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rM7HOtLfWVGfKXKPtcq+OTmmyzpapjoPtGhbwtFS1dA333dR6+CTKzCysKin2PPJspp6bJ0Xoyx2Kq7uzrchbIc9ZlKbjRM/sE4l2tA5I00BI6k8zDgYX6ly4GDivbol1iZa2jvbaUc2MEEEAAAQQWU2C+I3X6tlMd9qstBw6K0LzzaMul5o4SW7rJbNtf7zp7xGYyW7ZUtF260nbpaoe92VV3VR6+eDrBbDHtbbQ3N2bKP7eZZ1z2pg4xme9RtNuinon2J3YxQVkTBIwIrI2z/sO+Aw8LDj3Yufvhj/MfHigY++mRv6S+OrJrz5fHT375/qkv8t8d3pYp4nXxkYc/KfyioOjhjw/+w74Da+Os2uVmnrw9Kc1Me2YkT7/TZraIp0+6TpotLf3SxO0aeeIa9xNJejwSmqp9kfq8a3jaMyU/ZiSp32mq7JqQJt2VchqW5yaPkdT/lJn7F6ddK4tI9o525eHqn5Y8I27fUyXxi+lF1Nb9p5e/zc4+Sepr5VuPAAIIIIDAYgrMd6TeV3jFVZ632fezunnHeZf9RLFOGs6oPtvsPPC6sIhJyIpPzoo/eE0Tqc+U+Wbi9wrk8pCX/NMwgMByEtiTkP6wrPzhjw+O5PzoQfYPn9z89cMD+YPWTSO7bI9r6/5793/515GRyd98OvLDnLHDJQ/e+sEX7x4e2WV7WHZsT0K65luQ0z4kTXdXW0y+AX/GDY7UM77QrERn+b9Dn53XzE0O4uEjtRyytY3N/sUFzUe0Xuu1i4uRszZ7h23SzukckqSxz5R29+X0WQfJ8BQBBBBAYFkLzHekfnortZdv15W65qB2a5cmUje77KpH2V5aqUkPESjQmPrGl++dGPt5xcievU9af/XX6emZx/80ff//++eGppGcfX/ZsvXJzV//dWZm8v9uE5XWlWfHioq/KCn98vS5htQ3NEeiGwPSTO9lEXPzbw1LE78978+4QZHac6+9tq4h6FF1NF+eW6AyZGzK30otSZ5pj0dS2rwD7dZzi9TKSmacaHUFak56XB+f16vo0Hy+2W0j3iVqF2RrGxEN2o/cJdrxGg1eQgABBBBAYJ4F5jtSW0xKLfW5mxfqb5b5a6njtA3McbYD9a6zF1vqmp2FOzK8v4VBhR/BrdTJsRmnjzd4Uzg/nwhEhsCdd/JGbe8MbrAOWjf+2+SkUv3w17/+dfzs+X++2vi4tu4vr2Z8WXnmX/48+EXhofEz5waTNw9akkdt79x5J08tYHUEAmhLvyTduy4i9dSAy9He/Uhb+KFbYdHvlOcmKkM8/W5vqUZ9pRygp/s+b3fcGVdH6u6PfPXWxRW5uzNNSp2JvLimc0o6D+Tjk5+PS9L02P2uW3LJx63bA2MekYlP+g92qlrqY/VOh6PT3TMyMeML8f7JzBZrUXufRxq73TUkiY2yql5SazCMAAIIIIDAfAvMb6SOt31YcqpR9bh2qr7tksjBZf5aalOcbc/FDntddWJc8ssHrtU1dxw/kh8fF1JLXX9lp3wV4ztHG0s+uHmpwWW/4rxApCZDRJbAyM/Kht/MGtxgfZD1ljrr/sufB//b7/7zv01NTX56a3h71pNf/frLyjNfFB56kPnW4Abr8JtZIz/TVEb526RNvpoNMUaSRGH0jBKpxVV9/rJmnYH6SpNZRGpf4bXFZM7M/rjXM/da6pnJofv+SyH9kbqhe0oa+7xSc2jL6xyTpLsNvmk+6fUWcMtVKBOjA31d7u5hSRpsV4fmjGr3mEfy3BeV4raPeiYkaeJea0GabyaRtWNouNg0BBBAAIGlJ7AwkbrlUrPr1DG5Ww9bXkJyRkzg8kTb/jpX3cXTiXHeH8KY75YXFsrtbapW6pd3VRf5onnRkRM7bHkJCZt1CrKXni8/hAg8k8CDn5UOb8/6y6sZD3Zk+yP1Xz2ev/7bv8380z/9y8DAzJPJhwcL/6nu3395+uwXBYcefD97aHP68JtZD7SRWl0mIVqp7zv9IdtX+NF6V1U8rY6w3uGeViVS+65fHJnwSNKMJOlE6meopVbm6em5rq70yPio16NUfof/Citt7V7Mouvu/klJmh763O6fj/W99r4nkjQz2ecILgR/po+AiRFAAAEEEPgKAvMbqX0rVFbW7JKrny2JR5z+kmilxw/T2vQYs1wfkltddKrlrOjTw3nqXGNh0aGUzRniJeWxMS+4rz250Xrb69qrsvzTM4DAMhT4/d7cLyven/jkl8OZO/7tyZN/HX34T1d+8eWZqrEjZcPbMoczto3u3jv8+ptPWn/1xbuHvzx5+kHW209u3Pyy/P3f7831fd3kr0zrgDTVUysEMh2DoqU5JFJbTOZAqXTQJYO+Hj/yT7YpVxP2utvamy4cztDv8eOZIrVoUR6bkSSPaMPuuz8w9HhakqSJnlbbbJ+XaC9XXYNY47jdWVskKky0D9uxj51VeUEjeYoAAggggMC8CyxApE6OTdqVmPF23Br1xmhrqc1v76lx2a/eLCrydVB9sLrc7rLXVSX6fzL3NtobnOW+tmq5mOTaWQo//D4MRITAL1Jff3S0Ynj790d2/vDxpQ//8sb2wcSUB9/7/viFi08czi+Kjwxv/d7EtV/+11vtw9syH71/8sFbP/jLG9sfHXvvF6mva8JlsXtMGneJ3ppFocXdBt1O9PJPfhJa+9EzJtclB+ZW3dl3v7NK4S12dt/vaSm2mD7p9Qy7j5ktOpcnpuWXfOweeqJT+hyYZ1p+Sb1TdKI3NeC60VAil18HXtX5KFvvTk12f6Q+hjCMAAIIIIDAEhJYgEgdlJ6VjU+OTcqKX5vs/RF9tepsc1thltbl9eoLzc79Gb6Rexvt9dWBhC1+dHXn7Jte51eZlxBY6gJ7EtJHS4+OHf7ZFz/92eiedx4WHBrO2Pak9Vcz4+N//dd/9fTc/e9/6Pmv7R3ipfx3H3w/e3Tvj75496ejPysL7kTPnC8qJZ6M9D2aFs3VabqRWtXttKoIRLQZezuulrnC3ZBF+YqJdmtpYtB7v5ihx6JWW3o8cHd4WqeDjrT8XNWtWy7fmZSe9FxWjcndnWndXRrmPi/KFZCl2WmWjLzA1ZB6E+veEWapf/SznlGw8ggggAACS11ggSL1pXNVOmUbWeLuieIRd6ikwXW24tDL/pbsNRmpokTk2o51PkERqevTk+Uuq73/zS/03S+GXyMEIkPgW3HWjn0/Gf3Rj8WdEbN/OJp74KF8b5cvDv10/EzV+JmqLw4VD2/LfHiw8IuCdx/s2Plw/4HRfXkd+37yreBbvVhMaeebbvf2dXUqhRB6hR/y1Yd3roemUqXXDi+piNTj3TrXMsq3UcxpcPX47r/Y5XbcaDiWJ27h5F+c5nOR87e/Rjx0wFugEvpCYIwoMhFnC7P9070jjO9Iwsk2AggggAAC8yCwAJF6156Lgbse+m9/KAYqiv0/tzHbT5fViRso+h919pb9/g71zBbT7nrNe323UTxeuMs/EwYQWO4CL5gTcxNf+3P5+8NvZj069t4XxUceZL396L0Tj46fePiTgoc/KRDDFe8Pv7Fd3FvxJ4XDb2z/c/nx3MTvvmBOnH3b/XcIb+qZ9t3JRURq/X/KnRGVI462/w3VhYwjrhNhc+qxz0a8lSHzcNiafUt5FQEEEEAAgYUXWIBIHfZHV29r5YKQJK44fCY0Jo4ogRdjLbVb33p4+pxojf5JwRdFxQ9/fPAvr70xsss2snP3X7ZsHdr4nZG3fyBuqfiD3Q9Pn6vd+taLsREloHdkYAMRQAABBBBY0gJLLVIvaSx+6RFYGIH4Fy21b7w1UPH+FwWHht/MGv1R3tjhkvHT5x6VHx99Z/+DHdmjtn2jP8obKH+/9o234l/kW4MAAggggAACiyxApF7kD2BhIhpLWXYCL8ZachNf63jnwGhJ6aP33h/76c8e5h18eLDwYd5Pxs9dGC0p7XjnQG7ia7RPL7tPlhVGAAEEEIhIASI1kRqBJSrwgjnxW9+w7nkl7RebX++27X9QXPqgpKzbtv8Xm1/f80rat75hfWr9dEQes9goBBBAAAEElqAAkXqJxqkluK+wSggggAACCCCAAAK6AkRqIjUCCCCAAAIIIIAAAoYEiNSG+HRPUxiJAAIIIIAAAgggEFUCRGoiNQIIIIAAAggggAAChgSI1Ib4our0i41FAAEEEEAAAQQQ0BUgUhOpEUAAAQQQQAABBBAwJECkNsSne5rCSAQQQAABBBBAAIGoEiBSE6kRQAABBBBAAAEEEDAkQKQ2xBdVp19sLAIIIIAAAggggICuAJGaSI0AAggggAACCCCAgCEBIrUhPt3TFEYigAACCCCAAAIIRJUAkZpIjQACCCCAAAIIIICAIQEitSG+qDr9YmMRQAABBBBAAAEEdAWI1ERqBBBAAAEEEEAAAQQMCRCpDfHpnqYwEgEEEEAAAQQQQCCqBIjURGoEEEAAAQQQQAABBAwJEKkN8UXV6RcbiwACCCCAAAIIIKArQKQmUiOAAAIIIIAAAgggYEiASG2IT/c0hZEIIIAAAggggAACUSVApCZSI4AAAggggAACCCBgSIBIbYgvqk6/2FgEEEAAAQQQQAABXQEiNZEaAQQQQAABBBBAAAFDAvMbqWNfL96RW656FCeuk1d3++mSU6dTzLOs+r49pxr3bFcmSI7/3onCU40lp+r3790V431X1rbSxgO2LJPZ8nKWehHy8G5brNlievpSZlkBXkJg0QSsu0urPm6tKsy3Bn9HMrMLK2yZOitmfe+64+Oa7ynTp+XnXmhtulCanaae0ma70OpwtDddOJyhmq21rmfikbtENcZkthTc6OnrchZoR1obej0hU2rP1G224qCFWkzmsOss3htuVU80NNWf191S7RLVG8gwAggggAACiyYwv5E6obDl0pU27+Oqy97csmdzVnxyVvzBa/bmxkyzxZRRfbbZZVc/6qsTxQ95WVmzq2yvcEn8qdPe3FZSVL7j4IfHr7rqzpTFiQls++tdZ4/YTGbLlgp5EVc77M2uuqvy8MXTCWaLaW+jdynaZMBPMgJLWSC7oXdCkiTPtPjPfactsPdmFjgGPJLU1xp6vMh3DEpjn1eK7cq5fveJJM1Me2YkyTPQkqdMXON6JEkzk2PD4xMzkme086R3tvmOwem7H2cGgZy8PSlN9dQGFq3MpNL1aPruR6FLV8bYqm5PStKku1I9wSzrHHZVb41Oi/X3SNLMuPtc8LoFrSpPEUAAAQQQWAoC8xup1VuYeqzNXl/9jjf+unTDrpim5nS8+CH3R+pDRQ2u4wczvLPaXHWq2bn/VU2k9r4k0rnzwOvi5zwmQRvcg5OB+iefYQSWlIC9e0oa++150T6d1zkkSd68m3necX9SmpEk3Uid0zkkjdzKERtS1TUtPeo6JtqnD98alqR7rWJWDb2SNH5Lidd5nWOSdLdB3uqczqGZ3stBX5C063c9kiRN97UeVn+FRev1Z+PSvetBI01mi7Xount4Wl49VaTWXee8Vvf9npbSsKua/ZsRaWagSbTEZ9bemZae0i6+pD47VgYBBBBAIHoFFipSJ5SXN7hOFb7t/THWbz9O3/mBq+79Q/I0/kjtH5A/pLjy8ua2wiy9SL3rSl1zULu1fnAPDQSMQWCpCJzompDGXcXKISnTMSh57jSIdUtrcHV11ha19+lF6pLPx6XB9myRjM+7H0tjn1Uom2N1jHgbm0WkHnEodSAif09318mLuDEgDXfKb/QeBK1F17sfS9LjLofc5NzdUKEpPqnr8Tzp8rVwe98illXqdN92HqvumlC3Uuuu840BSZKGHPvDrWrLfSmQ2s91TfhOFZbKBxR0+sFTBBBAAAEEZIEFidRxtv11LntdVaK5uEipAxFFIHLhh/pjiFPSc7L82+lP0ll7LrrqzpXHx1lM5uTEI057w5UtYjhQ+CGmj7MdqHedvdhS1+ws3OFr0tYP7qocoF46wwgsBQGROAdafGsiCjAG21Wh1qkXqUXDtq94QzuBHPVseaIAACAASURBVElFkk6rcT+WPKPu2hOt3Y8kT7+3nkTMv98pf+Mys4823OoZ90iSZ9hdJTcSH3MMiCqRR7236iu9ZdmVXROq1QuOueJVVSu1dyu0q2S22YqVYm7teO+qilOCids13jmntQ9Jk+5zfGcRQAABBBBY6gLzHamTYzPKS+wue+2H6QkWk3lzXHLYkozYvGv25ms7lOsXA4UfFlPCoaJ6l72p41KDy95w84A3MasidZxtz8UOe111Ylzyyweu1TV3HD+SLyI4kdqXzIKjD+OXrEBrSKTWtAprY6iyFQ29qrpn7QTqjFvaOSTXjUgz464T3gLllvv+/JpZe3t8or+r5Zz2msjM8y23Byae9Fz2Xuno7NMJzb7DnHpxAWHtKoUb731vjfuJf5UsJnO49/qWGJgbYxBAAAEEEFhMgfmN1CmlbfamtnIl4Kp//ELDrtzM7Kv6UNdSe3VEeXRSuioapifuLt/2erporq5z1V08nSiarsUj5rvlhYV5Yjh0Kep1YBiBJSjwzJE6s+me5Omy+74a2gzqz7h5zj6PNHG//WRhjajJFk2/IlW39Kvz61yORETquSgxDQIIIIBA1AnMb6Q2xW2OibOY1uzadqS+rMapdP1xoeZa4cE8uZDDzy1XdFxtzBQt2crDX/ghnop6D3WvIL5hpccP09p00bNe3JspudVFp1rOitoS56lzjYVFh1I2Z/g63fPPmQEElrCAKHrWFn54CzOUddYmZtG/R/uQNO6Sr/aTvzvX786ougQR1RRibvI1i/6e8g47BiWl9loUfiiXG55wD01Ne8I/hj47L+YvSr19NdmhJyT+BK95SbvOaRW1N67LV0/qrmqF65Eq5SuFH5ouRJbwZ6fZatYTAQQQQCC6BOY5UstVzqKQuv7KO7mHUpKz4l/N23awutzustecftn7C5Qcn9tY19xRYlM3QmsitWntm6LrPc0jv9DXiZ6cJN7eU+OyX71ZVOTro1pZiijgjq5P1HdOwlYvT4Fi91igsiL/1rDv8kTvbqyNp2aLuDBRc32hJpJmt3kvT2zp18xHJGm5nkRcv6jUaufUNDnaHb6Hq39amhpw+Z6K3qzP5Ytd61zXhE7nej7quURq0QwvDf1mv8msv6qX70lSv9NbPl7X4+HyRI5gCCCAAALLQWD+I7Xct93+DN+ProKSVX+p+eaeZFFdnVLUUtfcUbbXd02hV00TqZ/SSm22mF6tOuvtCUS1oNerLzQ7gxe9HD4VYnEUC1S6HkmenusZZkuG6EBjurta2aXFDVMKikW3ekNtFQXeu8CIyuOh38hh17dji5A91Xs502LKtItLEuWaENFK7RlwFMkl1Mr4HrkvvBNdE6Gd6Jkt/swd9EGIjO7Pu74lytPYbMUVBR/1TEiT3R9VFOSJDuOVm7wEr3Pa+cuO1mPy3Wp0V9X6seic5FZRpimtwtE/7evJRPW91iyX8QgggAACCCwJgfmP1OvKy5tdZ48denmNb4PXZG2pcNqv1qeLn8bkxIMfvuPvoyPwYxkaqa/t1LRSy43W/urquEMlDa6zFeqlZKSKchH/9Y6+pQcWwRgElqKA9Zx7SHQLLf6N/bbG192HSM+Bf8o1i9U9npneJs0tEkXnHq5hcZsY8e9R10nlVf9I+QpFz7DbO94s7t7i7VBP9dUIE6nFDWX6WnXvvSKazwP/vMUqeuusWor+qpoPN/VMemc15b9VzVL8pILON3iKAAIIIBDNAvMfqc2WuB3V5XZxa0P/o672Smaa0lleuF9K0d1e0W7vq5q7MPpvx3il7ZJyl0T5Rzpm++myOu1S7C37dcJ6uCUyHoGlI5CZXRh6Z+/g1bPuLvW1B+u8lLs7OPuK6YsrgsZntw54+p3qrqlN4VqpK7smNN2PBC/0qx1JrbtLg1ZJzCfzcLhN+2pL4V0IIIAAAgjMq8BCRGrfBiTHJmXFJ2z2Pf3b/B6HzE1eir/1Wt0kxjACCOgI+DuKfspXUj/76szwKfMJ+c4yPQIIIIAAAsteYCEj9bLHIgoggAACCCCAAAIIIBAqQKQm6COAAAIIIIAAAgggYEiASG2IL/QchTEIIIAAAggggAAC0SZApCZSI4AAAggggAACCCBgSIBIbYgv2s7A2F4EEEAAAQQQQACBUAEiNZEaAQQQQAABBBBAAAFDAkRqQ3yh5yiMQQABBBBAAAEEEIg2ASI1kRoBBBBAAAEEEEAAAUMCRGpDfNF2Bsb2IoAAAggggAACCIQKEKmJ1AgggAACCCCAAAIIGBIgUhviCz1HYQwCCCCAAAIIIIBAtAkQqYnUCCCAAAIIIIAAAggYEiBSG+KLtjMwthcBBBBAAAEEEEAgVIBITaRGAAEEEEAAAQQQQMCQAJHaEF/oOQpjEEAAAQQQQAABBKJNgEhNpEYAAQQQQAABBBBAwJAAkdoQX7SdgbG9CCCAAAIIIIAAAqECRGoiNQIIIIAAAggggAAChgR0I/WG0OjNGAQQQAABBBBAAAEEENAT2KATqVeaidSGTlP0oJkhAggggAACCCCAQGQKrDTrRurVCYRCBBBAAAEEEEAAAQQQmIvAytUJOq3UK1atn8ubmQYBBBBAAAEEEEAAAQRWrFqvE6mfi1kHDQIIIIAAAggggAACCMxF4LmYdTqR+msvrKWcei58TIMAAggggAACCCAQ5QLqQuqvvbD27/zh+msvrKX2I8p3DjYfAQQQQAABBBBAYC4C6qqP4EhNQ/VcBJkGAQQQQAABBBBAIJoFgpqodSL1CiqqzZHZz0s07/dsOwIIIIAAAggg8DcUWKGqolYqPjSFH8ooyj/+huLMCgEEEEAAAQQQQCCSBIJKPsJGarmo+pVI2nK2BQEEEEAAAQQQQAAB4wIrVr2ivhDRP6zTSk1btXFu5oAAAggggAACCCAQYQK67dOztVJ7U3XMOrrVi7Bdgc1BAAEEEEAAAQQQeFaBleYNofXT/iZqncsT1a95g/Wq9QTrZ3VnegQQQAABBBBAAIEIEBBhWnWXxNCorIwJW/gR9IbnYtatWLV+5eoEOV5viAAgNgEBBBBAAAEEEEAAgRCBDSvNG1auTlixar36/ohB2Tjo6VwjddDbeIoAAggggAACCCCAAAKKAJF6LbsCAggggAACCCCAAAJGBIjURGoEEEAAAQQQQAABBAwJEKkN8Rk5m+G9CCCAAAIIIIAAApEhQKQmUiOAAAIIIIAAAgggYEiASG2ILzLOq9gKBBBAAAEEEEAAASMCRGoiNQIIIIAAAggggAAChgSI1Ib4jJzN8F4EEEAAAQQQQACByBAgUhOpEUAAAQQQQAABBBAwJECkNsQXGedVbAUCCCCAAAIIIICAEQEiNZEaAQQQQAABBBBAAAFDAkRqQ3xGzmZ4LwIIIIAAAggggEBkCBCpidQIIIAAAggggAACCBgSIFIb4ouM8yq2AgEEEEAAAQQQQMCIAJGaSI0AAggggAACCCCAgCGBuUbq52LWrVi1fuXqhJXmDSbxsPBAAAEEEEAAAQQQQCDiBDasNG9YuTphxar1z8Wsm2PT9dMjtUjSZGhOIRBAAAEEEEAAAQSiT2ClecOKVeufGqxni9QrYtYRpiPuxIs/LyCAAAIIIIAAAgg8m4AI1rO2WIeN1CtWrSdNIoAAAggggAACCCCAgCIwS3O1fqReseoV7BBAAAEEEEAAAQQQQEAtsGLVK7pFIDqRmvZpNRzDCCCAAAIIIIAAAgj4BXTbqoMj9YqYdf43MIAAAggggAACCCCAAAJBAqF11cGRmusRg8h4igACCCCAAAIIIICAWmCleUNQ+YcmUlPyocZiGAEEEEAAAQQQQAABXYGg8g9NpKaJWpeMkQgggAACCCCAAAIIqAWCGqoDkfo5qqijr/dy9Z7BMAIIIIAAAggggMDcBdT3VgxEaqo+5i7IlAgggAACCCCAAAJRLqCu/QhE6pWrE6Lchc1HAAEEEEAAAQQQQGCOAitXJ/gvUlRFavOGOb6fyRBAAAEEEEAAAQQQiHIBdTl1IFKbiNTUUiOAAAIIIIAAAgggMFeBQFd66khtifJTDTYfAQQQQAABBBBAAIG5C+gUfsz9zUyJAAIIIIAAAggggAACRGqa5BFAAAEEEEAAAQQQMCRApDbExzkZAggggAACCCCAAAJEaiI1AggggAACCCCAAAKGBIjUhvg4J0MAAQQQQAABBBBAgEhNpEYAAQQQQAABBBBAwJAAkdoQH+dkCCCAAAIIIIAAAggQqYnUCCCAAAIIIIAAAggYEiBSG+LjnAwBBBBAAAEEEEAAASI1kRoBBBBAAAEEEEAAAUMCRGpDfJyTIYAAAggggAACCCBApCZSI4AAAggggAACCCBgSIBIbYiPczIEEEAAAQQQQAABBIjURGoEEEAAAQQQQAABBAwJEKkN8XFOhgACCCCAAAIIIIAAkZpIjQACCCCAAAIIIICAIYGFjNS79lxsO164K/Q8Jvb14h255TqP3bZYs/7mibeIV7O2lTYesGWFzpMxCCxbgczsc60t9ZUZ8s6ffa7V8UlNttlS1THQfaNC3qiKlq6Bvvs6D98EmdmFFQXFvkeezZRT0+RoPZljMVV39nU5C8J8rUxmS8GNntknECtQ2TUhTborQ7+bNpt/odoBW2boxJW1jvba0tDxjEEAgagWiP1009a+lDC//knr+1KTr6p8DloT3MkvHVSNCX98W7Y/Cmzd8hBYwEi9rry82WX/4ERcyO6eeMRpb+64dKVN82hw2eurE8XEZWXNLrv6caZMvEW8attf7zp7xMb3BIFIEcg8eXtSmpn2zEiefqfNbBFPn3SdNFta+qWJ2zXyZta4n0jS45HQVO2L1Oddw9OeKfkxI0n9zkAIbh1Q5iaPkdT/lJn7FxfsWdrgcLR7H3fGJWny7m98Tx0NJd4vtbNPPUfVcF9r6AFRTKw3PnRKxiCAQMQLJH3bvTFJfmz8Y+rW4U0bfU+/fVJse8zlZOXVtOHU7/5BmTL5RbPF9POU9NFN638e8T5s4DIQWKhIvWbfOxc77HbnhWbX2SP7YrSp2pePNV7akZvjkrPi1lhMcenxyW/Gxll8rxKpNWjBMUjrzKvLQCCnfUia7q62mHwD/owbHKlnfKFZic7yf4c+Ox+0jS39s0RqnZZm/+KC5iOat/XaxeWRnVWz7WlhonNO55AkjX2mtLuzGyOAQLQLxDVZ4+XH+q7UrYMb1/uexr0rZIjUwcfk2Y660b4vLZbVfEfq5NikfduONF5ocl36oCpljSVme9Xxqy57feP+vfvi1yYrm+3Lx5qdQDtSNFSX7bWYMqrPNjv3ZxCpNVaLtfew3L+9wI0Baab3sjhW5t8aliZ+e96fcYMitedee21dQ9Cj6mi+vEqBypCxKX+kliTPtMcjqVqpnyVSy4dva1GD43avL1v3uh0NBWlP2xVFdJ50nwuezNY2IlqxH7l9LdzBE/ztbfkFQgCBpS+w1Zo0mLp1VFvd4V/tzdaNo6npnyaJ48O7SSKC/3rjFlqp/T4MLKrAPEfquLwDtW1nz1Rvy0gP/EDGvZly8MPjtW0Xjh1SRsrpuT49OSte9Ug/ppR2KD+0epH6yrV3cqvKrlD4QRaJHAGrY8QbeeVKD+nedRGppwZcjvbuR9rCD1VZRWCw3yl/p0RliKff7a3TqK+Uyzym+z5vd9wZV0fq7o989dbFFbm7M01KnYm8uKZzSjoP2GbfGPBI0sRwj0upAPm8Z+iJJHkGWnL806hqqU80tDjab93uHXosSSGF19ai9j6PNHa7a0gSG2Vd1INg4NDEaiCAwKIKPF9qTe5L3frHlDXOTW+Mbk5uSnxeuz7PX92YMZq6dTAlbrPFdFIuBenalEGk1ipxTFssgXmO1GvfVKfkkGFRwmEyWxIKWzRV1P6i6ounE7w7il6kFuXXHXWikoRaan+mYWB5C/jbpE1KpO53ijGSJAqjZ5RILa7qC5Q1hw7XV5rMIlL7Cq8tJnNm9se9HiXXzqWWemZy6L7/Uki/p2g1l+61auJv2vW7U+rijda7qioUz5Pxvvs9rq4RSRpxqBqzM6rdYx7Jc19Uits+6pmQpIl7rU9v7eY3AwEEIldg9eWUpD9sfmM0Nd1tXb1ZHHZialJSB1Pf+NOmpE+tq7fLB6Ica/Jgamqrdd0fUzN+Z/26okEtdeTuFYuVjL/ycuc3UofNyt7Q3LLnVf8P9uwD6kjdsnMdhR+zc/HqchXIbtO2Ut+XI7Xm8kRtbFVHWGW4p1WJ1L7rF0cmPJI042sq1kTqZyr8yBRl2cOd6uxrLRL10EO/CW7P1hyPWv2lLBZT0XV3/6QkTQ99blf6MzGZLdb32vueSNLMZJ8juBBcMx9+NhBAIHIFnq9JSfi1Nfbt4EN3TJV1fatVtFXnJG3wJ2ll+A/JsZu5PDFYjMPmIgrMb6T2b1hMQlbKTm83eVu2yhca+g4NKQWNJadmeZxOEVOqI3VjpplIzbcoQgVaB6Spnlqxz2c6BkVLs7/dWlVLHSiV9pU1ezvU8/X4kX+yrUd+qdfd1t504XCGv9u7rx6pLdb3OodEOp8c65cXNyo3nw+7T6paoP1fef+AWP9Hbl+3fTWO2521RaLCRPuwHfvYWZUXNJKnCCAQHQI/SHrJdzGicoVi0H9fqrC8+Omm9E5rjNyALY4eWxPj/15uqKaVOvhwGh37zJLc6vmP1HG2PR90KH3knf2gsazGeemqeHrqp95qDW2kbrnU7Lp0UZ2wtZF6b6O94cqWtfI86URvSe5S2qjEd/sZBYrdY9K4S/TW3NA9Jd1t0O1EL//kJ6G1Hz1jcl1ywF/00eHri6PY2X2/p6XYYvqk1zPsPqbbt3RafsnHblEeLTeKB+aj2c1stgutoiBbGu92tFblPb3mqqlneuLO9TBze0YczZrwXgQQiBSB0uTUP6Vu8T+GxeWJgad/Sk1tTZSPIYnf/n3qlk6r5nhCv9QcGJeMwLxH6vjCm/aGxm1rNN/8mLevXGq+uSdZM1L+kvhao9VAr54oOeeN2mW1HXIH1R0X7B30S605rKjFGF7GAvmivuLJSN+jadFcnaYbqVXdTqsKP6SgSN06IEkDLeEoRLu1NDHobd4eeixqtaXHA3eHp/Uiteq6w+KKAtFZx8gt9c1c8mymtPxc9ZiQ4dzdmRl5gashA3eiCUx52F8Nwr6NAAJRKxD+Vi/iPi9bf6eN1OEOcYxHYMEF5j1Sx+Zdszc7C3dlBfqiXpORKu7tcm3HurlF6nW2bQeri+TikMKi8m1Zu+LWUPgRSseYSBFIO990u7evq1MphNAr/JCvPrxzPTSVKr12eH+JRaQe7w69flG5jWJOg6vHd//FLrfjRsMxucnZvzjtz3nYe7h4Oxvx3k0m0PVI6NDE7RpxtjDbv/AnAAt+ZNRufqTsWjAisBwEnhKp/zElqCwkvsn6UgVfUgQWX2DeI7XJnJF+pOVCg+b2h3X2lv07MvR+tPRaqfUOAfG2D0tKi+PNYW9yrjfzxedmrRB4VgH/HcKbeqZ9d3KR756om03VNRuf9HpvoKhqyZbHjLhOhP0uHPtsxFsZove9e9aVZ3oEEEDgWQXCR2q58MNfH6Ia8FWGhD2yPes6MD0CX0FgASK1fxcXd0CMT9j8FdaStyCAAAIIIIAAAgggsGQFFjJS+7M1AwgggAACCCCAAAIIRI4AkTpyPssle97GiiGAAAIIIIAAApEtQKQmUiOAAAIIIIAAAgggYEiASG2IL7LPt9g6BBBAAAEEEEAAgbkIEKmJ1AgggAACCCCAAAIIGBIgUhvim8tZC9MggAACCCCAAAIIRLYAkZpIjQACCCCAAAIIIICAIQEitSG+yD7fYusQQAABBBBAAAEE5iJApCZSI4AAAggggAACCCBgSIBIbYhvLmctTIMAAggggAACCCAQ2QJEaiI1AggggAACCCCAAAKGBIjUhvgi+3yLrUMAAQQQQAABBBCYiwCRmkiNAAIIIIAAAggggIAhASK1Ib65nLUwDQIIIIAAAggggEBkCxCpidQIIIAAAggggAACCBgSIFIb4ovs8y22DgEEEEAAAQQQQGAuAkRqIjUCCCCAAAIIIIAAAoYEiNSG+OZy1sI0CCCAAAIIIIAAApEtQKQmUiOAAAIIIIAAAgggYEiASG2IL7LPt9g6BBBAAAEEEEAAgbkIEKmJ1AgggAACCCCAAAIIGBIgUhvim8tZC9MggAACCCCAAAIIRLYAkZpIjQACCCCAAAIIIICAIQEitSG+yD7fYusQQAABBBBAAAEE5iJApCZSI4AAAggggAACCCBgSGAhInV84U17fXWiWV7RjXk7dttizZaUgsYDtqxZUn9ggjUZ8clZgUfC5tjXi+c4k1nmz0sILFWBzOxzrS31lRnyVyb7XKvjk5pss6WqY6D7RoW8zhUtXQN993UevgkyswsrCop9jzybKaemydF6Msdiqu7s63IWKF9Gvf8W3OiZfQKxApVdE9KkuzL00GOz+ReqHbBlhk5cWetory0NHc+YpSkg71R5tqBvjXV3aWBPK67I3Z0ZNIF4mtc55Om9nKZsl812oqGp/rzeLhG04cFTlnw27rl33aq33+oslMmWrUDsp5u29qXE6q9/0vq+1OSrql3loDXBnfzSQdUY/TcyAQLzLjC/kTqloLHkVONxu8t+5WbZqcaS0uL4vY1KvM484zp7RBydE4847c0u9aNsr9hs/wSm3fWXrrTJj466Zlfd+4fEW+SMHpiGrxACESKQefL2pDQz7ZmRPP1Om9kinj7pOmm2tPRLE7dr5OhQ434iSY9HQlO1L1Kfdw1Pe6bkx4wk9TsDIbh1QJmbPEZS/1Nm7l9ccEYpbXA42r2PO+OSNHn3N76njoYSL76zTz1H1XBfa+ixTEysNz50SsYsvoC1odcjyfuS9otWe2da9Tn7d1HNCld1TY99XqnsurdGp8Xu7ZGkmXH3Ob387Z1/jc6Uaa13PeO3ijUzD95RtavHq8tHIOnb7o1J8mPjH1O3Dm/a6Hv67ZPiE4+5nKy8mjac+t0/KFMmv2i2mH6ekj66af3P2SsQWHyB+Y3UL2eV78hVPXbbYnUjtb8NW3U0DMRlbyv1vi251ccbXMcPpItIfeXaO7nlhbXeXL58jhqL/5FjtaQFctqHpOnuaovJN+DPuMGResYXmpXoLP936LPzQVvX0j9LpNZpafYvLmg+onlbr11cHtlZpfrmBr/RHCY653QOSdLYZ0q7O9+LpS2QJp/F6UVqsYPdd4Z86OrNaeieGnfJOTj7NyPSzECT+JNFpsjij9y+kzH19GI43JSX77HPBFvNir+cJo5rssbLj/VdqVsHN673PY17V2wFkTpiPugI3pD5jdQmc3JiYcsluRH60genE+Mspr2NQWnY3+QcpByI1N5W6pvHa9rszdd2rFMatjsuXWmrayJSL6cjZtBHzFMdgRsD0kzvZZFQ828NSxO/Pe/PuEGR2nOvvbauIehRdTRfnmegMmRsyh+pJckjtw7Kbd6BdmttGvYvTmfdzBZrUYPjdq8vW/e6HQ0F3r/mh98PRXSedJ8LnsDWNiJaN8OHKt0VYOSiCJR8Ni49cruU0zPNDpPpGNRvmQ6s54muiameWvldLfcl6d5170vnuiakkVs5wTuG8mq4KbPbRqTBdmo/Aryaj0Mfc5lNvNWaNJi6dVRb3eHfzM3WjaOp6Z8miY16N0lE8F9v3EIrtd+HgUUVmOdIvf3DC83OA9s3m9bsO1Avx9+9jfZmTRp+eqRWgBLKyq6qakUo/FjU/WaZHaOXj5XVMeItzJArPaR710XGnRpwOdq7H/mzi6/JUP0Xd2W4X2kvFBN4+t3eOo36SjlAT/d93u64M64q/Jjs/shXb+2rgvUvrumcks4DP9LZNwY8kjQx3ONSKkA+7xl6IkmegZZAKlLVUp9oaHG037rdO/RYkkIKr61F7X0eaex215AkNoqEtKS/UHmd4i8ndZnev3hovk3KntbTfX+g+/PWYzoV8xaTv9bIfN792L8PW0xp7brnWjJF+CkDcwvsmUtaT8PFOj9F4PlSa3Jf6tY/pqxxbnpjdHNyU+LzWsDnr27MGE3dOpgSt9liOimXgnRtyiBSa5X4RiyWwDxHal+Zh7dm+kyZaKXWpuE5ROrk2IwT5Vddl06Vxcn7jf8tgZZs9icEIkJA3UisJBgxRpJEYfSMEkfEVX2BsubQ4fpKk1kEHV/htfgje/bHvR4l1/oTibjEUPMvUEs9Mzl0338ppP8nULSaS/daNfE37frdKfUf4lvvqqpQPE/G++73uLpGJGnEoWrMzqh2j3kkz31RKW77qGdCkibutT69tTsiPt/FOtDPbbn2W6ranlvVykefefnetOe+M1s5x/Oes/n3ihrX8Lj8V4uRiRn5/CrP/5J34NhvJ0U1v/j4gnZLf0VQ6HLDTalcGjvQws4QcQKrL6ck/WHzG6Op6W7r6s1i54mpSUkdTH3jT5uSPrWu3i7vTjnW5MHU1Fbruj+mZvzO+nUFgVrqiNsZ5na8Cj7ULIV3zXOk3nz6VHNH+cF98VtFJj5ekPUVInXM69WnrjpL8nbF+PabeNuH4krHOXQbshSIWQcE5i4g/q6tFGYoCea+0x+yfYUf2tiqjrDKcE+rkl181y+OTIhLwXxNxZpI/Sy11Ga5kXK4U519rUWiHnroN8Ht2ZrtbfWXslhMRdfd/ZOSND30uV3pz8Rktljfa+97Ikkzk32O4EJwzXx8X39GzpuA5mxN6YzFWtfjkUZuyUFZr5Va9aum1Fv76zp8n5fYgZ8SqUOXS6RWwfok5+1zXxLLer4mJeHX1ti3g1cmpsq6vtUq2qpzkjb4k7Qy/Ifk2M1cnhgsFtn7yRLfunmO1GZL3I7q8vq2S1ec5UfyRRvzV2mlFnvMloq2SxXFWs1dey62HS/c8x0cMwAAE4FJREFUpR3J7oXAchZoHZC8hafeKtWQSG0xmQOl0r6yZm+Her4eP/JPtvXIL/W629qbLhzO8Hd799UjtcX6XueQSOeTY/3y4kbl5vNh90lVC3Tol1Gs/yO3r9u+Gsftztqi0H4ebMc+dlaFNHCGzo0xCytQI0o1fqv0MyP6nPGFY/2vmCo9qyZoHfDtABWuQPGSr/BDpytGsYeHnfKGr8ua6AiaC/txqz61Beb9QdJLvosRlSsUg/77UoXlxU83pXdaY+QGbMGyNTH+7+WGalqpF/jDYnHhBeY9UpvMFtHvR5avC+rtp5UG5i0V3jTsr+LwHztiEvZtO9J4QXvpYeYZl/1KS8kp0Suf73HtbAOXJy7eQTD8XuX/KBl4ZoFi95g07hK9NTd0T0l3G3Q70cs/+Ulo7UfPmFyXHFii6KPD1xdHsbP7fk9LscX0Sa9n2H1Mt2/ptPySj92iPNrXTB6YVeCzttkutIqCbGm829FaFdJLcehbmnqmJ+74rkgLzIf9djkIhFQHiVKhsLtHZtM9vd4/znVN+N5y+Z4I5d7aIaX9O1CIrwEJN6W42GC4M5sdKcIESpNT/5S6xf8YFpcnBp7+KTW1NVE+tiR++/epWzqtmuMM/VJH2M6wnDdnISK1SMNnyjTfARWZiNQNznI5KJfVOC9dddmbOy7U1JdpO8gTM6mt13TJl1tVdoVIrfkdCofM+OUjkC/aAp+M9D2aFs3VabqRWtXttKrwQwqK1K0DkhS+6lROSxOD3ubtoceiVlt6PHB3eFovM6muOyyuKBCddYzcUt/MJc9mSsvPVY8JGc7dnZmRF7gaUn1/EN/wYX81yPL5vKLoCxhopU6rqL1x/Zj460RN0w27fNMWW8mNXo80fbch9E8Qzj7J24me9eNesecUZZrSKhz909Jge7hwHG7K2jvTqosEogg/qr4R4W/1Iu7zsvV32kitihNRpcTGLkGBhYrUwWlY7qxavo2iuBVi0YclpxoLi8p35BanvvpmbJw4UAZdeigi9fkTgXsoivsp5hcqvYjwjUIgkgTSzjfd7u3r6lQKIfQKP+RK0zvXfUk0kFM1964TkXq8O/T6ReU2ijkNrh7f/Re73I4bDcfkJmf/4rRHq7D3cPFe4ei9m4zmesegJxO3a0Qmm+1f+BOASPp8l+22BCL1jQFJ1NDvN+1svTvl+0TlanjN1aveLRWt10NtSsH94aYeUS8k/k0NtMxW6qM7pb17SucCAO2+Ss5e9gJPidT/mBJUFhLfZH2pYtlvNbtxBAgsRKQWZdDe2x9qBy6eTgj/6+KvDFGUw82EWuoI2AvZhFkE/HcIb+qZ9t3JRURq/X++v7CLGX7S672BoqolWx4z4joR9ufn2Gcj3sqQ8N/NWdaWl6JCQLRSq7rMS8vPLczXC9O+3awyUPshfDIPF8yhZCh0yuzWAU+/6HskKpCjeDPDR2q58MNfH6Ia8FWGsG8gsJgCCxGpOfwhgAACCESxQGZ2YWn2rJexzgUnI69CLjJZzJ/Muawn0yCAQHQKEKk5OiOAAAIIIIAAAgggYEiASG2ILzrPw9hqBBBAAAEEEEAAAbUAkZpIjQACCCCAAAIIIICAIQEitSE+9dkJwwgggAACCCCAAALRKUCkJlIjgAACCCCAAAIIIGBIgEhtiC86z8PYagQQQAABBBBAAAG1AJGaSI0AAggggAACCCCAgCEBIrUhPvXZCcMIIIAAAggggAAC0SlApCZSI4AAAggggAACCCBgSIBIbYgvOs/D2GoEEEAAAQQQQAABtQCRmkiNAAIIIIAAAggggIAhASK1IT712QnDCCCAAAIIIIAAAtEpQKQmUiOAAAIIIIAAAgggYEiASG2ILzrPw9hqBBBAAAEEEEAAAbUAkZpIjQACCCCAAAIIIICAIQEitSE+9dkJwwgggAACCCCAAALRKUCkJlIjgAACCCCAAAIIIGBIgEhtiC86z8PYagQQQAABBBBAAAG1AJGaSI0AAggggAACCCCAgCEBIrUhPvXZCcMIIIAAAggggAAC0SlApCZSI4AAAggggAACCCBgSIBIbYgvOs/D2GoEEEAAAQQQQAABtQCRmkiNAAIIIIAAAggggIAhASK1IT712QnDCCCAAAIIIIAAAtEpQKQmUiOAAAIIIIAAAgggYEhgoSL12rdTbeU7csVjW9bbsXGqlY5Lj09+0zcmOTYpK35tsji/SS4+cOrDbcmqKc0WU9zb6bmHEr4lj0zK23m0seRUY9GRsoQ1vsm2ny45dTrF7HsaOqA729DJGIPAogpYd1fW3mh3OMSjpb4yO021S6fl5xaX+sZkZhdW5O7OFF+ZYmf3/Z6WYtWUi7oJ0dlKsdy32rq7tKC4oqD4cIZm57HZiu1NH9u9e5r8km/KCnl6304YeJfNJubjfwTNkL0UgbACsZ9u2tqXEhvYl9RTJq3vS02+qhpz0JrgTn7poGqM/huZAIF5F1iASJ2cWNhS1+yqq20pOdVYcqrl7FWXvenm/tfl3Gy2mDKqzzY792com2rbX+86e8QmfpY0470QsXnX7LVVL5stpoSysquuC+eqd+aeOPBBh/1q47Z18jR7G+3NjZniG1VW1uyyqx/11YlhZrvcfwVZ/8gSyDz52bhHkjyPR/ruD/TdH5nwSNLMuPucnJvNFlNl14Q06a5UvhQ17ifSxO0aIaAZ7/3KRJYMGzWvApnH2kY8kiR5piVJkh51nRQncpnHHAMTM5I0M+0Rr0ljv62xypGl9o48mRgn/nl3Qn+ayekc8r6i/G+gxf8SAwjoCCR9270xSX5s/GPq1uFNG31Pv31S7PYxl5OVV9OGU7/7B2XK5BfNFtPPU9JHN63/+bx+NZg5AnMSmP9IvfNKXbPzwPbNqp/2zSlHnfarV7YobdWa6Dx7pE7f+YHr+IF0k9mSeMTpzdbim7nvgN11qjBLLEIbqcv2hihoFhfyqs73nGkQWFABa0OvR5rsrpZPLL07pK2qa1Ly9F5W2qo10ZlIvaCfjuo4FnHLre7xSNN9jgqRmPPah2aksc8qTGaL7Tc93Q3ySLPF1jEuzfRelnfLln5Juu8MC6LspSciTonfiHkTiGuyxsuP9V2pWwc3rvc9jXtX7EVE6rDftXn7RFjiswrMe6ROPdZm/+BE8F9w1p043txWmCUfbTUZd9ZIvbnqVPO1HXJrdOYZl/1MmX9rxdNAg3SglZpI7SdiYLkIiMa/4c7soKOkaPOb7q6TvzJE6iAcnv4tBKyZlZc/afDteDbHoCTdbw361lgdI75InekYDGmZVq/Gua4JiZZpziieXWCrNWkwdeuotrrDv2tttm4cTU3/NEnsme8miQj+641baKX2+zCwqALzHqlFc3LN6figjQyO1K66q22XrrRdutJR1+y6dK5KVF3/9NqlQEGI+FqmHG2rO3FIOcRveb/Dfq7cd7jP2lPjunAsPz45K/7gNXXhhz9Sv5zlreQOna1vJs/+zQ/aKJ4i8LcQOHl7UnrkLgiaVXCkFn+d90yJh/hDfb9bVF1/PuAJFISwPyNgQCCt9e6MNNYhWql9D5vtQueQR5r4rVxlZBZ/HvH093TfH+j+vPVYpn8y30DrgCSN373d29fT5ajzNnL7ZuWbJjBzxiAgBJ4vtSb3pW79Y8oa56Y3RjcnNyU+r91Jnr+6MWM0detgStxmi+mkXArStSmDSK1V4ou2WALzHqlN2z+80NxRlvumagsztpxo0xZ+tJX9VIm8VWVXXHV110TV9XlnnSZSHypq8DVsmy2mrPoLzW0le7Ni4tITD14LTBmm8COlQFzIqDdbDmQILDEB9d/fvQfKw033prWFH9N9nysXL7r7piRJqboenJSI1Py0/A0EDrf0T0uPlVpq+dsh8rH8b6q3qUip6a9xDY97a/1nJMkz0JKn/R7d6J0YHhATjIqzvonb3gps1Q+Bdvq/wWozw2UssPpyStIfNr8xmprutq7eLDYkpiYldTD1jT9tSvrUunq7vGk51uTB1NRW67o/pmb8zvp1ZZ+hlprvzpIRmP9IbRaXJ15qdtVddZ4611hW47zU4LJfbdnzrJcn7rpSZ/9Q1ZVHcrytXlzp2Oyqs7fs35HhPVKHidSB47imzmQZH4ACW7RkdiZW6W8kkHnyM+Uqscmx/oG+0UmPiCwjLi5PZFdfCIHDTfcmdSKyOTO70O64L7+Uoz1ypokWa+ne9XD7v80xIknjLvqiWYiPT/vRLJ8lPl+TkvBra+zbwesfU2Vd32oVbdU5SRv8SVoZ/kNy7GYuTwwWC/c1ZPwCCCxApJY/7zUZCVmny664Lp07nfpqRoz6e67JuOFqqdN3nHedKnr76SJEarUtw8tXIPPwsfrOvinJ099Ze0LbARm11Mv3Y13qa54p6o48I7fe83UvE7zCDd1T0lBbftChWLyrP/ylimZnH38/CZYkCakEfpD0ku9iROUKxaD/vlRhefHTTemd1hi5AVvsflsT4/9ebqimlZpda8kILFSkFhusisvq7Z9LpBYXJrbsVLrJC7xXdJPn7XHPPzLQL7V41V9LLb6Ba9/essOm2zdf0M8DTxFYGgKq3jz8e3hwZ3mqaTRRW/VzpX4vwwiEF7C1yuX4/r+H6Ex5/e5MaKTObLo3a+8fpe4xadJN7x86nnxPZYHS5NQ/pW7xP4bF5YmBp39KTW1NlI/Jid/+feqWTqvm+Ey/1OxXS0ZgniP12jfFJYPeR35hve8iQu8Y+Q4vIlJ3nD2v1DpfO9vgS8mqqC2ucTxfHtxtiNzzdHCkDsiKSH3pojzbD25eutphb3ZdOppPpNYcjAJcHNmXhID29hnXu59IE3euq+6XId/hRURnaWJQLlS9PzIx4+t4gUjN/mxEQL4kcaKrIbC/FeZbzfmOOwO36s/bMi2mzMqmO5OihKPUYjLXNN2wi5FmW8mNXo80fbdBNGxnnGhtqT5sMlsK6lprj+ZbzRbr7gb3I0l65C4xsm68N5oEwt/qRdznZevvtJE6mmT4+V7iAvMbqUUUDvRtp+7nThmW7/Aibmfou3ZQHjhgk3uYDkTqfQfsHSW7fLeGCXx/5NCsdA8i35dRuTvjjtzy1I0WkzkrNffE/orGkqOi/5BtWbvilDssBma7JCLUEt8/WL0FFhB/QJ/tn3yHF3GXRCVPe//bfUPumYFIHTg48O1+dgH5VE2z9z3pOmmuaLkzLm71ovybGe/+SCRm087Wu1P+kZN9jvPy/V/Oux9L0lRPldly7LNx38uSZ7jrctDFi3xSCIQXeEqk/seUoLKQ+CbrSxXPvsOHX4EFPuyzuIgRmN9IbYjp1dPHr7TsedViEncs15Zfe78JxUWi3z2dR9Hu8N8u/2z5OiEQYQIn3ENTIy7+vB5hH+vS2Bzx95M89e2H5GNsWn6uaMkOHG9FK7Wqy7yMvAq5JTswgaEfBdWCmE8EC4SP1HLhh78+RDXgqwxhT0NgMQWWcKTm6IkAAggggAACCCCAwHIQIFIv5glNBDczsGkIIIAAAggggED0CBCpidQIIIAAAggggAACCBgSIFIb4ouecy+2FAEEEEAAAQQQQCCcAJGaSI0AAggggAACCCCAgCEBIrUhvnBnKoxHAAEEEEAAAQQQiB4BIjWRGgEEEEAAAQQQQAABQwJEakN80XPuxZYigAACCCCAAAIIhBMgUhOpEUAAAQQQQAABBBAwJECkNsQX7kyF8QgggAACCCCAAALRI0CkJlIjgAACCCCAAAIIIGBIgEhtiC96zr3YUgQQQAABBBBAAIFwAkRqIjUCCCCAAAIIIIAAAoYEiNSG+MKdqTAeAQQQQAABBBBAIHoEiNREagQQQAABBBBAAAEEDAkQqQ3xRc+5F1uKAAIIIIAAAgggEE6ASE2kRgABBBBAAAEEEEDAkACR2hBfuDMVxiOAAAIIIIAAAghEjwCRmkiNAAIIIIAAAggggIAhAd1IvSF6TinYUgQQQAABBBBAAAEEjAls0InUK81EakOnKcY+EhaNAAIIIIAAAgggsJwEVpp1I/XqBEIhAggggAACCCCAAAIIzEVg5eoEnVbqFavWz+XNTIMAAggggAACCCCAAAIrVq3XidTPxayDBgEEEEAAAQQQQAABBOYi8FzMOp1I/bUX1lJOPRc+pkEAAQQQQAABBBCIcgF1IfXXXlj7d/5w/bUX1lL7EeU7B5uPAAIIIIAAAgggMBcBddVHcKSmoXougkyDAAIIIIAAAgggEM0CQU3UOpF6BRXV5uXUe0s0781sOwIIIIAAAgggsCgCK1RV1ErFh6bwQxlF+ceifDYsFAEEEEAAAQQQQGDpCwSVfISN1HJR9StLf3tYQwQQQAABBBBAAAEEFlJgxapX1Bci+od1Wqlpq17ID4ZlIYAAAggggAACCCwLAd326dlaqb2pOmYd3eotiw+YlUQAAQQQQAABBBCYP4GV5g2h9dP+JmqdyxPVr3mD9ar1BOv5+4SYMwIIIIAAAggggMCSFRBhWnWXxNCorIwJW/gR9IbnYtatWLV+5eoEOV5vWLKbzYohgAACCCCAAAIIIGBAYMNK84aVqxNWrFqvvj9iUDYOejrXSB30Np4igAACCCCAAAIIIICAIkCkXsuugAACCCCAAAIIIICAEQEiNZEaAQQQQAABBBBAAAFDAv8/KhIQffYfiC8AAAAASUVORK5CYII=)
유타 재즈
- 유타는 최근 2연승을 거두었고, 올랜도 매직을 105-92로 이기며 승리했습니다. 이때 브라이스 센사보가 27득점을 올리며 외곽슛에서 능력을 발휘했고, 콜린 섹스턴과 카일 필리포스키가 활약했습니다. 워커 케슬러는 17리바운드로 강력한 수비를 펼쳤습니다. 다만, 홈경기에서는 7연패 중 2승 12패를 기록 중입니다.
애틀란타 호크스
- 애틀란타는 최근 LA 클리퍼스에 105-131로 패배하며 3연패를 기록했습니다. 트레이 영은 20득점, 14어시스트로 분발했지만 리바운드에서 열세를 보였고, 수비에서도 부족함이 드러났습니다. 온예카 오콩우와 클린트 카펠라의 수비 에너지가 부족한 상황에서 경기를 치르는 것이었습니다. 원정 경기에서는 8승 11패를 기록 중입니다.
종합
- 유타는 최근 상승세를 보이고 있지만 홈에서의 성적이 좋지 않습니다. 한편, 애틀란타는 최근 3연패로 어려움을 겪고 있지만 트레이 영의 활약은 여전히 주목받고 있습니다. 유타는 홈에서의 부진을 극복해야 하며, 애틀란타는 수비에서의 약점을 보완해야 할 것으로 보입니다.
출처 - 유타 재즈 애틀랜타 호크스 해외농구분석 1월8일 NBA #베픽 라이브스코어