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XT+6+49+R9/ORRZuPCU+ybLy1mtCJm7VjiDBe9z5IBY6GgSSD9gSKd8KOi5+nKFCPOVZ5M3QSeI5BbzyQTLLKZD2IX9z9O+5B5Xez4559b9G5HJ9U5e9Xq17dfI4X5CB3ZfUpW1Z2jlHdrtQdwPcu3DeQPvxGRPotWd6rhwc8FSehlsheeJZDHjaEkyjZI2WA7VGwfc8++vep4ejukb+etV5LEVQJuGMgMxd1QeT7eWHKZ1H0ddu9P0IK+Sz0fWlPGwQfPU7c0cEsirrukdtIy95LN/9Qj7E+OSPxfweaz3wnt4TH1jkcxZSujem6RqWSRHdtuygD6D/AD5HjlpA1LmM1izLdiGSpGWj2/NJ66br79vUG/p39t6501LVe5XWxUningbfbJE4ZTo6OiPHuDzFcxjepq3TGWwWWqTXJZMlXnxF6SeH1cg5kEvpWB36LIF1o9qkRgAjSk2z4ZGmOqesA9C/Tz8ktefIixFCkZ7kb0hH6cknjtUk7Y+WJ8b0JfTzci7voWmp1b05cTvqdQYidPUSHuiuxsPUf9qeG/cdHQ9zrnl1Z1NH07YwUMlZ52yuQjoIVYKIywJ7j+dAHxypdJYI0vid1UmMuY5+n5Hr3JqULBmr2u1h2lR9KklfUP32E53fE7GZbK5npD9LxVi3Dj8tFeszrLCioihlI0zhi3kHwNa++/HCrH2vffgMVJLpDk6E1+SjDeqyXYl7pK6SqZEG9bK72BvnxmstTw1CW3kJ4oYkViA7qpcgE9q7I2dA+OZ/gunM2vXOGzdrFVqEMEV6vZhrSJ290kgZJffb9wALMT3FvJUc7OqensxY+IDZaCAXcVYwcuJEIlUGvM7ljKVcgdpUKpKkt/BA5MUrDKzLhh4oeRYenerMflumMVmrMsOPiyEYkjjsTKp/ts62f7csPMT6Y+HWZxU1BM9Xly2MbEJj3r1Mg0T1H39YX6kBRxrejvY9ubNTgWrUgrxhgkSKihnZyABryzeT/c+TzeJKXF1MYZhSeruqIzuwVFGyxOgB+eRwz+HPoay2PPry+hFqyn9STW+xfPltEHQ8+efPVFBMr07kaE1ZrcVmBongWX02kBGiA32Ovb7b5mVjo/qit0/SWKa5mBis1WvUaV+SFLHy8alSjShipP1kgk+y/k65nDDxQ8jTypvNOqdQYa5VmtVMvj560L+nLLFZRkjf/wBLEHQPkeDzvrzxWYEmrSxzQuNq8bBlYfwR78x610Dl7uSy9jIUpYGtZM3qtzFZPss0yYlQlQyqrA9vadnemPgH3trdL5zK/CmXp7O5dP1u1XeOe9BEFXbOW12r2gjtIU61vyfvyT/jOtOnksKYmnstcOWx08U8kF+pJHB/mskykR//AHEHx7H3/HPg5nGhqKrdhf52Uw1zG3eJHCsxAI2PARv+te5HM5r9GTZLp2Rcx0/dp5da8NMzVs28jhUlVleAs3avaVEgBC+Rrz78+IulOra0/SV23Ouas43J2Hb1mjgkjrSRlEMjKNO66BYgMSW8b1vm0lJmaXsNOTJUXvvRS7Wa6il2riVTIqj7ld715H/fONepsE0sERzFBJrBcQxvOqPL2MVYqpILAFW8jx45nWO6Y6nbq/EZK1iqVapRyGQTshnjGoJ/2ygKvn22dkuWY77R4HJi+kep8b0z0ZVGKims9P5hmdFtoPWgb1B6wJ8ADvB7fLe/jkWSndfQr3GuU8nQvUUu0rtWzTclVnhlV42IPaQGB17gj+/PP9ZxfbVb9SpdtoA1z666mB9uzz9X/HMqv9JZt8h0xLd6dhvx0s3kbs/oTwydsM8juo/qlN+XU6G/2bOjoc8Os+h829PqnEdMdNYuvipxj2pvXlSF5zE6s4ffkldEDZA1sjZPGGsTt/pHOhsP6jR+f+R+crfO/wD9f1V9T23+3e/bz/bnS7BEZjvSjZ0CT/0Pfma4TpTM43rsZTHvaoY6zYnmydGSytirMxVgkkJI70YsQW8L9wDoAG5dL5a5lumq+Sv4xqNuVXY01mEp0GYLp9KD3AAg+P3DkWUmnnByQdY0LeLzt3G179/9HtSU54K1ctM8sYXuWNTru/cP/wB8gsZ8SMVlZMiuU6fz2Ijx1M3ZpMvQWICPeh2juLEkg60PPafvz9+E2Ky2Im6sGXxc9JcjnLWSrs8sLgxSdvaD2OxDeD49v55IdZdMXOo+j89jpLCC7cYyViRpY+xg0SEj7bUE+/lm4+wthN4fNVr9meksUtW5WRJHrTBQyxvvsb6SRo9rDwfGjvXOuTI0orsdOW5WS5J+yBpVEjeN+F3s+AeVrp3C3JerrXU+VgNK1LQixyVPUWTQUl2csp15ZiAPwu/voR3R2IznT+SyuNvY+PJ4+zkHyEOTMyKfrIYq8Z+ruXWlI2DoftHLre3xX8M1i9nmhdJMrjoriVJb9RLbhisLTKHYKNsQu9nQ8n8c9aF2rkakdrH2YLVWQbSaCQOjfbww8HmIYnprqeniOlq7dK21fG9QTZKVVs1dLAzOQF/q+/8AUA1/tP8AG7T8Pa3U+Ht5pZ+mmhgyWdktl7F2EenXkH7gIy/cw7fK+P3DRPnUVVW8vL5Fe68/C5mm8cccAccccAccccAccccAccccAccccAccccAccccAccccAccccA83gheRZHijaRfZioJH/PPTjjgDjjjgDjjjgDjjjgDjjjgDjjjgDjjjgDjjjgHxNFHPE0c8aSRt4ZHUEH+4PPyvBDWhWKtFHDEv7UjUKo/sBz044B8oiIWKKqljtiBrZ/J59cccAccccAccccAcc5MxfixWIvZGwrvDUgew6xgFiqKWIGyBvQ/I5H4rqfGX+lKnUUsy0MZZhScSXXSLsVtAdx32g7IHv9+ATfHOOLK46aYxQ36kkomasUWZS3qhe4x63+4KCSvvob571LMFyuk9SeKeB99skThlbR0dEePcHgHrxylZDrdE6y6SxeNFG7i86LZF6Gz3hfQjLMAAO0+dDfcfZhoa5ZhmsWQmslSPfEZ11On1RhgpcefKgkDftsgcFg7+OcNjMY2s6pYyNOJ3sLUVZJ1UmdgCsQ2f3kEEL7kEcjs51LBjpsbHWNO0bWRTHy912OIwsQSdBj9bg9o9MfUe7hVoiZE/xzihy2OmsJXhv1JJ3EhSNJlLN6bdr6G9ntb6T+D4PI/LdTUq2BtZHHWKN9o6xtRRrdjjWVN6DeoT2hSfHcfHJNJKlLgneOR0mbxteq89y/SrJFCk8xksIBEjftZiToKTsA+x1z8t5/D07Ula5lsfBZihNiSKWyiskQ93IJ2F/n25SElxyPOaxQjSQ5OiI3rG6reumjANEyg7/YNj6vbyPPPtctjmjWRb9Qxu8casJl0WfRRQd+7dw0Pvsa9+AdvHI3OZ7FYGCKbNZGnQilcRo1mZYwxP4LEf3/tznfqOjBZyK3rNKlXoBfXksXI1MfcT2FlBPYrAbBYgn8cAmuOQl3qXHJQyU2PuUL1mjCJZK6XI1K7G0DMTpA32LaHOmDNUXpwzz3KkJkgScqbCEKr6AO96IJOgfY/bgElxzgXNYp5xCuSpNMZ2q9gnQt6yjuaPW/3geSvuB557QZClYlijgt15ZJYzNGqSqxeMEAuAD5XZA37eRwDp454NdqrZeu1mAWERXaIyDuVWJVSR7gEggH7kHnk2Ux6SrG96qsjTfLqpmUEy636YG/3a8699cA7OORFjqfA12tCxm8ZEahVbHqW419Et+0Ps/ST9t87cregxeNtXrZIgrxtK5HvoDfj+eRuFISlwdXHIHozqReqcS1+PFZXGRiQxrHkoBDI+gD3BQx+nzrf5B5GjqyynxQn6ZtV6sNGPEHJiz6pLH+qI9NsAKP3fn7efty6wC4ccj7+bxWOSdshk6NVa4QzGewiCMMSFLbPjZB1v31z6t5fG08WuSt5CnBjmVXFqWdViIbXae8nWjsa8+d8A7uOeaWIXsSV0mjaeJVZ4wwLIG32kj3AOjr86PIHJdW1Md1fiOnbFO8LOV9UVpwieiTFH3vs93d7ED9p8/wDPALFxyuHq/HjIZCsY7PZRu16EtgKpj9abt7QCDvwXRT48Fh/JE7bt16aI9uxDAjusStK4UM7HSqN+5JOgPvwD245FP1HhEkWN8xjVkawagU2k2ZwdGLW/3g/6ffiLqPBy+n6WZxr+pY+UTttIe6b/ANoefL/7ffgErxxyN/XsR+pjHfqtD9QLMgq/MJ6pZVDMAm97CkMfwDvgElxyNbP4daS3Gy2PFRoxKJzZTsKFgobu3rRYgb9tnXPu9mcXQdEvZKlWd5RAqzTqhaQgEINnyxBB17+RwDv45GxZ/DzRepFlsfJH8yKfetlCPXPtFvf7/I+n38+3PVctjnKhMhUYtM9YATKdypvuj9/3Dtba+40fxwDt45CJ1XgJbqU4M1jJbskXrRQJbjLyJ2ltqN+RoE7/AB59ueXTfVNHL4/FST2KFbIZCIyx00vRTs3bvu7GU6cDR2V8eOFXK7gZFg45FzdRYWCobU+Yx0dYRLOZnsoEEbHtV+4nXaSQAfYni51FhaUtqK5mMdXkqqrTpLaRDCGOlLgn6QSRrfvvgEpxyNTPYh1ssmVoMtWITzkWEPpRkbDv5+lSATs+OfVvN4qnXknt5OlBBGFLySTqqr3Da7JP3Ht+eASHHIO71d09Sp3LVjN40Q01DzkWUJQMNqCAd7Yew9z9udCdQ4WSm1tMxjmqrF65mFlCgj2R3929duwRv22OBBKccc4jl8aJb0RyFP1aCh7aesu66kdwMg39AIBI3rwN8A7eOVX4ndSW+kei7+aoVILUlbt2k0hQAMQu/APdokePGxvyOS5zmMhMMdvI0oLMjRRCJ51VjJICUQAnfc2joe50dcaSMiT455WbEFWEy2po4YgQC8jBVBJ0PJ/k65yx5nFyWhVjyVJ7JleuIlnUuZEXuZNb33BSCR7geeAd/HI2tnsPa+R+Wy2Pm+f7/lPTso3zHZ+/09H6+3763r78T5/D14xJYy2PijKyMGeyigiM9sh2T7KfDfg+/AJLjkfczmJoyRJdydGu8qho1lnRC4JCgjZ8gllH9yPzyNwvVVW6t1r70aIhyj4yDd+KX13Gu3Xafpdt/wCWfqH44BYuORbdRYRYa0zZjHCG1J6MD/Mp2yvsjtU7+o7BGh+Dz2q5nGXIppamRp2IoXeOV4pldY2QbYMQfBGxvftscA7uORDdT4FaQuNm8WKZj9YTm3H6ZTuCd3dvWu4hd+2zr35L8AjOqKEuV6ay2PrMiz26k0EZkJChnQqNkAnWz+Dyox9MZ+p8MMV05UTCTXqteGKR7ZaSHuR1O1BjPnQJDFTpgvg+40Hlaq9ZY231yemKZ+YsLjzkHnidWjUCUR9ng77t+dfjXAdVepR6vwwyVixdjydiKtXs5SXJR3cffmW7VLRqoEbsmifDK3d7htjRGuXTpXAZOj8P4cJmspJYyfy8sMt6JyX2xbTBiASQGH1EbJG+WCjkKV8OaNuvZEZ0/oyq/afwdHxz5fJ0EyKUHvVVvyAslYyqJGAGyQu9nxw1OH43lHQsuZMeHwx6msYroyjanw8H6LTv0bEtaeXbJYi9IPGDGPrUHZ2Rs/jfLLU6Kv2OhKGAzdHByWa1aPHG7DI/f8srRglCUDI/avcBsr3qu9j2vE2ZxcFv5WfJUo7PcV9F51D7ChyO0newpDH+CD7chupOtcbhaWGtIy3q+UyUONilrSqyK0m/qLb1oBTvXGKtWFSI0KzL8Nr0nRWYws+at3bi3/n8Neu2WlmryJGnpF37djTq++0HSt488kOqui7uYpdJeicel7GZmvlLspDIJO3uMvZ4J2zNsA69hs+OXKDKY+xTe5XvVZaiEh50mVkUj32wOhrny2Yxi0kuNkaYpudJOZ19Nj5Og29H2P8A1ypwR1cmW2vhx1BlLsEt2xi8evyN2nIcbNIoj9Z+5Gjj7AFA9mGwT5JJJ5P3+ls3lvhdP09kq+ETKPjjTWaCRzCCNBCNx7A0AT+CPA/FzyOZxmMopdyWRpU6bkBZ7E6xxtvyNMSAd88oeoMNNJOkOXx0jwRrNKqWUJjRgCrMN+FIIIJ8HfMxR4b18ss1+V6eEUaHoLKVZOs3jlx9n9exlWrHHOzhYpYoDEQ30naHfdseftr785JfhjfhyNxqd2CatJ0i/T6SWXb1XnLEh30pHZrQ3ska1rxzTa2Ro2qUdytcrTVJCFSeOVWRiW7QAwOj58f38cjavU9K3nosbVSeaKWgchHkIwrVHQOEKrID5cbBIA1og75qXLe335ZMNIS09eClYLoDLYrPYW7KMVfqxdMxYC9WnlcKSpBLJ/TIZDrRDAe//HP2T4d5D/EFTM424uFkjvVWlx+PtOtKarEqAh4+wAyfSUGtL2qp0Dvln6q62xmC6Yt5qCSLJQ15UgZKsytqRmCgEgnXlgT99fbnZmOqMfQ6Zy+ZrTRX4cZHK0yVpVchoxtkJB0GH4PtyTC+Wz+lX/m9hz9bYW9l5Onpsb8sZMblI7si2JGQOgjkQgEK31f1AfbXjmVfGDpaXCdLfFLMzGklPNHGtWiiJDK0bqr9w7QNliSNE78k65suJzlS9jcXYllhrT5CvHYjrvKO/wCpQ2h7Ftb17c6Xt4+xbNF7FSW0vk1y6s48b32+/sf/AN805U4buhMLSaxGe5/oafqXJ53L15qAhv4IY2qqSFkmc7JkmIXWlPaFI7j4J8eBz06Q6LzfTmfu2WbGX6GQx1OtPFNK6tFLXi9MBPoIZGJJO9Hz7fm/2rtDGRxras1aaMdIJJFjBP4G9c+pMhSjuJTkt11tv+2BpVDt7nwu9n2P/XJMZXn5ZIpW8vCMzv8AQ/UVvP1rwi6fiiq5qa/HHDJJGssToygyII9GU72zEknetgADkl0D0Jf6Vz8dpcrYkxb48xvjXtPNDWsM6sRXDKO2IAMBs9x2N+3L1kb0GPqtPYdVAB7Qzhe86J0CSBvQP/RJ8DkVb6np1K1NiPm7NisbYgoOs5MQXbSL7dyDYAYDyWXQ2dckxe41VkL1T0PLmOpYs7Ryl7F5GD0I1apaKR2Ikk7isydpD62+hvR2AecGS6CyGS6UvdPz2q0UM+ae+lyJm9dImnM+x9PiUElN71rz/HL9i79bKY2rfoSiapZiWaKQeO5WGwfP8HnTwl8Xe2SZ3ugyPq34Z5XLUPiHXoS42H/EU1GSp3O6hPRKF/U0h0T2kjW97865p2bSlLirMeUq/N0mXtlg+XNjvBPt6YBLf9Hndxw6qAqFI+HPTIwN7O2qUE2Ow9+aN6mLcgCv2p2u4UbCd7edb9gN6PgQXX3w8zee6/TqTD5SKi1XGxRVl9Vx6tiOx6qrMoXTQn7+d7AOvHNU44dQqGFdSpfF7ql7WFbJ1Jlovlo8beWJ4p4EWRyiTKGZGHaB2+TrQ029aZ1ZDh+ovh7ZTqVji8Veqo0xvMsLVi3aV7y3hXVivg/6hrlilpVZbMdiWtC88f7JGjBZf7H3HPWaKOaNo5kWSNvdWGwf+OM8MMsw5RXPh3SydXpShJ1F6bZyaFGuSKDtiFCrvfnuCgb+3d3H785upumrmU6/6NzleSutTDG4bCOzB29aIIvYACDojzsj/nlu45cT+TkylCgoA6KvDIdQRrPVGMyOXpZWM9zGVTE0byqRrXloVC+fZjv2893xJ6byPUMOAlxElUWsVloMj6dp2WOVUDbXaqxB+rwdHXLjxyJxG6PyPBdr2lG6j6Rs5XJdPXKtPFUnx+YGQsFGO5V7CGOxGNuWP39+0Hf4ro+G2Y9OJfmMeO3rX/Eh/qP/AOW2fo/Z/mefb2/3c1vjlTeHK8vCGs3r5IzpyTKy4pGz8dOPIB3DimXMWg57e3vAb9utnXk7I8EcotP4XVQvVyzQY+rLlLEr0LVSICaojxBGAPaO0n6thTognz55pvHMxKh7IvkWYcrbJnf+CrWW6HpYTqfGYSaxHWjpyz1ZpFIjSWMj027Ay+EDa9iygex8VLrvCN0vW6Mp3s1Zye+sqc8E+QmElhYezRDvobAYE7+wKj7c3HnnLXhmIM0UchHsWUHXNvE25vOTKSVEZLZ+GuaGTmylSzj/AJn/ABQM3HUaZ1rtAF7fOkJEx2STojf55O2ekcpB1xj+o8LXw9YK00dykXZUkWUqz2FKxj+uSuiSD3AAE80HjmVS+Bdu/wAyVRMBbHVdy61bHHGW8XDRaH1DtGjknbwvZ2lSJV+41o+OVPEfDPJUemOiYkv1oM909JKpniLNE0UxIlA2oJbsI1sAbH45q/HG66T5JGplXxL6DznU1DO43FRYGpStw1Yq0is8Mh9J1YibtjbvA0QgBAXuPgnWvvO9AZjJzfEGZWxsTdR1KkNdfVciN4kIYuez22fBAJ8ew5qXHI1JtYmsriPBk/WHw2y2dyGSsQXqtZZsRWqRD1H088MhfUgC+Yj7HR3/AByX636QyXVPSNmpJSwdfNWEqmSwjMVZ45AzDu9Pu7QO4L7/ALj7ffQeOanrP7JhKDN+quhMll8p1dYrzUo4svhkx8He7bWVSx24C+F+oDY2fHtzoq9KZaLrTqHKWq2Iv4vPV4Y7NOzM7ek0Ksqqu4yrIwOyCBok++vOgcczCvj5NTpengh8VZyj53L1b1WvHjYBC1GaLuBcMp71bY1tWX/T40wHuDynZfBQ3fi1BPibNdop6pj6iqrLssqdjVu9B7MxJH1fujDAeN80nnysaLI0iood9BmA8nXts80nDkmkFX+KPT1zqvoXJ4XGyV47VoIEewxVBp1Y7IBPsPxyqdR9D9R5bK0p4xg4a9PM1MkgikeMzLCum9UCIlpT7BixHaqjQ8k6rxyFmkXUp/xI6cyXUmIxP6VPWgyOOyVfJJHOzejK0RJ9Nio32+d719h45zXOlL1rr/pzqRI8fWWmtkXYUdmLtLEqiRD2Db7UKS3uqr+NcvPHGTlE0gyWP4ZZKv0PTgpWqcHVFHJvkqcwkf5esXm28SkKG9Mx7BXQ23v45I9e9EZXMUZcZghioMe+MkqerMzJYMjNv6nCMWTx3EAqSxJPd7c0njjT46eo6FmvyvOepnNDoAv1xTzeXo4eWCPEJSlj16rNOkilZPqQA6VV0T5GgPtvnFjehM7iq2RjqLhJfmup58wolZlMVZ1AAjf0z6cvjW1HgE6YHzzU+OVuc7rJEovdBkuM+G+WrYHpKlNJjWsYbOnIyyiRz3wF5G0pKb7vrHg+PHvz0/wD1FH091Niat7HwR5/qGxcsTK7l0x82u9U+jQlIXWjtdE+eatxyNyod5eBNZMm6/6AznUGIyeIxNbp7HY+arFXrmJmjfUc3col1Ee5QoHaoIClm8N4PNVrGUwJ8wiJLr6lRyyj+xIG/wDrnpxyKgZB9dYmxnujc3iqUqxWblOWCNm8L3MpAB/g+x/g8yK58O+quo7Kx261fCxHpiPBvMLIk08c4k2qr7qwQAgkaDH3I0d545dGtt9ypw09l9indCYiWCeXJZTByYzLPAlaV3yb3FdEJ7QmyQF+/sDtj/flXyvTfU9nq6K7BiaSUqOcW7CFsInrxtCUZzpe7u7j57iT4AUaHnWeOWazecmYpF5QYfjunepIoLMJ6VtwLL1bDmU/+Iq6SuJEY+BL+4BT4H59+fEXRXUs3zQbEvD6fXB6jQyWIdTVgD9K9rnTnQGm0PqHn31ufHIqXuS7GsWJ4r3t9zILXR+frZbJ5uhiaM82Qz1W4tCeRD8rFGpVrAY/SJjsnwG7d+O48ia3w+6jLZOZqlnG5QZS9dx+Rx+RUsvqspVZI20rQtoE7Pf9IHaATzdeOL6eCZlds9OjNdCJgOpWjtSTUo4LckahFaUKNuoAAH1DuAAGvHKjXwHU9f4e402aNXIdWevWa0Wkj+hY27QyFwydyp59tdxZh50OahxyzDn6/Bnnv/TC5eiM/AMHDZ6cjyKUeop8k0sNiFt13ZmI1IynySnj79h3rQ335vorIY7rTJTdL9L12xH+GJMZWRmhED2DMZQGQvsqfY7Hk+/jzzZeORUw/G8o7DX5XnPcwvM9C9WZHHdTxtQr+vlhjZ0JtJ9Lw9odG0oG9KTsAL50N8lur+kszkpuq83Sxc62sriP0eLGpLD3Ox8/MSOXCDX7dAsdDf30Ne44dVF5R0Co5vaYjhvh3kw81fPYdspjctSprPFJk2r/ACcsCBfTcRsQ6bUMGXZB+3ueWDpDo/NYbq2C3Rls43Bs88t3Fz2FtwmQghGrsR3p3Fi7b7fPjyOadxyvFLkiUKDNOp+kshJ13byy1JsxispTWjYrRX2qPVVf/SQw71Yk7GwR5Pn2581+iruP60r3+nmvYev310up66WatyCKJVA7XPergL2BtfhuabxyKmV6ldaspPxP6dyObwWS/SchlFszUJqSUaxriGUyAgmQyoSB7AlWBCg9vkndd6a6PzeCTp/MCGxdylbB/olinPJCnpgaZWV10pQMvb937WBOyCDrHHJFILLKd0Di8p0xjsR07JSikx9XHB5citje7Rf6ohGRvt8kht/xrlx445puXJEoHHHHIBxxxwBxxxwBxxxwBxxxwBxxxwBxxxwBxxxwBxxxwBxxxwBxxxwBxxxwBxxxwBxxxwBxxxwBxxxwBxxxwBxxxwBxxxwBxxxwASACSdAcjJcslihcmwTVcpZr+DBHZUbbwe0sN9p0fG/49h55+9TVLGQ6dydOmlSSzPWkijS4paFmKkASAeSv5/jlL6Zweb6bzuWzOSr1rbXaVSqlfHsWf1IlKnwURFU73v6QPbXJtKXjB5alnMRVyeLnFijZQSRSAEdw/sfI/secFzqzEQT4qvDZW5ayokNCKqRJ8yIx3P2vvsGh52zAfjzys4/EZf4e/CGni8AlfIZimI41M4Yw98s49Rm7dHsX1HO/GlXZ+/OHEdHzzZDobqDE3qFpsPDNTtdkXy8NhGDKWiVV0um7iNABhryBzbSmmU32Mp0LyvUVCOylXJOMXblYrDBdkjRptAEmPTEOACN6J199c+JuqMR+h28rRyNG9Vr9yloLcXYZAN+n3lggb29yPfzyD6uwGezOfw9yucWK2JyUdqBHkkV5I/SZZO4hSA22+kAa0PJ86FcxXQnU1BrjD9CLW8zeyLv6js8cc6AKqM0R0dghtAEjwGGzzGjvZ75GlnW8yyz9a2K+e6Qx8uKiEfUETv6q3Q5rusfeV0qlXGiAGDaPn+N229eqUIhLetQVoy3aHmkCAn8bP38HmaYLoHN0m+HgsyY3t6bWdLBjmdjKHjCgpuMed72Dr+/Jbqno29kuv6eerSxS0mxz4y3VktzVmEbP398bxDfd9iDoEAed6I04WW8mz6/S5vkaKWIoHuVlnmAMcZlUM4Ptob2f+OetqzBUgae3NFBCuu6SVwqjZ0Nk+Pfme0Phx+l5YZHAWpcLKGqxPXgsmxXsQRLGvbIkqE96qrqrAj7N775I9f8ASuRzec6Zy+Jnh9bDzTM9aeeSBJklQIxDxgsrADx415O/HGhEzqynWAp9Z9L4WCtDaq55LLR3Y7P+WYY+8/SFIYHYG+78/jzZLt2rQiEt6zBWiJ13zSBBvW9bP8A/9coi9AvU6r6LvYmOtVxuEkyEk8L2ZZpHNhNAqzgliW2TsjW/G+duU6ZybfE+v1LT+QsUHxLYqzWsyMjAGX1O9dKwbfgEHXIaLXNlKEDwLPeqxtY16IeZQZN+3bs+d/xz6sX6daeKCzbrwzSkCOOSQKzknXgE7PnxzP36DyMadZ16j0EpZ7FrVgRnbdOQRNEI10mjCoII9j7+PvyMxPwstY+zkKlueLLYW5ja1Z1mvWK0vqwxhApEf0mIgb8+dnXn70hZst1reXK5nH9OYE5qfFGFbKi4lcqZEkf/AFjWh2xg+f8A6h8fTo2qxk6VWOFrtqvVMwBQTSqvd7eB58+49vzzM8/8N8pkafxCgilx2uoPlvkxJI+o/SVQS/0HXtsa7uS1Ho/JU+seqL00OKyWHztarHJXsyOrI8MfZ267GVkOyd+CPxx4Xse+xaaGbebKZqreqpShx7RlJ3tRt6qMpPeVB3GNgj6tb1sfcDu/UqPyQufO1vlCwQT+qvYWLdoHdvW+4gf38cyvqX4Y5e9f6muYu1QrtcyVHIU4DLJHG5gXTrN2LsAklh2knYB2OTWW6ANmanYo1aleyubqZOxLNdmsPIsWu7TOCQ2h2gDQ0Bsj2E2cO3vlvKonn39cy6DO4pqcVtMlUkqzTLWjljlV1eVmCqgIPkkkDXOifIUoLcVWe3Xisy/5cLyqrv8A2UnZ5lk3w3zPo2TFPjjKesh1JGrSuFaAa+hj2HT/ANgR/PO7H/D22M5nXy4r38Xk7iZNFOQsRyQzjt+gqgCyRqVHaTo+ACPwWdRiSSped8TSbVmGpA01maKGJfd5XCqP7k8r/SfVcGbwlzJXBWow1rs9NnFkSRN6chTvDkL4Y+3j7jnJ1707k8zkumL+Imq9+JyAsy17bsscsZUqSCqk94B+n7eTvlQf4e9R/q9DIpLjQ9HMXsgkAuzxrNHaZu4F1QMjqNa1sHbb8e9Ws3l7MuaRefo1uvPFZhSavKksLjaujBlYfkEe/PGDI0Z7E0EFytJPCNyxpKrNGPPlgDsex9/xyHqdMV6nSFzBY71MbFOk6q8Vh5njaQsS4eT6ixLFvP3P/PKZlugs9mfhHD0tdGFhysNVKyWoJHMeo5Y2VdGMEBhGvdr7gHRHgRVzv+fpTTK+Qp2az2a1uvNXTffLHIrKuhs7IOh454R5rFyVmsx5Kk9dJFhaRZ1Kq7a7VJ34Y9y6Hv8AUPzyjdY/DybqG/1ReL1BNksSuOrQSbMYkG2E0h7SQysdKQDoDfudDnzHwsqz4npOtjqGIglx+TrXcgxTQnRI+2ULpTstpfB0DrzwlP4KXwNFOUx4irSm9UEdkAwP6y6lB9u07+rex7cgcb1ZJP1tm+n7tKGqmOrx2ltCz3CRHJA7lKL2Ea8+T/flcufDdl6tuz1YKsvTdvELjjQN2aq0faTpF9IaMRBOwdnbE/wefJ/D/MLlMtZxCYX0Z8fRp1obbvIsZgcEk9yN7AfST3eQCRws1N5+g8nG7t7NJiyuPmotdhv1JKakq06zKYwQdEFt68HxzikzTy3sMMXWiyGMvtKJb8NqPsg7VJXQ3uTuII+n20SeZzF8Pup63UQztaxiTaizM2TSpJPL6MiTQrGysRHsOoB7WAI+o7A9uWnN9JWr/W3SGZrLRq18S95rKIx729ePQKfRonuJY717/fkrF7v5wLCmL1viTcucc9T18TVqxzxlHazYFuIGAgbUelvvYn+wA8eTzsjzOLkvijHkabXSWAridTIe06b6d78HwfxzOOn/AIa5Gj070PiLlmmy4DITW57ELMGkQtIURQV1pu8BwT7A6J58Q/DbKxYXB0klxqNQ6qGbftd+01+927F+j9+mA14Hj35pQ3DvLz+EdMrzviaDT6grWM9Lh5YbFW+sbzxxzBf60KOqGVe1jpe5gB3dpP2Ghvkxyo9HdKLiM91FmbtWmMnkbjsliGV5HNb6exWLgdp2DtV8e3k65buTQPMccccAccccAccccAccccAccccAccccAccccAccccAccccAccccAccccAccccAccccAccccAcciOr8rNgulsvlq8EdiSjVlsiKRygYIpYjYB+wP2/69+R/TfU0fUHT2LepexsWcuY6G+1Qv6hjVwpY9gYN27JXf2Ovf24BZ+OVYdcYmHpC71DkWenVoyyQWo3AZ45UkMZTQ3slta/IZT43yVbMiKKlLbo26sViN5JZJuwLU7V7tTEMQuxvyNjY0SPG28biU45Tev+toOn+kc3k8PLQyN7GpE0lb5gH0/VKhC4XZAIbuA8dwHg/fljGWoxhVs3akM/ZGzxvKqlfUPamwTsdzbA/J8DlhxI2HfxyN/X8Prf6tj9fN/If+ZT/zP/s+/wDmf7Pf+OQPSXWaZifPpk1q49cdl3xMRafxMw7e3ywH1MW0FH9vPII1Lhxzxr2YbULS05op0DMndG4Ze5WKsuxvyGBB/BBHKn8Put4OpemMfk8maeNtXZLCRVjYBLCJmDdpOi2lXuOh4HJJYZcuOeNW3WuVI7dSxDPVkXvSaJwyMv5DDwR/PI2p1T0/c38pncVPp44z6duNvqk/yx4Pu32H3+3LBCY45wrmMY7AJkaTE2GpgCdTucAkxe/7wAdr7+D45xSdWdPRZCrRkzmMW3aUNBEbSd0oLdo7Rvzs+B+dHXseMgTfHOGpmMZctJWqZGlPZeH5lYop1Z2i7u31AAdle7x3e2/HIfrzqqLpnprL5CuKtu7joFneo9gRt2s2gToEjfnXjyRrY9+RuKsqU0RZuORFfP49cYlnIX6VVlrRWLAkmVBCHHgts/SCdgE++uSNy3WpQGe7YhrwhlX1JXCLtiAo2fuSQB+SeVqMzKcqUe3HIup1FhLkAmqZjGzwlHlEkVpGXsTXe2wfZdjZ+2/PP2bqDDQV2sTZfHRwLClhpHsoFETnSOTvXaxHg+x+3BST45Et1LgllrRNmsaJLIjMCm0m5fU36fZ5+ru0e3Xvo657S5vExKGlydFFIlILWEAIiOpT7/6D4b/0n31wCQ45X+rOpq+Cw923C1OzPVeJZIJbsdcKJGUbZ3Ol+klgD760PfntluoalGWWNbFEtXaMW2nuRxJVDkBfU2SwLAntHb9RGtje+WATXHIu51FhaU9iC7l8dXmrIJJ0lsojRKfYsCfAP5PO2e5WgpPcnsQx1EjMrTu4CKgGyxY+ANed8gPfjlJq9au3xAyOEtpQgxdTFjJi6tnuDIX13MSAqADZPuNaO+W+tdq2m7a1mCZvTWXUcgb6G32t4+x0dH765YpImsHvxyldN9ZS3Oouq6GbShjq+GnrwJKJyQ5lXY2zBRskqANe5158ctSZKi7yIl2szxyiB1EqkrIfZD58Mdjx78gOvjnglys9Z7CWIWroXDShwVXtJDbPsNEEH8EHnDR6jwl+eGCjmcbZmnVmijhtI7SBTolQDsgffXAyJXjnAc1i1haY5KkIlWVmczp2gRnUhJ37Kf3fj7895b1SKP1JbUCR9yp3NIAO5tdo3+TsaH32OAdHHOOPKY+WURxXqryGZq4VZlJ9VQWKa3+4AEke+gee1W1Xt11sVJ4p4G32yROGU6Ojojx7g8A9uOQdfq/pqxBYmr9Q4eWGsA0zpdjKxAnQLHu8AkgDfueSYv0zO0It1/WVzG0fqDuDBQ5Ujfv2sG1+CD7HjIHTxyKm6jwkBQTZnGxl4PmlD2kHdDrfqDZ8prz3e3PdczjGiilXI0jFLAbUbiddPCACZAd+UGx9Xt5HA3HdxyOlzuIhqmzLlKCVxFHOZWsIEEch7Y33vXaxBCn2JHjnFR6w6cvJekq5zGSRUXSOxItqMohfXbs71ok9o/JBHuOWGSSe454V7lWzPYgr2YZZq7BJo0kDNExGwGA9iQQfP25AdVdUJiYN480rk8N2rVtwmzqSuJ5ERSVAJ3pwQD27HnfIUs3HOKTL42JykuQpo4nWqVaZQfWYbWP3/eQRpfc75Xuv+qLnTVnppKtSvPDlctBjZJJJGDR+oT5VQPPgN5JGjrweFUsFu45HJnsQ8rxJlaDSIJCyCwhKiM6kJG/9J8N+Pvzrht1pp5IIbEMk0aq7xo4LKrb7SR7gHR0fvo8EPbjnIMnQM8sIu1fWikWGSP1V7kkYbVCN+GIIIHuRzml6hwsWNGRky+OTHlS4smygiKhghIbetBiF/uQPc8AlOOQlfq3p6xUSzHnMWYWg+ZDfNx6EXf2Fz5/aH+kn27vHvz5HV/Txy13G/rOPFulD8xYQ2EHpIO7uLefHb2kt+AQTrY5YG8neOR8ebxMkixx5OiztV+eVVsISa/8A7wG/8v8A3e3888KHU2ByEyxUM3jLUrFVCQ243YllLKNA/dVJH5AJ+3IIJfjkfWzeKtVo7NXJ0Zq8kbzJLHYRkaNDp3BB0VU+CfYH35IcAccccAccccAccccAi+qsW2b6YzGKSUQvepzVRIRsIXQrvX31vlS6c6Fs4/N9OZK5ZhDYPEjFItYHutgAANISBpfBITzonfd486DxwNxmU/w3lzfw6zOGydkUMhmrz5KZo/6y15GlDhANr3AKqqfPvsj7cs+ep5/K4WxTFbp9WkQqyXFktQzePAZNJ2jej/q/Gj78s3HDVIvYWXMmO574Z527U66StaoyTdRx48I1mw+4mgGn7iI/IOhrQA860ABy0dK9MZjB5XJTTtj71PLTR27CTSOZKsgVQURihEqL2jt2EI5euOWSTRIycfDTJ/MMhuUvlx1gOplfbd5j+8RXWg29edkf259Y3ojqSrZy/fB07JFe6hGYWSaSSWSGMkAiPcQCShR9MgJ1sjQ9+atxyTqWaRd1IDo/D2cBgZaMrRTSi3bnjIkYhllnklXuJBIOnAPv5B8nlB6R+H/UWNwuFxORXAiCm931bcMkklgLPsj0mMalB3EBgCO4AeR5B13jkhRHAS/2Sn9N9N3MT8MKfT1uDH3rkFT5d45JD8vIf5JQnX/4nlSxPwpmqdGdL1QMVVzuGvw35pYELJdMRcorydqsNh/3EN2+dA813jmnict7TKSSS2FDv9I3hnsT1Dh4sXTv1mmktY/Z+XsPKAHk9RUBEvjXqFCSPcc9bfSV1+uY+oq36cqyYV8XLUkVmRGaT1O8aA9Rd7BU9ux5351y78ckUg0m5kzzpXorJ4zrmn1BdloBEwf6XLXrFgkbiYOvpL2gLGANBfcaHliSecnU/wAPspfyHXElG3Tav1RVhib1yyNUeGPsXQAYOrbJP7dfzzTuORqVDCcVRnuK6FsYzqDMWZhjcxjc3DUht1biFBEK8XYpUacSb99Ht1+eTPxCwVnP4irVpU8dZliu17P/AMbIUVRHKjkLqN/LBSnsPDH39uWnjldasiooKDJ0MaPWUefwtTErBLjTjLOKZPRhKvKZHkDKpBJPjtKfV9yOUj4gVpqOT6pjwmAGRw7YyrXyNStdSk1YQh3BjV0PcnYVUdg99geR43XjgsmWdL9FS5Lqi71JmsDiKUGTpV5IYlf1bVSwo33nuiULJ9X7gdgqPf7duN+H7RdHL09lKeHyS045Yal6wGMrpKxL7AAMTEHRZXbZG9fbmjccPZd1InDkxfM/CvqCfojO4SHNfqTZGSs1f9XtvK1IRMGbtlEe37ta7e1Qo/PncxlvhxkMjjurse96r6HUk0diSaYNJJUZe3aAeBIo7R27Kdv4PNQ45W5v68IqcRBleZ6Fzs9/rdqSYuSDO4yKhBJYtyCRWROwvIBEQfDE+CfKgffazed6OvZr4X0+nHuxU78FeujPGWkhd4u36W8KWRu3z4Hv7H25eeOJfT8JrN3Qy7qb4b5Lqi9k7t/JQY6e/h4sc6U+51WRJfUJ2e3aHwCut6JHLzgKVmJVs5WljIsmIlrvPT23qovt9TKCo2WPZ9QG/c8mOOJpBIu/oyE/DrqG31blc7asY6q0uSq5GCtFYkmjkMKFOyXcaa2PqDDfafsffnfmfhrYymR6hyUttI7GYs1J/TrzPE9Q142RWinCkhzsEkx61tfv3DT+OTSL08Ius3r5ZVMViZun/h5Pj8xkpMi8New0tq2/ezKxdtOzfu0rBSx1vW9D25mXw66Vn61+HHRZltQY+tiu+RLVGwXtMx71Mf7QIv3Any29Aa+/N444WvD8nyNU/v8AYM+xHRNmDo1em8vWxGQhq1ZKla2O6OV43BUgjtJiYqfLqzefPbyMg+GeSTDY+tJnrdhsdmK+WrRXrDWvEK6EPq9qlVJ/2nt17HfNU44dXIVDK838MLGUzeWzDXTXt5GxDYUU7L15KTRRemGimCnZYFu7cfkEDxrZuHT+Cu4roeLD5CzHnrkcTo8tz6FsdzE6c6c60QCSCTrZHnlk45Io8N7CzqY/hvhLYr/DGhg5ZMZTz9WdJnuV4zJHZCTNIiS/SjMn1e32IBH45YOsOi7nU0FKfthw+TSR5pLGLvPDMshVUDCcRbcFVVSCgJAXTDt0dA45XXP7InBigr2cZ8aMRi/WpZK6nSC055LsxiE7CbRYgK5LNrfafsT58eZXpb4YXOlcjj7tS5VywjxbYmzUuho4zG8xlZkYB/A32hCuiPuOatxxd8yyUij0fJjeo8nNDXx93C5SOtFJSsntWmsCkKsSBCrJ5BCnt7Tsje+Q0vw4yLU79dMjAg/X/wBdrH6ik22DGGZNewI8EE/Y6Gtc1DjhUqrqn2RHWjujXcqnTPTE+N6v6l6htWI/WzQrA1YtlYfRQpvvOu8ne/2jXt59+QMXQeVgbPVReq2KWSy9bLJPMW9eMpNHI0TDRDLqMBTsa/H40njjWbugdVDKL0v0bPhMhlY7ceNyuOv5aTNLLOpWWtOxGgqEMG7e0afuUj8c+/iV07mOo7PTP6UuPEOLy0GTlazYdGb09/QqrG3uG9yRrXty78cbBJly/D3KT5SO7fkxLqtW/SapEjRwGOc7Uqqgdv8AuGyx2T3nxqc+G/SF7pQ5H5zM3shBYESwQXLJstWCBtgSFV2D3Dx2jXb998uvHE0gayUfpjpC3hbORqWvkMrird9skk1sE2IpCQRtSCrkEDTbUjXseVyj8KLVbD5jGVctYpY67RlqR0GtNbrwu5B74wyqYwCCSu27u7yfp863xxpG6PyOg1nj3Mu6q6DzfUOIsUZHxFUSYeOmJYi5kM6PsB37AzRaHgb0CxPa3g877fQ9+zf6uc2KqQ5/DJQ3ti0Eyxum9a0y/XvewfGtffmhccrckShRengyGT4Z5iSqxklxjTjpAdNLGZHKGQNsTFuzYA0DrtJ3/wB8l8F0LaxuP6Vjjx/T0FyjCtfJW4Yz8zIqw+mrRT9gZSfPcCNkMQGHudH45HVyzUsxal8I8rB0hgcYuWalk8bDYhXIY25JXYCSZn0w7D6iaKnt+jRU/Ud+NYx65ZclkBkHpPjv6QpGJWE37f6hl39P7vbt+3vyR44I3I4444A4444A4444B8zSxwQvLM6xxIpZ3c6CgeSSfsOV2x1TXs1LT9PyQ37let86Kr90fzEJDdjI5Gu1iPDgMp0R/I7er8KOo+lsrhzOa/z1Z4BKBvsLDQOtjY/jY3yOoVs7T6UTHzVqM+SjripFPFORHJ2x6Esm0BQEj9qh9b+/k8jmHBVEqScxOSqZbFVclQmEtKzEs0UmiNqRsHR8j/nlck6/xFhMEmCk/VLWc9Q0I0JjWRY/8xmZh9AXR9xskaAPPK3isl0h8MYcT0h2z5GpFDWryTRlhtpFV5WUbPgMz6G/b78iMb0lct3Ok+pI709jK4WGzTlGRrtWa+pLRhm/cYxsFwe1iwI9ubxR8qZX6vLOGfjXMtMvVEWOyFah1BA1C1cnaGl6XfYjskIGPayr9J8kacKSVOtjzzgu/EPDDp63k8W73XhtNQWu0ckDtZUbaMqy93geTpWIAOgSNc8+pOnc1mslhMi01CJ8XfjtR1NsVZO1kfcvbvuIbY+nW11998jcZ0PmsWuRhqZGm1bKZe7dtqUZHEM6aVVYbO1YKxA7d+3cNec6O9nsqia3n6LHH1nho8Ph7uQv1YXycSyQRwu03qEoXITShmH0kA9o2dDWyBzwn+InScGNxt+XN1Eq5Cb0K7u3Ztvv3A6KBdeS2tex8kDlXx/Q3UGOPQMMP6VNX6c7xNI9qRGl71KfSvpEeFIbyfJ8ePfnNj/h5nlrVmtyYuOxD1U3UHZFPI6mJt90fcY1PcO7x40dfbmkl8t3tduhHPxW3vX0aK3UmJXJR0DcUWJJfQX6W7Gk7e7sD67e7t89u987cnkauMrCe7L6cZdY10pZmYnQVVAJYn8AcomV6CuZTpvIdNWbVdcXayT3xbQt66q9gzmPs1reyV7+72O+37ck+vuj5Oocp0/laklU28NNJIla3H3Q2FkUKyt79p0NhtNo/bmdFN5ey319Eu3VWGFeCYWy6ziUoscMjuRE3bJtApYdp8HY8HwecuS6yxVd83TpW6dnL4uobT0nspCT9JYAs3hR+3bHwvcN8rvVXw3p5ujSSticfjLVZZDXmx9qSq1KRyO507EAk3ob7lX2/nfP3I9FZg/44FazTtN1Fjo6yyWHaJklWAwsWCow0Qe7x9/GvvwsnI1oTdfrvCphaFzKXIKdixjUyclVHM7RRFVZm+kbKju/doA6J/PO7F9XYLK3hToZKGaw1UXVUBgGgJ16isRorvx4Pj78zin8Pep47KSSjChU6RPTQ7bkpJcDYl/yRpSdAj3A8+fbnXjuieq6VjpySMYNXxmBfDu7WZJB3nQEoQwgMAEU9pI3sjfjZlb4lcaXl75F3HWvTu5QcrCpjhWye4MvfEz9iumx9as5CgrsEka3vk1RuQ3oTLXMnaGKESRtGwI+xVgCP+uZbb+GmQy2YW/1IuOyiTYGHGXKzWpolmsJOkpdWRR2Ie3elAAPjWiTy79B9PTdM4M46W5NYiErvAksplNeM+0YkIBYA7OyNjevtzWhGerdX4Jb0dP59TPJMa8YWNyssg/ciMB2sw35AJ153rR5zU+vOnLkGInr3pGhy071qbmrMBJKp0yHafQdg/u1vR17HmZJ0xkOj5vhzg7LV7VDF5SaRb0TMGZHEjFpIyuowC/bvvYH+N65YKXw1yMeMwuKnuVPksXl5MgsyF/Umjf1CVK60jAya8M2x58e3Mp3y8vkHTK8/C5mgUuoMXevPUq21kmV5I/Ct2l0OnUNrtLKfcAkjz+Dz4zvUuGwTImWyEFeV0aRIie6RlVSxIQbYjSn2H8e55V/h50GOlqtSlcpYa7+ns5p5MQBbXaxP0kdvg6JBYOd/j784+s4skPi/wBJW8ZTjsCKlbR2mkaKJC3b2hnCNonXga881SUryI6Ju8y5DqfDPjaN+K8k1W8O6s0CNK0o0SdKoLeADvx4++ufKdVYSRolhyEUvqLCwMQLqomOoixAIXvJ+nu1v7czvE/CJ8Nn485FJjsnYn+YW7QuxEV2WaQv/TbTdpU6H7T3Df7d8krvwxhbqOPL4WCpgb8bwlLmPmde2NVUNEYNemwIUrv6fDAkHWiSVJDpMF0TqjDPmocSt+M352kSKPtbUjRgNIqtrtJUEbAOx9+ctjrnpiCeSGXO48SRxPOw9ZdBEbsYk+w+rx7++/xytR9GZ+XqjpTNZC3j5psLNf7xGWjWWKdWEfagXSFfpB99+5Ynnj0x0f1RgvhecHUmxFbP15GarcVjNH2vY9Vge+L6fG19m8gHx9sqsGmkstpcOkM++extmzYqpUmr2HgkrrI8jxlQDpwyKQ2iDoAjRBBO+cUHxC6ZmSBkvygTZL9HXvpzpq34/pMCg7T5Hvoe/nwedHR+BnwU+fM0qSR5DIm7EQ7OyqYYkKsW87DRt52djXt7ClD4aZP5hkNyl8uOsB1Mr7bvMf3iK60G399kf25VXPYHBdr/AFt03QtrWs5esJzaWmVQl+yZvZHKghP/AMtDn7191E3SnStzMpWhsmv2f0prIrhgWAP1kHyASdaJOtDyRygZfoHqe3hOr8dCmF/+dZdchDI92UemgZDpgIT5/pr7HX1H8ebV8U+nMt1f8OrODorQhyFv0fVM07+lF2Ort2sIyW8robVfB349uMOSbvL2HnBKZzrXpzBNaXKZavC9T0zYRdyNCHOlLBQSoJ+5/I3788+tusKXTGGv2iRZuV6j20rIGPco9izKp7FJ8dx8cpuZ6G6kv3PiFNGuHUdTVK0EIa5J/RaNOwlv6PkEMxGvwB99j8X4eZ70+qCZ8YG6kxkVOxH6shFWSGAxRsjdg9RW3s7CEb8d2vOXPxd7fRVHyWz+e+RNP8RI6AwsmYrwxUrmJOSsWYpGkeEqqlh6CozFR3g929AA79uSVzrzFDFSWca7Wp2xjZWtHPHJWjmhHsTLIgRATr935B1o8hY+icmepenXtJjbGFxuJkxc5adxLOHRVJ9Ps0Btda7/AGO/Gtc/KXQmTxvw66g6fr2qtyzcino0nnZo1r1GDrFGzBWLdgdm9vdiN6APOmOKxv6uPyDnhmFO7ovZJZL4g0afRv6rpGyTYb9XShGWkIQp3DuZV8J3fT3kAc/ML8R8NYxFaXKTvWyAw0WZtwrUmKxwsqlnU9p7lBbXgn2P4PKvhvhpnMdi8zU+cx7LmMDFi7Cl3PoTRQeiro3b9SEeSCFI399eeix8NMmsi/L3aUqN0gemXL90ZV/9MoADbH5Gx/8A5w0pd7fRumRfb3VOGo1I7Vq6EgeAWe/03ISI6076H0L59219/wAHkrNYhhrPZmmjjrove0rMAoXW9k+2tfflAxHQt/B5DN2aNmpbXM0qtSdZ+6P0DBD6QZdBu8MCSVPbr8nfj2y3w5jt/CL/AANXyLxqsEUQtvH3klJFk3279iV1rfgH765MUVjh++jOGXE8fz2e+O69rX+ubOGiRY8dXxYyD3Jw8RO3AHhwNKBs7872PbXLTistTyqSNSlZ/T13K8bRsNjYPawB0QfB9jzNuqvhnkusbOUsZi/ToSZDEw0HFUNOEkjser3juCbU9q+P5P42b10vhxjo5J7GKw9HIShUnkxya9btGgzN2Kfz9J3r8nikXtfaBWb2LvJ4/wCKov8AHidLNSspZak14WGKemyBwnjRJ3s/cDkVR+IlS5lTWgqSPCMu+EZkfulSdVY9zRgeI/pb6t79vHvpY6ezT/Fmv1KkeO/TYscccVNlxMQZO/v7fT1/Hb3f88hJfhc9nqLG5iexAmWp5T5+TKoz+tZh7yfl2j8Ko7Sq7BOgvgfURyYdJNYlnF08lixXX1LIZ2pj/lpoor9i3VpWCQwnet/mbA/aD9XaT79h3rxuwZfN47EGJb9gRyzK7RxKjSSSBBtyqKCxABBOh42OUrCfDuxjs5hpWvwnGYe9duVoljPe4sA6Rjvx2dzfVs93jwvJXL9OZNOva3VGFnrSN8kaFmlaZo1dO/uDJIFYqQT7dpB1rx78bL080DisXXxU7sn1x01jI++3l64Hy4tlY9ysIT26cqoJC/UDvXts+wPOrFdUYXLZKWhjshDYtRxLOUTemjb2dG1p1+21JAPg8pvU/SXUV7qnqG/j4cQamRw36TEJrkkbqfJLlRCw1tyNA/YHY3ofnSvSPUWP6j6WuZCLErVxOIbFymC5I7ufp06qYVH+geCf9R8+PNUa3n4XMml7vL5Fm606vo9NY3JsXWfJVaEl5aahmZkUHRbtB7VLDXcfHPjDdZ46bAYe3lLMFa7cxsWSlhQM3pRsoLSNrfbGCddzaH5PILNdC5OfNdZWKFyq1PqXG/KSJP3B68ojMaspAPcumOx45yYf4ZPisxUtTR4rNVHxVbGW696LQUwqFEse1fewNdhCgnz3fbkWVbz9FcVvZ7NIvX6tGk9u3OkdZQCZCdg79tfkn7AeTvxyPfqbEIIAbZ9Wd5I44BE5mZkG3AiA7/pHk+PAIP3HIfr7owdS4PEUqctao2JuwXq8bQbgcxBgImUHwhB143ofY8iepfhvjs7Upd/T+Kp2omll7qFuSqYJX7f6iukYEhPYNlk/H/IhaYOsOnp80uJizFJsi0IsCD1QGKFe8EA+57fq17geT45yr190w2PyN79XiWrj445bMjo6hUk/y2Gx9Qb7Fd7+3Iep0dmqOatZBMrVu2bWGjx0lm1DphNH3FZTGNhgxbyuxrX35FZH4cZbLRdWG9fqJPn8dVru6lpPSmh3s+QNq3v4C63rXjZmKmV5+FzLhrnu7T1fItP/AIidLMbvpZUTrTq/PTPXglmQQA6MiuilXAOwe0nRVt60ddNzrfpqlQp3bmZqV69ystyAysUZ4W7Qr9p8gHvX3H3/AIPKxneh8xlMzk7olx8S5HpqTCSJ6jsYpSWKuD2fUv1ed6P9+OnOhsriOtcPkJTjrOMpdNw4GTcriR2RgxkCdhXWxrXd/O/tzTWy6vtBnC9pboOrMHZywxlbIxTXWeSJUTZVpIwC8YfXb3gEErvYH2589NdRLl7d6jPFDXydJY3sVo5xN6Ik7uxXYAAP9B2o2B48kEHlZPR+ftdUYXMZK9TmOMydqWONCyg1JVYRgAKFDrvR2CW+78tfSuGjwtO2i1adaW1cmtzfK9xWRncnuJbz3Ea39vGh4A4iklkmeOOOQDjjjgDjjjgDjjjgDjjjgDjjjgDjjjgDjjjgDjjjgDjjjgDjjjgDjjjgDjjjgDjjjgDjjjgDjjjgDjjjgDjjjgDjjjgDjjjgDjjjgDjjjgDjjjgDjjjgDjjjgDjjjgDjjjgDjjjgDjjjgDjjjgDjjjgDjjjgDjjjgDjjjgDjjjgH/9k=" alt="" height="167" width="538" /></p> <p><span style="color: #ff0000;">Utiliza pu</span><span style="color: #ff0000;">nto ( . ) para los val</span><span style="color: #ff0000;">ores decimales</span></p>
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No, case is unimportant
Yes, case must match
Correct answers
You must provide at least one possible answer. The first matching answer will be used to determine the score and feedback. Click the icon next to the answer field to edit the mathematical properties of the answer and the question.
Answer 1
Answer
Grade
None
100%
90%
83.33333%
80%
75%
70%
66.66667%
60%
50%
40%
33.33333%
30%
25%
20%
16.66667%
14.28571%
12.5%
11.11111%
10%
5%
Feedback
Answer 2
Answer
Grade
None
100%
90%
83.33333%
80%
75%
70%
66.66667%
60%
50%
40%
33.33333%
30%
25%
20%
16.66667%
14.28571%
12.5%
11.11111%
10%
5%
Feedback
Settings for multiple tries
Penalty for each incorrect try
100%
50%
33.33333%
25%
20%
10%
0%
Hint 1
Hint text
Hint 2
Hint text
Created / last saved
Created
by
Admin User
on
Monday, 27 June 2016, 2:18 PM
Last saved
by
Admin User
on
Monday, 27 June 2016, 2:18 PM
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