+sEEQ6jRIagmEGwAl7tuzJsqov7AbJ+z+e22lRdpydoY4kTZLYOUFDaZhCs5KbLbsj+LhCs+DDRDCD43g++P6ytr0ZxQPybnhgnrkrKnODWjpHcVs4/ZCXmhDNiZ8YTwDIQsD/1Dilo5lG0f7sEr/qefWwpC9vj2K2NOGAV4yG9KEBKA2UwacEUhN/n/AAIwiODkmNR4I477ugnyihY5dwfxqIr4VlxbW6RR8qKTH4jpIWn9/Wvf92OzIK3BTDkm9lwHwAI29hQT4jjtJCf0wbkQZEAACAASURBVPpLlQMFGs65Gpfdx21zRovFFj/YLp7BQs2ZFvoi3kI9IK5hfPAEmbs0LzrmWJ1b6XydZaOSN5VNnUMGzgwqKjcKPqSJGqmZDj4mR79xiswu8FVwIj9Vx1RW9gMbvTcDrfZTGXU8SxDs95ZHac2r9pmWGQ9WchIr7wcCwTjebgWq5gm+/31ObCuXGPVROgBOhAy1wbSJ8rc2nBmh4U6eRAakqp0sRBQkZYw+pxaXtWq4lkNBtqOLI7zPvsMMw8Oll8mSFAUyhrKct4Ktzg/fsx16saxRrOgyVgMdyFiUDK8MnwEAmaFq9fhdVuiVFZcSmSx0aA/giz7hgSEcRpjJAmjyBvcAnHHk1m/8xm/0e3jijXrp7IP0yGPmddIIHjXCfoS7eLMc6IBSHS8VarV0Ybg96TfKUaiEl6B8oQDsaxhZGKzhZelYyBN6N9lIUH4y6Kn8aXtbfxOk2A9zgQTJQ7I6TNkykIlSLzWy/RnoZ/zTOWcwO0gkkY12BtJBS9YCGhv6QsUEmOVRWo3+eIR8TITKGKFf00tGz1muR3vQ45ETznywnOB7P/QBBwgDwnELASFbEhPoQdn+wBagkbkKAgpsefIqRNnKKAN2gSDHwpzEFriiPSiV5hN7u5HTw+f/l7U3a75uq8o8X05Dp6aQJIqGRhxsEhMQKaRTlAq9MMIrw5vKT+AnSUVau6yvoLdeVNWF4YWKVTRqkiCSoVKaWKCATaURiYhwDtR6xpy/OZ/17LH2/z0Z9Z448d977bXmHHM0z2hms1AEgDQjWujCcHnGDSmN457jGMo8jFP/atlHLfd46pEOOVVExJFVN0K1yO6eAi1emgJ1oCrA+8IXvlATEFowLTDS+JErfwWEOmhBtcp3vvOdlT5z35Xz6wyVa+ifvsvQNX7tElHNkZNqpNrPHkBY/+YESH2cPFhOe+p1GtuOEvee1gSKh0DQ+X9lyCkj/55OHhBc1zWeZomM88nH/Lj248/k523eZ76kU3cHMHR2RHacFt7RdRp7c7qM931Pt/UbIDhkfy4MDj5Makz+N20KBH91geB5gzYG4UtE1JFW4dfgZ2rZeT6ezegrvT+K3gnBhdwZZyqfe6TtVUfNjP/T6NQGs5ykjauuYdvePMq7pzArejluytnqLhLtjGZfGymQ/gn8WJ8n0NYEiVJS0eV1GGhL5URBOwXj3bzdb2pH41CtT9HgG97whuqP6EO0Cvx05qBezUmUxgSKQJDaYTo0B6orgyadV38CQK0/1KSQgFn8GHLFAK435/sLffyEZj0/xr+9f/Kz0+/klRtgOuc0ztSfdIayZY/edVIOIHjVT9fHlX10NtBdS91M53BvXAWGk6UeRKUdM1HitULX1ewz+c4JO6qadg71sUHwl37tVy/TKhHBIOozYfak5gqcrq53EcEVqCQIpiE7Q9xDAaxcS2GmMVLzu6mdxOxuKmunZB2oJd0OqPTdC36AoO5hjy4HGGi2Vumwlon4qTIPKXMaqPoFBDMicUBVfU3LZLR/mOiavignKAIUrYrSvG730Nv61M9Vyg5/NCEiENap1epXaTbO2elM2VbbbN8SNys62M4FnU5d6ozPQdsdLs92AOV62d2H3B1oPR3W7yvaCUNPx34PiF13KU3Qt+vMVRud7Tk/XAbr3lleewgES0Yxuwu98C8BF34lCDqPxz3nSDCXgxXdD71t7sSorSmnnRBuPEQ7zpQrD+JC5P5ktiu1/9YZs4Omp61OE/0kUGbdQ22xRs0VlbHCCtrzAxC87uf10BL2LPDTv++HvR3TMFYUQW0p6tI/paf6zpvdkh7/3inw6X4pQqTQKTMOUXjTm960To2B35QTWKenCE0Rm0eu3l86Chyt64zapv6ldjQrrgkapcL6zddIwuN0AHWdGvckIEGw+jz9tmtTDkyun6kD3n+O83FB8Cy/SO2UdR2zw2Opz67Zu8y6KMiB2seSgcjjguCVHjmodvZqxbObuh8nTt8DQXeQN3paFqI3M896ZKTEjw2Cv/K//sdTyphgIwYqWigCYoLBC94oLQz3yQSExzUHzvSwV9GUg5ErV9YcARj6vEpvHCihwdPotVthptNuCA6s7J44LR2awsBAusjC6ewUbLx1bC+DUVu8arOOlj/O09NSGT+lBWNyQ00vyj3LMAIE4YHzWJ91iMKb3/zmBYKkxGpfAMg6PdrVTLaA68qR5XW+oyPip6JIRYEar5a8aHZa/6DRacgIh22LPiO8U+Gd/nbnDDqPOtk5aLn+3YukzkC3Q5/Ud7fjam+CIG+hSyDMaMnBD151UZvT422mfuR9iQ+1c8xqsPl78Z+lTrOxdf/MdK5AMJ3PjZORLnzjeBlXM+Ey7n3MSBAQTJBxZuQLlZzxni4DDv67z55WhDWjIWeWR3EPgaCDGhGDC5EIk2upFDnO9Iw814Ggz+Qx1lyHl0rkz6SyQWs3Znl+B0F4Snt/8Rd/USmx1sldAWo5MJ3CYv+8r4rCYhKh45/GKhB8y1vesma4SXNJSwWESlP1PBGrO4HMElzB6VOygJ8CVYEfzlWAqvWBvneZtFttoVdlYOzbrnHvZV+bDWcQdF10vXFeOA8d7K5AMPXgJIRGHhtIzndWUjcnRlI2Dj7u+FzGyCAn89zmOr10+q8cqfP9wfHZpCv35rH7nR0sZ93Ndh8NJQie6dAs+WHJE4Q96168u0qHPQooBkmV5sxPZ+RccxBMpjjYoHRlhESZdwzVI0c3mHvK64JN5royUXdKJRfjUPBUJBmfTw5woITa0L1+uos7iSseJK8GfecUSNfUrhYq67NeNylQUHTkYOqgr895np/zXp8fmhjRPQI8IkGNh9RX42HpjsCJvbvVrkUImSXAB48G4TGgKgBUNCmQV9Rb7xI5+gDU66iseZ7hCQxOM8G85rE/lbmMWJGWRfsui3QY6JTrlkej/nvayRVIMO797J7gKf7qCLGnlImNFuCl8/BeBIp+A4KZATnIQMPVuDswvAeQbp+FIXbGYPVFnXOWfZJHajuXoLnOSNQPgeATTxxBwMkpjl4W/wSCPjHiALNuEvFV5NxQ7l4nayJpkFkzSKY7o7r+3aj93k5ZiQwBcS/KnphnM8a6x9Ngfa4ZzWO4GCQRLO1TAyRFpW0U1BXPZ0evvHWOcQipRrsOeQBY2RqmdgUOzzzzTAGd7+l1el2xMQCPAroFxE4PNOskGW2HU72PNgGiNEJFhOKrUliiOXd4yMeX/rDXWG3qf80468QcLc1RDVBb5RzsvA67AHca2QA2d0b9EhiN4yoShgdXTtqBwvmZDtcdePU3nT667utUhx6el2RpnSDb5hIk/PsVEHaR1NW9zl/aRlZpP+iAA4ruzcjYny9abMKxqwkmX+8BshDpua9rW+EGtjOPpAdzrbnJ+sS3btscN5RgJ2ICgClgB6VkrHtX91oJgp7e3hPyVV+67m14vznr2NGPt6FvQFDpcL06QGoZy2z8OwaIAgBWAFEH+j4WV7bz9T077IZEDVL9fO5zn6u6IGf4saj6lBpOGaY86Csm5tZ4+Z3taNoNotlZRWbiEWca6j7NDOu4ewGktsvBN1LmNER3OqKV3R2KJLUoW+sgBYD6J6DXjLP2COufxu2LzHVQhad6Yzwj8lNJ4cqwc/wJVmn8qZsd2HVyfQgEb0BiRkdLL/Rh7h329nmufr6ZEEhq+8XLiwfN8w562b73fcWXK5o8Iqy1sEcDV6fLdJhCf8XX44siwXsgWKsWH1on+IFf/ZV2tTbGsYBQqmVIn8y/IvgKBHieCYUESvfEV95gKYqlM9AICHX3JO0YpZ7FyHSWHae0kOLqORmc1/k8UuA+j447BbpV0fOs5Bjvfq+Ej8GVU2vnFCEJfDjslL4zzcIY4TMG4MdUdbySfLRj4yMf+cij1772tZV+a7LCT4zWbLXAi9Ol3/jGN640xg3NAcFBWZ9Jc/UuFW3JE9gqAhTQsyaSttbaznne4OJJrV0lBR7bDXPb5+K9OTaXx71IxO+jT5c1z3obXg5Bf+BDynVc3/TrWV8n6DxzMOg+p45dgtJjAOhdoJ3lhG75SeqT617ZnCb+dNCCeeLkf+ec1tiYNArHscf+mIulBYKuqDXg2Yr+ktpBjG8dc2G6cS4Dmyn0jeHZda+pdPf53tdOCVLJHKg9HX4oCvTxacwCwXvvBKafnPHO+pfT19HQedUxzmHQzmN3DLqurWraQqb1gr5XV7+5c8mU7iQrk4XLDV5rPIo0dbq0wEiRns704yVKlBMkp9/5nd+ptYQCSg5UTd2iXf+LkSn11VgEugJZfVdfqgcqWnRe13jncU1e1+M4/StgYOzouDtAaIUe3UsJwdtzQHFn40bv93eG7b97ZMwssPqoyH6+d5joNmnsgDlB/QoAAeUEzO75rg256pK/dHXul08bdh56oDPs5HBStb+kmTUBgyZIp+2XXZSgNDd89fyeGAHXbiJ4rwky8FUjOS5kVMV3DNfraa4AruCkRvl7Mp42rwTWAQhCTEX1uoSnyh1QAx5eOC7gP0TjC3I7Be/G0PUHfYzBga2LGgFBKT5K5AAlWkWbFhCr7vaKV7ziVIvRvb5I+QoEa5wRCTj4AQbq60Mf+lBt2fuBH/iBR695zWsq0mOiQhGbDljQ2/AUlQo0oUFgRnFb19zgdV36IcBUJKmx/pvjyHwmWRRhaiJIUSGRru7hMAlk5Cm9Ow+PIpYDmSsU0IWulOK66LJzI0b2rmtXIIjsFgA3PIfXLJBHxg6C9wDwHpDxm9sW/GA2vns+HXTa5gJBwdDcdsuGCmgFI9yBowePC4IZYS86LBJMRzP4qWn123T4dK9A8Jf/468tsOt2hLiRuiEitCQwPTwg2ClkglgqmUd1W0n2zI4rontkB5vctuVj0H0YaBasWWjryuFgK1orXTkMGTr5nZTZFSDB0cGmM67c2eC80P3s6VX/qp/5mEUze3w9ekpjAASpmWSU5jzX6dLqS0CndBWg0gkev//7v19b67SERoCok2Q4bxAQR3Hd6XBiDvuMBXYCRIGoZoYFgqp5ii6PqNk299Qx81e8mwMTtgw+jVog/Cc6r+hqljPugaDLPCMQ15POHhwIobsDmHTIDoInENaqjNg7zL1dGwkGHfB2YPh8QHTZ8vFQ8ZjZ3ZpA3ZNN2Lfz8MR3ZTqauLgTCaYsfOyzal6RYAZJo5/bSBCZLVsABMt4a2ZqDMCZe4P+1N9YADk10InwzxmFOBEOjJ1gr6I/FyxA5orjgJCe3pVUn7t0pmiJBZ5XtJDOZzTqtcNOCRw4feyb39QFR6jvAEuKqgkE/S+ggJeARZ72wu8AbjU6Z+tcJjlOgZnASfuVFYEJ4ARQOLdyAocOaFudrildVkqr68wei14ijtxSp7Z0r3a/6LP+6V5FnZpwcUCF1/CLQ1dH3Xo4xwTBtVxJYHKKApk8Oe857uSc+gy/UucTXPS7l3M6oLkFyiFvBxpfJ+htIEvoSMDu9Ook/1KB61TU6eCzX9O2NUBw2VIxZwNhjt9pVU0QEMR+T2M35+c6uvBpGiogmIHAVSTochqnyByRoJS0IqLJfAdBaj/JaNUA6lo3vRjSTsY7Q12x3cvivXOG1plBNwBE9uMgmwrSKexi4jwHA4BdRjfTUK4TyWBcbhy01RXGURjaufXWGOZ+1zLGTIquaEkgodlTnShD1JMgmEYGj6pPRU3Hm9lOijmZCk2kZVqXqPtUn1vvlJk1sxccx//rN9HEwQZZC8UYPE0XUGsMr3zlK08vUtJYFQWqtkjUycw3axGrXmu0azgr8ptvINM+3KUbx7jcIXOG4NdVyzLHn0DlOuS88+gSud8DwU5v0QONbZeWYjlPoft2iA5a6B267Tp+Cwh7o8K98Xbjz/Gd7MoB2yZOFUwRCDie4PzLprQcSABS9e/z+kjG4psRbng4eVM1yQDzMcZxDuUL5oGDO2PYoDX2Dv/KL4+FvxN1UV4iKI5H3152dNgx3j0tv7uBZxv0hVC8XrQ8y/TuMCkZ6sDj4LoM2w449d95Lms6rkjqq1LGucvF7+287knA07B8ts/77PiDYek+NtK7PFyx4dnnjqUpOllFAIRD4RlqbinT03gk9znLSungFOUdvwuIdLCqJic0Q1xr9OrdF/M9GDP9pG4noCLCZjmL+uSwB30WAAow1bYDuMau65olfuZYA5l65vIvDZ+n/bzgADxArmibM+wY9Xn73E6fHKwdHNwxnBzH0aD/5vXOKwBF7xwk3XH7c/ueHRGOHbIjU3Ma0xYSIB287o2B/v0ePqeeJ9hUHzaAei4ZIX0up3uOPNdRZnNGvGubplwPlh2rrwPnPBL04KPw6Piv7r+I1goEf/WIBFl46sZBp907Iq5SzPQwKRT3IAxE99Bveq9u4GkEeY/zv9qWv7mYAXVQdMV2MDtHD5GqUBqYnSYIjvYl+FtPlTxPulHgjCThMXR98YiYdE11QY+q9Tx1O9ruAB8ekA3oO1EbBq7JDoGgandaK+hv0hMdOt7elZXPvl6QBd2iVXRpIkTr//RPv+m6QFhgruhWNGhMRNvpNFJeTndFuJXZWHRhMnJepz7dgOy82QEM2ehvgmA6qvyeRs13b398dmjRezTOaasHF9CTIIK95b0+/vz80L33gKoby7pm5C+eMMYAweS1j8/5qSYBQZeJPlcGo9dPVBA06oPdvwLBXzsOUCDVcpByRHXBZe1LvznjEvhceb19ffYdGT4I90LZXwItv6dw+K7iuS/DUT/uhTNKgg7u6ZwA4+1SoqRjpGRjgW95phlVUjPz2TkfG21zfyoYNOgF40odNWHhykLk5eUM+N8pvuj2QyDgk57RkhUtx1H9UWcKrsMJ5nmBTx7vRYYejYux6ppHlbyXWCmwtvyhO/BY4Ki+BLiqLdYb4+o9IXvBeqfIot15W+n6BMGVbcw26NMN7cqwadf1P/t/KCDoAgGXgzums/Fv1ChHOkHwVr9GpHOPxg5UUp/S/rrfvY8cl9PQ8TYwfNyO84yj95FRjssDnuLhccMTT9a+k6UjPAsIfv1YTP8gCP5yLJa+8nhEOZ3CuKFegZ4PDOVyAOA53efRFwCW0ZwDUWckCYL6npGutwFNCcC+I8TH5gK5p4QCweeeO46BnxNP3EvklUsUoIn2icpSAZeTOpRBAKWoSaklQEa7as8nVdTOKW2eDctPds5Czwu8tGhZKarWASoSdHk+/aKR/hLd6jcBG86V2pAmPrTuT0CnKJAlNtCoNnRNb6579atffVqj5/rh/HZjXbxjom+usyxaGWdFWf2/zpG6PO49l/S5Q+uAEJ2lbMD92/72MWqV8BmKuO51i8Hpz3X+yn6udBc6OgBNMOpAi2ur327+xV7AdA9U3b5PfLZ02MeBQ6z1ozMSvJr/GTXBX/6lpdAJBN65R2T3vFuCoLeBB0Q4ngZ3Hg7j6EAuGX8FSkqH3bi9TTc+xg4A055/9whSv1MvTNrPxsJhCCMlBgydTwlw+k6/nYPxdnTSt15ypGs6VcajegzEQdCfrVRW5+7NOk7SxLh4053WJeo4LYEgv1WkeeCKA6Dao29SXIGf0mlfRwg4arzMJKsPzUZr7SOAjvz9bwd+/F6L/KsuuF/a3k36IXPnf/aRIJjPuE5fGXLqh0eC3ThGn9fpsOu6BwzeboKe9+O209GWgJLgfwIi+7EDzHI5FxPQforMfRsanWTWdy8SLCAsvR61yC4dLr0HBBOM0ot1g74nWAfTVCo3tNwNksx3psKA6/ThNmUqpTCDRfipLD6+e5FY1twcBF3pznSPI7EAn64g7obE+Jgx7JTZjUBKppRRQKhlJr4URQCVNUWUCV5omQMg2IGM+lI7SoW1TOatb33r4ql+U/tfffZrVdfzWqIAjGuaBBF9ilSVBrP7Q8/rGcoiGjsvmO/OSUw99GgFh1Y0VQQwtmU5MHZ6nYb7OICVenoFCt5WB7jwrweo88RIpsNnvbh9tcBDIDj6vK2XJz/SCfjYr5yI3+OHqqJzi7aJjhyk0IFv8vAUjB0PdOkw/QCCtSfFgPikN7Vj5Jgdxpt4sZ4bPXLpPIIbMJ139/lvMG/N5tWez9uTPhKc3RO4QqdgTm3NDfaAUHkIm+3tALETRoKHA4YLxunS55EKH7Opc4wP8cgdCIbtQoM2lAMg0ZvYtD6P8wUlS0+VGH/yajmG+UM6BMajSE5rAX/kR37k5FjEy2eP8XGatJ4XgAn4lEaLDp0Mrd+1+wP+Cwj1O/Srey241oSJ9kM7QKRjSuPzOisgOCKQEQkW72c5IoHQAch52kU1qdeuA1cg1wPcdthdP+OaL93Zs8O3NDhYnn91mryfs4zngcnz0bwPJ+pjdX1MkFoUCHW0gs7KDzcAq1lvZSKA4bw3aXCdd9rvTYyUnlUxlZlhWxajCJC+iASpe3kqBUB5Ybrzmu6BUbAERgbhoIYx5PMONikAJgsW0tsxWF2fde0AQY+OdI1iPUtCkslpGIwbh+ApMjzzCM9TlDEpMo6H0j94zTgzUuui8g44UQYiKc2o6p/2Ei9gmwAA/V6jo39+YwlJOhqAVOCkt8n96I/+aPH0BEyHfmlWVzVD9aF1f4Chruk3TXKoLWiAF67UAnJFigJzamXOS+51R+FgucY303tmh1nSk843eeCGDg+vIip0JGu9riv+rNsG/XSZxJbdXg5TmcTF7PBlrtmAGv06H5966umFWy5Tt1mXketW8uvkRCIFbsH+QKiaRDPATz45f53u6ruI6dcqA4JeE3TwXv0QCfrg3dClgFnDWhybH3wmsFMiv+YGnsxEIa/6z36d4TAHYNW9nEun2WEOQtA1X5iaqSnP6z79BliirG408KbSwfnmM2Y59TypswDwyWMxMc9itICf6JGjISLCKdCnK0HnZKqudyiSJhu0oFkpp4CQ4+3Vr8/YdgBetTk5jLnkx/vUb5xhqOO09J4Rlh1B4xNPPVn1vt/+7d+uvcV625x+E3BqJlj0iHaNU3SKHt5FQvYherVLRFEg2+ZYOuOyRg/SYN0JsiBCp5MQAfN2RD1PLRJeJzh4Hx0wIAd/rqOLvtOw3SZOzmTyf9A36qpDj/bEiBsyshVIMhGFDus5P/zW7QuZPmfOzO0rx9fR2/GlnIxwyZajeAkpae9qgg6W/tkBEH2oHStzdtgd45KFODcnRtbC6ZgYq5qg0mH+eUfugTslcS938gAz1ISRDjRcu3o2mY2BA5j+F5qvUtFl+Iej6EAQBXVvTPu06TVLH49/1r0+24piEsl87WtfPfofOwLcUOhftLEWrovIXTY+fo8E6V/AotqdJhWUfuKgMoJyhYdOkgXo4h7AWjTqdGkdrPpNLxmHJAjUBFSf/evPPdIb8ATA2uammWodiqoUWrs+BHxq188X1HdffqQokJohBuwG5NFIGlPq70iFVRu0OrEVhdK4nB/uUHU9VzC4jnb6mPLyvesOLg7a+Yy+s1h+2MrtOkHXJfHJgR0d1LMsXNc9HH/m74O5Wp1wCXKRsi76WIsbKXBGys4zDr+9nq93yWxZLn0Wnw4Q1I4R2nXZViFwpsPPCwQzCugUxBVSUQ7e3KOcrt7XRYJF5/SAqdyPo/g+g9jRqjVtCBpl4bva55p7bRTdQdvH42DpR1bxnAPzs8ekgXjUORWiTV+fR3Tins35kAbDfQIYAZ/SYrXhb6JbntOW6TiQ13gKN/ZOIOel+KV63W/+5m9WpPY9z7y6wE5tCBj/+V++8ujHfuzHqm+dAkNqrAhQAAjI4zBI4dWfPqs+KBB85tghou+qJ7JG0B2sG34HQEuPJgh6wZ3ZYWSUPE1gvAe0CYRnUx3fHoduj0Rv5TpKDmOd506HaZc+tDqA2pvup3wlGeheXk/KeHD6tf3w0M1azT/p7aIw768b51rrZz96JHjFhyGP6rhvFlCNyA25lY0dTzoI3gBhA4KpNysSdK+U6VdSmIYiGpXyeTTkdS/aVjueig1itOf0DIIAZaaqTocLhn69H34voc69oXqeqMcjPAfBrJnBMAck2qA9fnPj8t/GiSbbKG4ENekCENIwunE5L0Qzka6uM1MsMFJkxZhcbgCgty1BXIGt2hfP/uiP/qiA6lu+6ZvHWXdHdFg7P17+svVCdF0TYGq5DqdP+3Y5d0Q4gc9//vPVnrb/+Q6RLgrrDNUBpOQxhLEK7uWczZg6sM8sxdt0wznxbMqOe7vo6VIv50NZTtrgO24Y32/XCa4+D/sRH/W/gI3n1a4mpHz/NbbFpFTde4TLJ3tZfY4e7oNgGW/Rl//Sqax2ZglPv/ub/vJ+cAi5uC2CDbWyYW6bSxnU/TUADXEcqeX/lg3UKTJ2qOotwJ0fTC+kRsfM55j9rIHZUUUABH9vI0HNTI26Y95D1OBpZCpmp3xOYwHKsck+ldOjMpRQbRHRMgYEcQ8EMVQXmu4nHVcUmLPD6isjS7/mStmlE9s49qG3ak91NUVeqq0JeBQNQstVWWIZaYAgPIP/AifVBHWW4Mv+1djuJnBUasXRwLpHEyFaCK1IzhXYAZYxqW09oyhQkSU1MLUrQ1U089D4OyMt2Jizjj4+NwKPUK7odBDwexIc0oATEDIa2kA37KUDZYBl8H+AYNvPkQnquvQNXdR3yV+R+Z/92Z9VdK4IXrPz0g85R/G1TvQ5XuLk+vbQWM5juwZBt80le5vDyHMsO9As5zXLSG7Dul7AP0HQ02G3jeEIBbYPgGBXE7wSYl4fwPFshev8A0BcURxECpjWcgWliU+eIhCUAu+W6O2D9LauAHK9aWpGAh4NZnQEYGTEmtEfBqHrGK4bttphckT1wPH6zKHEGW258DvAp6aUNUXnAxM+AJ3uVXQl5ZfiA+48k06hjOAiLZExEVHqYFWdWPMd3/6qFX1o/FonqL867l9LdJQGc56h+tJvODVkpj4FT2bacAAAIABJREFUdlo/qHt1HJjP1sPbKxDs5L3AZSifkHDxnEi3022XQQLfFXBynwNagmP3PSMbZObtjTb9QF2FM5sSB1UdEPDCF76owALHq4iQd8PImWgHjqJzTVLpr97XolPCX35E8AJXdJIgBlrQ2c7ux7UZdQukp/50TmneunftRIPJ/3sy4DfSYX/5uut30X5cSBB0LCo79x0jVwJ0w80oazxzfq8DQuavG72nuoPgEQn27XLe2wbYVDg3qBQUxqNj8knBdA+Rn3tNfsej6j7A2J/RZwBxRRizTfdaKKPuJxKkTdpw0ER4OQbAFOXMaIQ2BSKADTs0pPiiQ4DURRrpWQHB9MjMXqstLZERCH77K79tHedfAHsYgcBMxifg1dhIgQV0pOue+qGM2o6nlE2RI//0fOpK8ubqe/FoKGaB4NLrB2pP2V7yOp1Xdz99eWR1CQqzgXRuO0vpF0sDmtDztX/52iGLfbAvdIn/7MLhnS0qXchJffzjH3/0wQ9+8NG///f/y1HK+NabSPAhZ73HPhemG5+dTwtELQLMSRDXt3tgSJ/eviJBjtd3cOPeKxDEbhYIvv+XPtDqUwqSEHR1QK3CagL+zG1EeD6stfcy53t84EuZjVoHWqcLWrV5WidJuPERbQCCeFDozbpgjtvTfn6jLkmbe8nLmBBRtJwguMc/xpyKh7ArZbESg4Mvz/lLllgWoQkZRYNMYPBclh6KditCOziKZnin1FTpsNYAKhL0+/727/+uxqff4K+/g9hTf4/w2CeswxK4zngBQgeRk7OcZSh3VqJhGVKe3DMj8TQm3oWbBtiVK1xnuZ/7bpzKpAV9coD06O+5WU7CcWr84otWFeizJjYUcY3Tm0ftj8heYtNyJXbgiJann37hcuACP0WEWnupjEDO5q/+6jOPdEq49EL/K8J0u3Vd9AwoAxCeeXLWFNHXGhvvF55rGzmlPQHQA4czrmw5YltVebyJNlUmKM6uTOskx6oFa/nXWBDO/EMLgjTuqahuHBMIOyJz4bnHyuu3aZ1mBkZo6gyXAAQQ2+veFi/d8zlarynv2hu4V9d7pEa0RWrtEZXTfOX1H/LiouerX5WSbqF52jf4ed4zvPk2sGfwavMllcFT2UzTKxJWfeToowBYZ+sdoPai40ADAeMXvvD5WnisJTOqF2LEHH5a9M3ShHvSBATRIGP61Kc+VcakE2u+8uV/rujtrz//NxUByuAwdBwLpQI9o1QM+jlWS7VAAae+52k38AEZsg6ueD35xlKPFfXzwneL+tBpAYro5P3Gq3RwccRSypS+xFeBDs4BI9XfDWBfWxNSAjH60rP6jqPgbXh6ubpo0/9MQjG5KFnWbPpRVqn/5zZDv0/GNRzlsRRrZlfOPz0jHv/Zn/3po//88f/86B3v+NECQF5rkHreRWQdyG8e2aTaPGx5tXkIq3shFs96351DIe2dALJ0rGy6SiqjnObOvey8MgKfp7ZdIjPoKBqUDisSPAHT8YNHOwMEhwdK4PCUBSPyCFCdjLZUuRhFjZM3P/Dr2ePlyQoqATUHOu4/D/CM6loM7R7rCgSvvF0HdH4NA3PacwxeE8Wj4+Woh+Ep3UF4Ke7c5o4OPTJ1EAS4pQjPHo6kfpsOQcYkuX3pS/+9jtlSpCUjkPHqL2N64XwJErR1UZc7CC3G1nh40ZImQWSMapOXsqMHXstUf/QvPuqz0nUmb7pIGH7juNQuwMB5hi+2k6x1P7z1coSeVz9MHNREzvEP5yIwB8B034jCRiqJLimNFOCLbmq9tMdKA/oXPwA03S+alH5qkbmcgRyQgFDR2aDhWON3rHVTOxnxi3aCBBmJjow62+CYmHTAHg51Hzag/kSzThr64he/8OiHfugN5bDQT2SP3d0DQGRy12ZmFDjuGeCo9ZoA09Wz6ID3vyK/GmAdnXpT2vHAbWGQAWBGsGdeNSAII2hsGPBcsW5o61GDMwaFdUN3ECQl20B3GHCBYJ8Gcx8AXJ5uejwirqefPI5ZnzPTKDcD5Xon6AUiFgl1HjHXIeY9YzfIXiKAQcGjBH53ElXSsJpo0sl4RCsRgK65U9Az1DQdcHFeAhsZwr8+iuF6X7BmByuCtBl579cj1WGEw8hk0FoQredUVFdkJ7BQpKl/LJnhM6DgUTj0qS1NomhJjOjxe9IIATBFsjUJo/rnwTf1r6iX0gNyUVsOYhozNUle4qQ+AO8XHekj37lGZCpeSP5aavLMsTRI4CYa2Enk0WsHEMhN6admZ3lVgOQhugSslUnEMVkOSLx2FRA8O/OxqNplptcF6P8FIId+qO6q03kUAb7kJS+urICoGBBPm8ZWHUTuOctF81zyNr7PNHVO8viSmPMYvf5p6CAA1a61qP25TbkuOwiOpTHn6G+3vD/dRIJu4BgrIOjGBzMS1ADBVGSPBFNZdGz4nLgtyohSoGUjPYzaG75V83ta75qYIAggAIIdWLvx07YzNUEOEHChOTNF+1LUST/Rm/jgIHrLH/0+QAaa+QsP2WVBFOT3Qr/3h1LIOJ4+DjvVu3v/8dhFIiPU/Zzhh+GUkk1AdAODJyyDEVhpyYUMSDO5MmJNghDx0S/PETGhI9o9QvShNEw7SgSC/0LkNaMv0UfKyFgd3BV9vvIV/6YiTxVPRBfpnsDFU0r1rd/1T85Au2kEZkzCiB5lEi7/NBSBrSZ9NGbxCVqQj9eYuaZ2HdjPQcXXiya1O2R9/B8zv+5A2Tkybsz63dA9zxA8uxA9qgvLeb3zne88elM0PeSNfa+am5WUbu13lKk6EPRMqcZjSwbJkNbe4GRujT8rheMm+iodnw2zFMab6WjaByeM9j3IcswqPisdft8H3r/aZEAeljsIIlwHQTfK7HD/NtJhJ3gb3FaCbF/Pl6c6qp9Dqc4F0EwPAUGMjb9EpvyeQDiU8VbQCYiNDGsG0tNhlB9FhqfuUWln1ATHin//54rhTsHprvTpUOivHZGKe22it69XrfVRgYIiGf0t0DlSMWiTARDNQPembRAlECayEqB+9ninCRMZShN9nK5sRGTMEqsvgZBSQkVaWkxdaeMBXJKPnJm+o3tEZWrfj9WqpT//+hUVVfmkF4bj+qhnBVLqU3RoeQin7OCQnv3qPrm6k6/4pf+19pG9z74I3PUmn0f/NBZSapUkxEP9VV1ONT+lwx7Nud7hYAcQbIAY/Y6U8wy+urYNX+DPuk1Ntqz2Juh51oYdPB8QPNN60DIjwXGdY9rOx7V1uu4O2HHicUDQZV9yrchE3e8IM7Fp9ScQfO/737eY+HxAkIFk+uSGsBk0XnjSgdzwdFu4GZWMcH3UOXySgBoKDHDPrGsIN5Vrz6wNQPX9q7QFDXh+ZzJj4q/qHawD1H2k6YADdDkdG2jGZBHa3YEuawCzXkRf5R0nA7lHSoDzUmSlyEvpZ53kovrsnDGvVPN4Xn3IKBXl6X99JhoTfxS1KMpS9CVj1iEJuq7vHHJAjUz3KdJh2xbRqsYmANNkiPYfr5nkOfNd74OYqT3RCXSSapPCKXqriHY+gxNwJ+FOR9d9Vw1yrTLCRJZ7Do8oXPxiUom/rAig7w4I1Y9qgEpLtczou77ru+qQiS9/+Z9GVBYgeDbqaRvSEimb/k556w81wX196xO0kPKOiZgRCe5r5/ffuP0mWDk4bR0OD24TIytKnV6+KLPIDxtJnvn463MNbtQEO/46gBb986FyE02E6zRUJPie9733Zk2Wp14jyhmdO4jBdMDminmD6IOwI5rL50cby4ZXH7cKOQSLEFwRoMtTQ9GCcmIgPJvhu3tCv4fPWTOBqfwFBB04eTYjNKcFOl784pcMDl2kBaTTup9ivRfy//nLG7wAME2UqDk5GIGZIiFFYZ/5y/9aQPjqV796TWZUjfAwjCzo4xxEFxGaAEyp4Y//+I8XUCJz8bBLiwUa8E80KyoRGOtg1lXmmHUfARqyzEjYa28Vsc51cS+dEZ7LntIIbalfjR86KAesyJflHNO6MmJnrV0HzKMWuzMIDNT1XH2rT437k5/85KOf/MmfLEBkgkYWO2zgNi0c/J2p4TCjU62Puq/LYWw+2M6YmfjBF9V2zwftepaEHmZ0m8B1z2GwOYFIcJDNBMkZxLMd5/0JcItBtbxk6Qjy9TYWH2Yk6CCIbFK+zwsEnahE8Aw1IXAb9xkEIWgOaUWCgIT/rhR4/Dvn9iiag6A+s3QBIEfZvUbThcYZpd54F6stOOBLwP4OEQdA6m3QCJBRL9N3RVbQpuv8T52P2UoB3FgzNrarESG/6IVjYoHtUPz24peoPjZmJ2UIAr//43/73ys1+smf+IkBjvOkmbEV/bYkQMTgkaFmiH/oh35oRUQ4HNYqIkP1yzWiWUWCmkjRejX+kc5LYQEwDJN0vaIlX+9ZE0rHrO8BLhX9zqUxGY3pO5GqTqxWOq/xP/PMMysFJ31znXX9c8fF7LDzqrIAvRBzTrB5O9IFyU97rsX/17/+9RU9ww8cx9kexjcyhxXpzZrgGSyH7kHPeEbrUr9e8hX/1a+cj0oir33tv6v0W/LkZB8fH+0kCHIdm7gCryLEZofXWxbXu0R2ja5rq7PL4qtsL/YI87zzXc+XPlg6nJiSzuamJujCRTC+IySZk6lw8WAW2ffzqgccwpkvQOY6A1btSmt9SFMxgGGAY9JjlhdOy2uKVi3UPP7mDK7aEEh4+uxRJEqm+zzKyHsYLyku7QFauv/Zo86iWgtAIaWnuC8lVCoJsKlfZnkRzgKtWeDXPYoeWJLBbK4MkOPqcULiz5NPwCNbQjJn08ZLnsbb39TP//3nn67jrd54gFhdn4arlJh0EVDTGIgiSIf1m5Z7vOUtb1mnQuN0kGeXLYhfAnEZo17eDqjpXoFg8WRGgj7JQ3pPRKnvRdcx7ur34FVVwGYUhUF49K4+9F3ORsCgiExR8dve9rZxeKtqqtPBus46sCiCUx1U6y3FC6LmER1qnebYO69/7gTVryLn3/u933v0sz/7s+vMPz0n3rL20G3CbXCMa67TPcbBEpHthDV7OmS8dV4O48kCPclKabvo1sSOtslRusFBu7N3EFz2afacgQHjhX4HwXFtnxxd7Z1unHfMup33nXIY1cVaLl4/dcGS08IaQfYnJ255ELdmh2kgw9FxfRf+OxB04jNa3MK9BcH1XDFqGKr+7VrFEL4MnVJACqxSiVkXokaIERVAzUkD6PBIjNRSxunpJWAmwwP8MGzAD2AR3TrKaMzEPl3AIKXT/6wR4ww38U6ffQYTzw3wqB8U2reaJY/hVSnDYXsYoAOR0odRMxo1H41X5wB+5jOfKZD13R1EgtTc9IzoVC1RRk+UKd587GMfW+ksEwXwSXRmDVbf9ZxmljUxo0gMuZQMIh12J9q1VX19bUc/pZNz1wJ88BQPENSYBQw6UED8e/vb3z5OyK7p1KEhXQQk/dCY3/GOd9SMuJaaqJ4HkLGG1iOb7aSeLMAVCP70T/908Z2xL1nHEqttM0DGLEUVgYkiQ8bM4I+/iv6+uUD/13/91yvy/Kmf+qkCca0bVTqsf3IIkiurD7zfDbI7/XaQcSpuosJT2W6+jGym+6SnN6OwCYxsW7T4Epl81iO7hQ/FqjlBMh9w4DyBue8dToDZQr0GwS58dSDcxnsGQUdiAYgUyUFMKfCIAsbyBcDLZyoBMWYuvbgvDwtQSRn0mfVmCUayAFJGlldgzKKJelIHYEWcvdEMRdH4MGD3uBktjCLPmMRyI8KIqUcheDduQn9NjCiic54SOstANHafWPiXf/5KgYEAqXZhsNtk0oyRqi+lj+pHwCVQVBQpQFAUpWd1rwNVgjU0acG2wIRapJa56Dnta/7KYYwrhRE7FfHM/2kPfgL+f/jRP6i2lFaXk5m1MncGyIJoX7QKAP/0T//00c/8zM+MmmS9k1YKti3XgRCZ/MEf/EEdFCsg1+EDgCARttuOR4I4gN/6rd+q5USqhap98U6O4aUvfckocTQv5d3GvRB6TYy4beLoNFsu+bzoRS8uu9HaRPUh8OPE8X/7b7+/SiSuEx2oeDCUoNTJh3tK3gGCZUsTvK9AEFkloCF3gSCRYN7jgL3aqQ9jnSA65DTyuZ7tQDAHPULacRxVesokwEEAZq1ox9Jh9x4SirZ3yeAUeciTjbRzRC8UkB0k6Ed/WQeGsssoSCc5TYNUAaB18B6ecYAWkykswM1IpOyllurs/Zt1qOU0Xn5zYySyc+FtIYwTQLTdjQhWv/nMXdY8XD41W6ho0EBjtT2XT5DCKyIQEIk/AkEMhLEUKMzUUc9oOYn+aUkJ4Cv5KMXSazeZ/RWvdo3yvJBbY1Y/qgVylJM+/8Zv/Majn/u5n6u2n50ZgCus6CAiHGWRwWN4+aH/8/+qJTaqsdWSHyYPLLVyRZcesVPmT/7kT2o8mqHWzHC9mjOWXrk81bfWNGpmV+PXuPXuZVJ06OzsA56KboGv/mrniGje0fzRG3tsp9GeDXdHgswObx3Q8qGnqj12oowNBSMC9WOzhn4pVd4vGnNdcn55/6m36JrruNtzgmDxxWaHXZ/p5/T81GdkUEHEHRCkDcemgr7nC4IZ0kLA8OQjJXbGZNSYzHRvQQE/a4Jb0TRr+HflxaqUVWnj2EOpdmQopIvU0/QbAEVNKqMH7gVcdgo7xjIiTc1qap3YjtzUjqfmKLnzyMdX4XosNmZsLiCAxHmrSFDpPm2onYyufdbV+UyfGJr/NhRibHcscD/+VyrHkfji36c//elaa6dakYzb1+UJAHVNtSRdJ2VSnyryv/GNb6w0CwB0YwdIGa8AV+CryQhFJ/quf2pDUdVXDxAtPun/CQJuaEST+k1j+MQnPvHodf/utZXOy/gL3GLphOunniNLUEQrun73d3+3Jnd0OOw3BA4zEkwggw52kAjAVddkiZDGpWegET74d41NfFcErevql7WToqvW7c3F0t6/R4JFB0yafBr3KhUeh9tKZwcQ6kShJ0q2AkJ2t4zyzNiGB338vdWd29nqLkpLmygS70SCMvAOBLv+XYb3QND1g3YSBDvsWrZJJJgA4oZ6DwSvDNBBYhjDmB1OYnQf6bDeejVSx/1Sc31HYc7gsdNHB0FABAZiiCiX07UZP4DegcjBiDF6rYpnMfiMAJ1WjyYxmE2HIqexGNhpdaWQoQHYDpBqIxXqbHx7z7eisW8+ZgkBePFUL0VSdKbUjldhipeqASr6lvOhLqnnSH8//OEPVySk35k88ZogDkq/iXYZou79i7/4i6JXEZiioorEFH3OwVLuSh7BC00U6QAHRaL/84+/swBQIC3au9ltdE1jEh16XaiAWOCudPwNb3jDo5cey5OeU914Ol/nO5/JEMRD8U0ptYDMeZ+GiP7wrMBf0aTqkOILrxyQo/7KV/65kKMDwMGL4bQHEAxuoVMjFR61dK4pkNDssGgSKOqf+hwyfHItuSGwSB1yG8UmMuPDvhw3FmgZCA7s2Cd8CwQ7rFngNbNNdIDrjwOC0F2YUtHneSLGHexpjA6CnQKMgQ1jgtEYuHfqg3CA2J5mgGDnaQcIzlfvHR6MCJAILiOoDTCrp/pA2sfSGACKKCaBcDFYkxvzRUjUGf1eT1MZ81XE4CDrbThvXcBiLyDoCucAl315uwW+UjLWqtWbtfbpP76QVsYv3ijKE5Dp848cRikw0eJdfVdJQoAh0NL/qqfqOtGEjOmjH/1oRXGKqqDTo1Je7KPI3l/6pLYUPao99g1rdlaRYI1pMsmjC48+SGl1EMDn/p/PFqDxek7VNXvdGlsspUOqSyqlFZjqFJzSDy0nUV3TZoc9vRVJ+s6OFekCwO+G5FELOkC/Gi9ptNoRv3GsY1XDOCI+wQc9B0gyEhz3j1OY1B7BANkFkyXuXMckzpiZHlnQeDb1sxubX3MMSEA8O5S9d7j6aEDQI2m3L+/j3sTIifjqYoMge5Vdj3KsbU3wjJizHnEnHU6l9ef3b9cgKCEO4BsKR12Oz120MxRtDIdtQKSwGKx7Y+jwtBU6lQ6zno60AsXIyNIZiLJ7pOcpN9EbhuSGsqOdEYEqCiaa9PWN+o1xuXF5zVCTIto+V4CkF82X0Q9IkcITSQuAdOy+IhmBk9IlRTT/cKR3OoZfUYNSVRmIIiw9Rz2Weppo1JmCih55j7DzdoxlLF9R5KP/BVb6p/YUtVEPY/1eB14YA4aqfvWsojH9rxqevuMwS67HkF1uZQzTwPX5a0eayAvhFYlV1jHrgQCWR/TQRRvqi+Ux4hWLxSWLexG5fuMl9F5HHLwaO1+IBFO/ALq6PksFN/e8YJ+eTdYFILJMDMdENIieahzoF+26PHDM/huf3e5P0d0pEhyR7Hrh1QTBrr0rACwbr/930cMDCXQdO6NtosEdiDnndvllLpZ+TwEPA/bBTZhZtRpvBuN3BXDEPYPjnh12htU9lYueCdSouQQYQh/9EYW4EtI/94z0+hwloOj0qDV+vA3OhUN0qmu57swjnytlQKglxInYyR/AnPZ5hvRS97tTQKAdnzVWGaoiPaWe/+2//b8VeWkWVVGdFF7ppNpTFKeoT7WtLx0RGieayCAUXfGPo7cACTkJ1eQUSalNxkYkor8CN6WbokMRJnVIUkPnXUj99NV55tHZSgVjRr1omWUNb6jkH0tglrrZaStn579bAEzRPzIOxkNUB432ZH0ERB2gAZ66NlPae7KFz+kIqfGxxqeLeDwSdP2uz0pXp36mk76KnpwWfca+VtvJ6wpl5woTIpcQfNf3CSdEqkoDU3D7/vphZKoGsMuBTceRmFZjmxgz1wmOvcO6cRRqR30CYNxh9qYco0jgTK9uT9wsloawWEO9ABfFdY+eqYpHIQAIguG7ewIA0JnOjJkz3SMIb4fn8KSu5Du6O1WG2xn1VGoHWedpRjbQ4grqzoF2lHpSe1LEp3bYbaKoQNvfdM9rX/vaR1890jMt6NXyD6W5THYIABXtAYTqW+0rEtTMrJZ8uGz0u0BYKaciJoEvqfSeCd3vlwE8nNeMyz09zs5BYo1/vknQdanVwTnxcXrj3Kyb+f0pF+c3NFEecRtw3Rk6Pw81mLU+p53x0HZmJ1c2tMY47ZP+v3Es1B4lq324SOqJ83WBFQBhM+ve90MgmGAIf9zhrDbmwcL+ClTHwecDggloI1oa68wy2Lgaw+mUmVETfP+KAhME1byDoDPTI0EnLDsev+10GObBhJzZW0KaWOLppoMg/bgH5tqtUo5ojAgLJRmGOPZUXoFg9kN02S2j8bG54vv1BMutzHN1/XRIgA4yceVNsNB3ds3w2kXkJvDT774jRFGaoj+B2VeOGiB88R0deobZV4EZe5C1e0LRotJcjZEamWqJzDjr0FVAF5CGB+qLUkFGEboHUFz6ETPvGGrpla3vq+91GMdeypW65HVHDmalfJIAmIZJWwlGbswAYOnXPBgEvcJhpPwzgnR99z6vbEzBJNvTrsCkA7dlKw0I3gPAtF+nq3TeIsEFjGu3g73zRdA1Ad156H2vthvAxoZJltPG3F5O7Q80Wpnm3DY3DlBAWT297ZQURXVldABJr+MgeKswI4VJBasBBjNTSR3wcsD3QNDTsQEeKsyPcDtBVO14jRGh6a/PSrsA0hvlmLMPr+9hKHoG3l/VbGhHvwNwvpzGJ3SoSSlV1XWOglKUp3RY0aJqbKoZ6n8tP+HIK+hQ27qmmV3V1DSzTI1O+iMAFTjqWQFjpoEaky89SjBwp+E84j708mSgcyXBMpYGBEuu6NI0vNKPIxJUm+Kd05K6k4DAvcj8/PusodcZmVuxoS8zjE6nOxCHplsdVQ19v8LhCkwAjK5tdtt0/O/HuMs7qfcJgqscNSNjjwR9TB0unK5dgOC4Z1QMr4DbrxM0ekZwAkHSE4gjOkjPDEOdsR0IOjBV6W+eIpMDfmK+I8AZ6iDowuGe2/rLaNUBmHuIPOg3I8crEMToMBKv06HUFJ67NDsjZafNDQn+EslR7GfbXkYG2Q4g5VEuY9Wz7DrxOpSuC6gUEb7oSI81S6vfBZIcIqoxssQCHqpvRXsCQ9X7ADvxQWv+dL/uYQy6ziEKTl+m/y77VObUy5OcaznIeNNatTEnR26Aa9YP/WRjgaBHZwlInWF2jnLLhz2+t29fVFsOgMhsXJvPzb3H2UfyxtsZtnEuv0B3OmPavQELe1FSd08XrWX057wjOqet4vH0B/wFL7q2O75XLnno1XjZVI53gKDrhbex7KWIPK9HrWfGO0b2eYKOzg5sCXIndLX07YqQUf29nSAoMIhUdAlvjhWDQdn0u6eIyRS1iQdyIE9Q2s+NJUCuNOkVaY9++Z2ZUH33WhE06K9HcumJ9RwTHwmCAhjRT222i0hQPi/WO2i4PBQNMqOpdjVzK/D7V8f/qg+qfe5RG+qX60RMAjSdxiKw0wwxgMcYmImGBsar79RRcQDOQzf01CG/32VdbSsjtoMLSIfTkDgpxuff1rWI2LKPTr8caIZeTSOdBym4vWREjMOEd3pWs/iegSHrBe5WB7z9bUed/ttjgeCcGEmgTT1NfjpPAPR1zXbf8NwVCLaAZyC3goWIBM8gN7514+U+IkDkf8KvcbL0e1c6gCA8+nPURkGvQHCh7gTGzawBgouomXrq/mfnYs+bfiYI+gEEgJEDjisK9GGUGB41KP2OEsI4zbD5y9Gdwcw8lxey/bnQ6oDj6Zrz53GMyOnyMTq/s03/DjiLXgds0USNUKDKRIeWwggANbnx34/1fOKTZpK1ng1+czgCKTYRsUBQ9T8tNnb+YjisPWNNnJcTGA8yAGw7I3Rdcd1wZdf6vtNvzexwtYNhzkYB0Gk+S+QOXtCaztHp8s9jmdJ+IRnPM7YNLLv2Ww5epmHgyX339CZ54zqbn90mnSa/78a5mGNI5+uyah2GzbhvENonTHf9Jnh7EFIyOR6N8F+4AAAgAElEQVQqQJwBk7eRTiFtptqyckjyYC6RefdKI0F1F4QrmXt2CLli4FlxRzrsBK7IzGa2XAl90SV9ADrU4zB4BKP7MCx99hQWrwKYDUaz13V404wWs33d4zU879fH5tc7JUp6E9wZL+m2e+YTjybNPvuaBgIosf1N0Z1qelriItDTrJp+Yw2d2nf+0jY1QS1W1jpD7R/mKKjOGKhVupPCGQGC1DLdsJBBgn4HUH6Ue/3uoZ4BnkCwnJQV4jlRuuxdpxbP2UX+pqNPmSKTc2p7PkrOdU7Pj/H7a2d18eyYO6By+XvEiD04/1IPXR/ugaADTzf2BK/O7utavnJT7LWaoLcD3fdAsMY7g6YOBDPzYYyrbDA3ENR11wk+Ewl2gOYeMJmcjHXF8ahrK+6OBBMUfO2PKzpKSiqFEqFYCI29kHzHiKDZjwoCGAHL0dY5FU7P6c9kH7qX9rNf2vGaVSozdLhCOS8FgixYTiB0mXjd0tNDnACHHWjyQvU8TWAomqsj4uc7R5CpZwFco/anfrS8RpEkW8BcHq7gjxuB5PM+zisjWbQeai3+ukP1iH3pGtGJgSDRgRYsKxK7N2kDjciSEgXyEz2Zzrr9DJrGrPjZVhTd3NYEEyiWQU/6PRjwNaZpx2nDKRNsCp7Bxyvb1/OeSaWtV/9xUnddW4eqnut52JPTnRlV8WveAFZcBRY345s1QAAwA4jStXsgiAK6AFI4oG56J0f28cwAwU7BWSKTnh4QdGPn+Q0anDayD3hIoHGmehS4o75ZVO9qETFg73+ndP12wAS2K8dByu0RE8b1OCDYgbZHNepXkZ82/wv0tFCaVy7WxIVeYdnMZPpYHQTVjv4XCOIAUnY51s74GG+Cx62M94QXurCMdNYES5Yqa8zoH+MCvGoNmUcElQKMgnrx/wBB2kxnJvqwgSwX+W8u79WvNH+VUnbtbjtTFfuHE87n4SGRpqui09OBoN/rgOa24TL3cSXt0I+tExTou/ftMvGxPASCSWsH3CWpJtJPMDzpWQDgje5QkhsvWnpPh23rmofcVzf6oB00N9L32+bU3nNTAR0ENBh/AU6C6tlo+0gugcCZsI1keOYK2A0E/VkUp2ia27AAQLb8GYas2mEnXFdC+rgHguovD72k3RtFmwan3zNF0z5epbMCQICVbWvPHpMdHgF4JEWaTkqtZxUFakG0TpfOhfRJU4JfB7bdM26IDmipyAPc5o6gecp4F5EpDXIQLIPmWlXt+4W2oqM7MxE6EgRTvgM4zlEiz45769sJBDNQoCbr4OA25pF7ggJ9AWCuy3VNp8pYrdv1IB0J39Fb7CHtJier67k5RtJipytB3h0CfdTeYel1nBbEuLCJpW9+eIJF/62u3QPBLsJIELxS4FRWjtdPAet5gWAqgp5nVbfuQdBe+3JDcSZAt0d9DhxnIxkn3KQX7gDUFencns5a3NHKQ215pJMKlPzVvblO0Pvmc+d46EdRn0BQ6/dY9MyJwgWyc01f8g0F5FAJJl1UD9QhnT/8wz/c8q3jkytryi0dXPIAI+kcyAbBEuPaAuZt1HPSsBkJLqCY0Ze334FG/u78306+X/g7dPf2vMctd1YH2KyhhmJelRScZwCqDvDSvvTdM6GUA8DCOB4CwRu+zvadFn9ny7rfdoykvLtI98aGZkMOgqc+PQqxCLB72fuNjT0OCN4DPvdOqfz8RqSlV252nlLpgIPgErYGpgFRFJ0Fe0ARATtYO4N1H56aNm+BcbzK00HUAQUF6rwTzygadBkkICegJg+6SQ03xqtaUxcZuMEKvDTZoWUxqgES1fkpPYBg50SgIetgWkeoQxh0OCggnRGGnr2qLyUI3gW5ox2fpLlxIDMSrMWyMxLsHDPp8GmRrLTOdAS6XNaeGnfOB53PPgfvRobiayK9bZ7RYuds23UkddZBcNjAOEqrswMfUwLY6nPOuOL0/JkELMDS+0oQ8+2uD4FgK6spF7cBrwl634lNfuZAM0d2c3vxzUEw0feeh3aA67yP9wYI5uzwaqO4dp6dw3vzAhzST/dYKLD3797B6xxO7xmUpER7z6We99lfFDCVDAENeupbDTnBEjDwdrLm5Ls8HNj0OQHSAYS+smZL+UIRIAcjaEeI6np6nlli0nClw/zrDIHlN0y+qF0dxKAzBdWGp4vOfwfBTnEZq0Ba96p9Bww3fgdZ2ir5yoOVFxvuv182XIK5qQliJGnYKXOWW7l9+DMdeAKCyP/6ntudDkmP2vBo7syLAbYuv9RV1/1EgeKlzVZ3keDVuNF3l3n1PYWAftbvFgneYsOZKsedRfu8hQMyXJ8WfU0NkJbdrrL/SxB0Ribj0ti9JtHdO+6XJMevCZpjduy8p7CM0SJBfz8IaZkDTkdv751zEmSDIArrdT9PRTMNAZjHUT79EgvG6rR6Ow7ktMdY+M15lsaUzkhtsy0O8FIdUBEh6/X0uwN9HSo6o+2Oj8xO87xkoReI6xgurUG8qpk9LgiKNtHDjGvqVyrwiQeqB5ZW7UgwlbycgupemgiZ9aGlX1LLWVN0vkMDOnHP4aitrvTijtF1ynnsNcUct4OdO3TGP34fY88AJuWYQOggondO+/icv4zNgQlHqT6YmXee+7KlRUcDggmutOGgmiC4tp5MHFn9PgYAJvYsfbiKBDtjSOWCwAz3TwyZeeIAwXEG4NngNDGy02EnlIMu1Q9n0KkvCvoe0WWk4QzOmtqZyaInly2M777DAZqlzA76475xMGYHyh61QBNtpAdVfwBXZzTppT06Ft88UmP5i9YCcoACRkZko+drkoQXHdmkD9GI+uQgBOQsOnW6s06c0WxzB4J6PlPJHC/0pOd30HODTP0bkSAzt6yGPSdBaqvSfw5hmMs39LqBkunRKDt1bpzzrBk6ECwZcCoNS14O+QOEu51BkwPFGNuucQ8QHMfYXYGgrgOCvjRn2MpOu50/nf0mUFafCgTneYjIDDpow4Ha9QIbySCI+uvJcVyAIO257aSelA7MwXUnTnEYQrVlTPDxOsAuXuMUfYnMlbdwAjOVE4OkZIraAA0MUn9J9cYoxlKSRdwsxo1aTkRoEyxRgDSMzlsk83jGT8ZxEBPtOoZcB5q60ui58dtYNoHnQ7mdH0Nxzu9tSMNVWxxeqTYVPaFAHGwgGjFGIl1oIG312pkbBU5COz4EWNoPrM/aHYIM3EBRWvhFvyhKjWlGhrqHNNpBQu8Z0UuOBLIaE+1n9AdwAiTdfVlTcmPmuXHtnOwip0GrfOz4ndonAEhNkfcan/T50EkdrHqlOw4Eumc5fJtkqRdF2cTYTl0Tlhyw0Kvj3dgViQ5QZkzoHX1Cczp7Xqvq9kGvntYzDtdN8Smzqs7O/FpihINLAhlbGoezGbJhljjvfb4guOR1NLte0AVQWpE/QRYddj48mA6nQbshILCq5UyP+OzxPlhdx2OhEB3zIH6h/PS8aQTOoAQrQNIH5/e4Ybsi6PMw3vFeY6eP/jrwT36M50Y6797c0xeBjEBQ1/SZ1M8F5A4EIMkUi3QUUHJwBEwFgLoucAJok2aAomDF6o7OqwJ+/T8PWuAZ2vrDP/zD2jusV176Pu6sT3ZKlwZ5lY46PfC50l6LmtwIvW4G75gESqeJvGv2cL52s3Os0Lrun9GyzzTz7g/GTubBrPC5XZZz7XeKKA8SCKLLDnhdqelsg+MYOOdD8s1pPxn/BHXnJ/emjNLuuvugfz17mMZy3DiwKHu5DXS2uvgPwMVYczucY0d+pq+8vrbNYRDckHUrF0wyDW+lv2UQOuJ9phtXAikjQ6Em+N0Du87TcX8akStJCs8VchiKIocnVyrrNDgwXo1n8G2k8/RLmgpwiCe8o4I1f/6OBz3nz7jh4VBc6XyyhK1pep6XyGsShG1wDgI4LbXvqa2XCzzSIBr0FB1a9R5enS6t9wZn3ZR+0vgwwHSkPvubhuCGNSLBfiLB9Rca0UvnnTu4oqM62BHmuobRzUwg9Y+301W9UfprdHkkiPygb4N5XRmAXnaw64oe8VPjdVB6viCYNg1P3QbT/jsw6cASWuCDOyK2zxXtFgle9YV+eNZC+5kOLz2tMu9Og92+01nmd8a4IsEEIAdBiD4N0LikZ081rCLq9mDLe94j+3ehr5RazLQCvis0NDoT1iAtckiAHJHzTtEd+Fxxb5/zxbXnGTqnBSXmeVJHgaCAKHdcOI+gnxoeaaune7z7Q+sA9U9psIDPZ3QlN0CPNogqPQ33MZaBTF47CNK3IsGjlFJnCnrZwHnmwEHbnfww+qx5Mv6tG3MWeOoBOgII4+kxJtI9/931bAHeLKqv56391AcHB3d6HmXsLGAAG7w/G/9MD6suNyDCnQdlG/31xfJZjuJU9NT1Dmj8Wc9UEvA6HYTX99pNB3MPBLMd52WCYN0LkfM4misQdDr5nHoBnUsnqQkmCLnSJtgk024Q97jhiTnZkMDpINUBjgvTgaMDNOha3tgK2RiCnuP3ZNBoU/W881FEPt5kmBv5ksusCa7a03xfixu8L4Px+zyK6visNhwk9JlCOyUHHYigf0q5AVYmkHJml/48EuT4K5d58W06D0DQ60d6h+53fMd3PPru7/7uFQl2OtTJ0w0Aw8/MI42ECKpbDqJ7s66IY3aH4bJEFyodngXybWfn2jXycprSPjx6259vd4os4y3ezjp4FRTPBy84CHrN9taJjJep97o9NXzWGsuxzcjV7TJLGPDhKmhJkFzR2qylL1r8/S0RCTqGZBBFVgS9xfctnNNY84i0LgiCHjDhLgimkJ3QVEr/LddRlUKLcDFlnt6bBuYGk8y+EqiDJs/jadPDZy3F+ziD74gCVZPxZ9wruyeBD7u9Uf/Uy5ocnNzr6rPX8brI6bbdwb8CIzsYVdc44kqfdQq0eKsaoOigtqhniAjFo4yyPHK/AkHKL9BLG/qrI/Z1iOozzzxzimY9wnCDZyw3DtNA3o0pDW3o2/ncR3SQcbvTRGauS07D0sfjBulorSNkEsyKbLp2O7s7MhLXF3iMHEf7/ekwN4FArW88TwzSvv5mucJ5OGi+XXYGb5ynzot7INiB3JVNupPWPbRb989UtT7HxMgVWLndnfpEJnciwas2k/YbcFck+J73vTvx7vT9XuNXzHHQrMKzV29n6w5GZw85VZ7ZY0tnEwgBCZgHPTeKZiNKAPYlCqlgrtQ04c9jnA4UbhxumKmQ7pFIAZzx/M6R+CgYUZyOwdLuDa0DZBuc+hD4OejmEpak/woEAYZMndS/jthX7VEpMSdHuxF4dOHRmPNXnxPAnMfcu6M8JqFu18V5tOyrAdSeO+l0xgJ6QNCjOadDs8c+Y59OEbCjbddBopoEJfSqItvYu9wZYwJ43uN9Z18ZIBARQWdmUu5A3L6vADUj5cUf6nViEAu6m4XdaVfnIGUAvCRf+vBAOpw4wlgT+E56JhD8xfe8a4FUglUKvGN+Ko8D0gKEWXzuiEkB8929ioNqChxv5EDig/dUK0HG2+2ULz3dVt5dTM+JgaQ1o1W8vIf9biwepRGJCOQANh2Fpf272g2iaIx1k5oYkbFy2rUDuPPMva2uX0UagKDLR5/Vn7bNiQ5AcC0dseiVfgDBTFmp2WXJxPsDWIde9iBIiYBZd3dIagsQdHBaQDFBUOsIr0BQv/l7SPy+Qes+JBVAQedSh92+hr4eAcKT57WNrmPYX9pI2uk9EHS7yAzJnRVg6SDooPI4IOiyPJ3c3YCgA6z37QDFPfdAsOQxQfLGyc1MwwMOH0eN1UEwDQXGu6fIThJEHOTcI9VnO2xR93mK5qDlRGaElDQ6I9OjQBv067v3ybM+8ZL0owQdUANcnadlPLqHSQj3cACE/54AjXEniCsCFOAJhHQ6NJFcgng6nBQ+vGXZzg2fZN4zHfSUUCCoAxT0m2aItTaRdZBqi3WQmqwRrZpBdh4lGHXlFAeCrRt7Fh5w7Jxq56jcseCE6r5acK1ocK8VxGmxBGkBgTH4LMvztrXUMQeVlJE61wEiKZt0PG5L0IP8qA07YDl9Hfh7e1f0pTNK4KUNd26nZzjIVgBVpYz9rhG31a4MleMl5BgbK7YdgymsAXU88mDD6cr+CgTf/d5fXLLpBooSdoJwT5WRGII9ecN42TVtd30AFK44DsIYVobzqWhu3A5q0H4ViaA8CYAwmvGqTf+cfaT3pT2eYRmLG7R7Ll9iI/ATsAh07gFgKkPKFd46D9MRKRJEwRMEdbq0wFcvb2fbmxuT6NSeYI1NabPTk0bp0UgH5FcgmPrhY3QQSKXHiCZRlQ4LDD16888dCJ7pPC/iTvm73bjxrzZqieB5/WPqQmd78NTBr7Nf5JL88eeQSep8yq377s94X/7+lzxU9creO2dZY58lsQ4ES55NyewqYEqHc7lO0BvoBp6D4B43BNrwSKvGYzoDgGR7ABdG6Mbqnra8y5zxYvkJQuE+0jEXloNWerwEkFQiFxT9Z8TaKntYOO1wxHw6FIzVAVEnQwsAlQYrHSYCS/DwMVyBMO2Kdt1z40xssoB79Iwiwc9+9rP1EibtGmEGWr8RlQgE9V3Rqht0GqnL33XIx7PT2b1E5upeByDucSfo7VakcPyvBf4C/OQBtCVvSb02MI1PPs7UoXHHednYAmoB4D5I5rId9PfWoe0DhbnH/z6k39lugmWm9DnWTKnRW99DfHWeoOOFt+vXi/4JcjpK64RNR1BVdj6FgU67zXaZrOvP3VNkXPgp4I7gRF6eyUirCDYgTK9XymnHkDvo6DcMzYGR1NT7QjgdCPiC4w7kGB+GAKCm8bnRubJ0xpjG5MrJsw7oACwgztH4mgjhrXE5tlRQ2riSpX5nYiPHSE1Qz3rKI9D+whe+8OiLX/xi7R9m4gUn5PUzd25uXP6Zwjr3uoMCmMa4djrsyr7B6Fxbg79qw+Xtsn2qTtY+3jstiKoZ3dvDdWl/tTcNcsuYXRvnpSq3NtOvna2ZYdt219la6s62tX34SPIhdTDBzdvktwTYK5316+hg1h6vQDB18R5dS/fYWDFFvMZ2RPGFBwGCzgvnQ4dRNy9a6gi68nCuHDSez3cCrRJ3TJRcEQpjHTDSWAEqj5g6g4NGr+Wh9MkcFxQA4DQ6cLpBugd7iBcrEpgRl/p0heK7QEZRl+jQ2+H0nCIt7Q3202G69lKJO8UHUL22VGM2xfKIXCAnQFZd8K1vfevaJik6BahMzugZXvJ+BVQAkkdhyDwjMyZGXO9c5vfG6m26oxAIPvfsUZMrkD2ntbqvs4ecxvD3/rL9zdvCwY2ApokGC4HPfd0by5mX+9DWh55JgHOb6sDPncg9MHSddWd+Lx1GBu6krwKtsqnHBEGXrds713UtI9dVE7wHYs4s72QpCd4zlOieZ3UG+X2AiEeC6cWvUL4TmjPW6zweMT40Pl/onEzGU3XX3buqj0wr0lCcfh+/9gOLBk0w6K/ST+0M0d9uN4K3ey+qwAH4u4Lpt2id6+Z8bGpPfYomrRV8xzvecbMGEWBCPzoDy2sODg5Y5/v27LDTlHztjN35wLjVBnve0Ud3eBhM8tMBc/CDI604QfoqNT6/i2YBwYwEHXSdxo5/G5TUP6+IsKtmi/faQp5XAOoglbbvzxCInPinCSfpUT04U3ZLAa/sDnrdqScIrhJHpMNJE/aZgO99nCZGrpidkZB3xNT1MnJb2+fA6oaxnp+TJFc1BQZAUR7CM+VNpl2lrgmCKeAO4NV2zr4mnzxVdID2z/AHkOc35wufoVP9KtLT/zqoQOADILf8vNDkKyDkeqafLkuvp9Gn6FBkqpNk3vnOd67Zb+hmwbYv13GF7njkpCeoMbvukaC3l/d3xtmB7jKM44Ey4iMiVFuuP8wQO0CtvqeBjyBl1Kqk/oNPg4pzILBB0HX26zpmisXEXaRo7TigTXRZi6VPdjkJQN8SBFz/upLKFSheAWFng+s1p6J/zg77O0Zo63ZM8HAvYKcmyFFai2ad5lPrEHcU78EHfaC77mzXNZ8dTm+JEB2Ebphj68xuVzuNuz2qOSnoVJgrEIRIlnDALF8H5vVBD8VRZAzaAVn3EV129UIUh2cERs5Eb7vjWadAPJ8gqHsZnyuFaNTEh8Dm27/921cdlPpg0uTAkkrgTiOVwr8T+ega6TD9+X26Jto+/OEPP/qJn/iJtYaOe7w/j6YcuJ1GPjuPnK+jxrjM9ma5TR4F1jkp9MR1BN3gtBxA0Nc8JgieaJ1nFOq0YNE3fhuEeuqLk2FiJPV91ASHEbuRdrJJwBjfz29a9OcW15rg5MqROv/KORDNmWL7Pa7TfK4xKvvRbpzix3jZEmN0ukZkfX7Hyo29bAWoR52HHYgWH43ezk6X8/cdI7q4BcaLokeojTI74m9vPI4HolM3JhQCRsAE1QQZKEtEnNkpCDcwpwcjRaFhkINe7r1cyj+3ljFmZ5QLiUXKHiEYf5dg3dv6Hl2nlzE7UBDdYXz6TXU6Xo7kAndau3ahy8fv40LGzqdcLL2MaBp5rpfT76JPIEgk6HJww9FMMuNzZ+i8kn7DD3iQe5x3mr7PeBQdPNcBfQcozp/SRS7cWcwP/7NuuPl6nrWm1WVLZsC3tiEIHIumsY0EGHfUbSQzo0f6c31BLukY3R7zc2d7ru8Jng5Crne0I+ey2pyHq3qgUW1X9LyB0EFw9W0TUj6ezm7hpRxcOmUfb9HhIAg4OIEMsBXe9C7ayXL1noNKD6q8dFt0ZqC5WNaVgXvuCf9yx8PkXvZNm1IQ/c/z7tEwMF1zI84ow/njho1CsvwF/jmPEa7u0do/LTIWPfqsHSGaBOEIrnQCqbjwLME5v7sCw1N3fPAAp6a/aUhqUyn6Rz7ykaoJim6Aj+d9/Mz+ZgS0DUZgNgyFvtwxQIOPGb5TivCUPnWmy0SW3KrRAVuuJy7nBUKmw2edutVt15+qZ11OfJz3QzuIdLJMO4An8I10HvoY+xXAdvrxEAjSZ9dH9lP32FFlCaCcVMQ7SFg24ve5Xd20j41HGsoyPH+xVjfWao/j9ZM4f6ADRQjT3ydt72N6saoGUBu1kNyfTyVNRWAJRi6NoQ2fOMlUNWl3Y2GMXbjvSoyhQZcLpQNBj4o8iuJeeO2Ao/6o+f3d3/1drQMkKkon4bzTcw4yzn/G5TxwBfbxOE3wBWDoQFAyEQhqdpi1gJ5qEnHyLHLxqGEr9HCigKDG4yfXdAa8oow6lXkvVk8Dded9Bi6sR156R4Tp5Oj7ZEDh0K9Otlk2pUjtsBHaPoP0cACL5zOq6+SYdpEOzXnObyuKjWU9HcBega5fd/l59N7xdo2zWQ63dFIgVDU90ubbtDj737wCMo/n557iZZuzzwWyx0NO48nhEQmeBbPXS+V1CDiBmEWCW3j7Xat6jXqrgJMw91YwxxWfdWwCgy6lchBMT0m/GKHXEwE6V0AHxlSyXom3CwIsd+o21jA5aOqzR15qUzQR8Wn9nXZYaC2gIkL9o1yAgbtSqL0OBBNo3ZhzXAkcq59KUfZidJeJxqCDVd/whjcUvfAV0GGcady9oW0QxMi8PT1zVYpAXzISvEqBEuQkPdWtqpoXkxLwwdPR6i8GkfWsBHoVDAWCmdIzru55p/Nx9NsdgdvI44Cg63XKx518p0Pih+u4P7/Sc+NY4sAqoc2Jk9MC4gAu7398HnfXO4JMKCUjJqam7lwCoGTD3mEEnp7TDTiJWAA5N7affx/ntFEgvhk8y2qMSAdWBANIQFcnsHsG70bohkk7OemD0L32llGMg4gDeHrGBJAObAA51R217ETtKQrUdz3PoanujBIET14tCsjpVJxXLvPkU903a8Q+UeDRiA5Wfc1rXrPeM4JBeJRG/y5Pl/Pod9eDKFEgK/HUlwGlI0LnnD+dnH18Jz2dxXsHQQcxZMjzJ17Pi24jZ1kwOr3MiHeIUHffe2ATeFJmV+We1EOPxPnNATztN3mCPiQ9DsjIn/ZJvztdWjJpqgWLZ4uxRIDnmzvc2HTfRoKLDgPBdEo34xEIvuvdv7DGncqaSuANLEZnPj49Kmmwp2WdIFKxXaluvOqktKPDGZaRA4bhbaspNzKnw6M13efG6crnzxCR4RldQdyIErTUhs4F1L9XvvKVtRAa8OfdITk2hO3XrxQmox8HiTS4E4BNEPRaHkag6FQg+Mwzz6z3jIgmAMvbcZ3q+DBeUr5BAdl5oT+BJgHAQRC5OkC6wZ/4MSNzTkL3PagdSDhAoPbJ903rXHqjyKTS4fG00l/nu/PX5QqvvVyTIEQ7Hv15+SRBsBtTBhb3gWen9Wkj2fZqx2qCzr/6fU66ek2wC3R6unsQHEweKFiH5lr5IgGwdEQg+Au/+PP1QBoL17riKg0XSKqjeE/DabA1+2VrfqIv6T9g1wEEiuEGdA8EPVrhM2vXunF2wO+Kp2elWL7MAuVzY6eY77Pd+j1rnidDOn7XLLCAT0fVKwJ0p4ETcv6l0/D2us/JK+enG6MrWvVnx0sN4+X1lo9qMkTrBEUzi7h1T1cD7RTYaRiTIudlDy4n0d9NfMCbzlH6/a6/3u4CK2Na6ctcunVFd/I4l2LQrk58LmemJSZHo0MOwzjvObV7NtDpfeoYwIe8Orv2MWQ5qqPP9c9B23Eg9Xq1Y4emwP/lxGa5JUGwa9ftFF7ORTerJrhkZpGgO9DWPgSCP/+u/3Cz6h9incF+jQGWIs53dCTQLYJqydD5uKHNjFUTbZWj8wquJB4RODC54GWYqiv6BMcVY2jP+/CtYG5w7pXV9vMFQWj867/+60evetWrVvSHcQt8H4oEHaw7A6etVGz/3oHIFMbJeVE60G86uEEgKLp1zD7LkGQgXqPsnF/KVCCoXQ8YY3ec/1XNjwg9+eD3X9WsWtpQ2jtOvQNBd+JXILjiFitZpBNy/UO/umgu78s6oI/NywmdHvz/BYKXNuVrBXXfmqkAACAASURBVGPsigRrfHPpzL2aYAeC8p56Y6QmRk5R3gUIdgFERYLvaiJBR2JW7GeBuBSNFduhGSeCJgg6YCFgzcs99+yIMIigqIdlauXA5N3h8ToP1SlnevhNyz4OHeVUm7zoxmuDauOqbqjrHs1xzL3Tp88anw4h0NH4vJJTY/fUG2ADWOgX50RfTBoxoeAel3udZo8W4JE7CUCQ9l0B9ZsOedUL2DUpopTYtxYmuLhzSvAdUd6IBDtZjd/P74BBfhtsnliyYFzOB+SW0YU7eMZXfR0dlE5ERNhGEVWd38dgQeugY05a1RKZsZawswHXa3Sxc0z+bOpwx2O/ltmcy+heQJCO1W2lk/ONg1CWOEHQZb+ePS6Wna/1g7fBUo5193FMMhbvx8TIFQh2cnMdGunwL/yH08xYCsAF479t7wsK9+uldEzQqPt0v6sasxdkizjfzeGesvOSGDbAAaP9OTcugMvrGaxzo33/7cTY9GKTk+5p1YZHIbpFAAHIYSSa8BAAanmJ9gGjpBhvGss9EFQfDmoJZr60yGddodVrSKfI5GYpCFvDvlER6ic+8Ymi//u+7/tW9AdoqZ0E2gQv9GosjzHVbvrFGF0ebrzw3Pt0kMy+vT3G7DxnaYUb8JUxZTq8nc7UBYHqPCrroZnkDgSvnL+PL8eKbaL7DoJ8vnIunZNJoHZA63jrvGKm1p3Qkp14U47kdomMy9rBeEdz2m5Yv/wPg2A9XZHgu3ZN0JH+hJYx67iZMFRgE3wLdICgtzeYUBPcj55+6oUHUIx9my40DMqF1nlNlPgqEnRQS0HoO8fTO4B6epURMOPICMMVww1Un6mVKdITcGgtoK5pT7B+d5Dz+iW89XEzXndIHs05P9KoMkqFNtp3XjFJsJVu17PEs0996lM1Bh2sSjqMzER37v5IEHkIBPndDTrbSHm6DlyBlvNP9zgYuNxWUf2isL/at0gQeQ2ejchPNUGfGOmA8AQaTCxOZ+DjTyeAs3G6XQ/RC9cVT507e/fn9dl5msDkDiSfY0wJgif6xKWaILmdHe5A8ByUDASpx80T1ZhmFJ/LmTqdGEtkfnHMDjtDOo/rILYHoiiQEyEnLs+el2CUDdg1PO5QhhccUcWLjjPdjpe2mzJ5WtMZYac0fp8rBdve+D3byzR307cBfRusvZVsprTevt/n6bIAQfcpNdZSGP2mpTBKK7UFzY+49xcFuYE6SLusHLCX4k1DclC6UlKXq4Mke2odaDAmRYJ//ud/XqWC173udavmioHpPje27PsMzuOcwM7BAVLop8vd6Up9eOg+14UrEKw2JhD5QcA3hvTYIOgTI33a53Q9n/Ghs67bac+093xBMMEox9/Z3UmWERedfjsaGyUIbjrf7CB+i1G3ILj4t5o723BnA2Pb3Hv28fotUk4Eg9FujAIxQBDvN9rYUcMT9SKZnUoJ/DyVfvLJp44Fq+fjxT0K6LycA9VDhV+PsmBqPn8FhIwVo3YmOo3wzaNGAIX+BYA6EEGgp6Uwep70VPcyDnbIeD3S6XYZ6Z5cTOs0uszSwDrn0oGggyzPKBL8zGc+UzPbOlhVY2LiBF4CYBmhOwAOWvcSGcbmBuzy68CtM0ofW+ckHFSJphJw4d2KiMOYFzjYvt/OfnYkyCaEfajAoGM/5eN2sHB9RRfp353tFQg68N2L7KAkHVJ3PXU+8WGN6l4kjZO5WCzt/HT9XVhTzDvqxnE4A5O1y4lFJuuYMrbNvXe/ctMH7wrZGda4dxDhBE583jslZiS4DXmD4ADQsbUO40Hp3fDdG8FshN+9yCiNpXt+KbmO556RC0roAsVgrtog1c20zenjHECdviIAdM/tz3X1RN8pw73IyRcyuzGLh7SVu1YSyP17lw4zftcN8Vyz2n/7t3/76C1vecsCwTRQ0dG9Q8WNfWwbu/XYyL9LhzM6dSNNh3UFgp2BuXG4jKaW3+wWKd4Y7Q42er4c3UyH+7LKeG/wySgt6ID3OCdk7I4mwdvl6ZG56zv36PerckMCofPcsaErQ51w5A4IdjtGOgxyp7WxZhbUDgwBBHVf8YZJLUB2ZkaMG9lUuw6CV527sngj4/PYtnIGijgR4nTU0HmxKCDokaCEooF4MdcFkB4ngSDpzZQS40rDccP0cWZROaMMojH6yd95D/A//MM/1LFYiqJYssP7gjUmV0a+o2DQ4CCoe3JWmPvdaDoQpJ1UYFeOzosiB47Y/9znPvfobW9729rh4rzVZ2R5ApRp5O4UOxBMXUsn1IE5MnA+uDzcmFyP3PnlPfVbdTZcvgNAfZ6TfhkBY5DP6k12sYRjt0Jt/LZdB8YOBJ0Ovzf5gkwfAkEfd9qQ20qC45WdrjYeEwQH3ee9w9CUfY7rZxBknOUEWbY35xkywvZ7Rzpsb5vrBp8MPinnUZE8p8OTuDXbM44KOi+BmEdvrejrOCz0a2MVPW179OMRgSsuDLpXe+oMxa91v3sEiuelXxZNd2CD0jMbywSHUkXtCNGpMFpS4lviqBNyr54VwACSqr1xgrQMgSjZo8yKNmbk584DQWNAGSFBL2NLEBcIXkUJAnJFgX/1V39Vhyj41i5S/C5CuHU051nBTlmvjDNBzL/jGAHhlLnrsBsE+u+0V/8LBWIpxnG9lviUUY733+ifr5X82rE64AyC56j3aqLEDf8Uoc/Mxe2Sz66XDiAe8fnYcOA7uuqnEty5uU6k83CaF/jWEpld7kqMqdeeTlDr8CedGPesDPdwMDU5MiPvpUPzlZ98X2B93HcDgtoxgvEsWVuDXnNyIseAD6bNHR9bWePlL2uN1N454gAmEH1Orz20ZRWnyGEuoXEG8zwDvKqL8AzREIYOaAhwUnG4Vyms7ufFQR6J0C8ApH4EWLrfXzykfnQs1ite8YpqR4AIkK4Ide0mGNxl7An4bsjuMJ54wTikwcEXIbPbRd/dkABEojUf20rJp2H7s/pM+UG7XPQS9je96X9aDqyLMLfSjsgQnopeZpVZQiVZMA7udVk7f9w4nFdu5J4FZCSZzt11ifqmvwmQ9YAe8VUbdjamG9ya7DnhSj8B4ICVcvIgwPUOuUCPj+/WTseVBDt9z9dHuLwyIHCeeb+ps6VfFUGPdaBJT+r2PARm6X+O8wY4mTmvAOv2BVZrDM2Ya3fbfL54wt5hjCKJ6xjrBuggOO49C7nWgBVS7xlA91pjAP3bwIbQFNiOdDu9TF7rGOV9pTHrfiJOwEDX8I7M0gKCGGeCkQwGAKQ+SF+f//zn1yywnuNEHASnnRLPzcXC0N/JgGueDk+1rvUBOJAcxz1ATWVnXMvTG0MBVSIr8UQg+Md//MeP3vzmH15yv0qz4auDoPgMj4eshzInyDiQXcncdQOdTTDxPtKhMj7ngUfVjItxLLuoEKSUs7jlxnt6t+zi5e3b4VxvXV5Jr+uy60oCm/+WNuGAwXNeg3f+erudE70HPsXPwpqZ3tr0+hk/phY3dVDaT1ml/Y0sM0c6vmMX8FJyqg0e8/bqI1++zmBTKWnwdgAeCcb+SIWIJnyfMT4pS3mLnSLjfQYNAwQRiCuJK7nT67Si3P43DRXF5jmAxA9TxSCcDu5/6umxLU/AQAShZxUB6pp2hHik6sq8D101TrmXmsCAXHLM5YQmCLrxAyZqtYvknY9eMzwBR+gVzkGXtfhbabqO03rLW968XvbD2FyBPc1mHDgWX1941ondeabk7iQ6Q0F/ukiyAwH15PrneoAuuCESaZbO1c1zetBqnfVbTQgOc9t2c7scyNmcDjBEcBPJ5e8dYPg93fg7h+DPeLkpnc3ZVuMIvsru5m6fWGPU0eltpT3fG+dgcUzdzyvqRy/TWv+m06J8Uf1cnSwNEemVU0hVDzxtndt1PbmCxYShCouWs5c5z46dBzx2lHQgiEF1ntDpxHiJ5Pztap4WezsY0L1UA4XSEiCF/KR5ipC0dERAIQBUH77shTSb+lFGmF1UgyE5SI37Bn/4l04sDcDvOxvn3tK1QDoA2MsEinx130c/+tFKh1/4wqdPM97oT/IRuXgJInncGeWKvCagONh2Y6Qfj+CuQJZ6mYPtVX+Miz4r9zn0X4bmz9R9h1hu69UDBP1fBhZXAHHTfoQ/DwEotKe9dP0l6LvTXGM3/Ui+1P0HCHJiuL9cPnXwbO/720OR5qbjjC3oNVzmjYIDgkbkzo6gFQm+531jiUxGGR0A0oEL5JjHnfRsACwmzHcnbM+5UwZnpDZAp4CNFRXp8HtGNaRna+AWRTmzRY9HHwiZSITf0ngdoLw9N6hnn1MU+GTN+io6UgSoMb/sZS87pXv0oXv0jyjQIwtXtowi0nCGvASDZyfhsuwiJVdY/c5ERkZYfjS5rwHU0frUNXWIwute99rjHcgvtbWfOw25F2F1UUWOOSONTs4OiPfAqwMeXfN6MbzJOnFnqMVb2c1h7Cwsh75qpwHBmTtXc51jdx1zG0lAyDF3IJU0J/jd0y9/Fhk4WDuf8/f1bNVKbyPB7FftdrRcgWCCtkeC/luCYP2mvmQxE8AXCL57zg7fNr7DWxduMlcJaypYLYiedcA1KzNniBLwBIJezD63v9cQij5A8Gr2r/P8AJ0X3ImY1J7AC0OABxivRykOKJtXAvv97td//Md/LHD7lm/5lnoPB2On4K/+SJ39/SMJ2C4LTydd4QBB1li60Tj4uIGgcA7i8IL7kI9vm4MGjYMdMqL/P/2nP3r0/d///cdJ2CPlx7iZkPFrtO+yVl85vlT+riZ4UvYoH3SAlfx1fe7WWl4ZZeco9PJ2P8Z99W8TXq4vBHCM00slV2DroJm2lsB/b/zXwcZ5djX7uGf/6GSWLcaE0QbBq77vyfJxxva4IFh6JOdjIFh8rW1zx6GqSWDngdNLDWQdV+v5mfefvZJHeeNzesCKZWY6cRs5yNOOmU/943dAq9tNkIZOKgr9ABPPPvkUp/6OGVQMkyjTASN5wPenn36qDkQQXZoJFlCwUNiB2cG1W7+Hsl2BoPfvIOjRjKdgWc9poy9VNGZNdv0ea+JIGf2v+KI3zmnv8Mtf/rJLEExjdxDMdNFrr1dR8VVEkmNzp+BGnEan7+if647Lwh2gG3s5ipgYcRD0KGdcH+sCE+hxRElz6puec/4xlnsAcw/4OsD0sWJzDwGrZ5GrvyYSTFoy8HI5dTxKMB73DL5mW0SC7AEvWQirJgguXnOAAsQ5A2gUAHKluFXQYTWlE9Mz3wroPIO22xgpiYPPBsqjsH8ctcVSFgcRPe/7bJNpgDNKTn9+6GnN5n5jHOXk9SuEf1USoG2MVusA1ZYOR3DA1n1Zc3LDx9n0zqFXPY9GRjosw3iyQBdg97GmIZ2V5QCAY4aa045PspuLXJn99qUUip51/YMf/OCj17/+9QX8gIPGp2iXe+AhabdH3Rmdu5Ejj84YfAw70zivIEBGD0UT7NtOWaCPDoyAFdeqFliTU+e1Z8Msx3Kgc5ZzBsEMCG5Bc4yJ8aaT6DKflPc9AHPbcACGF973Q+3cOJBZE6zx3918PYKoDjecPwmA0KPDaxMEq60Zct8DwaK5Zoff/a7T+By8RAT1IAjyaK2uHQPcnuB8hJIrgW51j4vRPvXU02tpRCpZTbzM2c+ki3vdqBCaR28ZbSQ4KxJ87rlxgEMCvdphxwfpq+7BwPWMDkTQRIEmQpgwIG13A8224RkvWXJFBwCyXuW1qmEAY4EuvHCj8PYcNM4giAKO2XlPe5XOeKqqz8yAA1Z649z3fu/3roNVPaLk/t577xIKMmO5UkbODmbc62PIdNaBpNNZzzoYnwNAgsjdKOu4+cnDAQGC0Fpt1MRgTjgNEISGLqrz/p2HjwNCPg63tWwzbcl5nDzr+nWeAGAeDdYz5URnJmgvl8/2umzF7TftJp8fgdf5QIpyYNOeTzPB1diYzV886PYOO5B0CuxEDMTt1z4l2JA733rm89qwM8geZw0e43MGp+JkquwCdaVMT7MUptLB/d4H90oOYqrx8eIjPSvQUw1Q92v7GxGmfoMmHEgHsPSfkSOOR2N2YHCDTSW+SWdn4w4ICX4ux1TkUsKqIw/HQDTry4BEmyZGdLK0jtmn9lr6P3e3EOl5313Ert8dnKDN17B1UZPz2g3dP6eT9Cjn7KQHMCfoOd/ztwXlNuE7AoNhbTiW3a4Bg/qa/SV/sDuXn8ur+3xDW8wee5udI0TOyZ8EvK5vH+f6/TFB8CrqTD0Bl5bdrvENnsKrpSe6Kr0yPviSJvhRkeD73//eRTeDcSNzb0YEsBmqrcu3h2Km8FyB6Wwr/W2tcA/0SNWOmmDWHJxxvkG/M7bO+B2UapXPBEFPf1Fcaorqk5ldRXwCxS996Uu1DIYzCYkAfSY6PZ0L0RXMIyCW7uhZos6sfyILl1lnND7+Ti4AkOii3xr7NGx+5y/AIR588pOfPGaGv+nRoUenI/Z1j6+zdMNJJ4gsPcqF9x5RYxRuDOkMHPy473HKOdCUf+GJRyY3uhwTM3t8GwT38wMcTyA3ifY+Tvo5jfhKj+/R5vzxPl0eycMEpY4nzucE13V/DXOC01xAkkCNnDvc6e51/T3zeU/KLdrgqw02QbD6Fwh+4APvOwklEfcagUfd4xtVUzunN8nkrK05EEy3ebFM5ghrDxB0GpI590DG6UialpEc6XAXCcJw/rKnV/0JDAWAOhVa/1PvyhREtHYpKsJH4fQ900DAhuiL3xm/95WOysfq7Z75vmsx8JAIruibkSARKcbCd0XCn/70p0tu3/M937NAsOqs9ooBp8W9e4KZj4f7zlnBeeExfHC+OHg8jnEjn9QpNzYvCTgQM678fQPEPjJrj5vMadb55vIwIsLMcrr+OqfmfE2AShtIMO2BZdcir0DQeQ0Qotfoz6rV3UmHnV50ouvT6T6Pd0SCN+N8PiD4/g+85zSzkoPLuokblc/MwEwXnCvI9vSb4A7tnZHlZKMm6L+nwDsmppAdMFRL0I6PfA1iGp9oF9DJ8BUBaiJEkyBaCiMQdxBMUHYeJL0Okm60gEg3ceA8c16ns3LFzM+dkt0A12GgviTJ+aYxihc6QEH7ofX+YU2G6B7ST/qgDQd+6HFdo+jvfEig5Dm1nQ7Hs4U09HTC6ARpvgNqx0eed6flskx+jjaa6KRerWj6X/X7MbHCmHCIaiN54nJkjK5v6XBS7v6787mzqU5Xu+cvdWtGgoUXFyDIGF236KNzTAl0Q/+Lgv8hEKznFQm+7/2/eDO97Erq4Oa1J/duDhqunEQNZ+ENwV9FBWfvJwU5zxylwgHKqfjJRL6fGH4IR7NL9yJBFETjksHrYFQBwLd+67fO2tc+EBXAYxLFT51OL4/Ukn4MEwXBKPS3izQxzCsQ9N87I+H3LDl8/Vj/Rk3Ta5zIR+nw3/zN3zzSEWE/+IM/uEoFRIIAeLc/OA3Mx5YRcY7PASyj4Yx6XVeynavfcGgO2qmrnaG6fg19P4PgAkYDBH0sEJtLs9ARLwNwrQNA+IbsPCqGN+egZUfTjwOCV6CfepRRWv0+a4L1251tc1d2kcDc6fcY/5gdTp3SFRzMkpeujfn8+rdA8L3vG7PDHjGdo6VblHUlyJcopcIkI2s/8ARBCEkD3Apbqwgvp891n0canWB9XIxzRSCznslJFw7AyQ8Ji5ek6127+gfIJUgQDeWBCWrTHcagZ3DTI8YuvQYUnZ/+ORUxnUJ6W3cSDoRLm2YkSDSSNArodZzWZz/72WPr3JtuXrtJXRT5uDNdfcxx67tPAkF71kHdENKRepv3Pi/Z26SPG1Dqon5LILqSBfo12tunqe/rYycVeu8g6P2sNaxz6VgnS2j2UoaDoNuY8+PKaXZBQwYOyVd/5iYIqXLK7QEKziM94+tlsw14cgWAm8+bsnXvLNHtQt2arzpPllxFggmCfIexHoKv/YFWwHUvixHo2lD0vSYQJngq5gpX7xQtkDi/SR7mJAjCCu/fGdt9fsETt+fmOVAp4hGY/f3f/31NUuhkaI1prIV7aqj7XAqxU/7zgRCueM6PEfUNFHSPzQSF+EVk5SDinz2S9HFDl/edkRL3ELXRr0+KYPDQCODrr14Y9Zd/+Zd1ujRta0yK/gDBjHQTvNjLzVhdRj477ECVQNYBIsrfgZq3BSApr8JJLZCaNd10jugfZRL/fYFTrZs914QxWh/jk0ckk2UHzyiu9PcMgnuJ07i+M60O3NDXdMjoSvLTQejKmd0A2DxibERqe6WB24siRI8EXWd9fKdnNDoArvg7jupyPa/757WxQNqWxMxIcLVRS2TeN160dPXPAQqhMuCs/1wRO+4fdRyvc4zre7bMvZd+0v9rCckxQZKzhR49AYgJMghNtOVYlsFWXXAsbOV5pbxEcjJ2gaHeDsf6RsCJ9Y+0reOxMKasOTl/RO9QgHGmG2PRPT4GQMh57sqidgASFIGoyqNknsmUSRvdaRv5OqCx8BnZMFuuPlQa+C//5b+sg1WZPGLtY/cSKvTMgWzzYjsUfsdIrqKSMtAJOLV0edbYSgbH2DrH4E6+dHjNYp6PbUsn60GA8yP7cKOTDJ46HP9ylDLcqdx12Gp1uR2x6yt9+DIfL5cMee+3NCLjAQo743JwBzCg2W0oMSB57nqy2gFxJtA4YCJXIsIW0L1G2kywelB0Ht+QNY7yKq3Ot935dtDi7zhZ+ufvzu6mJ3WGupE7wzrFwztlHWfo7ABC91qkiQAoS2VgLAafqYp7NyJWN7z8HXp48TlAwJ5i1bx0j9YC6loCxvBm+zgwfV4Kb6eLuOF5G1JWB2cXNHQzVn33dYUYCZMS8M/rQWee7t0HS0YH6+FJp0g4B4xT34kcdVqOXr359re//eREOHg1tyx2jhYjTL3wexmnOxH0xd8vUfepBCWHpxON54TDrW6dd2GUTpO+6lnbB+2G63S4vmf75b3Lvw9wq7HNASFLtVuyPDIRSkoOIIw/I2oAcTsqT/h8VncDerab/HQdSb47z1sQnJM7qd+ui85Dt8XHOWor9Rd6GAN6mfLQfYvrtowpncACwVRO99Jngx0GTs0Kgd54wnbi4zwhsoHiNtUdAx1UDWGPgxQYsAMfoKXfPE0vJvhZYtXmuSYHoNIP6aCiPimflsHoaCzWAqLQ3F99z213qSDQg3PrQHAIZCurGx/CRmi070YA3319H+PGS/o6OW8TmT85D7VlbF1KD0jTHzSIPx//+McfveMd7zBZjRNyGG8qZ/LJPXlnjMg8dXQZkznR4tUEQT9BOMHL9RtHXryZeKKXI6WxXPWfNBe9amse3rmcxtQ/dzT1ufK1290l8I9dSOgGDmZnRbcTA2HzpyVmOa4OZPyeDgvgRdnPgvfbk6hox+9HB8f47p83iA0tWc+BpQ5lP3znXSNnNzFaQyduIsFuwO6pGUCmlUkUXv1sAIMUvzYGebXG0MFxgGAKkH6ZgfTalu4l9XYmZh2E+zIaUmQoANRiYE6O1r0sXlafdf0AQW8fxzBoHcXhzhOuh2YKh3OBHgDbPZ5+uwJB7wMeO2jv/s6fAMEN2juShd85Y4qz0Wy5do0IBNWnn5t4BV7Ji+cLgje8tMib1Kf2i04QSifeRXAATOn3IbP6PssVD42jAxFflAsI4tU9O6nP7ONS37O2jC7q+1UkOMY1/k8akkfukNwhdPboERwBBnbvf3kWEHQn7/dlOQP7GGPsQbB73rXWZUq//nuN0WeBG+VfgVtXE8zBXIEg92XKuRB2RoPulTqvmWt80osNhoxZYm/bAZt00BUGAPBIyJUMvkAToCZg05mAX/7yl6sGqO9eB1R7gEJGWQivaiDTEryc0Cmdp4E+Kwwo+u+AIP24knYpbSqt97+UoGqv5xUAXUSK8rp31n06SUZvnOM8RecJ9LncNo/6WrCPLXW3U/hjqm9kCHMIwwAGPoyI7BzVMdI0JHhTzmcCyxNT1otXNvnndCb/6F9gnCCYfNSRc6oN8s/tDwBOx0d/o/58fs9GJ8t0kG6HTg80eBBzchCNca43u00AT517CASrTzt2LGWemNFhyI1eHEJeZwZag51Da2uCesY9EUqfzLoCQZRpE7sFnAMYDNubn4ewzpPa6wj2AwSZQUwF7CZMErzd+JxpokkRjWp+al8pnhZEazG01gKyVQ5Dpl34gRNgbEtp5sESAAGe++wJ94uLyvimwUKrj2Er/jhWDIESSe0a0UiveTYVJA2aFwVxHTr03VPFzhDldD70oQ/VC9jFLyaSnEf+2eWfMnDld2XNZ5xH9YyBYNHMzCHlFL3ycjrk4tvs6C4IKkM5AAYQdNqQX9Lrxs9LhpggKccwQcLlX/wNEPR2XOauH/BUh/kO+Z/r6UlbB4LQ4XYN3x24ElSzbaLuzkG5wwQXeH7cL3dzG826zF3eLsfLMU4ArP70v022+DN8HqfIvGdPjCRDHOgwLB/MYNpoDgY6+HVM6DyVG6Arp+plX/uqdiKM1JZZT+iCKYnwHn3d8xz0JdBT3U9/NROszy9/+cvXqy99oiGZzyyx19LgkRR0gOQ+ZNbBUnRyKIPzhfE5TxMEiXTZo5sG48+6U+tAMAHUZcCzTApxr/5qBp0zBfU6UYxT4+5WDqQSdoCSgAMvnSdLgZX2zppgrbmjFj2RroDDQLD6uwOC6LFmbwFBxnsFBmkzaiNBkIkRZOJRu6fDnZFiQ/qLw3NZd29zg2dD1uco/+QQyn53+ePWhgdFqTPJiw4AHRM6mQKCo0xw55WcFn06HY5Nq/+IABMX7oJgAlsqXBbLzynamcm78LsZ2AERBHnqtZm51znpPEEGQ81Pz7jhOhg67QnC9Jn3EGH+0z/9U7Urg4ZmIj0/oVr3AHBa9zgAadDs4/FobEyg7HfTjjEMsPAlMTgbF6CDRUZk1OHo189LFO3sXvG6nstbkaCn9y5b+KS2KchzTc8IBPWeER2npagZfrNOXSyL+QAAB3JJREFUkOcKjExmFbHVzPlYktR5687ru7Etx1kmdKSERACkwTPyYjfGai9S2jSM5UAPeRbvrBifxu40nhyvgEMFnEiH4Y+DIInPPZBVP0x++cRK8ijbqKHOurQ7Dg86OhAEwArQbYVDZ8eu8wk6fL8aW6XyRdgZQzqwcvqhr9ofA1xgXbo1gf2k5xeNViTIjhEfeCrbFdKPdvcABpPOs73UiGBEh84oh/4OsDnAohZVjwM6M8pywSSAo2AYGgBzJQieR6HS63k658Y87h+pJ8Cjcwn5rr8c2Mlz0FDpi2334fcUNDLpQIK2iAT9WfjlERl8dwMo4JyLteEX7Xj06DzGGBUZql4qEPzO7/zO+l+/qXzAqTqiww9jVTvuJFgelLuIXFf0jAOzy3eom5h56CATIfO9sqSi/rzruJ6DFwA0eggvFGWWgwgDch3GSboMOXGayLTGE4YKLejXlcF2cvNrW6coI50PHJF9cs/g44jsit7aO79fktU5mY4ut6WHwBvWdRgyAlU5yHGUnQP8FT9OMpwO7+QMrDbZOtc5YbL0aKwTvF0snYDFAHzAu4ONwmPAZxDMwmh3j4Pgqu/Nl4r7UVYZ/SVoONg4qCX9Pr70dOld+0h1KNKOAqnDnYWpZ3Nd1xBusWnVQ6+U7wocU6HgMYqTkXsq6uLHgYFPzVcXuJ3T74hwx9iQt0eNAruPfexjj77t21756FWvetWKhDVmP/Xb6bsFwZ0KudKmrjlgueGPwG7qIB8rQtgTPi7TJfsa01jYzv/pANUc6xAdCG9BcGQri64S796jWgwMEOzAI68RZS1QDloZ1/m526gKeQ4A3EvHyu6OuqLT7rx1uXvEmLri3/MZQKsDQf2mWEBrOuEp/dBOx6dl9xPg/R0vV3rDMzmRMydG+h0jDhT+OQfsCt4xB8U6R29jCYP0wgVdSmeTA3hoF3ZGbM70KxB0QfB5MdIignsC9OdQykH7ft9ygm2rpPYuFrx0Ci7pTY+WhnuPP962g9swTEXcY9dK3se9gDj8ou9Ro32i9g+/9KUvqaVE/EaKD4g6fQ44A4RSo87fu7GfZTjq0tVHjWSkR4CgA5aPYXymRjiiKO/LU9aartOC+CB2R1X72KzRqni7p/iKhtl5jscjyQQKbMNt58y/7p09c2RTr30h9qi97XEWCOpk7Dv/0oEkjXlQRBd9pT5nd93efeSReumOSuD37LNHphg2TPvuPNIpLT4yMZIK4EQSmeVAHNyueOgKOJhp72e102GyjkZfnvo4jS6YjB5cSJ1A3NO51+nGwPMPeRd/lnqhrjmAjLawjPNBsdm3gxy1OL/Hfx+KfLvdK6NDPY9TWfyupa6zKjOL5Kl8nQd3uQoINTRd87qV866T0bjG/70GpQF2PGCtnMZLGjpA6PblO+jV/lt1iZuapPN38XGEnCsy3Po4Cvv+bwWnVk8EBN1A0+7SiaJ3CYL7uWHa3Fd/Z+fwHIDZqfCQFbrw5JNPrbJOp4cZ5JztaxxIzL8sU/m9bkM+bi+7eNmj403yTlFk1ZQvJlY8YMrXnLQgeNWpR2YoD0bgSNur8dnrjHeGjDTEjSRBEIY5AF9FgJ2BpbHcA7OHBOWgWYY2C8Xukf0ejcUnUTg1xAWIdyZSOilx2e8GSSaDeD4BEBkQNei+K2UCoJHfE0fJIUEwgQfZpBJvxR/7VxMsXS4poy2faxB0J9v1vfkwTjYvPhQaDwC8F2Jufh+8OkDgFhxvtbkc5pQNe5WHE719obpHgov2JuTFCTvPC2hrIfH5yPjOoWvt7JAPEeEE47kDZYxiXLsCwREJ7ojynh3fAplAaNTB9Q9dhJ+PoxO5ED+dp0fKtLt0YzrfPed/pl79PyGsmbTx6wnIPRLsBp+CwDh90J1wvK0xiGHYZXyx6BmB84xHf26AbuyutJ2n8sEiHJ45F9aH8B1Ykg/UJBWRAUj/X2FnliAxCALR+996BqHkWRL7K91J3LAolhjjY2adJLD1HnGtgyJREiQeDnk/RWgEx4skCUQal6hX1n8Dtkjwi2QIOspISpvnkoSibvbRw+hZuSqALS9ruscJgn1l+1GWb4rIE3zhczlOFQ5OCkvDssdWnRQRTpsDKCxXSL7kvYTZeUrNgeTmxoe6Rwy7jJSO6fKV4yzcnbu4dOqm52r3bpwiGUy/mOW1sqAXpFMfv0hQbcdxIkHOsfSDOr/5J+QaBjB6gkjm0K8ieNefXccXCR5MWfH2RBaThecAm4wSAJ0lySvO+tGuvzXBwYuE2L9fOUlOHslD7b9yMnGPnrBqjSLHp98k8uXsIoGd9VviHEo/yfVL/pxc3UPyyTxdbFeWCX8t45nKLXL9N0iK5G5yuT9eQ7KX3LWppXaMUVtamnN7DwwM+wn7RFY0HA7i/t+e2BGG4kEEMXASeOAytUhe3laOwj3lu/Fc2NUaRfVTRz4d3ucqbHVj6PgcmQi68rq/ZdgeoVIVXU7f9En9eznNwubUpuQY4TCjRY+UfDz3PJ+belAfpvaPuZRchl28Fw5rxYAbGGE0zv8BMxu1rMmycGsAAAAASUVORK5CYII=)
EDIT vom 27.06.2022 um 18:56:
![](https://media.mathefragen.de/media/2022/6/27/06fa9e17e0c0b33c5d9d77d8.jpg)
Hi zusammen,
kann mir jemand bei dieser Aufgabe weiterhelfen? Ich habe das Problem die 3 Integrale für die Fläche, die X Richtung und die Y Richtung, richtig aufzustellen. Das lösen der Integrale ist nachher kein Problem mehr. Als Grenzen hatte ich -1;1 und 0 ; x^2-1 angenommen. Die müssten dann für alle 3 Integrale auch gleich sein, oder?
EDIT vom 27.06.2022 um 18:58:
![](https://media.mathefragen.de/media/2022/6/27/0d8c39d8a1a65291400787a1.jpg)
Hi zusammen,
kann mir jemand bei dieser Aufgabe weiterhelfen? Ich habe das Problem die 3 Integrale für die Fläche, die X Richtung und die Y Richtung, richtig aufzustellen. Das lösen der Integrale ist nachher kein Problem mehr. Als Grenzen hatte ich -1;1 und 0 ; x^2-1 angenommen. Die müssten dann für alle 3 Integrale auch gleich sein, oder?
Schließlich kann in 3d eine Kurve nichts begrenzen, dort bräuchte es schon Ebenen :-) ─ densch 27.06.2022 um 14:15