Hausaufgabe - der zweite Teil doch ein wenig verspätet. [br][br][b]Erster Teil[/b] wie angekündigt, die Flächenberechnung der beiden farbigen Dreiecke. 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NNNDB82HBUqHM/hRz/6EZMmTeKiCy/ie9/7HnX96jZ0MctTSr+Q/HvZsmU0rlyJ63ro2Ms9+AUfBEgEwpW4jkeowiKzEoIwCGloaGD16mYK+QJeNhOvPIVhiI42IpYUJcE8i9t/ikzakQ7t7W0sWLTQLHFH8ZVSxs+KlMVyaM0DDzzA3LlzGdC/P6+99hp1/epQoY+U0ji9lskOvImBrBdas8VqooHLMpHooV2lscpVa7cg9VqIM2lli5WH7H1nypiNTUkkItFKceKJJ5L388yYMYOxY8dyx+13MHCzgQR+gJf1OOuss/jLX/7CpPsncfgRh6OVJgxCkBjP7etCiW9hB5dxwyiLv3dSfKUMg5CuiRv4Rgzo378//fv37/DKX/8yhdHbbsuobUZ3WaRRjOLjWbOYPXMWhxxyyLrUap3pT3/6E6ubVzNy5Eja29sjRXOkv9I6WhUr1182MZINSd3QiSSQiIjElxjqWpi5Nh8oLaIk720HSK5KdCjQRiJTHmuyPmz4MC679LKSGH7Bx/Vczv/l+dx5553cd+99HH7E4RTyBRzHQYo1DPZuFiPpn1VIwbKly3j1tVfJZDL4vk8hXxRPBvQfwK677YrruTiuw/vvv09d3zoGDBzAgk8X8O9//5thw4axy667EBQCtFYorZk5cyZ96uoYOWokgR+QyWRobm6mYUUDPaurCYKQmtoaKioqWLBgITOmT+eAAw80RXQk+VwOISUqVLieS6FQoGfPngR+EDeBPcBLUNqPNKDjTUV24c/UR2mT3jVXX8Oll17KjTfeiJtxufqqq4tbELTRDZUu8f7/mHy+mNT13pl4XFtxxTIPp0yctaG03GoTSo62znYEbyTSROcqGSivQtOhpZAEYYDruoQq5Ffn/op777uXyQ9M5rCvH4Zf8HGcaK9NWl2xHlYOtNY4rsNLL77Evffdy9ixY9l6660BaGlp4fU3XuexKY+x3fbb8czTz3Db7bdxyy238NJLL3H1VVfjBz5z587lggsu4NRTT6XQnsNxXbLZLF7GQwrjpnFl40q+9a1vMX36dHr06MHee+3Nb266CUc6OI5DJpuNXDq6XH/d9dw/6X5c12XggIHcc+89PPnkk9TX13PuuecSBgFSOgkYHCJKUGfRMkREq4XWR0vWy3LNNddw9TVXc+nll/LTs37Kb2/6LWEYFpW7wqUjhLbHw27I7RGbCNJm7+Uo3fYCugMPu/bLm/xDlJFcU5xpA33/royUYtHPxpMCRzuEKiSTybB69WomTJjAs889y71338shhx6CnzcK1thcPdVMn/XsdIs2+vbty9lnn82UR6dwzDHHMGHCBHzfp7KykksuuYRMJsOMGTO48qor+f3vf091j2qeevIpzjnnHL785S9zzi/O4eqrr+Y73/6O8fsaBlRVVVHTswalQhzH4YknnqB/v/789re/pX5xPV/aYw+qq3tECtaQqqoqpOPw3owZvPjSS5x44oksWbKEMWPG0Lt3bw455BDOOOMMHpz8IMefcDyBH+A4slQ6FsX2hagnWIUvxsjvqquu4rLLLuOSSy7hvPPOM3YyoaJnz57Gk36XiqFNOpGNQaU6kVh6KKfhJnVNijUdE7ZbQ0RJMlanQkIUKmZZqjoQ0bNuLhmuE6WUQHaPC8RKwlgthNm2Lx1JU1MTp084nReef4F7772XQw45hEK+gOu6CClobmrG8zwqqypLeeE6IhGr5FVKxcZsjY2N5PN5KioqcF0X13Wpr69nwoQJbL755pxwwgl8/etfZ/vtt6e1pZULLryA6upqAIYPH864ceMQjkAFpq6VlZVUVlYipGTVqlXccecd1PWto6KigtMmnEZVZRX5XJ5sRRaBIJPJIITg9jtup6VlNTvvvDO77bYbNTU1+L5PXV0dv/rlr/jhj3/IXnvvxWabbZZQfBaXpnWJ0SLxypPjOlx55ZVcd911XHnllfz85z8nn8uTyWYIVcigQYOorKykc5E33Vc30YaihNm7SihPwXgOt/fJqy79O5ZvS4OOTD5tp9cici8YnaWitTHp1lF6WmuEVsbMOQoQ7V6lY/rrJ5C4mvpoO1BJlB0dy/qtra2cfvrpPPfMc9xz9z2GgRQKeJ4Xb7o786dn8uCDD8arO3aJ9bNQepm4ubmZpqYmpk2bxv3338+dd97JmWecycIFC5n7yVymTp3KEUccgVKKiooKqqqqWLlyJZMmTeLWW2/l1FNPNTYuypjRCyEQkVuCoOAzYqut+eijjzjyyCM5+htHs2jhIlw3kn6FoKa2Nt4btHTZUg772mEccMABvPfee3ieRxAGjN1+LL1qe/HIww9HqycqQnjW1WSRiWttLIM1Rhl85ZVXctlll/HrX/+an//85/i+X9zUSHrJvKvvu4k2NMkSnYRIXGOfnaSCKA0krumgE1d7tqxKzu4yujfnqljnP/aopjiaLR9WeSZK+dk6BkiJMvHO22SuItZDNDU1cdppp/Hss89y/6T7OfRrhxrlquNiT7jTWvPee++xaNGiUoVobPdRDPa3NVIM/aN/UTld1+XTTz/lzTff5K233uKDjz5ACMGcj+eQzWbJZDJmiTQy2Hr//fd56KGHaG1r5bLLLmPB/E9xPNec3BcxEa01ffr04fbbbuO1V19j4sSJ/Gvqv7jtttsSk72O2+q6667n1Vdf5b7772PBggX86le/Ip/Px0rlkSNH8vTTz6CVVVLb/S4qvpp2UCgEruNwxRVXcNVVV3HjDTdy9tln4/sBUjjFjY4dEF0n/W8TbRRyi3AvCe1tWMdTgtPjooOYZJUNCitACCvugGE4nezITBpOfVZKDm60sTpFCGQ0QIIgMNDac1jV1MSE007nmWef4YEHHuCQQw7BLxRnR7AiEFRXV5PNZuPyJsveWf5d1keA0IKkfYUGCoUCJ554It/73vcAmDJlCjU1NcyYMaMkPcdxCIOQ3XffnSlTpvDkk0/ykx//hNfffINvDh0Si0lEhl1BaBBhZWUl3/72t3n/vfeZPmO6URpXOgkGrHEcSW3PWo499lja29q59tprmTdvHqNGjUJrTW1tLc3NzTGztEdsCCEjnZSI9gI5uK7HlVdcwY033sitt9zCSSefTOAXIgYiCAKbMSXtvon+/1KERMJECCjdLZrk6t38aEl+E/kQMmBEJPiSMCKTMvlqEV2toZllKrESNnpcZlYPgiAO5hjKML5PxlPK+Oywf8fxgoAgDNHKDJ5cezsrGhpQYYhSIU2rmjjt1FN5+pmnmTRpUqwDkVE5mqPDqkTkS6S5uZm29ra4bHaQJnUa3WYgtqkiLa898Nv1HFzXjfPI5fN885vfZNToUfSt62v0Mwk/Jq7n4nkenutx+OGHM2LEiHhvj+HnyuxGBryMh+u5+AUfrTU77LgDUkqjGIXSdF2Xgl8gCAL2+vJe9OnTx9jH2O+V/BejQIFZGHQJQ0A4aASXXnop1153PX/84x8iBpJDSo2UkWi7lt1wE60HSooEnYQyhgylKydrrWewPUWUXmM9h9ZFpGGZSpS9VaxqtGE4ujhoknJu2m7C9dw4OK6D4zrxvY2rlEJKiXRlrO+I38t4eBkv3sMxa+ZMHpsyBS2IUclpp53Gy9Ne5tBDDyX0zRIvwuwlmTZtGvPmzo2Vn5f8+hKO+eYxSCmpqKzAcQ0Ul44keWh3qWjTVZsSizN2Fm5pXk17ezurV682ilXpxDYZw4YNIwgC/IKPUopcLse/X/k3ixYtAgEvPP8Cjuuw5x57okOFKPGHAosWL2LmRzPJVmbRWvPkP55g1113xctkonKbtmxpaWXOHCM6ua7Lcy88x2abb8bwrYwVL0B9fT1DBg+J3EAWJWQwimrHkYRhwJlnnslNN/2G2277MyeeeBK+n4tdR1rE0m0UXE41sklFsm5Uwg502eCml1uLL6ZFmm5OA2lleMnqDKCFYSZKUFznE/FqTml8EQ+cdEJKhTiuw4cffshzzz1HZWUl+Vyegm8MvfK5POPGj2O//fYj9EMcz+g0PvroI8aPH4/jOHzw/gfMmz8PL5Mhn2tn7732pmdtLb7v09TcHOtnampqOPjgg/ELPh9+8CGjR4+OVxGUVjSuXEmhUDBoI1AcceQRFPKFWBnZ2NjI5ptvTsEv0LdvX7PKgywVhXTna1DGUZEgjDb5LalfwpQpj7Ljjjsy9V9T2XOPPRm/y3iCIEQpxciRIxk1chTPPPMM3//B92ltbeW8886jrb2Nr+z/FRYtWsiFF1zIkKFDCCJEZRWfWmseuG8Sv/ntTRz1jaMo5AvU1NYyYcIEgoKP47loDb179eLladM4+dsnc/LJJzNw4ECmTp3K+eefT0VFBWEQogLFzI9m8oMf/iBmBloDUqACFZm0K874yU+Y9MCDTJx4B8cccyxBoR3HkSWIx8wFKT1SOcYQr/SU/mhW+VI6sHKvr0dx+X+CtE7wA6vjhCQfSNmJlGPbnd13lqlJ3zoVjoGE/bhJ3QdWWknkG3//8vmaAWX+DoOQ2ppaZsyYwV133cURRxzB2LFjEUIwffp0nvrnU2y//fb06tWLhuUNnP+r8znwqwey6667smjxIn744x/S0NCAChV77LEH++/3FcPghCDjeUjMCXRKK/7x+D+44vIr2Hrk1tx///2EgcKVRraPvbELs3SZy+X4wQ9+wDPPPEMmk2HnnXfm7ol3c9utt1FdXc2ZPz3TQP54VrZyX/mOKyLkJKOmq6qq5Kdn/ZRfVZ3P6tYWelb3BA2OkIRBSEVFBeeeey5XX3MVRx9zNP369+OuiXfx1htv4XgOZ+5+JoO2GGSYguuQD3x83zcAUQhOPOlbbDNmDEuXLWXAwAEcdOBBeJ5HIZfHzRgRZuXKFeyz335ce+21fPjhh9TW1nLTTTex1VZb4ed9vKzHlClTqKqs4uCDD0aFITIamGFg3En6gc8ZZ57B5Acnc/fdEzn66KMpFNpxI2M9s4sarPOhuLWsOFtuu3HcwROTntCRTglEaYfs+PomBpKiaDDryGG6JpImiAGDG/9RAgMScCL5uLsUnSsdAY/yx85E6ZpdnxItE/qP0kupsBV1ICklvu+z+aDNOfbYY5k8eTInnXQSRx55JIDx9zHpgUj553D++eczaItBHHPsMQA89uhjbLftdlx40YU0NjYyYMAAKquq4oFtdRASgV/w6devH5VVlTSubIzKrNFaGqvWRPkc1+G555+jubmZG2+4keUNy9l1l13pWdOT7536PX7y45+w1VZb8bXDvmZWdlwngcg6aWwhYvWQ1lBTU0tNbW1J42g/Eu1cI9bss+8+fDTrI35xzi+47rrrGDFiBCNGjIiTLC49G8Xr4MGDqaqsQmvNoM0HMWiLQXHc0A/jzXF29UZrTa9evfjud79bUlS/4ONmXF577TXuvPNOLr/icnr16hUZm7mxMVuoQ8444wwemDSJuyYaBuIX8riOJOlmMsk8kkhECNHFnqQ0EjE6mSKiIfV7sqk3IZESsh1PaOKNsSkjYLfUeYRtuMSBFqL0Y6yRkuOBBH+CFDQqzVJYbhMrY3Ux+/SME6UjMMrK1tbWeFBYmjF9BgcddBB1dXU8/c+n+XjOx1x/w/UANK1q4t577mV5w3KkI5kwYQJ9+vSJZ1DDbDVoBdKY3+++++7suOOOfPjhh5GtQlRGW8+oTr7v8+c//5mFCxYihOC4446jf//+5HN5Bg4cyI9+9CMuufQS9tl3H6p7VBt/GDF0SzVi+k/L1wOFVgkuK63YZyJIIVBByPcnfJ9RI0cRhgFhEEbHW0gQwuhnQo0KAzKOw75f2d80feADkjBQoBVCR3uAookoLBQYNWprhBhJGChUtHysAEcIY96uYOmSpVx6yaWMGz/OKKGlxPdb8LweFAoFfvyTnzB58gPcPXEixxx7LH4+b6x9hSLZz9IWxUl9mC7XH+PISSRiGioJeGNlNaWM47Pa8/zPkUV2JdKCKPJpAa45aT7VS+N71fHRujBoqzztgCTjqYZ42tHaDKjkYTyJfA2P0URHPyFlNlo5cJgyZQozZ84k155j6rSpXHHFFQzaYhD3338/g7cYHM+IQgpOO/003n7rbR5++GEeefgRHn7kYfbaa684D+k4II37AxEpP3O5XFwlA7eNklZKGXlvN01sgpcAAAAgAElEQVS20447sXTpUk448QS232F77rvnPsZuNxYVKsZuN5bW1lYef/xxjj/+eGM/4RA51yHRBsWG7qCNkpRsX8IOJ20NsaKvF4bsu+++gEIFIZ7nFAel0ghHQ2SK7qTApyej7x+66FCA0riOh8b0FyE1Wiscx3wRidHraKUJteDwww8HICzkyUTL3VBJW1szZ57xCx6YPImJd91pGIifw3FlxEBAC4GMZr/icrJtFoMMO6VYAZs6rjWejMJIaa+L+CbV3psoSaKIRuzfiQuaaCx20IZSjCEgPlemO+2czCsZ4mc6CtGDspxfEysAUvmm2Z0lKSUVFRUA5P08LS0tWEOx5cuXM2z4sHhlpKZnDRMmTOCWW2/hxRdfpG9dX37/u9/j+6ZzqjCkT+/eeIllUjBewUrURoly2WjSkVz864t56aWX+Otjf2VJ/RKuve7aeLm5V69eDN5iMFOnTgUNShMP/E511+XatFwUoZGJuAII/DwqDLAbimOVgdTFvyO4b7+L0BICB7SPlu1oL0S5CiULKOETipBABSgClNAIRxi3kJ6Lm8ngZr24nE7GYfmyJbw3422mvfw8J5xwEg8+9AB3330Xxx1/An6hHSdahbFtK4sAL25Xu7KjtaZxVaPx0NZlhyzTr6z7ipgxlRr9dUQjSbHoi4pQkozYdthEEDppbCYovbfUWc9eV0rkYRGQSPwWc4ju5Ctiew8hBGeddRZjxowB4Om9n2bo0KExSikeeWl8a1iPY6NHj+YX5/yCG39zI02rmqirq0MjqK6uxrjdC2OlaQnU1RgzbQkkBkAYhvFu38OPOJz5C+bzyMOP0LSqiT59++C4DhVVFQRBEMt6AnPKXWl91669k18tXkYVAjeJWETRa6sdgJaXG4arTAjM4a4KH3AJpQLh4TkKFwVUleQdFAq0tLTS2trC/E/nMnfeJ8xfsIiPPvyYhQuWsmTJUpqaVhKGOYLA5/bbbuHYY48nKORLVmFMS1DsGimyS+jLli0zqy3l0EOJMUkKwuqIE0X7onKtrRR8n6oePXDi5WuLSpItqjum94WhRHuW46ky1omUEWXihuxs7l8HipMqfpBoHEV6gQRsiu5FB31IsV5WWZbNZuO9KwBaaQ488EDeevMtPvzwQzLZDFYG1mi8jAcQ21V4nsewYcOora0BUfRcroXRucio8zasaIhtPeJVJS3MykbkLjCTNZ0x155DC82YbcZQWVmJ55k8zR4hUTrzRc1ebOmEvqOsHFjmm8SgLmISnSoRTTlDZY8I1dFVGoYrXci4IF0cMoDAw6CzIK9YvnIlixd9yMyZs1i0cCHz53/K/AULmP3xHJqammlrayObkfTpXUnv3h7DturHHl8aQF2/Ydx2+1uM2moPjjv2BIIgj5AaIZySLmfEQtWBQdiJT0qzOmQmxjJ9suSZTjRbovcb2YtMtOFQKYUbKbeFNEym2P+T3+CLxkDoevhH7MGNhOnSWPFpa+UYzGcsEFBcc9YxK9FCG9uRRF5mBSQNWovwUzoO+fZ2Pnj/fZqbm3nn7Xdoa2ujUCiwYsUKLrzwQq699loGDhjIJ598EltYPvPMMyxcuJBvHPVNGlYsZ/LkyRz1jaOMMVVJM5gB7khjR9HW2hbvXkVrhJQEYcjKFStin6OzZs5iyZIl7LHnHriOy4MPPsj48eOpqa1BKwPFFy5cyHe++52iHQQahU7wcxG3jrDK6FQbxEpFTYkoAMZnqlJ2gyPGb6omVsAKIXBcj47e8jWtLU00rFxJ06omltYv5ZNPPuXjOXN47733WbWqiVVNreTaW8gXVpPJQK/aKoYO7cthh27JlkP7MHTLWvr2q6J3jUf/gRoVZrj66tcYvEUd/epcxo3fBeFICJRRwkbdwSCQiBMK0WHMWn2IPeAitrFJd+4O6EREbSKQUkUm9tEKnxBkqyJUpVWCV6TGQ0nf+4IxkrQonUAg9j6BRFIizIZqKxH/R3EdOJGnFunIpZ1J6dgwynEyvPXWq7z11lsc9rXDeOKJJ3jiiSfI5XO0txvjsf333x/Hcbj015fSsLyBvnV9mTF9BlddfSWTJ09m4MCBHHTQgZxyyin4+QJuxotl7/jQCOlwyy23MHPWTDJehr///e8cdthhBH6AVprWlhZjNq81//znP7n88ss54KsH0LdPXzzP45xzziEMjHHcrJmzaG5p5uuHfT0hg0d6CKtIFEX2qkkMlBJFQdE/qlLWvF+YSRSzld5xPNIfUiljot7S2MiiRR8zb/48Fi9uYsHCpcyft5BFixczf/6nrGpcDoRkMxUMGtSHgQNr2Hmcy+aD+jF08PaMHjGEIZtVU93Hw80GZJzQ+NyV0szkKJAuLz6zgL//fSZaZ2lc6bLnl3cxVdEGdUSqaXRUH2ERQKr/2W9iDrNKbHvo5vGixoWiUYZH8imxvQMC4nOC0vRF1YV0QunhqWPPZms6/2U9e4dKAhzrA5oiD+nqyIKknQg6YNsxY/jzn/+M53mEkam1PRe3oqICNBxwwAH84/F/cOedd3LeL8/jzDPP4JBDD2bpsmUMGzqUoVsOIwwK2LN37bKlEALpOGilGD9+PJMnTybwA2pqesb93O6JsWbdp5xyCttttx0zZ85k8JDBfPWAr+JlPGPBqRS33HILp596Ov0H9Mf3zQ5gdBgpOs2pbto2jFZoLdHaNbuflcEsQiiEYz2yO0i3I7MIg9UsXdpIQ0MjjY1NLKtfwifzZ/PRRx/x8ceLWLpkBatbVqHCdlwPqqscetVWMmxYH76861BGDN+ZLbfuQ9++1dT17kHvnhU4PX0gH2UQQtCMKoSogiYIAe0SKAeZlcz7dBUPPDiT476xHa+/fhq/+91UMpm+7LrLOCCPlNb2RWB9mq15hcTu9tbxLuHkxsTOO5oV8SRaF4+mSM6sKVyceD/o0LZfLEpJI2VURV0fGQGJBDZMQybPAi+ZcDWRe8KOfSuuktZUV1fHs7WFu+jiUQRoUIHikksu4Uc//BF33H4Hp51+GttsM4pttjFK2DDIgRBmq7rS1PXvT1WPHmamUwZ2jx8/vqQM1mzbcSTb7bAD/fv3AwTVPavZd7992Xe/fU28UBndi4DLL7ucvn37cvqE043puzDMTihQkR9boc2xDVo7KNGKkCGeV40gS5qU8gmCgMb6eurrFzN33gJmzZ7DnI8/ZsmSJSxdtoxlDStZ1diIViE9qyvYYosebLF5D/bcrY7hw0ax2YAebD6wmkGb9aRXv0q8Ki9q/GjSCEII8qgwR9AYoJVZwRJSICP/Io6Q4IBWkmzGRfSo5O9/f5vf/+Edjjl6NLU1Lm+8sZAxY8bRo2ctQdCGg81HrNU5ZFa5WlVdFW9ALEULyfti5y8qklN9OQmKYxSYjGHTsPh9bZDJ/wDziZFhR6nA3q/ZPWIcez3CusRMkJwUyqlfyk5OFopKgdZhBFMdtCoqPHUEe6Vj/GnU9qpl0uRJzJk9B6VCwiCPiFZspHDiWUiFiqFbbml0EWGkfBQQFPwoH1NIi1Akkq993YgmdtMZgApCwlBFfkgdmpua+dLuX2LvffYm42UIQ6PU1VogRYgkNEo94cXm4WCUtPn2NhoaPqVhxQqaVzcy95MFfDRzNrNmzeSTufNYunQF+VyeigpBVZWkutqhT+8Kthvbi1EjtmH4sP6MHN2P/gNcelQGVFdKyGYxEFCBH0bAxydYnY/aPhIvrPWmEDieAJGx2qrILN38FgQKNyuZ/2kz017+kCOPGM7XDtuK0dsO4OOZy3n/gwauvmq/SF+DsS+xoki3x5rRrkopaW9rjw+yiv3WdJFYvHdGJOMmupQ2ejmhy/W55DSXPJ0gGbFc3v8DOpSk/RaUVbR2A4lsiIKlCiKLM0ESmZSjWKmZ4JAiKc8KM+fYQ5j8go9X6VG/qJ4bfnMDhxx8CMO3GoaMHA5bZoMGJWV8r6VEaHDdjBkwjkPRG6yMRCrHmOtbinbM/uedd9hq6xHU1dUZS1ot6dGjBwcdfFAc1ZVeolYumhxt7W2sbFzFJ598wsez5jD3kwXMmT2fxUvrWbmigcZVK2hvbwMUvXpVMnRwH3Yb14+BAzdnxPBahgypYdCgavoPyFJd40TWthJCF2M45oOS6EAR5nx0ECAIDApzHLSUOEIYFCLCiLFHjCbSXdjBZgzbDDtRWuP1yIJXxYWXPMXzLyzg3Xe+Rb/NatDKZ8b0ZbTnYPvttzNMO2JCZm4XCKK9GWvsikXLUuumwIi3lnlbpNAxIRHpQUQH5GIjqE52HSQfpme58qhnQ6P3jUoidU0a5hXFme4gjPWsXOpQsCISEZ33AxO1U4OgIqe0km0QBniVHvPmzeOE409g3rx5HHnkUUWIpmM3P5hNWpHcnOgD8epQzPhkYkdo5CcEjC8SZY7drKiqwvEyOJ6Hk+QVgF/Is3jxYpYuW868ufNZtLieeXPnM3PWbBYuXMTyhgaCwKdHVYae1YJevVwGDe7DrrsOYsTw7dliUE9Gjaikrp9HZaXxXobrgnCBAhTaIfAJWwO08kBnELSgRTtSOIDZ3CYlyKwA3MSCiBmMhlF7Bp3F+5nMAIyfRSMuDEPcKo/6pa20Nbfw7ZO249TvbE+fvhXkG32yvT2efmYmY8dux5ChW6KUHxmKRaKqtOf4dWfQaaRwUKGiprYGx5HG/L9Dx7IfLPHMfsROs1jD7FUibAtKtoZ0yC9xCPvnnpEk6yESYyeql4qZSPqMl3SDbYRyphlLZ1HtsmjCIMi4VRRIqbEH+gVBQCabYcb0GZzwrROQSJ566il22HEH/EIOR0JoTdrtage62CmFiNPSSpjJWBgjLKJB5joOeCVHouNVZtlpp+1obl7FvE8+ZOmyembN+piPZs5l1uwF1C+qZ+mypbS2NlEotFFZ6dG/fw2DNqvlwK/2Z9ttxtBvYBUDBlYzcIDHZn2yZHr2xOQSQpiHwDeKTeWj2o34Yb2DCQFCBghHIZ0A8BE6jJdIjXVcsS9AJKJZ4y3LnEVRj2A/SsmOay0JA4GTqSQXwinf/T/8vOaFF04EoQhaWvEqXNpWw6uvL+Kgg/elumcv/HwO1x6+hVgLBhK9IQV+4DN48GAc1yUMg8hKN6mz6GyhII0ekvd2DJRjEF2lIemYzv/SgetJ5JZs12L7duEeUdDdD/vfQEUTA6N4y2QzvPXmW5xwwglsscUWPDD5AQYOHIjyFZ6XIVYWlVgoQgnntdDXSUp9ltlAW1sTK1fWU7+kgfnz6lmwYB7z5y1gztx5zP90PisaGsnl2shmHer6ZunXr5KtturNfvsNY+SIfmw7sh9bDK4l28Mlk9FUZjQ4CoQP2od8iJ8vUGhsMIrWEDzlgyMIpcCVZvCHhQBHCoSrCEKNo8HRAj8IEULhyAyhbxiM9Iy+Rmuze1crhdJEDpxAhRrH1Whhdu5ab2bGybIR91QIWjq4VVXkWhQtfsBuuwxll3F1FPwCIldAuApZ0ca701bT1JRh9z12jpehhZAoFLKzXctdkN1dbbcRCBFSOrBt/3Up7fxJdGD/tvchpRNpsi8ky5dEGSWblxJ94/MzZrpHnczuiWHilkYoJ++tz0ZJK0OSAxaKQum6y5ZhGOJ6Lv/5z384+dsn06dvH+644w6ymSxLlyw1S7HdnChszi0tTaxc0ciqlauZv2AOny78hHlzP6Vh+TLmzlvE6tUtVHiaIMwxoH8NQ4bUcejBmzN0yGi23qo3/Terpa5vTzYf3AOrLI1dUarAZFTQhDkfJ+OAlyEsCJxKiVflQC4P2UhkaW0HR+JWVIKfh0Dh1GYNOvFDMjWVQIhuyeP1zhrlcN7HrakAFLrdx+mRBemg2/PIjIN0XGhvNysu2Qy0FRCOg8x6kCsAGqfCg3wBQoXTwwPtsmRxCyed8n/svc9QLr/qQMg1ofM+WkpCpdGigjfffh/HzfKl3XcGAqSjgQCBLBGvu/tFhDBL23Ybg+5MqrAUo6tkX0r3qUSfiw3dUojD9k+dfqdMf43E3tKd2el8P2tfT4iVurP3E2l3R+G4NpSQ6hJTbLpRk/frS6yJ0oiNzKJ0hY6PTiw96b57+RpzaAhDjXQkra2tXHTRRcyZM4etR2zNd777HbMd3YkOJRfpOpakFt+Z4xay5HLt1C9ZSj5XYGVjC1sOGUiu4LPg06Ucc/R4Nus/nH8+NZPLLjmEcTv15tcXv8Sh+41l190GcNYvH+egg0ew2RY1nHzSI+z1pSF864Qx/PinTzNsWG/OOWd3rr/+34SB5uIL9mbiPe/y3gcNXPbrvXnm8Y95863FnPWTnfngwxX846lP+NmPx7Gy2WfSA69wwvHbUtc7y823vsx+e2/JbrttwR9ueJlxOw/g4P2H8sD9H9Kvroq9vjSQJ/4yk0zG4dADh/LiCwtYtKiFY74xgg/fXc70GQ0cdcQIli1v5d+vzeawg4bTnvOZOm0OX9l3CEIK/jN1AduP7UOPnhmmv7aUwUNqKfiKmtoM43bqhwqaCNp9PMfIza7jgl/FK680MHrUCPr3G0IYgNRZNCGIMFKIr33/se4tzaOErB53l5RoLlI7etNyfhp5l+yGjNKJj5JNp5+8JvqroJPfumIa3RxjlsmVMIZ0+qm8u7tyUTaz5LVj8d2yDdApx/ysjKTINExBiuna82VEsiF09/KNjQ+1OWW+cWUj9fX1HH744YwaOYrm5tUJ5z+U5J9U1DpSsixy0Lx06VI8z2PFihW8O/0DRm89hDHjRyOzAVdc9g2mTZ3DxInPc81le1MouLw7fS5DthC0tLdQ37CCprZWljc0M23qJ4wY3pMdtqtjzuyVjNq6DhC8934DhUKIn/d55z/1gMYPA2bMWMa/pi3AL8CM6cuZMuUDTj9tR96d3sBjj07nlBPHMH9RG4888g7jxm9GbvOePDT5bWqqMozcpo6bb36DE44fw1f3G8IVV7zM2LH9GLfTV/nNTW+SzUj232cQd975Lq+/Xs+hBw/l7nveY+Ld7zFup4E889xczj3vOd5961Q+mt3IcSc+ynPPngQavnLgZO6+4zBGj+7DUUf/FceVXH3ll3n0sW+AX0Dn83ieMKs/GBSzbLnilVfncd4vTgRcULnIqjUxVVgJYW34idXv2C4VP0+K4nHExHPKXKGkf3XW5eJhUG6wJiPBGsXk0gTXkHEZskxjoyCR5AfSHRGZBqFVQRcjdybOrCckYhvWHt6szFKsdIxTm6K1j6mwlCaqlJ3lraNkJULI2C5j8aLFHPWNozj33HM5+uijP1ORm5oamTLlIe684x4WL1rAQQduw8nf3pE99xoBKMLWxSg0XlUNqCZyzXDxZW9y3ElbMW5cX9oa28lmMjhOBioqIFBQCGnLBbieJJOVtDabzWhVPbLkWhV+IOjZq4q8n6O9tZ3aXhUU2kNaWn169TRLzk3NeaqrXRwpaGzy6dHDoaLS5ZM5TfTpU0GfvpW8O305NTVZhg2vZfb7KygEim236cvHc5rI5QPGbt+PRQtXs2hhC9vt0J8VDW3MmbOK3XffjJWNOV55dTH77jUYhOafT8/lS7sNpW/fHjz/4jwe+etMth/bl3PP3wW/uQ3XFRA6SFwCJE51BS88W89x35rMk//4O+PGjyf0m007SCB0zeZKKSJVQrKDlw4wrSUgY1H1pJNOoqamhj/96U+oMI/dD2RYk9VzRMvasfuGckiE6N6edCA66e4JlKPtgHIS7yewfax4J1WfRFoldbT3km6PMzuQYzVPYgiXpGkvybZdVyQSvZusanQVWvnlWOqGoZiJ6Jgzai2iZb6okBRnk/jzdCo4d2QijuuwaOEijjzqKH521k857vjjCSI3hFaS0dZ7lhBlGXS82UsrXM8DHFatbGLygw/w51tu49NP53HUEdtz5g/2YadxPcBrJb+6gNdD8s5rq9nrKw9y2+0H861vjSJsbsTxHDQSHXqgjPMdGQ0epTTSDUGHqFAgpQsyQxgKHE+Bq1GFKL4r0L5C6BBcDaHZayM8CaFChxqRdSFQhvlWZ0ErVGuI9AzoVG0BssLch7kQp8IFT0Kbb64ZB9oL4AnwPMjnTYNUZKGA8TNSVUGuuYUgDOjRQ6ML1ikRoB0C5eH16sU5Zz/JK6+28ve//YU+ffoZuxRp9ggJ68XOKjlLRJuOTMSEEOk4nHTSSfSq7cUf//RHVOAbQSTNRIQTf+OSnb3xfZJhJLypdUARdmKzv1k9h5N4lkS4lolYnUhaXEozsXK/rYFippi4KkmJTjE+USHdwdeFiSSlA9umxRgbdy0qyTG1Nh1HStBOFOx9En6tPY+zTn5FtPtWOroYXI3jmJUJRxqLVkeabfAmiMjHhdmDo8KAwM/Tq08NP/zRD/nXS09z8cUX8OLUJRz09T8z4fv/YPrbbWSrPaTj4gd5amqyVFYYt4oqcNCBg9AZhNZIXUAIRRgGKO0jZGh8mAbaIC8UocojZQ4V+IQ5cxaOCn3CXA50Hk1A6KsIvUGY983xPRqC1T6qoBBhSNDURtjum/za84TtBYSjCHMFwtYc0tGogk/Q1IZWASpXIFjVhg4VKh/iN7ehAo0KNH5zOyrXjt/eQuD7nHn2C1x93euITAWqINGBAyJAhyGOluTafF574xPGbDOGPn3rCMO8GdfCONzVkRVsPNDX+E2JRc8SOyGd7D8uKC96FvUfEoMcY0QXIwZCEEH0m5MKktJl4/QgD4mX/EvSlam4SeRiEVLy7xJ5bM2d20ZLOt3VGCYSOuaqEld0sS26uVmxlNJMUCbuTSjDRJIcLsXtuknx99XFM1d1ZI9hT2/TiY6jS8uUYKYWrZROJl3knMjXcOEiikle08dgFMkq+6S0x1Ua5hIGBQI/R69efTj77HN4edpznHHmmbwwbQX7HzyR009/npnvt1FZVY1A4wceWlchRBVCZkC6SEdEE4E2DCyyrnUcc68x+3ccaYyxpBA4TrQRUAizjIthko40H08IgSMkUhjs5jpGDBRC4zr2HXN1ok1vjiNwXBExSvOOAKQjcF0ZG6N5jmOOkxDmuZS2TBLXk/Fg1tIHNwAyqNBBVsFH789j8eJ29tn3y5FIkZitRcKAL3ldI5n8ig6dSPUbHacfKx5jJiWKecV/JjtWV4wsiRwSmZZI/Ik80vE6rWAaeXSNuOMxKUBb95FRv4lPqpVREETnX4tovJWB3N2iJAPViTYtBrfzF9KyW/cZSbxXR3SWloF5nYO39FPLHNKTVroXiiieabwYoWJ3vJr74p6NjvUqussT8ewHOjaRV2GA0gU233xzLrr4Ik4++UQefOAhbr9rEk8+NYkdtt8MhaS62kNKRT5oRzqR/B8hbY0oEZtjhieNeAfa+Fax+qPY4UaiutLGSznVdmyisiNqjptIJwZSmeaOEULxC1l9osxIRGue3127P3ghIu/juMZvrQ4rTcfNaN75zyLa2z322+/LCK0Q0ljKqsiPR1zebqJNswJnHEAtWbKEvn37Rj8I0xYdJouSChG3dnrlJeZmyUmz3MAWHX8vO/7TyCLZyztjNGviph3HUaI3mzrF82Jk9yKja7Jd1hmJJK5l2IFMv6Cj3lI8nU0krkW2b//uOiTfT6KSyIdGh3RIxU8+szC2YyhlUsTb8ote0lIh7kwdf7RwOWm8Fs+4gJBFZOIXmtly2DB+ecGv+NcLT/D9H/yI2XNyrG5p5rFH32PurAYq+1TguCEqn0OrwHxcu6QtpdmjI0W0mdAgCBDRoAPhB4gwxJ4gaPxpmLUNER0EJrQqBsyJdsI1hmEiVDF6EdHZx8K6EzBf0rgViEQ44USioJ1owkTaQhoTraoMV97wGrffPgOdcQkjz25aCGRWoEN49fVljBkznC22GIrWgdkhTbQSZhO3Hbsb06Nl6J7rMWjQoASAsHA9EUqYgmWIomT2LA3RDB0vF6fTIDEDl0uH0rTiMZdmGuXKVq6DpkMKDVB0f5BE+SrSC2kESmi0sF747MbUbjX1Gj5ExyKnmIiOP5ZBhLpDAOvWr0ygGEeI0o9g/W4kGzPp3q6IMEobJ9noJfmSLlOxFkuWLKGxsdG40Uvkt7ahWBfbd6J7jJjjyh6EhQJ+oYlBQzbjoosu4pGH72fPL43jmWcWsN9XJ3Lxr99mziKB26cSmdXGr4j98CjQodmLI01+GjsuUrNGSX+MOJy9L4K7aOUjMou3Padk9tGgQ4yCMDRIRhnfJSXIzHY4GemthFPUJToO7/xnKe+8vcR0bV9BqEH7ONk8q5pCnnt+PgcduCdaG/udJImSyqxdrw7DkMZVjZR88LhDp1FNeuR0mE1ScTsrS3r0pdMohz6Sz9dkht/dYF/TFEWTYjlEIt3ik6jsawI7n4FKxJmk/Y5FJLZQyQKVKKRT/dkUMhInIgqVgbCOm0GFhSiN0lpZBGKsEHXsq0KFKh4nIGJYbZ+ZvEWJmJPL5SgUIuOykvJD5x2lc7IIQVj/H7EsEiAdB6GqCfMhmgI77Lgjf/vb31nw6Sfccsut3H7X/3Hv/W9wyik78tMf706fAR7kW/HbckjhIGQWcxK4ORhIWMQjjLcvYTtKieIoNTNZzmNFnCAA6ZqNeXFj6WJlrK5PiYj56NKk7Yxr1teJuSgK6Qp0rp07bjsYRyp0e4DrZhHaIVQgXMn0GfWsXl1gt12/FCdqtyNIWUYN100SQpAv5KlfXM+wocOK9Sn5WPF/9qVOZuD0w/QZJck4nU3j9lnaMjXZ15JppdNNj7HktVwZO2cIiX2S8eN4iNkibqBllJJkY/sdXfxZaROsRlkIB62NBltrhzAU0e9GIxyGAqVskChlbAdaVrfxwYwZiXfdaBI0W8nNObDWubBD/YJ6li1pQAgXrWRJfjrSPAdB5Kkq2ppvy209vBddLaY172sXhHAw2/UdBC4aN3rmgXAi8cHD8TzCQJHNVjFy9Hb85rc38woUH/wAACAASURBVOILT3HY14/l1ttmssc+93DDdTNYtqoCr3cfnKpKVJBFB1m08jAKsgBkAS0LCJlHuxotXHSYBZ0x58TYAa60+S7CNWUVrimTdqOtIaHZLBPtscG139EFlTHae+mC8DCrG9FqhQ4jp3bSOCXyo7yURoUhZBwm3vMuDz/yEVQKlPbAyaC1ixA1PPPsxwwaNJhtt90By0DWx+FQVgQuYUQiLAa72iIjXUC35w2VCNZmxP69xlJRyizSKzyRvQpBJ9dk3DX1RbscTgdeZecBdISYk5NBuojrmeKvUe7cDa2jpVDHiWf8ophh7CiML08Z6wxcz8FxXfM8Oq9AOpIVDQ08+uhjsZ8PrYnjOI65ahWitUK6Di+++CJvv/WW0RfEy3Ua13OMx/Xo3qKDZE8pnmy2fhsrKe5GmAwRKQat4tQ4H9YEfkgYKEaN3pabb/49zz33Nw444FCuuf4l9t//Hv7whzmsWl2D21viVBVQDpjz1V3QAdCC1maPCWiE8tHaiigWXYhI3MAwCh0xNq/SXAMJoe1ENn6y56UaKC32WKiX2KCilUZIh8efmMu0aQsR0kEToGUB6YX4eXjzjcWMHr0NffsNIAwLZsXLtt1n+CgiYgzJg9BLI5BiGGszalIiQ7feTSOKcrtcSyDe2lEaxMRLMClEYqMlxoH18FdC63k8WIqZSPF0enMfBgaqP/XUU7zy71cQUkQ7J4mgadHx8K233ko+n0c6kieffJKrrryKq6+6mkt+fQmNTY1ooQnCIBZbtdY4rmT27Nlc8KsLOOfn5zD93em4GS/Wi7W2tsYNY7QHxuDq+edfYOXKlWg0b7z+RrzcVzLDCUqQyXqjBDwUyPibFkcI2LNbzBKxObza93223XY7br75jzz5+BTGjBnHxRc/wR573swffvsBjU0ubo9qnEwNqlCD8mvQqgeaDBoZmYkHiCBAFxSEIjrFLVrPU1Hn9ZVxgRo6JvgCQlnseLFNlTVhTsnZ8cpFhHaimSzukMp4vtd+jom3HMANV++Fbi/geCGhyuFUaGbPWsUnc1rYZ+9dzSuhKrcItu4fQJOYyGzbR6FE5Et8ly4pUeeSKT79t42b1FGkRZI0I0rm0dG+Yo3yRZoP2QEkIvcJJfpBs/xu/QRLYTcr2jgbjkqQiG0UpTRCuuRyOW648Qauu/a6Eu4fRufHLvh0Ab88/5f0qu1FZVUl8+fP58orruTZ55/lb3//G6tbVlNZWRnN1oIhQ4bE6SxetJjTTjuNbEWW7bbfjtMnnM7LL7+M67oorfDDACc6HT4MFY7j8NBDD3HsMUcza9YsHOnw0MMPcd3118WOmYttL0oUuRZFdT+QuCYoOakIXaqIjwaalAaJycjWQwiD5oKCTxC0sctuu/PwIw/z2KOT2Hncnlx06bPsc8B9/PF3b9LY1I7bW+BUaUIhMSvwRqGJFzlpDpSROpRACzvYhUEcSscOn1EBZs9+hCKS/Vtg4gaRqbdMWF8WGwyLVow6RIEK0SoE4fDeByt5d/pykMKoVpQAx+HdGfU0NWsO+Mp+pjPL9QmnyyCRTldcbH102U9ZygDSzCD9G6lrV/2ks+GqOwld9EOduMbBvGYmEXuEhogn25KVUGEdW4vSQxTWM0lIzeIQoYwM/3rpJWbPms2M6TN4+623Y3+laJCu5PIrLmf8+PEcd/xxaK2Z/OBkRo4ayaNTHuW5557j+uuupypbEbWriJWmQgomTpyIlJKLL76YU045hVGjRnHN1dcYxBLFI2qUbEWWt99+m9/+/ndU9ehhHByjueyyy3h3+rtMnDgRx3VM2QA/8KmoqGDgwIGARVnF9Dr/oGnlV5mZJTkgorTiIScFLS0tvPrvV2lqaop8plpDLmO4FQRtBL7PvvsdwN33TOTxxx9izDY7c9GlL7LXfnfwxz++xsrWNrxqD+m5BIE2YoynISPRXgYhjf7EbKc3W+rNfiRt/JE4yngccEKz6U0FFJcoSVyh1FO2jROhlKiOxeMrjL8R4Wa44tpXufWO6YisRxg6SFFF6AtefvkTtt56GEO23MqIY9HsaJboN4BQnhxgpAdbedgfvUgpskijDFJ/26BScSiTRjqfMqipQ37d6YfFYN08FtmIXfOK0AjRkr62S/YboO0jkvFqQ6LI0nEoFPI8/Mgj/Oysn5GtzHLvffcaMSZUuK7LKy+/wnvvvceJJ56IUoqW1S28+PyLPPKXR/jKV77CXXfehe/7hNq63CMSYxx832fqtKlsPXJrlFKEYcjee+/N7I9nM2/e3FiTH0aexZYvW86NN97IhNNOp0ePHgYJCUFVVRXfn/B97r/vfpYtWxafMiddSWVFJf+PuvMOs6q4//9r5pxz7xbYXRaWooAgRVSwRUHEbmIvSNHYe0csRMWS6NcSxRjUaIzG3sGKxl6IJrF3RWNDBAFBEJbt954yvz9m5pxz795dwCTqb57nPOfeU+ZM/cz7U6dbbTfzbRGjEWFW7s7RSfG91OCJJ2NkwIcwck5tJ/HJJ59wxJFH8OFHH2rdfRimhlUW6VQgpYOfyyFUxLbb7sh9993LrIfvZMSILTnv/FfYZZeZ3HX7XBqbM3jVFSZQdEikBEppAS+RMdZTkXH9MPYXjj0wPmLpbT9IQX67WhtjNmEnn0wIS8GiqGJiqPw2/jR9Ny787faothyOdJGOQ3NTxKuvzmf77bfB9bJEUWvc3taz5b+eOuu2QqhY4sX0C6Ue7Ig96agQnU18KJ1XZ4i4GB2JwtcK/qSJnPlWgXD5vwIFSyZZLDGPggDpeLz22qu0tDRz+hmns+8++/L0009r9/iMhxKKWY/Noqamhv79+6OUoqy8jEsuuYQ/XvVHampqmHLWFO6+5+7EVkMRC26/W/odCxYsYOB6Aw3klVRWVNLQ0EBzcwt2m0ploOsll17C6NGj2fVXu7Jq1SqCICCK9FYMW225FStWruCf//hnrNJdsWwFza3NRXYoujUToevqBnS680tJ7/Xk1H2jwBh+5fN5spkM2Yxn7Ep0dDEhAr0iRHrFcD0PIV38fJ5ISbbfaU/uuftenvrbTIYOHcNpU55j733uZsa9c/HDaryqKoRyiPBQIqOF+36kSykESnoIJQ3UNZopLb02GhijiVFowuECjjA2IoAy/hZhBpSr2SKBEdw6+uxKrTZWAt9XKCnBcVC+QJYLPv9iBd99l2fbbUYBkijSG6Jbk+v/CRL5r6c0ohBgWcr4cCkkGDbZa2nfHDtmOiMinaV0OezZM2Ww5bLlsdqe9DgtVlv/b3gamZ5o8QRD8OADDyKlwxtvvkHXLl1ZsGABjz/2uAnsA98t/Y5uNd2M9WaI67hsNXIrjj/+eP72+N8YN3Yc99xzDw0NDYB2LLNoJO/nyeVz1PWs098TImZFbArCkC5duvDkk0+Sy+WYNGkSjc1NrLPOOgwbNiyWg1g25vPPP4/Lv3DRQhpWNVBZUWlUxwmvaOupjHWjPRcelDjMDwWoqPAe6AkihDb/BqORMIjHPK8nvIqFsdrXxcORIYHfAEIxZrsdmTnzXp547D5qewzmuJMfYre97+HBmfMIvAxujUQREiJRkYNW+wqE14ZyfA0qjKZMSQdtBm1RCDFrWTigBAWaBSGSd4TFMYrIohghOeKoWVx62T8RXhl+XqBkDS+8+A3daurYYvMtECik8EzdjUer+iGGCp1B/I5esX2lkr4r7l/bIe3eNRMuZolE+yKkr0FRPsUXbaNbSJeugixRttRRkERRfiUr3sG3/7cpJVjVkFw6HnPnfsF7772PIyU3/uVG5n09j/XWW48ZM2eQz+cBzf8nmwfpiennfZqbmimvKOfIo46kfmU9ra2tcX2s6Xp1TQ11PepY+M3CWADqui6e5xmTdZ13U1MT11xzDfPmzeP//u//mHbFNJqbm/nDH/7AO++8g+M6RFFENptlydIlsRHYBkM3QCnF8y88b3bKS1CQ1S4pA+Htniox9EvMU1PXzHWKn03fS5JIw0j7kMBIMUhJzcFaATlOFoHCz7UR5iPGbLcLjz7yEPfcfSOZzDocc9yjHPDrx3nuuaU4XSRubYggIAgiA4QizTBEiapeIEHIZK+VGPXaQaqSzo/ZG9NZKTdykWLbNGJWXPn7nTj+mM1Q+TxeNkBEOd59bwHDN9mAPn37EYTNCJGymi25eq8upSdg6qpxKuswFfRVqo/SfYsozjbpLnuv3ZigKD+7ghQRig5Z5NTPAgFwR0fxmNMEPCl/cflE4Tvt2LT/ERJJKqcbRDouDz7wADvvshO333EHf7nhRm6++WamTJnC22+/zcsvv4z2InWoX1WvfzvadsPLeFR2qUQIwdKlS1lvwHpUVVWZ4stY1tGtupoB6w1g7ldzYxf8T/79Cb179TZ+EYmcZqeddqJr1658+umnzPt6Hm1tbXzw/gesWLEifqa1tZV+/fph/QTKK8opLy/n4osv5sEHHsTNuARBoPMl2diqAKGURCNFv+PVrf0KUoBsIP6tojBhGTBCWGUiXyjdJkTa+EuoMlxXIByfsNVHKYf9xh7IU088zl2338zy7yuZMPEu9tv/QZ57bjFUZPG6uqhIEObKISojUqBMbBEbXcMSlsLFTZCI7G3d0oPMDlSzSAgFkUIYVf2okX3YbLPeEEV4XTy+/rqROR99z9ajtkIpJ46U/8PHbZrwFCIQ69vT/nlK9ocyi0jaJws6MAEo+FSpcZC+l0ItBQRPdXBOIxFRIs/iIz3mohJIqrh8KQSjOirPfz8lSCSMcL0s777zFjf99WYGDhgYx9cQQtC7d2/y+TyXX345y5Yt45e/+iXfr/ieVfVaC/H4Y49zyMGH8Nabb/HKK69w6623cuIJJ1JeXg4q8T+JIu0gdthhh/HBBx/w8ZyPWbRoEbMem8XBBx9MbW1tPBGllJx33nk8/PDD3H///Zx44ol06dKFe+67h1/96leEYUhbWxue67Hxxhvr1VcJqqqqqK6uxvd9Jp16Cg/MnEkmm4kjhOsusGI+lXJuTI9481uVouIJTFQpKq+MVqm1tUWryYVAhWGKpSJxIFY6MI8GRIaPjYQJLuMjXQVRhJ/L4TpljB0/nhdfeJKrp1/Kom8k4yY8zPhfP8a//rEUp7wCt6orOB6hEoDUzldSamMwa0sQKc3ieB5kPC0TsYMzrXSwdU63lRDxZIwE7LbPQ5x5zmxEmYdys7z/QT0rVgTstNMuRjtQBspJVZi1GMNpGJ5+SU8KKzPTRVSpexo9KvRY07kIs+hb7YUlrZ3Rt3Se9q8ovEXRdwsIXkeEJF2XVB2LL5dKMepQHSCUNBIxz5csz38/Jb4zUqJUxLx589h33/2IlKKttYVMpox8LkdjYyNnnHEm+XyOL774gn332Zdbb7uVl156if3G7keXrl2YP/9rfvvbC+jZqxfnnHMOe+y5h9602mhNlNJ2FGEQsseee/DVvK847/zzcByHCeMmcOJJJxIGoY5xITQBi6IIP5/Hy2To1bMXw4cPJ/RDLYdxXV5/7XXqetYxevRolNIObhtvvDGjtx7Nm2+/xfrrr8/JJ58EQnLAARPx8z4ONpyeTpagKJSxaSG+kyRF+yAymAGpAwqJSDF8+HB+e8EFrD9wADYyWswy2cEbjz9lRAVtCBwQWY1OlKvLgYvrKhQthH5AtqycY449mbFjx/PQQw9w01/vZJ8Jd7PzDgOZfOqO7LBdH6SrCJp8iBSO46KU3jpBqVB/j9Coz/VKGMePE0V1LQiloK8ZJgyU4uBfb8jAAdXGb0/x+hvzGDRoAAPWX8/4yOQQwkXLQwx6iyN9rS6lKU6amERYeya7ZWkiILd1imKUaf3UYpV1Km+B8U1qVx7bz4XOoslvSLwdU98tKCslrpUiisWEpRSlLYFm1pgglCrPfz+JKMwnpVYKpPWP0YZFdkMjJRxj0g1+Po/refx99t+5+pqr+eMf/8jQoUMJA5+Gxnq6dq3BdT3CII9SCtfN8NWXX/GPl//OYUcfhVTazkM6koULFxL6IesNXI8ojAxSi7j7jtsYPnwEW249mtDPaUEqEj/na1WuFCz/fjnHHnsshx16GBMPmEiuLUcmm+HTTz/l4IMPpjWX48obb+XeW27m6Ucf4Obb7+TACePxcz6OcHSzKgEyAifUE7dUfIs0D120Etkd8uIhaoWZKiRS2phLWGgpNJGyK2XyUmQmp4xXyfgzQreHJXVBEJHJlIOAVfXLmDHjYf568+18+eWX7LnHMKaevQ2bbl4NQSt+k0KqSoQTIpwc2sck0gRLeRAplKMRkEiPT0hWPqU39FISRChRkUSUuyxdniPjSWqqXfJhBTvtdBNbj9mf6VdN01tfeID0daQxY2ovbL6rTYUTTRkkoJQilw8YM2YMO+6wA9OvvoYwyBm0bJwjTUvFrIOpg+5qUSBOsPKxwk+rVDtYKgQFNCDt2RbP6TWcpMrGfU0RkLRHrkqNNcy34jGpUaZO6QVNobUxtqD/O9RRKsmCRhQCFQWEvo59kVgFglABod9K4LfiOlojs/MuO3PwwQfzyMOPGMge0a1bN6RQBH7OyIE0xO9R14Ntt9/eTCK9qgV+QN++fVlv4HoEfhDDfYFizLZjGDBwAEqFxoRB84We56EE5P08V067kt13252JB0wkDELtdIeWkTjSYfmSb5n/zWImXTSNLbYew0nHHsPMBx/Gy3pEygokiQeF1pzEhSgcLAWpaFVIdbgKbfuFBkLbkH5m1RcJerHvYPa4FSbWpxIqQa8oPeiE3gvYcx3CoJXAX0VVVQ0nnHgizzzzOFdOu5APP2pg193v5ITjZ/PeR2143bI4XVsIRQORaNHlwzOHMHGLTAiCIq9q/XGR1NawMponhXHjHuGCC15GZir49JOVLF3axqiRW+oxZPfWVSni8QOTJSCamCisBXP//v3M/XQcU5IJHcsTkgBYOoBTR31aKtnJXIxEbN//kFSMYNKUOz0mOjrWtOw/XoqNzeyRmG2boDj2ntSbHDmOC3HIwICDDjqISZMmgVI4jjS+EjKe0BJQSqtrBw8Zqr1A0auF67o6vkYYme8JQ4wjBg8eTLduNRAFZgVJDMUcRxIFEUceeSQnnXQSURDF9iYqUmyxxRbcdscd9OzVm8/mfIjIVnLWH29ms9HbcdzRR/LAQw/jZl1CQkS6MxUxZFfGpLhwhWkPUe1m4kJqbYiQEsdxTZuZFVIUcuLKbkCelqDblUgktof2PWttaL8qkTg4qDAk35KnrrYXJ5w4mdmzn+Hiiy7itdfq2XW3OznxxJf59xc+XtceOLIPQXMtqq0rylegGkG0oQwqtAhJL77FLFtRM0SKUaP6MGxYLYos//rXl3iZWrYZvaUWvpogS5h9WmJk0OHEKD6K21eZ3wZdKO0ECCkuJU7KzDWdR4Q2+Q6DgFwuZ17X3yltvZxuadsnVv0tOxkPa1o32tUxyT89Jjo72lV6Lb7fWbl+WBIq8lfjna1K/NZuycqs5toDV6HNnCGBkjbOkhsL5Up5YCY7u9sGComiEJBmcuqrEoGKHKygTziC0A+1GlcowjDC9VzefvNtrv/LDSz4eh5eVXfOmv5XWvyA1oaVXH3WiXz63jvcce99jN1nb/IteTxPomSEVMnqnHQqKVhMu0WgveezaldPi0B+aIq1SYYUqcAYhkktYIyIiESA62aQSL7/bik33ngzt91+Dzm/geOOGsnBB23AkGE10JrTKDGjdHuGJgocJl4KKdd9/fFE0K8clJLIrEMurxAOeNlKDj74AVY19ubJJ2cR5kKkZ9GVQkmFVEIXNyLlRbzmdU8UDhF+EDFy1CiOOfooTjvtDAK/LfaxitkZIWJbGf2iJmQK4tCMaReMn3cqHnzFW1XYZ34IO9PJwF6LJLGh8oQy5/SRguKGQsYTw3oLSokKQ/MfdLwDc9j11/CZHblwp53/9H90GEJhA/rq8HzKqMXsZyI/JJYiKOLNuD/+ZA5vvvE6Q4dtxLwvPqWlfjkqzNO1Rw/OuvZGNtp8C04+/jhef+MNMhUZ/DDQkzNe6AwKMERQnyPDUtmIZBYqp84opOPhuFljn2KovDCRw37gIVSEErYNdDsiFcgAQYTEwROCKMgR5AK61/bi/N9dwN9nP8nECRO44ea3+NXut3H+Bc+zYPF3uDUuTllX/DCDis3ilf6GHVICg8Qw7J2N9SrxA8UhRzzJHfd+RlNzC6+9tpC99voVCIkWA5n2iByNoqzvhu241Rx6QbFnFY9FO1ZUlDagL3rXjJdkepnv27EUr7zG16j4+yp1XpMj/c6aHP9x/qWQQ4l6FDxfoHoryuM/QyEANhhF8rcdbEqoVFoYZQ3HLGy37LIQ2j09hvnGPqQQEht4bqSLiYOcKYUghvT6HalNurHfIN4OIma5DJujIsXECRN4+eWX2W777Qn9NpYvWYibydDYuIqyqlrOnX4tAwYP4qADD+TNt94mU1ZGENjIYnrgxUZbkTJBXkTKtsjEx0jBXOv5/P7773LF5b/nu2XLtXpV2XY1bvv2rIr+kzpE+0N/U9dXSQVuCDIPItJljjycMIOjBGHYhu830n/gIK6+5k+8+MKj7Lffftx66xdst8vDXHj+ayxanCPTtQuOmyEMBFHkGtZGEwsVaQcuFQmUsWPRRDyKWb6KMocPP1jKqsaIbbcbQ9o2IeYozHgwgq3CenZwCJE+W6EpOI5LFIa0tbYWjdn0u8K0kxmbRfkI26akzsVt30EflDw6yqej4z/OP53S87Ojb9LJe/+dJDuPpGQ/mND9hJAk0D0JoqxVijb6mRA6yI6yCCQle0kQTXKOgyILV6sHhWPys9HEJEoalGCgvDJBi+JmEfDVvK+5+6676TtgACqK+OyzT6G8K/kwQ8OKPKqyjtOvvonadfoxcfz+vPbmW3jZCvwgIBIaVVk5QRQZFkqZiG7C1Wfju6CvOUSR9qh94423ueqP01kwfyHKXNfBSfVz8SGL/qvUuV0/pPwklIu2fZCgyhDSBcfAckeCJ5CuiyPLCIKAwA8YPnwk1153Cy88/zf23fcAbvjrZ+y08x1cNe0tli1zcGu64WQyRIHuQ6IshBJFHqFCRORB6BntVR7Xdbnhmn04+KARPPrwv9lwwyGs22cdPaCyAqE8pHBRjhkTwkEHXFqzSHLpyHn60G2ucEzw+8QYUakS76pUf6Xyi8el/V+yrX9uh1t0TsnRChb8Yn+a9PuS9j5AaQK0GoKSBi3Fhm1KrWlUlMKPtAtgLCyyKPytc1AFVS4sWWlIlTYGit81RkulxEz22ciopN977z3OP/98arrV0Ldffz7/8D2iQEfYko4k5/uU9+jF1D/fRp+Bgzho4gRee/sdMtlyIj9CmZVTCZGAjVg+okirgNO2PUIoPM+jpqYG6QhsYOdOmjL5v1rW1LJGuhxKSD0pLGYTKnGaQxNwKR2klAR+gO9HDN9kM667/jpmv/AYu/5qX666+nV23P02/nLdW3y/KodbXY4QVQR+BuWCcjyU4yJkCG4D0AIogiDkvAtnM/Oej3nz7QVstulm9KjrTeCHev8ckVQlbp9YrlH6KLxnrExT71shaFNzE/nAR7pO3Hbt89ExcYrbOr5v3yn5bkft/3NJHRVwbQue5jY6kYcUi01KGLdJSk7LUtSuONeOjmKWqPg/q3k/eScOvCK0RkMJUfJAKJQQxrhKsedee/H8c88zdOBABgwcwOKvvqCloR7HkygRgpA0NTeTqe7OmVffQu/1BnLwhPG88fY7GpH4KtZa+ELp8PvxmLQGV1AYSSupn40XW1LSXqITCu6Vao+Eh4s70nIHwqAxlYLw1m3fEnC9cVVIELQRBK2M2HQLrv/z9Tz37CNstdUOnPe7v7PzL+/lL9d/QHM+h1frIVSGoK2MKKhCia4gy1DCQwiHMAhYsqSB52cvoLUFRm29iZnkkSmQLaZY46OAPY5ZEbABv11Pa7yiKKKttQ0/75umKUK3Cr2roau1OqU8uVdXBlWyX38uR7yqJeMvHcJhbY44j06SoJCQmFi7RUiklMClM8GL6OT51R02rdnzInUuOBRxMFphjD2ESgZMa2sL36/8nozrsPXW2zLvs09pXLGMTJlLGAWgFK5waGpqxulSy6l/+AvdevXhwPHjePPtd8iWZQgDHb1NTw2lt3QArI2LsrYkqrhuGIGzoLQKsZOj3fKc/i9SZ2HqnJyFYSu18ZsldMkZHL2bnhOSCxppCdrYZNMtuePO25n1yD2MGDGGqefPZpfd7+Leu+fQEkZkukmk00bg51FKItwylMzgZQT33PVrBg7qwfJ6+NUvdwC05sOa+EdRRBAE+L4fh24o9qi2sWSiSHt4R2EUPx8EAcpcz+VyfPje+7Q0NdO1S1c22GAodXV18TeCIEhcGgR8v2w5SxZ9CwIdz0UpwjAseM5+P10my6Lb8w8f5//rww40lZzX+khN585SMRmwtEwlF1NEpKPc0kQjndvapFKEafV5WjldAm91ZHjrTq+EIrK8sRnAQgieffZZxo4dy9IlS9h0k+GEYciqpYv0pmAiQoYhrg8eGZobWnAqajn9j7fQs996HDBhPG+/9R5eNkPoB7hCaemQ0m0RG8vZSW3RkpnsYRiSy+Xw8z5xMKT0ytbhqlACoajUb8y3OhwU1qDNEFfLcpq+FUpAmEFEFbiygozIkPeb8f02dthpV+666w6e+ttM1l9/Cyaf9hR77n0/Dz74Gc2qGa82DyJP4INCxyq5/Y53uPf+txk+fAN6915f2/rYAN0muLfruXgZD9cz239E1mzdeozLOJh3FEVIVztx2nek4yCkoLmlmX/+4x80NjVSVV3FzBkPMHa/sUgpKSsvw8t4sZmBkIKXXnqJZ595Wm8OZgiE67nxYdXB0pFxtL7iUBFWG/nzPFRqgphFxrJvnR0FSpp0HmuRrNInOMu/WgAAIABJREFUXpwK9p3piJAoEuluuhSdkbBSBRMlfhcTkuI8U/lYgysDWe1tbdGp/9qtLnfZZRcefOhBenTvga8U/fquyyfvvMmQbXbUCCLQBEjJEEe6hH5ATZ++nH39zfxh0jFMHD+WmQ89zMiRW+LnG/HcsnjjTzMlY0RiCmHYCEHXrl0ZOnQoffv2TQajIHG3EIXVWi2NjptlTeCnJagRmlM1A0v4IBRKeaDQ9jAKHPS2l0E+AEcxZvud2Wb7HfjnP1/gj3+4jsMPf4KRo3px0gmj2XuPYXSprCDM1ZPz25j12Ed89sV3nHLKSdrwSylef/11brjhBgJfWzt3repKRXkFo0aPYuy+YykrL9OuDUrHgWlsaOT2229n//33p1//frz+xuvccfsduI4LAk4/7XQGDR6EUFBWXm7mi6JPnz4IIXjkkUdYtHARkYqoqalhwoQJVLgVmlhBTNgd12H27Nm8+cabDBo0iD323IMuXbrw8ZyPCcOQTTbdhDAMSfvRrHnwqp8ypeCESM/LDuZnfCk94CSFvkCdpAjibUocs3gpx1KHiMKIXUnkrsJRbmdBR8+n9+ywvwMKZ0i6AlGJ55NDqQiEPisRaOSBtdswxNUUL/5CpCgvK6euRx1SCvr06sWQwYOY8/Y7SJVF+SFtBLQ5ikD4CDfA8aCxoR63qobf3HAL3dZdl0MPOYjP536Flyknn88hokgb1CHA2Guk1FTa4Ekp9h+7P48//jjrrLsORMTxTDrlAouJS5qQlCIq6d8lCJBAGNpmEY6LwLUyWf3JlFWp4zhIHPwgTxTC9tvtxqxHH2bGjNvJeIM45phH2Xu/mTz9zCKcTDXlNZUccvgIaqoqGDlyGwQCP++z6Sabsu666/LAgw8wevRoDjzwQPr268ufrv0T++yzDx9++KHe7kMpGhsbOemkk1CRonef3jQ1NfHn6//M66+/ziuvvsKixYvoWtVVV8sQA+1Coav0wosvcNH/XcQjjz7C7bffzqpVq8hms1jbJYGWb3hlWa7703VcfPHFfPzJx5w6+VQuvPBCoiiipbWFc887lw8++ADHcWKnPpt+3gSEVL8rdFDu1RzxM1GCfmO1fCffSI9NIbQA3yBzhELG0KZYTN0h2khfsxjJ/k7hJmWuxXy8vW1/p7+XOqcOIXQ+QkTYPWgloiCWi7QTx7AS0pE8/vjj7LjjjsybN4+M5zFg4PqsWLKIxuXLqKis1KyP+YbWjAoymQzNLW1kuvVk0pXXEQrJEYcdytz5i8iUdSFUETaYEIgYeaQ7QUWKbDZLl8ouqFC1b77UwtGOsNjrxag1DdqK39U0oMQ7yryiVwttI5dMLClFYqpg2SEErgmfGPgNRCLHfvvtz2NPPsL9M+5CiO4cdOjN7D9xJs8908TLLy1gg6FDWH/gYP0dpaiorGDkViOpra1lxx13ZOedd2bKlCnMuH8GixYvYvLkydSvrMdxHaZNm0a2LMtpZ5yG53k89dRTLFy4kBkzZvDKK6/wyEOP0KtXr0JzAFsrpZg5cyZHHXkUjz32GK+88gqnnnpqovaNkkj/9SvraWho4JZbbuHuu+/m6GOO5sUXX8T3fbbaaitOOvEkpp4zleXLlyMcUYBAVmPK/SOkovkRHxBrCW1/S/O/I/mHiBLtnYCU+rTzVDzeBMQOgcbvK9nXoCBze3SWc/FR4hEwIzVKVcas3ulvdlSZ9D2ppc92elhKaIVpiMR3ZvPNN+fSSy+lZ6+eKAWbbrY5ueYGFs79BOF6gMSRMn4/MEI3gcPKFQ3UDRzG1OvvYMmSpRx+6CF8/Y02VvOj0PizRKB8LCmKZ7hMAh2V5N6K61Rc92IiU6otbOoUodhJZ4SsQiCkSmh4PC6T/rMuKgKJFJWIsIxm3wcvw7777sfTz/6NP1x1BV9/E3DQwbfyyCPvs/XWW1HXszdB6Mfyh6bmJvzAp6mpiTAMaWluof96/Tl36rn881//5NXXXuWrr75i1qxZTD51cizgfPrpp3n99dfZd999ufzyy2lqboplFVZTExo5yocffshzzz/HtCumcfTRR/PZZ5/FmhsgNkQEqKys5PwLzmfw4MEA+DmfsWPHkslkyOfy7L3P3ggpmDFjhlaHB4Fuwp+cgIBe6UVyLpg39rp5rtPiWtSxJnN7TYqlkvxUARIRqRGW+nCHR5o8lXg+DZcKtAvFFLVUBc3ANoLFxBtWIVVafRkZVwwjUDTUdfjw4Rx5xJFUVHZBiIgx222NoxSL531BtiyL42r7CddNhGxIcKXEczI01Dey7oabcc71t7Fw0WIOOfjXzP/mGzKeRxD6IEOUiW1hhacF+My2YTHx6AiBxC+SeHh31tel7hV0gxlUZtDpdklZcUqr1jRGairJVMtwJSiXcinwojZyQROZTIbjjjue5557ggv/7wKqqiqMl7WCKDIbJwnq6+tBJDsnOo4OYTlixAiqq6v56KOPePONN/HzPoOHDo7b65xzzmHWY7PYeeedueyyyzj77LMTISya0Euphad91+3L9dddz/EnHM9bb73FXnvtZcJluqYZVUGzRFHEN/O/YcqUKdx1111steVWCWpRij332JOZM2eSy+XiwOI/DyJSColEye/0fQmrJToy9Tv9XGdEpXi8prkJs5jLpL1VR29Q2gafEs+pEveh3cwo6J+O81CG0CQh7oRxKRCoMDkwgsIwDBFScN9997H5FpvT1taGinx69qijrmcd8z+bgwoCTX4M5BXChHcUkozjkEVBFFJfv4J+G27K1Gtu4tvF33LIIYcwf+EiMl6GKAyIZUbWtgC0B6sQyUbipTi9NMoQqfv8wN/FyXauoATRTg5lCLuWO5nrNsKazIPTCiLAVR4ZyiEQtLa2UNejJ/uP3Z+amhqiWMKfCOa0fCWxYYwnK1oQXV1VTS6Xo2tVV8oyZaYZBMOGDWO3XXfjxhtvZNq0aTz37HPM/XIuQghaW1pYuXIlntHy9OjRg3322YeLL76YZ599lu7du/PnP/+Z0Pd1fiohAsqUYeGihURRRO8+vbngtxeweNHieIuRHnU9mDt3LsuXLUdKGY+LnwchKUqqaNIXLMKWqNBp35cWI3SQ2uEF83x8PbYTIfUkqf+q6HrxElr8hVJIpYiSFsysdElLIBEEmDgcWnUZpVCIRiLWwc/KS5RSDB48mAMOOADP9YjCiIyXYcMRI/jyg3dpbGpACYHr6riw8QZTjkQFASLwyTgCz3FoWLWSfhsN5/xr/sK3ixZz6MG/Zt6CBbhuBUGoA/yoFLGzm1d98cUXJiSCaF/FUr/T53TzF3dmZ/cLiIx5uFhlnDqs1kgTQKtn0nYmkXAIZAYVZVHKQUX6Hc8LiaI8zU1NSZ1NPkoQ220opWL7Dd/3kVIy96u5NDc3s+kmm7J8+XKkNY4z6nE/59PS3EIYhhxzzDH06NlDb8GqdADwXC6HY4J45/08ba1ttLW1MWzYMCZOmMj8+fNjViTdGFJIgnzAqFGjuPrqq7nmmmtobmlmzsdzYkSmIr3VR1tbmxbaK1XYdz+LlFrQS8gP4/lWYA6wmmNNkEg6CXRITWt9jwAVaS/e9kukTaVs7ov33VhdAQTtPQutRqaYcJV41Z6tVFjqyYtjzjKFCKSACEaOHMlFF11kUIOD52XZacedWfz1VzSvXI5bXk5IRCRACUEQReQDn7xSRJ5rJB0RSEl9QzN9Nt+Ws2+4hwULF3PYoYcyb8FCMpkqAl/EbRkpvXnVE08+wSknn0JDY0M8IDttoo7AH5TuknSTpcFh8b21SAnJ15BX4uAql9iL27EykyxSejiGDUzmmQtKIaWkproG6Uqqq6txXZfKLpUsXbqUK6+8ku22245fbPULqmuqaW1r1QRHGHsNV1JRWYHjOCxduhQhBHU96hBCUFFZSW1tLXnfB6VdC8rKyyjLaiTTlmtjgw020GpgSLFw2nrVy3pIR+L7PjvusCP9+vYrYGeU0sG9a2pqEErE25H89ISkeF7auWORcHoupcv6Pyy3SuVv5qWMZ0FBAUoRiP+wYLE0l+Rc8K1iFqlkJoX5YH9ryhtGEcLR9gO7/mpX2nJt6K0mFYMHDyKbybD4y8/xMhnC0HSQ1KbkYRQZGxppLCW116eXLae+qYk+w3/Bb67+K19+9hmHH3YoX81fgJfNEIQBCEGktAbp+xXfs3LlyniXPrtid9wuqXPxkb7f0fMdeRWsTRKGgNhslEZ7MUo2bW29YS1rGd+JNAGZO3cuTz/9NI2rGnnwoQe57977OP/889lvv/1Yp8863HjjjWQyGTbccEPy+TwLvlmAUoo5c+Zw0EEHcd999/HSSy9x0UUXMWHcBAYNGlSA0D3XRUm48cYbufLKK5m/YD4vvvgi77//Pscff3wcCkKRsCJNzU3cc889vPrKqziOww033EB1VTVbbblVvNfRokWLGLbBMLp07RJf+3FZmeKxX8z7pjq4ADik50I6nzX9zhq8U2p82jJpXhG3sKClMi0mKsW/SxWiOM9S14pZnlLlKJWPJLbPKHjVDCClqKmuYeDAgQg7yRCsu+669OjenS8+eI+t9hhHm4pwkIR5HxWGlGezJptESGijs0UoVtUvY/AvRjH599OZftYkjjzicO644w7WHzAA38JoIfBcLxbYWrivbGjE4iZKnztrirV9fm0RieWnY4GsrouI7WCMqZ3SmQszkGL2Gx2YqqW5hW233ZYNN9yQxYsXs/y75QwaMojf/e537Lrrrriui+/7jBo1im233ZaZM2dy/vnnU15ejpSSW265hb59+7LHHntw2KGHEeQDHM8h19bKyhUrEELGlsLT/zidv8/+O8OGDePCCy9ks80201bCUhgJnEYYrS2t3HbrbSz9bilbbrklXbt05aqrrqKmW402inMEL85+kUMOOYRsNouf9wv2U/pxUkfUvxiJFK8UCYGJ3THSMpGS3zGYU5BCW50MmFJrvDVtEECkcAuRSGcT37IlgvajtkQBYj10ZzMhdU+UaLAYuZSoXPpapJ91ze72e+yxB7vttqv5tI7lOnDAADbeeCPmf/4pIp9HRgKp9KQPkMhIgNTgUEhtCu04DiqKCPw8IKhfuZKtdt+P08OA6eecztFHHsmdd93Nev370dLSgufp2K3FZWxHQKD0+ChFGErdW5vnV5u0lgYs0UiXT2cUIWLCaolJ2n5Dt5NixCYjGLHJiA6/FIY6Cp3jOJx33nlMmTKFN954g1GjRjFjxgxyrTmEo212lFIa3RlBted5eslSipNOPpnDDj+cpsYm6nrW4Th6B4HYkQ5FXY8eCCHoXlvLU08/RUNDA60trfTr3y/2bHY9lxv+fAPdu3fnoIMOIgqjeOHoKIDW/yZ1JE6w/ZE6FzyTdFahFfWafWe1BIRSt+ziLeIsZYdS23YFLv69mqOkkUwHR0fCIrPyFRjYxPkWvaMEgdHOPPHEE4yfMIG872v7CGNqPWjIEFYuW0JrfT0VZeX4bW0EeR+pFCoM43ivafsEhCCDwFMCGSkaVtaz9T4TOG3atXz00RyOPOJwvv56PhUVFSilYoFhsS9Gh51TvLisyb21eX4NkvVKVsLElrWe08rEilG2Dsngs/Yd6fpFod4fOQxDVKj0fxPTJIxCpInNGwQBgwYN4vTTT+e+++6jtbVVG+qVZcl42vnR+sEopait7c7YceMoy2riEvgBXbp0oXef3lpw6gd6jySjbh8+fAQbb7yx7s8ooqysjJ49e7LegPUQCPK5PK7nMvvF2bz22mtcddVVZDKZuG5xu/xoaCS9zBfNu3a3ROognhvKKBesN7VSEVGkw4zq30H8G1TB+GxPvNagqKnfsoDXSQ9CIE3pOmZ3OkjFA7vDw+QdU9riPETynD3HqySkVV6ariqamppYuGgRSumtGISj72++xS/4fvEivvnyM7xMNgY6sSep1KueNVSKoohIKRwh8UCrcBE01TcwZq/xnPP7P/DxBx9wzDFHM+/rr2N1ZFNTk54EViZii/pzVBlS1MyClGmBSAnxk3ZWRojquV67vByp1eV68dQsoeu4+ppJ1ultxx135PLLLyfj6QkcGdcCIUUc+1S7MZQxbKONjJ2IjqNrPYCVUgl6kAIVRWywwTD6DxhAGGh5VRiEuo/NYuKakBFDhw7l2muvpU+fPu21afAjIpFSq4CRmMcyP3tERfOB+BnLbkYRCOkinQzS0eEb9O8yQOj7P7RqxUV12kU2S0dGclNPlnizZBSl/9ahG6MQ4ilibZGNkGWinyEkSIV0HYQS7Dd2P5595hmy2XJQRrYhYNttxuAIxbfzvsRzNPviuA7CcwgdrWGJqauxFwjDkDAKEBJtzCS0n8j3y5YxavdxnHn51bz7zjtMPu10GppbGLPNaI4//liqq6tje4N4pbC85P/nKQojysvL6We2bSiIyyGLzpGuv4gMoVf6mhSSyI+oqKjAkU7cPpZYWUNDAAx6cT2XVatWccwxR/P2W2/HhmzJZLfxQCKE4+B6nrZbkVIjRERMoJRS9O3Xl9rutXrDtKL4XD+NZiY91os1mfaQqWfS8zKJ4iakx3dLl/P551/y9dcLWLWqiW++Wcynn36K7yt0hLckKuFqUfNqkuzQLX21abUQ479wlGL2C4maqTragEzD67feeotLL7sUP/CTwRAJevTowfqDBvPlx++D0vYj0tqLOJoNsby/lJJMJkPG1auo47q4nnVx94iU4rsV9YzaYwK/mXY9r73yT0499VQ22mQzJp062ayOIkYjAt1Blq9Prxz/vyWFZtu8jEYiacOseHCSOsdR/w3fLrTlj3Sk9jGCeJIbF8f4bE3eNWGSNDe38PzzL7D428WpiVCMYBNiHfd/EXIXQu+iZzVLMdpShfX58VMx/5K+nuIGYuMyu0glYw0FCxcu5MgjjuCoo46ivr6eo486kkcfeZQ4PIWusEGeqXEa112t8dBMsTOicH52Skh+TJjXEWHRMni9zYGGzpZ1mPvVXJ548onCvXcNu7Llllvx8btv6cDMKYLhIMzeww6OdMxWkDpMYhCG5HM58rk8LS0thEGA57oEwLffr+AXu4/ntN//ib898jAnnnwyqxobzSAN41oUkEG72lo+Ij1efg40ZTVlSNtY2HO7qGGUiBxm7E7sJmFKKK1sS/0vIBo2b0h+S0G3bt3IZDIFeZcqY0HYCEskUpNGSllQ1vQkit/9of1SihaUOhdcS4/vNMpIn21lVHIWVttCvE3tFr/Ygt+c9Ru+W/odl19xOZttvhlnnnkmjusmwZii0MwR2tc9FjEUN2zqbA43aRzV/sGfLBWzMelrsuBaXHlU7Ha/3777sfNOO1NRXhFrBIIwwHVcthkzhvsfeJDvlyyiqq4XvrHzUGhBoeM6pm9EbH3pug5lZRVaxSh0VPmmxkYC5YPrsKz+e7baazynBXn+8JtTEGHADTfcQGVFhYbKjmN6WMS2DLo2xis4vVr+1G1fDP7S14ueSROOTvMz58QWpfNKpj+liY7peTPhgyBIDJ9Xl1Kfsj41iRo09UGRLESxP5EovL9WqXjup9s1fS7IvxTytpSmiI0peLSwsxxXC5vHjRvHs88+y7333sv7771PtiyLnw8MgkzkWVGYb4cmteKmBCEpMT6KfGeKa9+effhxjoJhlCqfxaJW2FRqtMOXX37JU08/pT1z0wNdCAYMGEjGc5n78Ydky8q1xNrkYim0ZYtybW2EUURFZSXz5rzPvVddxL1XXcTfH72fXGszlV0rkCJPttxl1aoVbLP3/kz5/VU89uijTJ48mabmZoQjCUMtyYphJCox4kqPk9LV+XFT8WJYXE7zuyQh6GgBXctDm8OniJQqRBui1CqpUigofZA621CS9re9jpXBkCCQ/7RfitFGKQJSMv/iiolOHi5B3VRiv+MbXyLHcXjwoQf1b1cyd+6XTJp0MpMmncLHH89BOl5sZFdQ9lKpRL/Kn37Ulkqd4ajC8lqbhVjlKOCpp57it7/7Lfl8vgCiCWDwkCH06d2Tzz98F8dzC1YlpXTE+MigFyG1fcKsG6/hT2edSFW37gwYNoJXn5rFVZOO4Jt/f0DXqkr8XCuBn6O+/nt2Hn8AZ/3fZdxz552cccYZtLW14UiIwkDv42LKr/d3UomWun3VfppUPPjTx4+NklLtkQ6rWFoOQun2K75Wao6mny0+SuWxNqk4v+J9pAryL6bAxQUtpugJcRHYuaC1ja7ncv/991NRXsG0K6Zx7Z+u5e233kZFiunTp7PhhhuxalUDU6dOJdfaijQ2URqArB3VlIkdfro2P4fRXCq1RyxpImHZmWOPPZYXnn2BsrKylNRfEuR9qqurGNB/AAu//oKmtlYCIVH5PCqvEKHQoQbCiHxLKzVVNbwyayYP33QNR55zKYecfj7b7z2Rs6+9kx49+3DdbyazcvFysl45UajIR5Kl9S1sNfFQjpl6PnfecTsXXngxOI7eKD3wY/SkpOFlMbKBn1PqaOL9lMU0ZbCatjVuM1H0Oz3ErcJDULjPUyn09UNT8fc7zb+Yuqwu44SyKxUgCAkCbQPz99kvct5553HIIYdw/PHH06WyCxMPmMg777zDGaefySmnTGLyqZPJteVpbc0hhYcOAZFaMdaw7jIpUHFt//9LVrpfX1/P/G/mF/B5sZxMKTYcMYIlC+ax4rslZMqyCKFwpA5UZIVtruvSWL+SFx68h6GbbMGm2+xAw/fLWfX9d7iZDHsceiwrvl3Iq0/Nolv3Hmg2WhBEioaGHBNPOYfjz/kd1/9pOr+//ArcbLkmJsqyNpaAGB/lnxM7Y8+l2JMfKxXJDGw/NjY3EgRBbMuzxnNOFf0uHvLFqSPis6ZpbRDQf9zvmlUXAmNfE1HZpZJrrpnOhhtuSFtbG9dddx0X/e4iulZ1ZfAQHcflsccfY8yYMdTUdiPIB1pJkWZV17DP3diaKA2P/pfqrZLUF9r3spV52Ful8J/eVDy26YhCPNfj/vvv59bbbmXXXXelLJugEWvwtM1223HdNVdTv2QRPfutS1tLg454FiXR0bxMlm+++DffLZzPLvsfTHllJU2rVpEtKyfI56nr048e6/Rj3scf0riqHox62HEkwoeGVW3sccoUfAd+f/FFCCU477xzCPxAa/uNMNdGirdwtF1T/BSpqI90OZPVv5iVUCQqXXOh8Jw8GBP61U6cYjGAEaQuXLiQ5uZmHOkUfluojoWtKYJkhfDt5ColylpQjmI01pGMw95bHZHoKP+CindUuNIZK7R2hihk5MitGTlya91vKHbfffeCN59/9nmam5u5YtoVOier4fkBq4XxnVEkWg+L6/6HS0+7rDsj0/Zvca+I+JclEtaH45BDD2H7HbYnm8nqZ2IVoz4PGzqUrlVVrFj8DQ5bEkYB0tEq4NDsyeu6Ot5oFIVkyytw3Uys9lXGP8ZxPVqaGmhqaCCTzYKRyzjSoa0tT1vUyu7Hn4YI4bJLL0JKmDr1HIIwJCLSBk5mHHQUb/snMXpKD/D4p4hXqGI7inaCyeKUmijxBF6djCX1PJBg5iKNUHG5OsqzQDMjiLVkBUM/PfnTxKszIlBMSOy14vu2HUqyhqrEtWIIWGJOKFILrVl0DdINgzbCKMR1ylEqIghCIqXIZjO8+cabXHvdtZxy8im8/trrbLjBMOp69iKKAqTQvlJrM+rcePmLzbPXFB+uYSoeLMUdkv5u/KxFIqk8bG8XPGPz1xetei6bzVJeXk4ynpX5jF4te9R2Z8iQoXz81qtst89+OI7Qe04rqTfwNoPRy2bIZMr4fuli2lqbtWNeFOFKSRj4NDeuYnDdllTXdqdh5Qqk4+D7Pm7GJZPNEIYBuYYmxp5wGpHvc/FFFyIdydlnnaX180QIIVNOeyJVLWXAWHs7CBv0p11TK4XrugnUTyUbMKjYN8SGiSzVZ5agWiIdhqEuYoFRkv6vhPaVSTuBxXv0yMRmoxiJlBKSWq2JzZs0xE6VvdiwbXXD1vZr4hdFIdopRRig/TwuHtNr8nzaMqEIXeldG4SJOt4RMi9VoeLfiRbQcbTNkwBwXBzXJZ/3icKIxx57jCVLlnDllVfSrVs3rr/+erCxb34QErEF/F8teKvLt11DQPveSIm0i/bXUGjX70jp/VcdV3Dddddxzz33sHDhQjKeRiNSKr1DWxhSVpZl080254V/vaoNzByHSOq41VJok/d8Wxt9Bw9l8IjN+Oz9Nwn9HJVdutLUUE91tx688dzfWPndUn6xwy/NdgMhjuvQo64nYeAT5nKUAUFrjhWtLex9wiSavv+O3507FaUUZ519NlEQIBXxBk4dpQK/DqV9TzJOpsPnVfE+tEJ/o6PvqCiJ5qWEQkTa38iVhcTFbkIlpYw9bONuWk09klgfCeGxVqudlsmgnGLrVCu7cly9wVVHa6f1xbHWqdbkPXmAwt/FxCR92PxEUp52KuFUe6SJlK2LJWIF31aKggjaQKLssPvCdLZtdqLWBRDCLpoOQZDjiy/nUtu9lnXW0ZuuTz13KpMmTcL3fWpqaqiuqYZQWw0rEz0wtTavNrkxSbRh4EsZmPyQVArmdfYc5tsxAilF2qPUJQWxLEEikPHWlePHjWfTTTYh47kIYQRGhjeMohCpHDbccCPunzmDVYu/JdOtjtZcDscVseFuGAQ4TiW/nnwul51wEH+9dCpHnXEhPfv0ZM7rL3HvNZex3d77M2qX3WitX0FlxqO8ooJ/PTaTPuutz4CNNqWpdZUZF5IoD4eedyktuTy/Pe9cfKW44JxziKKI2265jUcfm0VlZWXMMrW2tjJsg2H89ne/pbKiUjeVGbTfLv6WP//lz7S2tOqJbRBLa1sr48eNZ7vtttNqPscliAIc6TD7xdk8/sTjlGXK4omc9/MM33g4Rxx+RIGgUkhBc2MzTz3zFI2NjXF8jTAMKS8vZ+CAgfp/vdX8AAAgAElEQVSaIQxRGOE6Lp98/An//vTfDFp/UIxaoiiitraWgQMHxkjEIgulFJ9+8ilNTU2xE10YhVRWVDJ06FBNYBTamjVKZomUklwuRxRGNDc2I72UkDU1riwqzbXmqKisiG8VEJxSc7MTmm4dA9cO8P+Q1N658YekvN+q9/dRitHbjGarkVuxw3Y7sG7fdQuei2RqMzYEa8NFm6XGrvD89xBJB6ycTTGNSaOPlNpOEweKKiPM7m5oAVB6q3mR0KJNNt2E9Qevj3QEGLsCabVX5svDNtyQsozHVx9/yOa/2pfm1hZQ2sEuiiK8TIbGVasYsPEmnH3NrTz4l+lMP/ckKrtW0bByBdvuMZbxJ0ymrbWZwPfpVlvLo7dcz91/vJQTLrqKYb8YTVtbm161IkWurZXQ6cJRF16JiiIunDqVXj3qOO6Yo2lobGTZsmXkcrl475zWlla+XfKt3p2uIoHvQgoaGhqY/cJsli1fRsbLYK11Gxsb2WzTzdh+++2JfVYM4Xnt9dd46IGH6FbbTTuzOS4rVq7gww0+ZPy48VRVVyWrvauYN38eF198MfX19TrMpIqIwoiy8jKOPupoHWUsbbshFHffczfTp0+nrq6OwA/0LneNjYwcOZLHZj1GuQlfaO0Y3nv3PcaNH0dzU7OOF2K+H0URt9x8C/vuty9BPojRihCCF154gWXLlnHyySeTyWT0hlOpMRL76ER657suXbrQ2NjIOuusg+u52qVBrS3XT/x9aTR4/fv3p6qqSgcHL55xRUhECEEQBlR3raa2tpaKigrKysqSgNApFnBtUmwXEkVUVlTQf73+MTG2/b7i+xWsrF/J4kWLmfPxHO677z7q6urYcsst+eUuv2TEJiNYZ511qKmuIVYRipSUYU3aRYX5FPX4YTzRfycVYkKFQMTagJiTjnlqSzUjpWFYpCRRpAfnOWefw79e+Rf/+Mc/UJGP47hYtBWqANctY+nyFez6y53Zfp8DmXjqWXz77TeUl1Wgl6EENodBQFVX3cBfffoRLY0N9F1/CNW1dbS0NIBUlJdXMuuWP3PP9MvY/5iTOPjM39LalgO0YDYItPFaPgzpUtmFbORz66VTef7xR/jLLbfy64kTO20WFRXKh4QjaGtro6mxKUYQVvZQU1WT+IioRP6Qy+Vobm5OXASQtLS0oNBbMERhFK+yutwR//7037S0tGgvW7QcprysjM+/+ILf/OY33PTXv7L7brvF0cC+nPsln332Gc3NzSA0e+gHPuuuuy7bbbsdQGLXI/UAf+nll3SEMfttBUEUMGb0GPr3768tiMMIL+vx3HPPcdhhhzFq1Ch23HFHmpub4/oX+MmQTCJrgIiC+fPn09TcFG+3uqYT15bX930WLlpIGIT4vk9aLtSZADxdFiH0IrBixYqkPX4gEbFsjP12GIRYB8d0uWy8WyF0HZqbm2lsbEQpRe/evdlrr7245uprDOIMcBxJFCm9yVn7T7aTa7rJUl/ibofpPyc4sTA5ZmNImDBld2a3XoaAsiooOznMKyYP/ZxuvE023YSq6iotAzGqq8iwSkJIwnyOnt1rWW+9Afz7g3fINdXjOTLJC73i5PN5hHRoampAAesO2QDX8Whtbqa5uQkv41JeXs6sW2/g3umXceApZ3LQaVNpWNWIbyOjKWLhpSMd8i2tyIzHyRdeiVKC448+msAPOPTgg7R1q+PG1vyx63p6gArNPpRlyygrK2vfrlYeIgq7p6ys/fPdarsBFLjTW+QkpWT48OEl+27pd9+Zzb6I30HBkCFDGDJkSOn+Do0aViXPd+/RnfHjx5ceIOh6RkoTkBdeeIEjjjiC0aNHc9ttt1FbW9vhe52lMNTBkdQajfMkCUS89WaBPKQ4lWLj42Gt4onc1tqm8/1PiIjNEy30njt3Lrl8LnYgdT2XRQsXMfXcqTQ1NcXuHP369WPIkCFstPFG7LLTLqw/aH29DSyqIPromooiEu1Mp4TBVlMH+SmUNpX+Srr90h+MyZQRNiVsjUJEWkCa1loVFDi+pmIpNEQIobkyOzgnjJ9AFOk4DFZOItINrkIcYLMttuDJp56hedVKvIpy804iE9IrkNLbSaiIfL6NnGrTLSwUmWwZs267gdsu/x0HTz6bg0+fyqr6lURKUFZWFg8YiySEkrhSks/5tIkyJl12DYFSTD75RLKex8SJE8wWCybITkpGJOz2qaaeUZSWDyXdIRxrvJagFwvvCwR6RhSG0O8UDHTTZsXaGRvToxSEt+rxtPDTEvV0PA9SdVChIozCwnKB3uLTPOt5HrNmzeKkk05i1MhR3HbbbXTr1k1vIeE4iae2QT4FRmipiYsh5iWRy5pMAfT7Xbt0TZ4tlX5CMG/ju6TT0iVLueKKK6iuqWb77bZn8y02Z9iwYWwyYpMC5KnHhx5kQmICG63mg+b1FBJJXe3oeWUFLiXIbDqp9iLReGKSIhrxYFcx9HZcByJlVorUDnMi/aUEEgskmsBq7YzrSX7/+9/z/gfv8+ijj5jI7TbigX1bI5kRI0Zw8403snLpt6wzdAOaW3IgHaRQsfQfI5DVMhg9sB3HJZ9vIwgDMtksB512Nr+efDYNq+q1mtU4NDmOoye8EQhrLYFCSIdWP0/kOBx9/hV4juSk449FCThgwgT8fB7HcRPrwVR7xsS4CJ2kJ0CBMZf9D+29U2XhexYlxBoQRxZ0pFQyrlN6IU8Ti+L8Ctac9Pgwkbms0FYIHTFfKkmEVkdnshnuvPNOTj31VHbZZZeYgARBEMdhLVZPx1tpWgXBmgLsYoJS6r4hSqWQXsG7sYLCsuMYjYmIF7OSmbefNSUK3zHFS+dr+6NrVVcef/xxqqqrqOtRFz8eBgFREGk1sNAIPT23O+TOSvSp28Gj7d5MGiBCR1CCKLIftANPbxZtrd/iwa80NJWOVteFKtmCUhiDqzAIEI7DypX1VFRWkslm4oYvCJunrNWRIsgH5NvylFWUG9ivG6+quorevXub2rpYy1aEURc6uowjNt6YjOex8PPP6DtsU4IohydT6kPH0VtJGBSglFYThypCOB6tOZ9dDzoWBDQ2NRMpiXRdIkWsZbGTXf8HJSPCINR7wQZtSMfhiIum0RKGnHDMsYSR4qADJsaERNdVEzAbNqDAzsEm27FFe4PFMHl1k8TmQXsCFataSepSUVHB+gPXj5+PZR0ptFHyXGS8Fat+LSFBR5PLZDPcduttTJo0ib333psb/nID3Wq6aYGtMSpUKN5++20WLVpEGIb06d2HrUdvHd+TrAHbUkSAS6bV3SvOryhJaYX7wrC3HWWSRveljD5LUOPinFT6d0R5WTmDBuutN2xoCyF0GTzPjiWFUmEsgwQ6JiLp60b7vIZEJD0QBSiBdBxkCVWYirQwUa/+JuJYGOJm9KfCfIiTST6rAmu4rAfpi889z6gx29Bvvf4mJibxHqsAfi5AmBXs008+4f133uXXhx+KFbSqSDFlyhTA8vrSrKiCIIyMubnei6auro7+/fvx5ScfsdPEw2jysgijyvQ8s/VDFJE3u7kpFeE4Lo4w8N2PaGxsSOwPgMgIUdMGX2nBnA5IbIMCS8IgIJRZTvi/q5BhwMnHH4frOkwcNw4/l9cbRSlAmPABZqIqocxCZ1e8ImRSPPCLJ/R/mCIVxa7ma5VEwhxbQ7EY8Skd4d3LeNx1111M+c0Ujj76aK6YdgVdKrvEGp8gDHBdl/ffe59x48ZRX19PPp/n7LPPZvQ2owkjI48SCVuV/n7BeQ3L3DGiMTA5poq0UxtrxUAUL7TtgEhJIlIKwsHqiEiCeGxBIsJAzwPH0dBTCB2wOUb4Mbtv80ixgWvQJmtIRJIUGdXZe++9x7/++U+GDx9Ba2sruVyOup51bPmLLSkrL9OqNwClcDMuH334EX169aZHrzrmz5/PnI/m0L17dzbffHMynhevZM3NzaaCmrd2XIfPPvuMOR/NYeSokfTr1w8/56OEoqm5mYULFwEGCgsJEj788EMQMGL4CECxatUqKsor8DIeoR/iOhCGAbXdurHBBhvy1jtv4udaKMtmicKQ0LqbmxirqBDPy5DJlmnZSGsrQgocAa7rYa1LYyidYgns/5hVENYwyNg+CIFoyxO6kuMuvYowCjj2yMNRkeKACePjSOYivVlUzP7ZFSPFXqRhdqkxUAo5l2I/oINJY7s1sZptD887Tol0zboQqKT9lBYG3nTTTUyZMoV9992X6ddMJ+NlYgKiUDhSs1Q33ngjZ5xxBkcccQRLlixh3XXWTcIdlv54x8SjM6JS6j1hiUfMBxY9lyAyqwZYM+FpugNXJ5RoX1BLQNJEwHHcmFAUchWW1UpEBnEp1sRQxFR9jUtpjepAT8CKigrefucdxo4dyzPPPMO7773LlDOncOCvD+Tjjz8GAX4QIF3JzJkzmTbtSkIiXn3lVY45+hj+cNUf2Hvvvbnk0kvMvra6iR3HiSec4zo8/NDDnH766cyZM4fjjjuOv/3tb3gZD6EErufFkcOFFPihzwUXXMAVV1zBldOu5ILzLyAIQ1auWMnZZ5/N5599juNKUBFR5COATTbdlFUrvue7hV8jhN5Fzwb3DcKQXK4Nz/XwhOChay/n/b8/S9eqKjLSxXONbUOU+O7EgYHNBEnaT2//mM1m41WYuJMd/Fye0Mlw5G8vY9imW3DCMUcz88GHYkFmHOXeEiBhYKhBJwVjT6UOUtc6+l2KkHQC8ZVSeK6nLR1Z8wEXqx9TSMTKfKw24eabb+aMM87gxBNP5Pbbb9cGc34QO9yhNLv51Vdf8eyzz3L//fdz/fXXU1lZSXVNdWxJq1QiZ2snaki3jViLo6Bt7NIdC0uSjFXqbFnMdPxiVZRx+roiec/O8oKjgzxM5XTdE9ZeqSQYlt0OJHkm0fwJUZjPaqFaqg3XmIhYxCaNFH6DDTZg/PjxZDIZJk+ezCWXXMKMmTN45913uOnGm/SWAhmP119/nb/e9FcuvewSevXqxcsvvcy5553Lk08+yRlnnsFdd91FQ0MDrgkQpFKRxRYsWMDFl1zMscccy4UXXciee+7JJZdcwrJly3Q7pvY9kVIy4/4ZzJo1i5tuuok/XfsnZs+ezS233PL/2jvzOCuKa/F/q2/fe2cYGGCAYROQzYBGwCUucUEBNW5EE/XFCK4R1CAgJsYlioI7LkTlxSjIy4sCxkTcTeKCCygqIoqiMsguO7LMfvt21++P6uqu27fvLEDey+/zcuZzP93TXV17nTrn1FnYv+f+DBo0iJtvvpn6jAPCUuSlEHyvfz88J8OGNatIF6UC+xLXdXEyGUpatiKZSPLf99zC0w/dw67NmyhOppFZHdMj5OnDvhI5P32EqpGLsDTCUYJKLyEQ6TSZ6lpalpZzzQN/4HuHHM4Vl/+Cl19+mWQqieNkQXP4/gRWMmn9LHdg8yji6CKImzOywDd5c0EtzhxvWI2ARhhRqkVrwtopmyeeeIJx48ZxxRVXBLFgpJSBDxFEWHab1m349a9+TdeuXbn77rv58Y9/zIoVK7AsKwxhKiIymjjE2pyf+U1s+EqZmy7oMAky6o3IRDoQaGPndI8MEUteA6IVCgdMIwQhdDhYrQKh9y3psztxDYtrQAPQHErEBL0wqqqrsH3HrwA9e/akQ4cObNu+DSkljuMw5d4pnP2Ts9l///2pq63j2muvZejQoZSUlNBtv24cecSRgbq3GutwB587dy62bTNk6BBc1+WnZ/+Ub7/9lgXzFwBhnBLbtslmszz6h0f5yU9+QqtWrShrV8aQoUN48sknqa+v56KLLyJdlGbatEdU/BLpIWSWQwYNokVREV9/tgQ7YYe7qpQUFbfAsiz+ePfN/GPOfzHyVzdz6gWXs2PbtlBK31gfy1xbC/1TNjsKqbiWIItH0kriVNbQtvP+jH14Bn0PHsg148by4YcfkUqncLJZf/C9AKuHflrJ30Ti5kehudygx634OdAc3YZAXdDIU7uiTKaSzHhiBmOuHsNVV13FvffeG4TrCOLVGPWSnqSsXRljrh7D3LlzefXVV9m+fTt//OMf0Xoupr1NHnIl5r7hyufex1JpfgG+OUZwlVIZ1wXUCvn9ao6bicQDZBWH/eJ2haY0wCwoOmmaQYkYyZtFiWj+CRRJqUze63juueeYO3cuY68eS3VVNT8//+cALP96Od+s+oZjfniMf/Rpk0wl2b1zN7Nnz2bq76bys5/9TMlQPA+RsPAsfPdssGzZF7Rs2ZJWrVqp46rWrWjRogVLPlsSNiShjLiqqqpYuXIlnco7BZOntHUp27dtZ+cOdfR66mmn8vxzz7F181bsZAn1boaytmX07tWHdStXUFdbQyKRUDoIdpJUKsnMO27kb7NnctH1k/mPsddTW1dDxnUgYfnUAQHCzPoCWMdxcBwnQK62bQcxUjKZjC9nUYvB9Vwsz6VIWCQsAbagcud2iotaMuGhxynt2IULzj+fDzQiceqQeGpjQ6jjcBmGCoilHqLzpKFJQQNpTDDmQoPJNOJE5iw8KVXb7aTNzJkzGTd2HKNHj+aee+4Jj4wT6nRFSJHjy0QIFRq1rraO+rp6Bg8ezI9+9COWf708RNo+es0xEvTr3SAyLfSLps/pZ5MS8ePESO02LasQgTDiNAkztpN+ngzfI8iLNxPk1xCvGSUlE+RPhr2EPIqsiUgkFMCQT44iWfLpEl5//XXenf8uSCgtLUUIweLFi5GepLRVabBDIGDL1i28+867VFZWcu+997Ju7ToV1cwPjRmMt2ExmcO7+VXwfOGelJI1q9eQyWTo3qN7eOToSaprqtm1axcAvXv2ZsOGjVSsqFCu9V2PRMJi0KBDWPvNcmoqd2MnU8rSt7iYv/z+fl778x+56vapDL/0l1Tu3oXjZLCTSaWwZieCsrQqta6rKR/RoFkaVXe1C7tZFyEVm+jjBKXZWlVFq3aduG7aDFqXlzPy5+fz4aKPSaVb+OEu9M6nRkGT7zlgTvS4DachtqYQQjLybuz4NDjGN4WOUlEgrlTH3DNnzmTMmDGMHj2aKfdOydmktK6HyZbo+WAnbYqKiwJbkWQqSZu2bUKhtl9WUEcTiewJ/Z2HZAu0PYhUp6lDaYxVAaQbxLXVc1vkUiA6rwYHJDbjZqRtIsRsSE3qzpCXyt19pJSkUilu/u3NTJs2jb//7e906dKFyy67jM2bNrNj1w5qqmuCgbQsC9dx6datG//5+//kT3/6Exs3beTvf/+7ys+n0gNk599oktYSSp4QVN6ylN8QBK3btMayrMAmQe/MRUVFtGrVCiEEZWVl7Ni5g60+OyI8hdmPPPootny7nuod21V4B9RE7zPwMK664yFOOf9iaip3q/H0dT908GfHcQINTlNQ5bouOXFvZOgHVitIBfE/ctKoayJp41RW0rK0HeMfepTSjh0Z+fPzWfjRR6TSRepkxP/ORLQy2n9R1iZ6H/euoc2uKeAvXpONMxX3PM8jaSdzEMhdd90VsMkB4hUEHtp1vjrc6dxn5/Lkk0/iei5Lly5l5TcrueCCC3IQl45jk9cujPsm/SIIITiZ0flF+ZA40q+BAiIxZML/G2I79L1JGpiDJijsUWkvIKY5TaZEwvvwn4SdyDmFKO9YztFHHc3a9WvZvHkzXTp2CYIM6YLtlK3iX9Q7HHXUURx++OGB6rPrOn4waCWw69K1C3V1ddTU1uB5Hjt37mT3rt306a18RErPoyidBgGdOnWiQ4cObN26NWAjXM+ldWlrWrduHdRdCBGq83oWQki69ehOUTrN10s+QikDWdTVVHPIccM44ezz+W77NuXRwReEah2SQLPTCoN4a9bF7Ctt/KQFrDr2b47xlpQBUrEsVY5Ngh1bt5Fs34EJj82gpF07Rv785yz84CNSqZQ61cLXL/ORj5Ch0MxUHmreoqFJCKSgDw+RL0SVqFOsQAYyfQZjxozh8ssvZ8qUKSSTyvRd952uQ1SpTvfhxx9/zG9/+1tGjhjJnXfcyehRozn++ON9pUYrPPKPrkFoHhsjCSmEnEiRAWluIJm4XwQBReUlwSmdmU4UyCtnNw9GofHB2pOdoABE2RnZzCNefysJJsf2bduprqpmzdo1bNmyhTdef4O//PUvHHboYfTq3Yvv9TtA+aaorg4Wzeuvv86Xy74kmU7y0UcfUVNTw7BhwxBCkHGybN682acGJMOHD2fbtm0s/WwplmXx8ssv06ljJ4YNGwYoLdhUWilupVIpTjrpJN5+++1gUb/33nscP/h4WpS0wPM81q5bS+fOnenVsxdCCGwhkG493bt1pWf37nz47lu0KClRBlL19WzfupltmzcCisXSi1zLP5ysEwSJ1r9AK9D/I4JoTLZMsztmrBv/JZYQZB2HZCKFW5OhZbvOTJj6KFIILrrwApZ/XUEylQwN4Tx/TorwKE8auiUNUiLmpND3TZh3OeyM1PMkFGqaeWpFMjtpM2PGDH455peMGjWKe++9V42lSYH4+QWsScANiEC2NGnSJObNm8f1N1zP1N9N5eyfnK0QiM8G6TqYVEwOa9dsSiT6C7AceRRAQALK/MyEcQ2QglExE0lJqcjz6DGvli/l8Z06Hy3AsSLP9wHEUCJNVnvXX3ieSzKV5sk/Pcmsp2bR/8D+PPTQQ7Ro0YLvvtvOMcccw3W/+Q0tW7akX7/+9Ondh/nz5zNg4ADqnDr+8OgfWLt2LUcdfRSbN29mwjUT6N27N56TRXgSJ+srFUnBYYcdxqWXXMrdd9/FCSecyNzn5nLjTTfRqXMntJ5F2ggLcfXVV3PxRRdzww03IKUkk8lw9dVXk3WU4djHH39Mn9696d+/P66vPp2pr6ddu/Yc9oPDeXXeAnZu3qAsRK0ElZVVZJ0MnivJZjOA2iltKwGeckEn/NNHTZkoZKB2FYnE9ZQuR0IoPxbm7qypOI1ANKJR/jkElp2g2E6SwaNmyw7KO/fiugenc9eYizj3nJ/wp1mzGXDw9wNVcHUSkDvAeMauZi6i6LwSkfs9mXdSUSeB7Y6fj26jnbS57777uPHGGxkzZgz333+/YlFkBIFAeMoihO/FwUAmvv5Hz549lbMjCJTyojIgLZjNoe79ujZrgw7WqsaKmiKQRpkBtothGaWBV2SkfB+ZSO0bxfzYHAyjcXlHzNEGRUmv6LN9B01WexfCt+xLKFXaM844jWHDhlKUTpPxTyNatmpJ69ZtAMjU15JKp7n55pu46eZbOPW00+jZc3+mTp3KylUr8VyPgw8+iLJ27ck69SSEhcTFdeoQeAghcR2HG2+6kXfefosvln3JIw8/zMBBg8jU1ZAqakE261Bbq3xkZOoc+vbty6xZs5gzZw7FxcVc/V9XKy1GKdmxYwdvzXuLsWNVsO2smwUrgSDNtm3bWLPuW1Z9/QW3XvJTevc/mD4HDaRb3wPp3vcgki2LELZF1nHxHFe5kpOShPSQXgYrkUZ6PvmcSOBZUgleRQI8CzzlJNr1pH92H+6yWnfEpEQ8T7EinuWzOVkX27LZtXMn3Q86hN9M+y8mjx7BVVddyew5f6Zb185kMjUkkymk68uPLE2ZkL8bRyngfTG3dBHmooLgZCZhJ7j77ruZPHkyV155Jffee6+ycfHUKYxSk9D2VD4C0Zlaqg3a6lQjYm01bAkrYIPMo2SNgAKIc8jcrAZ6xjXbQCZ5GITQ3aH5TJDrRi26zet7E4lkI+90A+OWciGksm9BSM+JtNicZapwGZBnXijsTCTIHxWPrOv4pw3KSVDCLuKZZ57hpRdf4sEHH6SsnekHwsPNZtBWtrW1Nbzx+usce/xg2rQtQ3ouILES6eALN1uvJmUixfIvl7Fx4wYGDzkJL+t7YE/mGvRknSzbt29n4q0T6dGjBzfccIM6EdEnJQIqKio477z/4PDDDsVKWCz64AM2b9lCbb1Du46d6Pv9g+l/2BF0630AnXv0on2XbljJNNn6GupqqsGyybgedXUZLDtJKinBy4JIIGQCC6WF6+EGrKyWk0C+gFW5A7ACFknLAZRLQo+S1q1Zv2wJt17+c3r16sVTc+bQrXNnsk4GK5HEV4j3CVrtzklvcv4uZrrBjFIqkWmgF3fWyWKnbF5++WUmTJjA3/72N3r27Olbg1ohBeJ/K13fDimdZOrUqVxzzTVMmDCBe++9Fy0zKaSiHitvaYz913XNafMe5BOfcdhveCBd/3vdSbo/ZYQS0Z1B+F6zPALU0a7+RrNHOp1ZWf3M9L1q7gpRZGQ2MNpYMx8zbbTMpnVQDBKJFiqNthmnAFrqbhYdOcJSaTwSdhGLFi1i/x77065dO1xXaYVawvPVthUpJ10Xob1O+UZzQhAIIrUZuib5XcdRJzaJJMKyQaqdLZFSi9bJOCRTST788ENWr1nNeeedh5f15Q8WVFVWMX3GdIacOIS2ZW3o1KEDxS1bUVdVxcKPFrFkyRK++vJLFi9ezOpVK5FC0K5zF/br05eDjziSPv0PZr/e/Sht2w7PSpDFoj6TRWaqyNZWIhIphLCxrCQSgSddEgZy0O0wBbGWZYVe2aVaClozNFCpd11at27N8qUfMumKi+nTpzdPzZpDl04dyfhexpT9lcojZ1ziKJG44Tfmkl6YjuuQTCZ55ZVXmDBhAq+++qpCIq7h5s9AjNJTR7EPPfQQ119/PVdeeSV33XUXSTuZLwOJmT9mfeKEtXEQVQnIa9cesTMBSWfIIuIWof8uDonkVSKy+GPHJLq4JfHBdQS54s2mIJGskZaYezO5idxiSs9FInHYrzlYyd8BTcGS9PBkIrDEla4kPMJyFfLQuv4+shCJRChZL1CMFBLpaqMiW01zAUJKPv74Y0patqTfgf3xsl5AnbhZN9ilEnaCl158iXPPO5c5s+fw47N+jFNXj5CSRDKFsH23gx5s3rKZzZs2s/Tzpby34D0+X/op69atpRUGarUAACAASURBVLK6htZlZfQ6oB8HDDiUAwYeyn49D6CsfRlFLYrIZD12V9eQ9cDxPHA97EQCO2EHe4jlD45GHMlkMtTWzEM4LlnXIyXUqVLLDm1Y/flibrtsJD3378WfnnyK7vt1wclksQt4XhfR8YyjmiF0MC4VchNWI5RIwgr0M0w1/wfuf4CJt07k0ksuZcp9U5SrRSnDUxhdfByii943BQp929x8YjM1j0wbW4RROURcHhb5Tl3iyo1DIlGKpSFKxHymv9kTSkTmJ6UgOxN5YlBb8ZBbYEiZaYtV29h5zBoodkXqwEdSBsigIQhIValZLJ+18inKN/72d4qLi/nhCYNxXQ8hDeGdgOqaaj5d8ild9+vKls1bOOKIIxQVgAA/OJWnqR87oYy/DC9QtXX1LFu2jM8//5xlX3zO4kWL+Hr5cmqqa2jVpg0du+5HvwGHcMgxx9Glbz+K2pSRLGmJJWzcegfXcchk6nN0RzSy0EedSHCyTrDYAhZH913SxvKylJaWsubTT7hl1Ej69OnNnNmz6NSpUyhsNVkbAdLzzcSjXv2jSCTS3wKBk1WU3csvv8y1117Lq6+8Ss9eColoeYVWoksmk0yeNJlbJt7CNeOv4Z577sG2bWWm71vhaqQTaKRKH8nFzWfzviEKqrFvm5JPXMY5lIjWHo1mJo1HDbEl5n2UEilEtej/zcVv5m/KRJrSUXFIsMD3OZRIft4xlIjGloUgDltGngSWgqav1HBC68+kcAPEEVWMyWMRMfww+NmYbgc9mUBYElyPtevWkbAsunbvFiIHhFKzTtncPvl2Hpz6IPPemseAgwfgZrOhjYaVVboioJAJIBG4njo2tMD3pRKSj5WVVWz/7jsqlq/gnbffYtEni6lYvpwd320nVVxMr34H0XvAofQ+aADde/Sma89elJa1o7aujurqKv/0x/HlIqoP7GQSrTui2UbL14LNJBRlU5yVyNo6WrUr4+vPF3P3mIv5Xs/e/PGpJ+napYuPSKycyRn4ItGnNnFDagZVMtiZjJMhlU4xa9YsbrjhBt55+x167N8DNxtSTQoPW9x+++1MnDiRcePGceeddyqP8a5Cynr8Qq9toTJaU6jr/3lobDE3ByNFKRK9sUaRQqHy45CIIKRE4uoTZaG8mPpj/K/T+HPc83xPSom4hVmIncHIxPSw1Bh2c4NKhJRIgUYKgcCPApfXYMvQcdDBewSeJ5UPVj+bhAjrpteJsARnDj+TA/r05f4HHiBb5ygtU0t5SP9ux3esXrOadevWcc5Pz0HgB1ASitFRzI7GUjKoq4dym4j0KRXPA/8UxbJthMHfZz3JmjVrqVj+FZ9+8gkfffghn326hMqqKqxUig5dutKn30H07tePAUcfTevy/Ui1ao1IJMm6ksqaWjzPI+VKcLN4SGw7CbbAk5CVHp4UpCyLJBb1dXW0aNOadZ9/wuQrL6Rnz57Mmv003bp2wnXqsBI2KsSf6qvAsqSJMYYCJJLJkCpK8eijjzJx4kQWLVpEt27dcnyx2kmbyZMnc8sttzB+3Hjuu+8+pfylT6/0FNBD7dcoZ/gLIbf/NfhnIBFp3Dcnj2jnSOLz0v8XCotrptFXl5DNiqNE4lmvmHOhhrBktDLRSoQNy/VTkMhvfEAhCkJrmXALzGWfBJ7nR3GL1Nbz5SJCarJdctyxx1HeodxXcALbV5X/1a9/xYL3FrBg/gKOPfbYMLKcQCEEH43oXTI4bcDP3ydltdITvmqGlB6uYYxn2za9e/agd88e/OiUUwDYuXMXn336KQvfX8hXXy5j6edLeOeVF6ivr6dztx70P/QwuvfpR5+DBrD/AQdSWtYeVyojP8d1qM86OJls4DvFtpN40iNjgZdMsGvXDnoefBiT/vAkN/3iZ4y84HxmzZlNl47lZDOOTwFI0I6rpWEqH92I4igCj2BME1aupnJwepS0mTRpEhMnTmT8+PHKmM4Sgb/Z3FkmzOmST+0XCk78T4doZTDuo9e9yd/8XxZ4F61PFCmY6cMNPMzTivke4/vo1SL/KNoEQSA0NigRO79DCnVic0Y0mjamY/QcEtJ4G3aAqW3pukpRafbs2fz+P39PcYtiElaCKVOmcOBBB+Jm3SAokSUtxl49NpjwqeIkmfoMnvTo0KEDV15xpbKGzYTyBt0pMvhHs7R6qwzN3rVti0Yzqh1K6QwIj2WzoR9ZhKBNm9YcP/h4jh98PADfbd/OtxvWs+TTz3jn7XdY9OGHfDzvNeodl5LS1nTrsT99Dj6UAcecSMduPSgpK6NVmzbU1tXhOvUI6ZJxHFxHhVXAEuzcuY1uBw3iuof/wJ1XXMqFI0Ywe9YcOnRoT9ZxfdZG7SqBfw/ThWDcPDM2LFND1bSNQagQm5Num8Sdd93J7ZNv5ze/+Y1CNJ7McShkIugcSkhGymzoeRzSae4UjYVgZwPZhDmsJ3Gzyo5izn0BhTZ6EbmPgyhibH6dCshE9MzRZskQ31vR0XQpPAMSMd/HpQ/LlTJUh960eROjR42mbVlbdu3cRd8+fbnxphtp07pNOKH964UXXkivnr249bZb2bp1KyNHjmTQoEHcc889qhgvdxGoxWS2MFKnAPOGruXUG33ErcgmXQfFARn+LAA8iScdPKkshxN2Oqcv6uvqWF6xgg8/+IBlX3zBp0s/ZUVFBTt27KBjl/3o0a8/vQ4cwAHfH0Df7w+iZZt2OK6LKyR12QxO1kFklEp+aZf2rFg4n1sv+jlnnv5jHpvxOOl0Si3oGIogqiCWM9ySwB2j4zikilI89vhjTLxlIgsXLqR7d2U1PXnSZCbfPpn7ptzH2HFjAzuZwAO8n59pph/LJRB5FketxCGafYlICm6iZkWjquV7UnBTvoujRKINjwp6Mf63jeeNdZzr/wqxM/EyETsfcRBzjRvpuHSFyLxC7yWF8lPiCN+qM6G8lm3ctJGJEycyYMAAkqmkmuA57gLU123btqVDhw4IIaitrSXrOBzYvz9SShWtzbJDnBbMA18SIrQAV1MZxm5J7smRMDrZPKIMWDlQshKpBFNCJEngGxt6jgrx6ReVthMcfPD3OfhgFTBq585dbNy0kS+++opFHyzkw4ULeX32H5lbVUWL0jb0OuB79BtwKH0GHkKXvn1p2a6MZKtWZFxJtqaeQUcP4TdTpnHH+NG40mXmf82kKJ0mm81lLYIFHTeXjf3D9M0hpAjcEAohmDRpEnfecSdTpkxh7LixKqKdCN0eBASdNBBIoWlh3heiNv6plAgEBnLBY5G/7gJKRO5F2VFkVaBOuQWTX2BT82kIOQrj1zwQ0svI3NEwK24KQ+OikzeVEtEC2mh609GKmd4OwlGA0qH49XW/Zs6cOVRXVzNs2DAmTZrEgAEDcB03cF6D7/i4praGDRs2MnXqg/zoRz9i+PDhqnZ+3FZhFJkzqQmfmdSE67pKWxQV0EkrvWWz2UBt3bzXJyo65ITQ966L9MDW90g//IGLi4MQNp6rjklTRUXKSZHu2azHl19/zYcfvM9Xyyv4eNHHVHz1JVVVlbRq1572XbrS44AD+d6hR9DvoEF03a8brdq0Zv7fXuCeX/2SM884g0cefoR0KqX0ZSIhEgt6KZMgLZ8SyTqk0ikee+wxJk2exGeffsb06dO55ZZbmHLvFMaNH4fjOOoI1/+TltGXMX2dN43MzX1PYK8QiYxM0egiM9Xe/R07sHlpqi1rIQxYKK2ZRqAoi6jASFL41MYmd01G05hgrsemUyJCenUyX/AZRSpxFTAr2hgSSZBXseB9fnopc8kpz/PYtn0bW7du5eWXX+auu+7ixBNP5E///SdatGgR1Mr1jbwm3zaJ1954jY0bN3Hffffz4x8PVxRI0kb6MWeFUA6elbGfr8zlm5HnNb8xyOnvGB8W0TSuVFHnIB8vG3lqJS/p+gvRDitU52TZsP5bllcs5+svv+TDhQv58ovP2Vm1G8tO065DOQcecig/OH4wq5Z+woxHHuGn55zL7343Neiz5oIOjTFj+gwmTZ7E8OHDmTlzJrdPvp3x14z3LYpzKRDTj0hBLVJomJooRIEQk36vkIinbJ0sz+cGDIokGEdJaPwmjL11bwqOI8WiRwhxVLzZGVETFPN5dJIVYmc0cmweEkncOvHmW3NPYfTLuELjIIoU4p5F8zfT5f+EiOQjoGVJSzp27Mixxx5Lz/17Mn3GdE4++WS67tc1cP5jJ222b9/OpEmTWbJkCRdccAHDhw9nyJAhbNq4iSFDhnDGmWfywosvcsYZZ3DNhGt46KGHGH7mcB763UPcdNNNDBkyhL+9+jfGjh3LkKFDeHf+u1x33XX079ef1StXM+bqMXQs70hRqojLR12O4zh06dyFMWPGsGbNGo488kguu+wyPv/8c4484khuv/125r05j+OOO44HHnyAF154gaHDhjJt2jRmzJjB4BMG8/bbb/PAAw9y2GGHsnrVGh5++GHKy8upqq7i/vvvo23bMtJFae655x7S6TRlZWU88rvfkUranHLKyaxZvZpBhx7CTbdMxLaSbPx2PZ07tOed1//Ba8/9ldXffEO6qIglSz5hpX9fsbyCiuUVrFixIriuqFC/iooKvlnxDRUrKli5ciUVX1ewZcsWsm6WTCbD+wvf5x//+AeLFy/mjjvuYPw14wMKJEeV3WSHRGRimmni9ir9vyyQRkTex03HWKzTEOj5Fs47hG8jY7oA0Cd6+mp+s0dgkl/6PrpmdP5aFlNoo45baw1RSVHiQZLf2RAc8YpIH6EcPjajgGjappzDaQxn+nuMo2bCey281AHdtXCuvq4eK2ExePBg0qk09fX1gGJ30kVpdu3axSWXXMLGTRs555xzGTpkKMXFxQwcOJBOnTohgb59+lJUrOLk9uzZk2w2SzKVJJlMUtyimKSdzIka7zgO27dtJ5PJUF1bzdYtW6msqsTJOmzYsIGtW7fiZB3Wr19P9+7dQcLGDRuxLIvaulo+++wz0uk0GSfDNyu+YdPmTUhP8uWXX/Lee++Rqa9n6dKlvPTii4y7eixfL/+KmTNncsIJJ9CipAVPPDGTft87kNZtWjNjxgw6lHegW7du/OGxxzjnnHM44ogjeXDqg3Tp0oUzTj2DZV98QW1tHTNn/pHLR13O+wvf4/zzz+eNN96gsqqKZ+fO5Zm//EW12U4WtFdxHIfAP4ofa0g7mMpkMpSUlHD99dczbtw4pWwmwmh/ihqzYtZVExZalLWJ2zSj6cFUJ4opr7kkZWQhSR9xIAnDY+4VyROBaJkNIb3G2hQn54gro7Fymg5CevUF2JmmdpI5siY7o5/p/83TmYbLyJFp+VqbNbU1lJaWArBg/gLGjR/Hc889R+dOnUkkElRVV3HBBRcwf/58nvzTk5x62qm5xROS49HncWDqNmh/JEi1uJLJJAiVRiurBac8Pl8tpYeVSLBr1y7shE1JyxLq6+oRliCVTFFbV0t1dTXt27WnqqqKyqpKOnXqRE11Dbt27VI+UzzJxk0badO6DUVFRWzYsIF27dvRokUL1q9bT0nLEsralLFh4waEZdGxvJxlX32F52YZMGAAKyu+obKqkoGHDGL9+vWsWrWKonQRSz5dQllZWaAoFhzV+pBIJNixYwdO1qGqsipwLO1KN2DX+vfrzw+O+EHwzrLMCZs7O3LnSTMWX5RoNZ+Z4gm9Aeexhs2lROLmribvoxWLpt9bSiRahzjTfkm+CwJzfZn1i6tTXF+YafeMnfEFq+axUUOdEleBQkgEQtJLxcNtamdrPQzXVd7A33zzTUaNGsXPfvYzBg0axKOPPsqIESO48EIVKa6mpoYRI0cwf/58/vLMXzhxyIlk6jNYVkLFyXG16X8itCC2EnieiyeVF/qQCgqNx4KIdpalAoPrexmGfQDpB+kOT3XUjix8ROI7Znalv9CUv5DAMbMbpslBcqbqeeSdeW9+n/Vc5TAJcF2HRELZ4WQdR6nR72NQUQ59w0ch8TwRUPvxfEYzFluhdR9d4/oZMfcBVon6Gm1gF8+z1tWL1sRSRj5xdkjNBrOekKspHqlfns2OhqYgkbhONdflHiOR5lIiceRSY5RI8ygdrTLv+actW7ds5fHp01m69DN6dO/B6aefzuATBgOwe/duLr7oYt559x2efvpphg4dStZxECLhB07ODxFYqD0qnb5XJHn8vUm2a4Sh2qt2db24ovdmGo2IRKD1qrRA9X3oMNp0f5B7DwILDxcdPjErs1gokwA3EHT6rgiQxigYcWCiG6sBQlWY8AicQBFQB2/PSS/C8dsrJBJd/+bn5pyHvHWdn0kh3igKTaFE9gpbFIDmUCKmRqnZCU01wCu0fvcaiRB+UJB3Mjs3zqYGGmZnmtLAsM7mPyKRv4t6rkdtXS0jRigK5Omn5zBkyFCyGWUrErcbmqr0MX3xPwhmH0lUX/pq6ULplagg0A1XLicmiwQdZkBtohILSwW8siyEnVD7aQwywk8vAq1dA3mY9RWu34EKYWlkYiKOMJg05FK4sfxGw120J5DTZVFsE7eTNzTPiUnzz5owUWokjnKMIhHzeWNrLIo8tHhh7ykRQ7Aat/iJ3Mddm9KphQanMGj1colypqxcBibIZtUxbmVlJZdddhnvvfdegECcTK2vw+H5glmBZYXlmG1v3L3BPxeECC12NXiuhydd38eICIKia70UBKEmqB/h3fNcXM/181TyGSthkamtY8vWrXTs1ElRDH5DA3SfVcfb+ru6ujo8z6O4uFhNVSnxXJdEwka7b5Wei2URUGX5SFkayFuPeVNP+RqAuOkTt04azF4vkigCjyssrsB/JkTLa0o/xaVvzhred2CYVcYdKcX9dHqzUoV+Tckv92cGHAYdy8XyT0wgXZSmtraWyy67jPnvzmfWU7MYMmQomfqacLFF8pG+B22lam3c46tEif+5n2oThEGX1bNs1iWRVBECE0mbRDJBsihJsiiJlVTKdFIqf6R2WrtWVF7cUkUpUkUpkulk4Oz5u507efONNxTV4Vs+a9bDsizslO8kyo/jsvSzz/joow8RlqW8zCdVaA87mcB1VbkJO43n+0UNA0X7CCY2wLS5WAv9oODENqeb/sVpIwijIgXn4Z7Nx/x5b0JjbSvU3ijEIZHm9llz2xNFpo3VsTDY+Si9MeqioY5t6Fn0vkDuIryGbgQgm3VIptSpxOjRo1i0+GNmzZrF0GFDydTXYQfR6LT7g7Cswt1ikmVNpaoayKuJ7TMXn6qvisXy9ddf8+yzz7Jx40Y8z2PAgAF07tSZQw89lC5duiCEYNeuXXy06CMGHzeYZDrJ0s+WsmTJElJJdfx68o9O9uPsSNUR2heElsMgqaqs4pNPPuHYY49Fuxysrq6mrq4OBKSLi3j//ff5+OOPGXLiEA486EB279rNmrVrOPjgg5TvW19GogXQqr/jNpY4U/RoP8X0W1OmlzBeiGhiE2kUCuIUN2ZRpFPoWYF6NwpNnWeF0piNN9nDxqinKFWi05rjY67rpoOVm2FTqIvmYNzG00kZXvN/ql6e65JMtWD16tWcc845fPDBhzz15FMMHTZUHb/aCbT8IGBZ1PYIUvpm/P7PM+7RK3pftLs57Q1BeU9L8uKLL3LaaaexomIFw4YN44TBJzDvjXmMGDmCRYsWgYDKykomXDuBr5Z9hWVb7Nq5i6uvvpoxV4/hF6N+wbTfTwuPnbV8Q/gOEaXEzSpvZ9OmTeOqq65SfWYpCkX7QxFCMOPx6dx2221UVVZx7bXX8tzc52lR0oK5z/6VWbNmI6wknmaPtCwlGK/oCi/UT17k/wg0q/tleM3Lt6GxiduJiXkXh0CaXckCeei+iiKtxuaa+V20jg1RU9E+b6yMxsHOHfTox83LLDe9vi+M2Uy5hCYI1MapjwuVrYqdKmbd2rWcd+65rFy1ij//+WmGDB0amPN7MouQruEYSKJsGcKOFcFzXXocBRIdoKa0My5d0967rkfCTvH1l18xZswYhg4dyownZgSpzv7J2Vw48kJ27NyBEILJt0+mpEUJY8aOAeD555+nc5fOPPPnZ8hkMhS3KFYxc8xd2T9zdd0syXSKt958i8cee4xOnTqp974eoJQeyVSKFStWcPc993D//fcz/MfDEZZg8u2TGDL0RMaOHcfoK0bTunVrTj/9DLJOnXIvENufDXnHK9QvBcBcI+bn0TWZR40Uyqyp9Wku1dHQemkqxdvY+2japsqcdNqmrGmTemscGhCV60J11HL/BCGQ6uqo5ebVMn62kT7+J0QCKcOrlAkEFp5nIUQC1wU7VczqVas5+ydns2PnTl566SWGDPUpkISSDdh2ikSyGEuksUQKyypCeDbSsxAyATIB0lJXL0EQYQzUfc6MNOtoxdRbP7PJn9lmvxXOR/mEtX0bIYtZc2axc+dOrr32WgAydRky9RkSiQTjx4/nmB8ewzfffMMbr7/BuHHjkEjq6+p54aUXmDdvHqNGj2LBewsoa1fmx+gllMOAouSSSSpWVPDU7Kc455xzyGRUMC4tJ3GzLkWpFG+88Sa2bXPyKSfjeR6n/uhUvvvuO1577TXatG3LOT89lwcfnMrOHTuxEkl/rKw8CivsG9f46Xgt+hSvEUokbnONU2nS3wdUpS4nOj+JGc9C49hc0BWNzvvm6UjF95vZf3vKTpmdGZe/HpdCVFdhiCCRKMo3R8uUaJlkj7b8kzHpGv5p8te8SmEhrASO42InU6xbu57zzjuPyt1VPP/88xx11FE4Gd9psZA4WYdvKr5hZcVKdu+upL4+Q2VlJVnXQ2AhfY5N+i4Xpe/QOUdHQprtbYwcbMgOyCQtC7dZLTrQfmeXLPmUPn360Kmjiuxn2zbJZBLpSg4//HD6HtCXZ555hs5dOtN1v64glSzi0ksu5eKLL+bbDd9y4UUX8sQTT+SEn9DavhKoq6vjlptv4ayzzmLgwIFUV1eDVBbDoPLLui5ffPE5xSXFpFNphBCUl5dj2zarVq1CSsngwYPZtGkTC95bgGUlAsF1rivMQqyCJH9uFUhrxq1FGmNkXKWMfB8l2z0jT1OpJDouUV2SpiKUaN3N/KzI/2b6KMQhhob6bm8RXqH89wwiSKQgjRi5b2iRNQ3CjUv6/yt/pXW1tezatYtUOsnq1as599xz2F25m+dfeJ4DDzyQTH1GhVyQKvJZbXUtN950I6ecdgqr16zi1ttuZdy4cVTXVistUs8DoSa51qwEERyZquY2pf6FFkaUkmk4H73YtGanIIw9I0zlLT+7+vp6PM/jk8WfUNKihKKiosC50Gmnncbdd9/NK6+8wumnn86DDzzIrl07FZI0ZBV20ua///jf9OnTh9NPP53q6moVeDwZGsxZloXrerjZLHg6ppCgtHUpxcXF7NihWKriFsV07NiRzz77LGiHLivfyM7YVDTFF8SapcC9kdb8LifvKKImvAZDE/k+h4QpNLbN3YWjdYlbkNF5Uqh8ow15ZFe0/tF8CiGB6PNCREFj+Zt1zIcYdibakEIdHMWMDe/A+btxboU9z0NYFlOmTGH06NEsWLCA/zjvP9ixYwdzn51Lv379yGaygd2K9uHRsrQl468Zj+d6TJ8xnXXr13HFlVfQslVLpUglBa7rqbjI+MeSWgiYs/E0vf6F+6jxfLRWrEainvRoW9aWVStXsXXLVlzXJetm8aSnWIyiIizLygmKrvurvrae2ppa2rdvzzUTrqGouIjdlZVqIxcyCHi+cuVKHnnkETZt3MQdt9/B3//+d2pqaph02yS2bNkCQG1tLa7jszj+MbFEsn27Ctpe3rHc3/x9pB9xBhW6syzQN8LvGwHxAbIjPyL3WnCmLWk1laKF5CblEgyR8X0eFNoomwtNycekiArVJQ45FtqkCiHUxja4hp4VehdFcPkQg0SiWNTMLHof7QTzu8K/kPRVkPWDeC9fvpxZs2fx9ttvc+6552IlLF548QX6H9gfp94JfH9oSCQSeK7H0Ucfza9//WsefvhhzjjjDBVHxlPprJSFnfLjxkhp7FDRwYx2WkNtiLazUD5xbQ8jtGn3gWcNP4vqmmpeePEFEokEqXSKhJ3ATtms/3Y927ZtU/FdPC/oejtpky5OU9yi2C9VUFJSQnFxsd88NR7SU7ZBPzjiB6xctZL33n+P9evXI6Vk8SeL1bEusG37dqxEgn79+1NTU0ttba16vm07dtLmgN4HKFwgVDhPXReNEEMt1Wjf+P1hnobp05To2op2cXCKZiADz38e4Cqdr19UkKfxPG9so2MXt7CbCtH5EldWQzu8mU907hRae3EIIIpk4r4t9IwG3kXLzQerwOhF7gvtuIWuhXfhYF6YlfB3vmnTprFlyxZKS0txHIfevXtTXl6uTM1972XCLMqAtmVtKWlZwptvvonreSptQvDlsi958sknqa2t8Y3W9KQ02xk3wRqiPuLem9AwBWMqfblZlzPOPINLLrmE+++/nzvuuINPPvmELz7/gscef4yrrryKnTt2cswxx7Bt+zYqqyoRQrDw/YXccMMNLFu2jI0bNzJ9+nROGnYS7du3D8uwBG42S/ce3Xns8cd55ZVXePnllxk5ciTJZJLnnnuO/brtB0DCssg4DieddBKem2XBggUIIXj9tddo27Ytxxx3jJKxuB5bt26lx/49VBRCgxLJHddon5kDJ3If50HMAAfz2/8oEIwb6XP2tuiCiEKhedwciOYfnRtxZRVqdJSCi/4ffRe32UVlQHHrGuN99HsKpGsYCdr5HpTMjAoZL8Ud68UtwtxOMw3XNGhL3QULFvDXv/6V1q1b4zgO6XSap//8ZwYffxyXjxqNk6nDFkk1iWT4bTKVZPny5Tz77LP8/ve/5+bf3swLzz/P2WefDcC8efN4fPrjnHLyKRSXlCj5A5ZveBnF0FB40u17sPxTjZSdYuoDU/nhUT9k9tOzeeutolLTIwAAB7dJREFUt2hR3ILOnTtz/fXX07t3b0pLS3nsD4+x5JMlHD/4eCorK3n+uef5YOEHlJeXc+KJJ/KLy3+hKDBLgBDYVgIpBK6TVSPkyzpKS0vp36+/ihfjD10qncbJZOjXrx/X/upaHnnkYd5//z3effdd7r77Llq1LEEIQUVFBQAnnnCiH4FQ2+CEwcoLg06g7XX8R1KQ67PSGJOAkjDGxaRUorYwkpA6yZuDccfO0YXSHIjbWAuVodM3w36oWfWIy9PUmTHrYqbPX6f5a6JQuxTY+YXHLSoi99FncYsufxeIUiA6tGVVVRX3TbmPjJNBCEFVVRX9+/fn9smTOfvss3yzdgFCIrHQ4TmthMWWLVsYPWo0Q4cNZeSIkcyZPYcrr7yStm3bMnjwYA455BBKS0vVjim1U2Lhz7M4JBJHjUUhLn10EKJ94acSwl/o6rGwlI2MnbC5YOQFXDDyAtavW086laZDxw6ACkxe3rGcK668gkcffZQBAwZw0sknMX/+fDZt2kT7Du0pLy8PgmhbQuI4DjV1tUpc5gtPU8kk0pOce865nHXWWb4w1VWnXJkMdjqNlJJRo0bzg8MPY+3atVx40Uj2378XrptBeIIHHnyQiy66iP267edHvtPsWUO7rNkPOp1nTKcIVSCMMRGQJxQVZh4GEslhqaLjYXyTB3uCQOLyaMqc2RdlQbiZR02Zo/mbAakw0ljG8zgkYtaZyLe5EBN3RiduqMFR7BtXQCEMF4LnKnXvF154gXlvzQOgfbv2/PKXv+TSSy6kvGMXwMNzHd/oy6Qe1E6edbIMO2kYZ591Nq7rcumll3LAAQewcePGwLCsuro6iAMsogMtIPeoMIoozV3MHLT89uRmGp9PKFj15SLSU0ylJ8lmVDhPzWK4jnLmbCdsnIzDeeedx+rVq3n88ceZ8KsJlLUro6xdGaAcJ+mTFikFpa1KOfSQQ3wKxAuEpSAoaVkS9D+AkILeffqQSqWUZqvjcMihh3PIoYcDkKmvxUNw91230aNH98CbmaJCGt6l4vvGvzYV75jIJvD3EcfCNJRn3Hjsa4qzKZvrviwrbrE3hADM541tltFnURbNeCM9TzY+knEQz7LEv/efGPXSQsWNmzZy6qmnsn37dkaMGMGIESP5/vcPAlw/iLUIrFrBQkoLITz/XubExM1xgOzD22+9zXW/uY6XXnyJDuUdlBMfP2i3EFak+lHkWGgiaIQS55jao7F4PQEi0bGEvTDanvR0GE+CY9Po/+vWr6Nz585YInSclBdPxj/CzmYcrIQOoI1hk4RxQubf+3olCInnOSikK7ASCWpqa1i8+FOOPvpoEpYVhmcN+kNb8O6LHTeOGtZjJQgFqzHszD7b6f/VIbr+Cjl2dsil5PTcbSh2r05nsohZIGn0f5i+ACUSB1FsF4f9opD7XE9ey/JPJuwEzz77LAMHDuTaa69l4MCBqtmZWixLWe76+3fAwih9D2NBeB6ujxiEEGQdpanoeZKkv7Nms9nAhaHqFL+D9GTMQyTx9c+lVgqxM41PYvV1GCdH6iiAAl/4q3ZUfWoa6F9IxQJ269bNP33yg1Fpyl8YG7RUTp0StnZWEw1tGlJEIJU/WyHBUrSeQkp+2Ac8SkqKOe6445A6wLgwyWCBdm2Qf0qji5e53dYoxFDDcdxnkDbmfq/wSlM+2lNKY1+yNPpaiJqIdlYc29XY+m24E2P8iZiFFSpkzzrBVKRS8VYkZ545nMsvv5x0Ok3WUbufbdu+datAWKpeinLwP89BhALbDrFwIqHUsB1HOd5Zs3YNVVVVVCyv4Kijj8L1JJZtBezEXjSHoDE5fdiEiaXrr5G8NL4yxj1nYw+skkUQQzhApn46s1+kDD8JKQQTRDxF4qf3e92/KqU9z6vHspKGxW44yUJfIrEek8OKNamv46xTjQrm5GMi9hih5T+VMPnfpHok+ex1FEwsGqVE9qS8AqUoH6txcWHMDorKA6LOXZrWmSY5rUl6Ydm4rgOexApYkfw88z1pFSpTIx2FJL79dgNbt26jW7f9aNe+ne9YJ/Qov2cQxeImddIQMo58UshCPVpKE+sZUiLRHch0T2mmz3XQHKYPbaECN4qx7Qq/jXeHuKdg1r/QnIzukv8X2RnzavZR3Pws9H9D/SXDi5AUYmcMH6umtDaKraKzPkvuQDcdiQT19uthuuoLqYO4PJtGDalgZFojVSISKf+Nh3SzimUQID3R9KBl+aXE1KUQe9cAEmmIijTfN3ttxiGRpoyvTm/GZI0jfyG+AfsaiZgUTUOLQbfr/yISif4vYt43tJYa6y9NLgsU45KPROxcUqcxpBDdEeJ2iMIgInNMgjLiIqyndiWsaqJPU+J2wAJlGmwOAjw3E7HtMDDYXkGhVa7/34udMa57m51V3IJuakYiJk2hPKL9sC8XcmPz7P8a9REFs++jSLTQuDSXcmtot/NTSDfq7T1up4qyM1GHzE2kRJpQpX0+LeIo4H9FiHZM42PXADTEzjRlfCVhqIT/6wv13xBSHgl1JJd7NIeQnitzJ0jcpIlOyn/d1fi/gqj+5aG54wv/ymP8b/jfAi0LiMpE8r3J/Bv+Df+Gf0OTwS5szdrYTvVv+P8T/j2+/4a9gBhK5P8Bju4ur7kC+5wAAAAASUVORK5CYII=[/img]
[b]Zweiter Teil [/b](s. folgendes Applet): [br]Aus zwei Vektoren [math]\vec{a}=\left(\begin{array}{rrr}2\\-1\\0\end{array}\right)[/math] und [math]\vec{b}=\left(\begin{array}{rrr}1\\1\\0\end{array}\right)[/math] wird ein Parallelogramm gebildet.[br][br]a) Berechnen Sie den Flächeninhalt.[br][br]In 3d-Programmen (z.B. Blender) lässt sich diese Fläche "extrudieren" (s. Applet), so dass ein "Spat" entsteht. (Ein Spat ist ähnlich einem Quader, nur dass die Seitenflächen Parallelogramme sind.)[br][br]b) Bestimmen Sie einen Vektor [math]\vec{v}[/math], der die Richtung des Extrudierens angibt, wenn dieses senkrecht zu [math]\vec{a}[/math] und [math]\vec{b}[/math] erfolgen soll. [br][br]c) Bestimmen Sie die Länge des Vektors, so dass das Volumen des Spats genau eine Volumen-Einheit beträgt.