#AprendemosDesdeCasa
Feliz jueves chic@s, ya queda menos.... ÁNIMO.
CORRECCIONES MIÉRCOLES 3 DE JUNIO
JUEVES 28 DE MAYO
“Celebra tus propias victorias porque nadie más entiende lo que te costó alcanzarlas”
MATEMÁTICAS:
Hoy vamos a ver lo que son las coordenadas y los números enteros pág.122
Mirad la imagen, en esta imagen tenemos un sistema de coordenadas cartesianas formadas por dos rectas numéricas o graduadas (una azul horizontal) y otra roja vertical (una roja vertical) que coinciden en el punto 0. A cada una de estas rectas las llamamos ejes y dividen el plano en cuatro regiones llamadas cuadrantes (primer cuadrante, segundo cuadrante, tercer cuadrante y cuarto cuadrante).
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeIAAADpCAYAAAD4WTTUAAABYWlDQ1BrQ0dDb2xvclNwYWNlRGlzcGxheVAzAAAokWNgYFJJLCjIYWFgYMjNKykKcndSiIiMUmB/yMAOhLwMYgwKicnFBY4BAT5AJQwwGhV8u8bACKIv64LMOiU1tUm1XsDXYqbw1YuvRJsw1aMArpTU4mQg/QeIU5MLikoYGBhTgGzl8pICELsDyBYpAjoKyJ4DYqdD2BtA7CQI+whYTUiQM5B9A8hWSM5IBJrB+API1klCEk9HYkPtBQFul8zigpzESoUAYwKuJQOUpFaUgGjn/ILKosz0jBIFR2AopSp45iXr6SgYGRiaMzCAwhyi+nMgOCwZxc4gxJrvMzDY7v////9uhJjXfgaGjUCdXDsRYhoWDAyC3AwMJ3YWJBYlgoWYgZgpLY2B4dNyBgbeSAYG4QtAPdHFacZGYHlGHicGBtZ7//9/VmNgYJ/MwPB3wv//vxf9//93MVDzHQaGA3kAFSFl7jXH0fsAAAILaVRYdFhNTDpjb20uYWRvYmUueG1wAAAAAAA8eDp4bXBtZXRhIHhtbG5zOng9ImFkb2JlOm5zOm1ldGEvIiB4OnhtcHRrPSJYTVAgQ29yZSA1LjQuMCI+CiAgIDxyZGY6UkRGIHhtbG5zOnJkZj0iaHR0cDovL3d3dy53My5vcmcvMTk5OS8wMi8yMi1yZGYtc3ludGF4LW5zIyI+CiAgICAgIDxyZGY6RGVzY3JpcHRpb24gcmRmOmFib3V0PSIiCiAgICAgICAgICAgIHhtbG5zOnRpZmY9Imh0dHA6Ly9ucy5hZG9iZS5jb20vdGlmZi8xLjAvIj4KICAgICAgICAgPHRpZmY6UmVzb2x1dGlvblVuaXQ+MjwvdGlmZjpSZXNvbHV0aW9uVW5pdD4KICAgICAgICAgPHRpZmY6Q29tcHJlc3Npb24+MTwvdGlmZjpDb21wcmVzc2lvbj4KICAgICAgICAgPHRpZmY6T3JpZW50YXRpb24+MTwvdGlmZjpPcmllbnRhdGlvbj4KICAgICAgICAgPHRpZmY6UGhvdG9tZXRyaWNJbnRlcnByZXRhdGlvbj4yPC90aWZmOlBob3RvbWV0cmljSW50ZXJwcmV0YXRpb24+CiAgICAgIDwvcmRmOkRlc2NyaXB0aW9uPgogICA8L3JkZjpSREY+CjwveDp4bXBtZXRhPgoPRSqTAABAAElEQVR4Aey9B5yXxbX/f7bS69Lr7tIFVESkCEgTFQTF3mtMMTE3uUlubozJ//6SW9KbETv2XlFRQARpoiC9l2WBXUB6L7ts+X/eZ57nu9/FRcn9lVfi3Qe++zzPPFPOnDlzzpkzM2dS9h45Vm4pKcZVXu63/yt/KCHOPn4OpYbwLwoDoOTvcT4xoPG3U8VL/u5xooDkfBwFCojDiEKhMU7i71WFJaeJn0nOdXLZJ4fF35PvxCGfOCw5zanCiMP1ReUnpw2xK5dRVRhpkuscvVYKi3ETlx2nAZjksPi5qnKqCovhje9x2eRzqjDiJH93WE4KI058JedTVdipvifj5HTr/0Vp/payT4XHqupaVRhlxfU6+R7DkRwn+TmOnxx2qjQeJ0oQw8xrVXioKiw5Tfwcl5UMx+mEebmKSD7JaePn+E5e8TN3ruQ08TfCk5955/qyMM9Tf/5WvkLGcZrTLScZ7i9KwzeuU8V3mE/6XlWYZxL94Tv5JV/JYcnPcRzPU3/ien4V+hV1q6qucZ39uyKk7DlSXF7OQ/KX6udqDFRjoBoD1RioxkA1Bv6fYCD1/0kp1YVUY6AaA9UYqMZANQaqMVAlBlwQV4+Gq8RNdWA1BqoxUI2BagxUY+D/OgaiEfHJ1vyqyz29WFWnrQ6txkA1Bqox8D8FA9W88n9KS/+fqWdqSkqZJtXjMTH3VJ8sL9eMOT+uMv7ombuHhAA9V5BbmZLyi684PTE8evShvCwppDzoAYR4Tv4njhjd41vytzjsVHfPkD/UTf+Ay8O8GgpNEazUh39RvahrHIfoSXWpXEwUqXLgab4lZ0o+8ZXiuAZP4DDgNYHtOFIV9wALf5NxT8RE2yk/x4K3n2KGJH5LZEhYVVcU91SfAqz6eqr0VSWsIozk5AWcXE47PIs+yrViI7n9nD4T9OrRq/5DVvp5vslorzr2F4ZGWYV6Co9QjNMVBcSXgKQfhVZTOGUT1+mKFyKqPk574TlOmnzne1KuCfhPbt/kNDwHmtGdoqiv7uTDe3KGlfARxVGMxFU5+qkQd6pwshFuvNCKYmPYyZuL9ozDQgjvwqrzogioKDI34sZp4/h+JzCuYNRhPQjwqkxQKXUii5Pz96ZKikrWiewSD1GE6D3Qg1Lyrp+DUw5/SYKfcN5JGj1HYBPyuauiTfUk/CTSkAm/ky6CTsbrSVGqX/9OMZD+ebjKLTUiPGicH6vXUlJS9SMgpIhuieSpJwWk+JI30pOf0iomhBXCedMV3cJLFe/keXKcROSqHxwMpUnxhOFvDDMpqAdwpKoHpKen2YkTdIuTgK866yj0bwSoUl5xOdzjZ/Irt4yMdCstFTMqKw0pTqeYqBd7+8TZcY/qHzPE9JQ0S1GjnigrcQZBMyayj9OFUiv/TUSqHPx/+o1inLSAK6KbUIZUpgR8PBATNer0rySSPf1En4sZla2CvT8IgtTUNG/CMjFbv1RQEMUplpaWru9mJSdKPX6ge2IF2EOdonQhddLfRIU9LFUFEjMyXenp1LVPU6GkLimFhqJ43JKyrNRP9c3FfvxduE/kTlgF8vWSfMUJksPi51RLE62lCpYTJSUKjHL0/OI4SVlH4fTHRNwEEFGIF6c/iTySIsT5Jwcl4lWUd6onL9Xzr4iRwHWUTwIN0XscPbnIitTRkyJlpGeoz0kYO40kxeaRTOKMPpe4IiANOlNEb1PiJ2VTESs88SkB68kfq9//rjGQoLlkKIuLi8REitXmsSArt6JjR63MO7hiSpgFikimCieDRDYxjZFDyYkTVlRU5ITnml0iFg902lDOyaMBfToteo3L4k5/9l9chgfGL/omxgbDOnTggM2dPddOCC6YhiRAokpekzjTiqT+dFJ2J3093VdKiHGoJ5X/yccfW35enpg4HY8rfAcnMRIqlZ0MX/IHstYF8wcP5LdxQ54tWrjI0rzdQnYhlv4SP0qTCPvcQ4iUXCQhMPUvSipzy+dy+lxAUqZQAXRS4gxcMZOSh3ZNivy5jKoOcDj1iZR/e+qQZ0yfMUAI4Z07dtjWwq0CMQAZ8pYQltKzcvlye+ThR2zr1m2u7EFbwJ+4TgeQJIChBKCvPFZO5OYP0PTatattucquoKHKccIbgIScEmCEIIVDNf97F2Vv21Zon8yb5wo4ucVVj++JMhIPisRz9J70SHKH1tNGGZz83SNFf8AD0bzfJH841bNnphSnKDsuK/r8+VximLyNQ59F2S8rKbbZM2faEfGZNPXlqgQkSaPkn89XIdRl9epVtmzpMj2LL8SR43uUKobRX08JaJVFVAf+nWAg9PEEMOVWs0a6TZo0ySa++ZbVqJHhI6njx4/aX/70J9uUt9HSpe1XTeYnUUfEhDMyM2zWrFn27LPPRgIvuUhGgGVWXHTc83SCirOJ7olxQxyegJWHkxiKhwR6raBHEkaJdcMajoDYs3uXvfHa63bs2DEfhXn8CGaHg+yruqqEoyLiF6atiCYtOZioGAEyMp/01lu2bNkSadGxIA6RHS4e42pQh/g9+R7VMS6ffBGUmcpv6ZLFNm3KlAoGfRJXiEfOZHfqKxY5CZ6lEgMyKgkZMlC5TEEE5ev0mDvw8nv66adtzpw5wkl6zBsdJBdD+h6uuJbRG8PUxBWeHaY4evTNhXkiXnigTK7kHOMwD1fexVIOyt1SISVOgmb3rp12/1/+bPmb8v3d0yobFKq9e/bY0088oX6SZjVr1nTztOej7xVQVgasSnMiUTwaNB7H1z1+jGAmby765YJP5tuHH85ItHMoLymBxwzvMcye90mKdQWcnsD/+IxScuEVnyo9ZWSmWt6GDTZx4kRLSasoO9DIF6kSleNWpim+6RfBGbejx6lIJgRDc8e8rbx+EWTJ7VkJ2MRLlL/e47z9U5R3ApbkshJpT34QRkVTJzT4eOWll23P3j0R3wt5E5tsKsEel0M4EaILvvDxvI9sxozplpZRmS/EceJ2rGgaMjstQOMsqu9/BxhwqejNphalUcVLbO/u3bZn1y6ne+boEJYFW7bY8aPH3OyUISaJwMgUccB8YOTMmsVzfOkys2aoE2JuLZM59IwzutoFgweJPsqshtLBpDDbkMfePTvthWeft/LSMktXXmiPGRkZzky4YyZHcIb46c6gYdL+E/MhHLmC+buG4mcojxr67mRLnZSeuSfKBtZMYEtP8bgQeqhzSEv5mcqDjuQjyiQGDwOmPpkOu4SEvpE+/IA5EhwqEO2VfDwN8HnHCHUgnBEVYZlSUjBj0scyMzIdPqJSb/IFPxlpkSldd+qVofITeBeUqRFc6apThjIqp666MpQveYgvKr6elT5Vkpky01MD3oAPBITyVDfBWtUo1nGm9NzT1K7wQ+rLSJGwFCQ+ZQo+3oFv/7699uJLL8jcXuKaPTjNzCR9wBU052GKn56e6j+AueCCC6xbt26OX8ePcEW+lMVFu2fqRxrCuRiBgNc4DFqg/ZxGorom6FTEAp1SttOX8gVveg1paDfK1D1DZRyXJeipCU/Ygf37Q37CGRaeK8ZdYRcMGuj1QwAosbffzh3bPezWm2+2ps2bOWxOu7Sb8CtoPR7wUj8KTqc82kVtFupG/Wgj6k0XVV3SMhWmn+rDt1i9IW/SCY0eP131gXoJpz/Q7uCdK/TRsC6CdqYsYKJ84HEkKK1/c9oMeA0wBOtKwHOFUIiVOKdX4ZEaehyVi/UrtHsEh4BMlcUALTSmT+jIp4u8zUIbpzlstEGAm/K9nrqnA6fw7e3rfUf4AG+qY0nJCXvx+Rdsx2c7BINoLUpHenCmRB4W45a+53gRnMDqfTrCV6AlwaD3FPE/8Ag88K4U9XGvI7SlPKAXJZc1BBpXXdUX+R4r1alKCyxciuJp4EvAEfAf2tQB9LYL7/DQGtQDhUZ1DjQpmCK+Q36Od2BWmPcRAKGi1dc/FAYCJUYgx83nJkwRV9yedA+YAo2+fNkyO3z4sOXnb5SpusRGXnSxNc5qYpp9jOio3BbOn28LFsy3nNxcGzp0qM97HpemWlpSarM/nGmrV622M3r2sJ76TXrrbZv87ntWQ6OHkRdfbHVq17LJH0y3wsJC63ZGNxs4aJB9tn2bFIEC2ynlYJd+Q8Ss8zfmW97GPBsw8Hzr3qO7HZQJaNas2VZYsNlyc3LtgiFDLT0zM9EYCB1GwdM/mCGF4qg1adzIGVaqiPzokcM2Y/p0NzV269rN+g3sL6IOzIbOSYct2LLZZn74oZWKCffp29+6C/b8vA02e/ZMab8l1rdvP8HRUzhIsX0SQtOnf6Dy9ljXrl3t/IED7ciRI7Z65SrdD1uRTP8jL7rIPp77ia2QKbF923bC6UFngPS5FStX2scfz/POPGzocGvZprXHO3zooG3evBlebiMuvMiymjS2LZu32FxZHA4dPGjnDehnZ551pvd28p2/4BNr2LCB7dz+mQS2zGVSdj7+ZJ4tW7LM6tapa8NHDLfmLZqrTZfavI/mWdMmTWzo8OFWr359Z0ogD/6xaOFCW/jpQqtdq6YNGT7MatWp7bjYVlBonTp3Ea4H28GDh2zd2rV+P3b0iLfHe++8bTWEu2EXjnQ4pk6ZIXg3WZcuXYSTQVZcfMKmaAS3pWCL9e/f33r2ONNHn0yBYKn4aM5sW79ug7Vq1dJGjBwpYMwWLlosOiqx1WvXiD66W79+/V1RnDv/E69Hnbp17EKV16xZM+FsmfKYa82aNrWhqmsd1QulEuNlqZj23NmzbNWqlZaTk2ODBg+2mrVq2adOuwssu307h+mDDz6wye9MkqmxxEZfdpkEQZrNEZ0dVR+A8Z159jneHjD7A/v22QzR7kbR5jvvvGMXjb7Utm0ttFkzZznd9O3XV3Rzliu1mzblSQnda61at5blqaYdE01uyFtvdevWEx56+lQFKtVFl1xsTbKyLE/TFvM++siOCrfnn3++det+BmQgU/RSjZrmWXO13Z6dOy1VCh3CeIPiz/lojud7Tq9z7KxzzvF1EYy+UQN379ipKYv1dkSKxsb8TZbboYMNkmKRqT5TXIxZ9UNbu2aNNW3aTDQxzBrUb2gL1aePHz9m27dvF+1caA0bNZLSUerKVb764pzZc6xWrRqaxipy4QQfOV581KZNm+X8onXL1jZk6DCrV6+uzPfLbM7cuda0WVMbobxq16nn7AYlIG/9evWd3bZZfb7PeX2sscqZNvV92y9l6NzzzhPOz1JfMfGAPNH+bDshPnTOub3V97fYu2+/bfv37rWxUpQaNGjg/Xq3+n2vXr3svPP62g5NKUxXmxafKJLSN8TaZ+c4TQTBnmrbCgpE2zOlbJVY125dHcdnnX22LVuxQjR5XHypwNMV6L5YfSJD+BqmPtO2XRun/ZkzPrTPdnwmHpTjdIqg3rB+gxS6I84z9u/bbyuUV+/evW19YZ59on53TBaXQeJzXbp2UYuW2xJZsLBuNBfd7tm5y9Jr1hAc5bZU/XS+6BxlHDy2y872Nvxw+gyrU7eu+tmFliVeDI1XX/9YGHA1zXUoenXiIkQLSzwMEg0XmtjUKZPtL3/8o9WtXdM2rFtvzz39jBgScyBo7Wm2QWapxx95xJo2zrKCzQV25PARW7J4iZu7ly1ZYi8//6K1EJPcJGYFYdcV46wtIVxfhFQuAnrs4YdtvZhspw65NvW992zWjBnKZ7P913/80o5IEB3V7yf/8iMXuOmSWn/985/t4P4Dtlsdd9+eXZYtoUZnnPfRXNcgIWy0UQT17379WyvUyL5Zkywxh2n22WfbncCffPxxWy+m0yk3196b9I4rBigeQUNOs82bNtrvfvtbnyNHi10r+DZI6Pz+t79z7bh+vfo2/oEHxDzVqdTh/vj739tmKSptWrawt954w96W2fnIoUMK/42bmhB4H0ydas88+ZQUgsa2TUrHfHW8mjVqaD5ouU147DFroU5YJqH/0PjxdkhpZ3wwzR4e/6DVk7BYoTmjZ59+So2SItjyXbBkKZ+HBEOBBPMqdfS//PlPYvCZWuRRYlNVFqbVouPHfb64teDaojo9/NB4t3yQro7aYL/MaDvFRGhPLtr70wUL7LHHHrWGDeq6MoFA2CVmdkg4z27X3t549TUX4ocOHrDf/OrXtnLZMjGDLClUtdWutayeBD5k9NSTT9pqKQddOnZS3afZZLXt5HfftSm6t2jSVPhf5yPJd4Qr5jkPHzxsW8UUc7Pb2TwJ03cl1E9oCuNPf/iDzdd8elOV8fijj6muy8U0i1wpaiOhVpC/WRaWZzVPudUeVL2gq30SeLskpNIlGFgUBD289uqrNv39aXaGFIn5H31sr6se0OTDwndTKWmfbdtm+5Wubu06Vku4qSvhwWhnk4QWCk1d5fug4iI0wsgN60Sq1ZIiyWiofoP6YsBr7Q+//50EX7kEWV27/89/kVKzQEIpz/7zl78UTDssq1FDm/j6a/bkhMetsRSFaZPfEx7/U4pSLVu3erXa+WkfVeZJSEPvdSS0H7j/fleuFqptmDJqKPo7cuSofSAlACHL3PUfRK/0vSwJMehpjuYrfYStzhwUyy32i3/7N+FvpbVu1cKmvDtJOHjVy3jx+efsnYlvSUFsIzPzevX3P7my+vKLL9iLzz1ntUWnjODhDNR908aN9vvf/NbpC8vO+6K3YtEaI98JaqNZKju7bVtbtnix/VUm/c+2brWHHxyvtqljB6W87JKpH5JD2KAw075/Uh9invWElILxf/2r9/22Ukih+zUrV0g53y5a+L2PgjNF58skpDIzakhZDDSHQoEV74SU3lYtWjgO6BdPCc8F6jM1ZQmg7bigzwwp3jvU5r/6j/+0A3v3WTPR14vPPGcTHnnMlbCJr7/hUw4oevCUjeJzzWXxwHL46CMPC9eHvQwEZRspjijSeRvygnInBWaWhDuWon1SEjBZHz5y2POoIXyhrD5w/19kidxjc0XrD/zlfmvUsKFwfkRm6RnOYzB1561bJ36R5Xk8+MB4wbnXaUqS104cL3IlIvBsalV9/SNhIDEihhhjkYupqFSdCAFM58AsgiaNtkpH7z9ggF179VUaSXRwBsscb4qYD0a/Ohot1RaTQiMfqFFGIzECBBqjkIZiNDCrLeogAwYOttat29h5/c/XyGWljWL0ILPeh9M/sEH6tk0LXRDUjHKHDx2iUVRXu+7GGzQvt8lWLFthl2p0UrdePWnWq3zhTOs2bZV/QytUJy8qKvZOMFyDKCw1mK5WLFvujOKef/qe1atbw5q1bGlPTJgggV5oM8Uo+knThnkfk8Y/e/ZsGz1mjBKH+du5eke7vvOurzleGAk9Ov5hr//tX79TOBHP0QrZae+/rz5R6oLzvp/9TMy3trXNzrGHpVycIW2XTnSH8mjespX96z//0K686kq7ZNRFGoGU26JFi3xl5Expt3s0Wtm9a7cd1ihpzZrVtm7dWjdhMaq79porrZkEzksywTFqzMnOFmPZJIawR4x9lzpjoS1ZutRHeLfdfquwbrZ/9z7bKyFbS4KxXfv2tlYWiaOaZmAkSgdv1KixrRfDHaSRVstWrUPbKyGjnWlTptrwYUPt+uuvtWPFYQXoQWn1dWrVtkLwJWYBg2gjpg3DA0dNmjfRaGWTmONyGzn6ElkI9jluzuvdW0Ki0Ee9jEpGjx7tjBYlCgsGAgyAobzGElAtW7S0LRp5HBd9rZI1YcSFIyyrQWMbd/U11r1rR1u5Yo1bRs4+p5flSClYKQWpuPi46Guzam3WSMrJOsF2/oDzrYXau1QMC/qDaX4gIdxaYQWCh1WttDmWCwToOuFioHDRql07a6A2e3/K+z7aaNOurZUUlbjA3qm54L1iwjD7bj26aYQlYdugofXt30+j7FU2ZNgwCZ37rbME/R133elKbZko5X2N7M4f0N865Haw2+66S6bHTId1+MgL7dqrrrD9B45o1LXZbrj2amvdtr299MKLbkHJzc2xnSgHGhVuF95RFD6UFae/4LzplhusRHS+XZYP2Ue9LrlSKr9x97c0epLwljLEGoGBTA95Twxtyyj4zru+IYtWPSm+nbXA7CE7t8+5sgossO989x5ZV3ra0JEXiVb/2YVfbSkBwHnZmNF26PgJxyeCGCHTVn35m9/6lvqa+oJW/38qxbJQi7YWapHg//fLX1injtnWT+3wo+9/30eVWVK+8jRSxKLRonkLGt3bXuAxiyRrxAD72h232fSZc2z+vI/tolGX+GiWabP5gq+R+mM7tc9d3/y6RsTlDgtWhdmzZjruc3Lbu+K0Vv0HoY0ivkXWGGh0oSw8OcInVgV4ExeWjk8XfOqK293f/a7V0JxOvQb17OUXX3aTPmb+0WPH2NjLxthR1R2Ff5lG9ce0foa1M8uWLHXl/Gf/65fWtm0LO6dPH1lz1gu2Ey5IUf68iuKtTL/BDzsI//NkFdh3YJ8rnTs1MJiuAcLQ4UPtppuusxLhAfpkxTQj746imU8WfupKFyP3o6pvc9VngxShgcJXdvtsdJ/q6x8QAz70iacVUkQcNGSWRmyYgkuKS6yuFmzt3b3XG79+/QaunTfRaI2NCanqdRliJPEWDhhdq1at7Ac/+IH17N7DnnzscXXSDzW3meFMvZNMkj/80Y8kgFvbQw+Pt8XSkOmBmBoxNSHwmQNqL2HRQR3l4osvsauuuJJgH2UxUsPs0kDaInNPjPZqSDvn+3PPPesjqf4y/7Vp08ZHV967Yez6UTcl8XQUpSGiOogSqsJo8XRqmN2oUaMk7K7xUY9n7GARD5NmzMb0LqSlimOEMPLXfJjnqz+Uow98o0y2oNDhEeaY4DFlE5efx9GTMwSVgTLTWCOyjh07aG69m90lwZad3V75pEpLbmTFSsNcEfN7mKof0GgBU+4AKUcNJETiFcderuKiJJA3aRZL2DPa6a58mRagbEat3//n79sFUnbe0jTBa6+8ImYKm+BSPcGRRoC8i6c73lBgYKIIlDZtWnt9KKOh4IMepJNo60qp45AyuFCG2svc20EC4kKZ0K6/7npXFr4vxpyalma/+c2vfSSH2Y2R+DvvvOVmxT4yOXYSw2IaBDrDrFmnXh07oTxra9TIKO+juR/Z86pXzx5n2Jk9e/rov6Fw/b1/+icJ1AGq15v2piwTTK1AB9QJpbJV65bWISdbcQbaLbfcYoyof/TDH9o5Z51tz2o0NHXqFG8/zNjpil+sUQejM6YnzhfjQ8kE36AIXIED3ksFJzTNB8LitmD7HygEBpQEntiylpGWofdGXicYLqNt6hfm0DM0375Po+8HLE3w9+3fV/Wu7bRfrk5D3p4nf1Qul+9M0HtQnAkglIhEAizBBSwE6WPcRmxxC1Xhm+ayQyoy9HBoFx5QrPaFZ3g63UO2FfGVe4gQpY/LIB79l6mP732Ptjnf3pv8rk2StYO1A5QNbNQTHqRitP2n1Be9QTcoDtded52Utguk+JxQXhFulTF9uVQjaPBPPUpEf+Pvf8CnCygH8/4JteN1N1xvN996i1uG/vyHP8pkfNzx5CCLwEuVT7zWBSFKXfiHkthEZl9gXC4BzKLCTh072tlnnSXaTnPapH78Al4EGzxG/1Dci6Q011JaphYYpWM+H682rS3L0Xl9z7MaGsn7FqUoE2UT2kd5QLfrNXq/X7SXLd54jszsWOawHnzn2992hZYFjk8++YS3p5JWX/9gGIhGxDS7Gl5kVizhi1Y/SXNcf5DplXmSKZOnWBfdW7dtZcdPiNjF+LnUp3x+hlMj6JiYvNauXmWYF3t07eYEfkLxw/IQze9JE2VVZ8ecXJUFsy7W6LSuTMTb7KWXX5ImO9TnWtfI7Fuvfj1bIjNnS5l5UqV1I7xcoqocYFR/8TyK1bnovIcPHvKR1iEJJ0bcjbIa+3c6EZ2zx5k97c2Jb9gf/vBb6y4lYaZGZAcVt61GOedopLZ6zRofDS1atNgGSyix4AxhwvzT+YMG2lzNzz2kUTAdspaEAYuKMFc/rG0qtTU6nKF63XbnHXbmmWfLDP+u/VGd/AzhbJpGXswh1YWBqQ6YNWtrzmfY8GH28ksv2T6ZeI8cOmwrNS88avQoGzpkqJunmcti1HpAJt/Bw0dYsepQEglEmJkLOt35jgL0meLvkSkVPF0gPP7xt793JaOWOvgH0973NsU0ffzwUcUpsk0y9x8TQ9gh8yir5DuKyWFuxBTo1IAJVwrUiAtH2uMyTZ9Q2ZTVRXPex2RWg8kzF44FooUEGjABI04sUG4wEe6UOfglmeGGaSR/vgTimrXrNNJtrHZd7jj9UPNp6zXabyrFjpE59UCAkddhjbTR+JmL3ayRO8Ka9i+K2tvpB2as8pi3ZN1CsSwh+dRLc26sMXj77Xesa6dOPppgSx5MkcVjdWQmZnS4VFMlHcXgl8mq0lPzjpTz2iuvuhKJMsBcaS0xyiKNyN+QIB82YoSPplnrsF2jl10anZVIUHCRtws4wUMb0FYXXzzKfveH34lGHpUFoZb60VS7+9v3yGJyQLSASiVc6XdC/amU4Y8ucBD23wahhbKJZeLggUMykZbajq07fG6ZuCOGDbf77/+rTMW1VHaZT8cwxz9YFqVfvP9vNl4j8iYaeb4vheLaG25Se0pJEs5QEqlfYeFWWYUes3Y5OT633Uej4a5dO1tvjeYe0jTIiJEXal5yudXTOoOu3bvbW29rrhzhR+FqCyQFbTVYgvE3//VrKYUPyNrT0t57+20pk1ky0baW0DjbHlL4IPWh+TKl50jBrCVz/4QJT8paIJpTf2LNBHiAh5B3CTgQ/mRkkDJ6hnVQGzLPyih26fIV1l1tdb7mVKepD//1LxJmUkxSRB9XjBsnXaTMlS5Gr0cOH5LSlOXrSlhfclz0/9wLL0iIZfhUw3Yt6qLNnJaE275a+/HBtA/sD//5K+EkW4OI6a7b0LbF3g4o7+JbyueQ+izttFm8Zr9G2znZ2dZJVq8//vH3bllaLjihf4Rwhw6a8pKy8Yxoa9nipb7wDxpilM7agx1bt7vVCOVnpJTURx991KdRwO1Hmv8foTC2WcLbUApZJ3JUc/v79++zV15+WQpkG1dWfJeC2qf6+sfDQNqPf3rfvwXyD30LPlpfGmv3Hj3c7LZFDI3FEddef51Gn5r/0gi0XXaOa6wQDgu12mr+J4VJHl1o9AcPHrSNMpf21QKcoUOHK01NCdRWvjACgbF123Z13qFulmJODU17+2efWVd1uv4aZe2T+W2LmER7McleWmSCMGmi+ZgWyoORYWMJ2XYifEZZLG5hUVh3LdzZIy1z74GDvpiik0zZWZqLDrxO27I08uves7t3DgTw4MEXeN7tZM7pedaZtl9CpkBlZksgnXPuuZqvrelpYfRNVB6KCGZxBBVMG2HeoVNH26wwBMaYMWPt3L59Vf8a1kOjsl1aIEJHxPR2kUb2CJIGGjECNyP7nNwOwnM95blZI7O2NnTYUOsohtOl2xlez7Xr1ks7N+urkS5mVbbCtJX5vQEjKeEgq0kzLZTq7KP4jZq3zJBwHzJkmMPfWcISy8QmwVZTgoSFNZ0URj1pP+Kf0aO7pgX6WbaUomItrmHut1PnTjbm8su8vRALZeWl1rpNSy18aq40G9VOtaz3uX200OQc2666HZKwhAlTXnOZkRsLtrbS2KEL2qymcPGZBH1nWUIGSBAfOHTIGVc7jfBh9nU1t7lNgnyfGNK4K66QEOjmtID5/GzhmGmCzyTs+ihuTy1yatWmtZt/2+XkuJJA/m1kyThD+K6RUdNx2b37GVKszrUOHTv59qn1GzZ4+aMvHesLkRjxAF9XMU0sOutUb0yjfdR2jSQ8YI6b8vPtbNHdhTLLIoixUGAi7Ch8n6v6bwAXqt8FQ4aonI5uCYCh048YpTRp1lR9or0WIjV3C0C+8jsmxnnZZeO83oqkNm3usJOGKYP2oov6Mm2jzLYSY23WvKWaOcVHYeCvbZt26lOb3Rp0vqZ8sjt0lJLcTXFbqe02OF4QnB06dXY4oaVCma8Piq4vvuQS9auBrrSkCEqEA2slmK/sLYvDZlm/ep55lo26dIxwkuHtkKZRer7WEbRQu15/ww3WQFMFLGYDzjp1tLDKqyvFRooIQrcjfUHrExDyQ9S3u4m+WknJZQEji/LyN23xfnqt8mrYKMunbzZs3KBRbq5dqr6Tqbb0PAUfc/EthQNGxbVq1ZQw7u5TGjtFC92lUHemb2uE20ltjNJdJKWGBWltxIcaN8lyBSNHdD1w4EDbpO+AOmToMNF3V7dE5MmUDJ+65rprw5SFCma7Hf3xHLX7gYP7vV7Atn+/eMXQoT6Kby1zdO06ddWuzXztwwblQx9kEViu6IBFXYc0L79DU0vk009Wk9aiZRZyMbeMooeifq4WoHWTYtNWtJu3MV8wN3XFIlt8jPDmzdXfNm4UPTTwvtuxS2ftJOiqRYfNfNoEmhugurXPzlXNzMMwUV919dVWW9N1CUT61+o//wgYSNl79Lh06WCKRMmFaGlIX5YvhlWq7UcwF9faRaxosK4VlmBO1tYPmUgwE8UXTA6ziWuaemarB0KIuKXScjGzINzQMhnVid17HpTLaJF3NNaon0vwBVNTWqpGKNIGYU6ZYlZxmYxQ0UyZdUlNk+laKTFAwnAZzQb1QNkqQ+qRlq75by8fFhj2+wEbI+AY5hOyrTLCCMgQRKqwm4JUNowMMBllY5IKcz/qyEIepi8vR3XEvEsWytpHSOXiUGyHKVadyRuMs+XC8R3FAz+MftIVDnTADq6oH+XrxU11CPJM4YPRIfgkL9rOcayRFaM0tkX4BcC6wAujq0wxWK+n6kLh1IM2jAUJI0ZMwG50V70x+fkWJRXAVjbgIyG41KdQpuIDO+ZyRv18Bx7aycsAEYrs5SgAOInntEI+RFIC2hf4MO0SHxMlIxzqy0jM58rUTkWCgfCayh/8IAzY3hLaT5hT3WhDtiWFEVyAm9Gme1VVcWw1YX6T9MADfcOMqau7YVUYK2fBBKZjBAx1ZGsU+QMfd/CFeTm+EHIoiFhtIBZvH+XFpSROCygAlE99uWgrRoGsLyBt6Bv0G9EMdC9BQ5/wbISnFBkHoCPiQ/+BKgOtsbaDb5j42RGgMavjln7EOg/ak3aYpxXVkzRy/cV//IfwoOklRaO/KHmgTeEOOkXxBe+0OwugMBWXi8ZoO9qNduZiCxTb/wgLpWpPr/o+Xrac5kI0txQEPId2Jy50ybyyX6I5aAvqJ5yLPhboTXFULhYHyoFHgW9gkM7o/Y+RPmHeJgrnWVEdXtqf8mg3DNBOU1RcOAF+tj1Nnz7NBg8aaA2kJD7yqKxdteva3d/5DsUqT9E5CNIzbRbzC75haSCcdqI8LsKxEpE/9Ml3nikf5QRYmRggGPqiTwAXcb1PE66f8wDhgv4V91Pw7zxIW6iIRFm0U4ngCzwvAkLpq6+/fwy4IC5VS0KadEEumDYEAIMimMYPHY54gTiIzXPyFROmkwAEp/R0GO+aeodaSBOIiZSUp47ApQ90PhhfyNdjetros0fjT1x2iBfencCVskxZpnhnCR00lezRHGIOrEQRREqiF/8WYPW8HU5g8YgEJZgNeKFfJwL0GGqkIISHfyOFLscd9SPvMO8URKtjJ1EHj6o/gJkKmBSrH89EcrwTpmfCYKaUQ708Lun0E3u0NAV4Mn2H4cb41meF8y0wIt68TRxPYp6CD3AdCJ6j+BREGq7ALkJKL5hIurwto3ZlkU2ZhITDSQmCx9HwOVg8oaf3sjyvkKHnoQoFzEXxlElcTpyIZovjAhX/ode4bYHdAwnx8qlB+E4e/pVwf4nK1jNxoVs9kKVfHld/wATlejm6e9soFCUwvuJUKfjJJgV5ecncAy49nwBBnMzjAC9lJujAQ2mPqP4ivhT0IIDQFf4GHAMv5VSER0UnBZTqM3mzR3aVpkLw5naD9ju74otAclhDvp4TuKBs/Qt92bP3cvnOL8BAzUR/4bNA0Rf++0el1t1xqjCCQn2IoFTh5mF8hRaJE7u8rHgPmXt8RXDce2b8Ic/QBvRDFEbqyeXx/EF/VBbAoFx42yTlg7DHGvKM5n5ZVZ2akqGRb5bddsed1khTJ/hDoN28jhEQccmOH8pQATwDSZna32nYkRDaz3kH30JUquv1dLA8JfgmGAxxKYLqEsrxgBCuAA8jEpmpsvAYJwEfhhA3ORXv1dffMwaCIFZjw7hhnE6teodHp0JEoRfpBnnEDCdq5EAtifqFOEpCfoR6cqUTBTozJHd940MgmvDsQcRX/i7Q/Dn6E+fFa1Rs3LmcxgkmG3VqGHOp4gMldQnx6BrUSpHCgxNvKFNhSXVUtMQVR00E6CEqXjmFJ+8DCZyIQ4IjZUy440CdEdBCSoU6QErroPCFB/Lip7jcFMQI3DtxKEBBIc+YQStWANth5y1kHZhXxNwI0w+BkLgokktlAh+YIU4Q4HryMB8LK45jUd+F14CskCHJ9Y+w0N5kGgGuG8kcrCg43PhO9nojTpw+vCS+eTjt5nFh7QF/TjtRWm9kxxs0q7zIUj/KietVUWNy4seniCZDzCgB4dC1p06EhfhJ4cqDN/IKddC7A6kQNUpqEo5dUVK8EEYDQm6UQF3Cu5fJEMgzIUZUvtKF+vEtBHvdCaYPEchzjHvdQ3mKSzhZ6eIelRTFV5jqT1wWDhKD0TSj+XSZgRP9nkz0DeHnsAlGz5NX/XM8KcDLVJjjmST6ViZYiMuPIH58D/gN73wka4+lZ/L0fL1t+KgwRSBKSrlGxYKVtiXMlWtPqnJUuQSdEZukCiAuabyexCV9CNSHUK+Yz4EGb0uihRI18taL8tirxXFlWobeuDFTBXLgQteGv3hRYFaRqJ1u1C/0dX3U/4AUHlEGwLlogTqR1pMG+vbI4MyT8TFOLgtPFO749bKUL3nrD/kQBOzeQ0gPOF4AcaI247H6+ofBQCXTdGjsqKOpcX00SVVo6KouJ47ogxNDxXNEL4GAovSJsKry+oIwiB3zJFdYoR2YEoTuRBilDUStIhU1lZGDrlLvLzIXCgZMPHRSGE9SdwidIYKRPKgv+fqz53Kaf76ogl/0jez5zhXB4c9VhfmH0/nzZQUKHxSqDh3amYKjAk8FQ5VZEhh/SE54GjBGxVWqc3IyfcdrF62FSdBbTUWEttNDXGxymkrPcL5ANwnEOidTcDKoXwZHUp6BfpzNqniYsEpQejeIAJKIJtAOBQRG65h25hoDzDc9c+OKebsePa0HVvEnTl7lp/AxzjIhZAjmiusd3lywC6RgEo4TRd/89gVlJUf73LPSUYeAA7BP5Sg+aoeog5F9HMeLj+EEpgge8OptTAZRGI8exjtl6R/rU+AFmiTQeDAI5FgB8PjJf5LKSQ6Onx1v5AccMsGTT3LZJI95BGn8PXpglTT8hgQoBsQro3NBEwpLk7mOp0CT9D7UM74Hig6xlIfJ5K5yic236uurj4GYS4Wa0ub6EZggti+jgyiNZxA9Q2p0sjjM36PX/86NzsGeWbzSwIzddR8jCl0OZ3Kmcbn+Mf5QLucM+zwPr2AUHDpFHOe/eadyuirVOQRV/psMV+Uv4S3CXaVPCkvgsdKH03n5kgIFMLoz+KOM5B+5R9UK6IqyqhoWPsa/z8OVyOfzn74oWQBA2bJynL2zCcGSnE8EV3JQ5efK5M23RD15jn5fAD5JKl1sY2KuDtbpbhR5EtN0+CJ4YppEKLMOAIcTGTXkDlF39qvichW5VKl8leKwVSqt4sXjfml9Y4pOcU9reFsLpehG2qQfMDNH6mEVxVQ8fUlZwFPlpXTUP4ED8ENEBTByTC7Q48WZJH1KTp+AOYoX8opelMbn97Wqfe+e3ZJ6Zb4tiN0Bp7yick4FP3hhPpxVzY5NxSdu/PN8ySO64nDarkwCPHxSqCrBaDgtRe2fWkPKbpqPdBkWozKUu4AWHRBPeZXre4p+qdJC0shU4VX3t7jk6vtXCQOf51RR7WJagyZOecWRoghfFPd/h6hYqLR0yVId0vCqFtAUa2vVJCsoKNQoOZ6VSrCbClAj2LRexRe84JFnwSefaKN+YKJVpKhI+996EsM5CR9/Szbgrir8VRX2t+RbdVwA1U+Z8xSXwV5OXxeQFBanj+PE75Xvp674F6ernEulN2VJuzOP+ZK2eblF5P/Q6IB2in8spkKIng6cxDsuhfCVV17WNrjf2URtaYIemV+MJQ+KIv/AYwlxn3/e7peXqPF/+rP9Wfd3taUqRYt+HO9JcGB6ZvEf4VVdMbxVfQthSqky+cdirHflKesdbZlh8VdFC4en06nrqcsJX06VB+WHxVYRjr1GAb+kidNRz1PV9Yu+nQwXC/o2avX1I488KIc9x+zpp550Bzjg8ouuZFhOjncyXF+O+ziHGHKNZZWIxXLH1q+xzS8+Zyn7d9M8TiaukGB6VzL/IZxTEM5BWZEM1vVFEMblVd+/KhioUhCzmAFGAiNkZSnEwoW2yKpROjo/KAutkTDiEwZDgTHhTpAV1jACCnHiUnq+sdKTVdDK0OkNJhvy5RAElUY4aRIwaJWhfFUfOrBf38q0LWiHbwfBbMmqSMrxspUUnZSfm7eARUtMyWef9tyxhURBXjZOPFi1yMXoJF4BnRatZMbEFecbIgXt2+tE3UkXwRkkMKYk4Uz48jqrTF9hy131i+PGJnb6meMsAXuodxyPO+2A03fawcNJo7ySYXBATvpDXRzHugdMUj/aMsa7YKfdhAx+jPD44YIQt5Kkpc1gqHE+cZsgrGk78vK6RAXEcAMK+GblJ3DHBEZcfj6K9Mm4CvzFaT2d8iUdz+CHg0YOuCUkqqTQpC+OW2jJ65TEdAlDGAT86Ul5cClYcFNX5U96wU0bz5s7zxfpUP8QL8DIimsu8qGKGBLB66vaF43XKDyx4QWNlccIc2LBsD2yEgA7/sXf1nf2Y7fV1hecn7DVR+D5Kl0c3eCPmXxxw/mRnDJA/uAp4JB+xmpp1UNwUDPeA62HesUw0r/Ii/4qFPp+58OMiANXd5wGXAkRUZ1Ce9DnkurKN8oSDPzitgjwUHYET6ix15M29bYWXeCwYp5WZFMG+AUPfHM6cvwIUOqvMM+Ll5Mu8BGXE38CRuDnW3zFbcz+8X1yS8lKevCIe02aPaaPoIyEVHG9sKrFtPI5GgKPEZ5J5X1BGTq+FO75qRrQBOBTg1h4pqleNVMVR4mcfgXXNrnWLDmufeMsdxf8rCKv4audRTdlUCN1A0dqYeGQkbS3NitPq6//ERgI3CeqqsjKr0NyucZyfvb8sjUkJyfXOwEUiUP/zXIVVyOzpu+JpYOyVxHCx1UhjuAhH4i2oLDQ8MPcWgyI7Rpsx+DQhm3a34gTh5baH8uJKfv2HvL4W7WntJn2YAYPNhpRaEvAhg3y5StGx8IS0iPoxo65VPtj5fNVnI8DGzYKnjo16/h+vWNi3ABTG+9L8oR0QD542VsYOqCAVCXZ57d9+1bBkKX9tq19m8XBw1qgoY58UE4AcrJz/BCGzdq3yZ5q9idSPxxHsN8W70Ls0/W908qPbgOTZ7S0Nj/fvT81atjYF8RkCk9HtM+4gZwisBBt3979vm+U/akoBuCSfZPt22er4waGTiMg7I4e0+EaG7WfsH4jLy9NE934qN20Kd8PbWgn5q6KOdykoS2Ag4MGdu/eI/y28n2TKDecEbtT9eYAhabaN8t2nf1qZ5jRHnlOg7m/LucA7GW8TN7M8F6Ga8DPtKWjufZNspcZ95GH9h9ReeUK/8xhaigHHT5vr7LBA3SDa9K1+au171Q0or2SWEA5vQihv11tz37jZoLBTXJi2Fy0j7e3PAixkCgnJ8etFzAzYPQGcG6n7Svay83hGVzQUpOmTXy/KyZF6o2fa/amIwgxMdbWXvVDolu+b9/2mTy7CS+i08KtBfbMU0/auMsvt779+ll9hXH4Bu2O328OBEiVAgM80B4OFRYvXGh3fO1O639eb6eld+UMZbTcs6b6Plhm/aJLDzDqhlmNdQDBZdY1p717RdOuKt+mwlGKnFeMa9D6devbAo38J7410bK0Z7l9bgcvE/eZeE3LVv9jHzzOTtauX+d0hyMaTmPiCu0u152q75aCze5K1sWV8CYR7gJha8EW2y23nPRFvEyBdhxC4EGvhWjCFYQYdMF+YP9etYmOfFSf5mAQ9tWvUdsIMGuvtmErk0pWnzji/rfZn05fwk84PtQb1GtgOR07eLtuEI3jTSo7p4P2INfxdsjbuF70VOw4xnQfX1AR+7iPqL2ys7NVbznrUPPTX3Hhilc+fBfQlvGFwupCFVqRoONdFCXY5bNAfQF6a9OmjW+HOnjgsOMLV6s4CwKv+as2+mEJzbQXl0Y9qH3EhSikqlN2TrYL/wNyvAONwqPqaa9uK8GBGdlHyyguKjtdDooOrc6z4j37rX7HXEuXD++GHTpYz3FXW0314fJyrbzWyHj3mjzxMfkjl/OUlDriC+Kf+9as8raq26mrpTWsKzO26kc1JKSrr68+BhKC2NmhGGWaiOr5Z5717Q1t5ZLwgJhPXW3gx/csjPjRhx8VsavTy7MMHm9wDfjOmxPtk08+thZtW9llcgrwrA6CoDM0asKBBtvkD7e/fBXfoBOZFtjrr73mm/F3SCBfLn/RnIry61/9yjfucwoNPnT/6fvfE2Nt5S7dOE6vkRwd5IkBdZVrRvbUPvTggzb28nF+og/eg2rUre2elUaNGu2nlWTKucXlV46T7+G1NvG1N+2ff/yjwKwk6PC49Ngjj8s5SYZ3thtvuslycnPs3//XLx2GXnJwUK4ynlEdcMUHI+K0m5EjR8qLz1/kZOK4+7K+7rrr5djjzLDHVwxrh7yD4awdho0P7G2FW911Yo8zz7S3J71j98h/LRo7bugu0slLOOd4UI7v0ephOpz6dO2117pghfPgKWr8X++Xa7yjViRBcMftd7gy9OQTT7iXJtwe9up9rup5pahU7FbMk0MB3tMhCtMmT3EBwH7Le75zj5/Y8r68a7Vs1kIMbZuNlfOMYcOG29MTnnAvPbliFjiw3yAc4y0qp2NHd0f5rOiAAw9g1jfeeKPldMi1f//FL9zVJiMavF/94Ef/4g4OUNhQHnZKeZsw4XG3iOBx6Aw52Lh83JV+UAgjFRS1AjHHb37rbjmRkLMH4Vqiwh3cP/nEhDAfLJzg6OXb99zj7UY3RMgj5tifvUUKwq9/9R/y0pXljiZQ+Dhx6eKLL7LHtPfzUtFg795n2eTJs7WuYI+7Lf2V9ssinNPEAHE48wP5T16uw0g2i+nPnDFd+aAcNNVhBA+K3ut43fAS9Y2vf8MdmYgLO26oIw5AjqjD5AhvjNjxXd0gq1ZQSAQlF0oGjJvDMZ58bII1lTBj3/wA+VavW7+OPUo5ohMcroyTR6hPdFgAh5tMmTzZrhQd4N98rejXcSal6B656+SM8GU6mQcBP2TYUJ3gdYnvJUX4bBcOcHeKRQef0NRtmDwysa3ltdde0UlfH0lhaepK6LVyZJGbkyN6/avPW7PP/2vf+Lo1lsKF2ZxFQhMef9xP9kIZueyysfa+fCBzuhOKDT61v3H33XJecUCHi/zZheAJ7YvtIoc8nJpUsGWTvHlNtnENrpYP9cV+ClaJPENlCv/f/8EP3WS+SLyA09FwfnP1tddJ4dcRqVKyJ7/3rnujw5EHjkxuvvkWm/nhhzZVNI0bUJz23KSwbiqLfbTBDOEod+WCJ/CBZ7oJ8ggHr0J4Xql+0rt3b/vPf/93973NFq4d8s2NUw3qVChB/93vfc8VwGeeeVruYw9738cV7C233CqT91O2XYoTQn2THOXcdsftwVud+hj9NQMl/flnbP+6NeqnNW3zK4ftzO99145u32XLn33K+v70Z2Y7j9mKCY/J0U1NO7p7pzWQg5HON9xsKx97yIo2bLAi7VluMWKEtZNiV6b54tiaEWpX/ferjAHXuQLroJp6EkfnpBr87v7wRz+w++67Tws/DtgMdcQpk95zbzyXyOPQoIED/QSdjRvyfLTTVN5h/kWdDK0Yb0n4g/3xj38sAXSPOtJMP8bvJc2XtZGnnlE6OrGTGMGzTz1tRWJkHPWFY/6f//QnOhmpqS2Ro/iZH85wofGz+34mOH7orhXdhZugxAzF3Nwbr78uJ+4t7b57f2o//pd/laesXoLlgB3XKFg6hW/wR2Ah7BBWjHhbiNmOk/co/AvX06h67qzZ4poa4cnb11VXXmU3SGF47WX5W1aSUapnv3PPs7dee8O2ShitW7XGT+u5TYwAv9SMVsiXzj5RyginHf385z+3eyRA8IG9V0wDF5+MBgOXkLYt+EjHqUN07IsuGmmDBcu7cim6QZ3R5ywFPG4Qcf+Iz+47xAiyNSp/QYKxWKNu8N9PnqAmqv6FgsudRigNzIeTnm697Va799575U7xbvdT/O47k+zOO79m9953r10tP9qvvfyqn7R0UHB16dzZ41151dXuUexSMYFhI4a5sEFRwqcyZsVZYobgabvwNGbspfbTn93n5uwlixe5kxTqBx4ma25yu5QQXPVdAI28+67oocB2q4050u4+tTFlcnSjUKf/MheLAX80Z7YtlWl8xNChdpHSLl20xBZIOGFCTHBYYZsLnJLfuCuvsH/9yb/a7bfe5viD4TJq5Tvtz1nCnFyFGRqaHH3paLv3p/e6GZAj5S4edYk8dvW0G6Rk4Df7Jbk/bKcR6r0//and+5N7dZLTJp1oNM0XXCk7H6U60Mpcxg33QoV1AAXL93EqDpTGRcdiAM9otbYEO0KXE5xqSknkVDIONRkm159X6/AUnP+PGTPGhcudX/uaWxo4gOISKWy95K3p008/tUKl4ZjJ5rIY3Sx4z5VQiUeFCPzXRQsceXmf2uW7EtqNpQRDZxvUP9+d9K7dLcF5330/tVHysvXiiy9Ksc1zhej8/v3tphuu1+laDRVfIp6K6tq3a497evvB97/rpwR9JMXgwuHD7SIppEulDCxatNDe0/GlKMn3/fQ+9yF/ySWj7LKxl1sP0eztd9wha0h7p9NRqsd5ffrYmlWr/aSmtatWuQvU66VwDBsyREgTMlUulpvVqyXIJEivGneF6GCk3LbucSHYQ17EyIfTx159+SUJTzn3EW5BcqXtV6JD+nlWViNX9AcLj02kZM14f5qfZsaomjrfK56B1YODRX7+85/6oTIcPchRn6OFo+HiX91EpzOnf+ietjglij7/k5/8i+j4XClKMr+rfNCFuXz/ytW27a03rWVuJ2s3cJCV7dpum1Vmqg6FSD8ky5OUhgJNU5RszLfW5/a11mf2sq3Tp9i2+R/brtUrrbYEfJdLRlubPr2shHpBQXFj6K36+mpjIIyIaXeYhhoeRoK7OU60qVuntn7mjHNroU77OHxEJ/nsdg0VTzI42Ge+BBPOGWf2EKOpI3PnYR/xniUXhXiIwi0g5ii0fQQ8c3FTdNRbkTToHj26u0cad1cn7RATbQuZDfE6s//ANuuQnS0zWgMfXfSQCz6crSMMMH/CZBA8w4YM1ehJx7LVbCbNPDBCDHIYdDAFY87jHZpmYcfKpSvsBRiuNGH8t3K0Hp6oWsgslStzEqMN/Aizb3Hq+1O9U3fVqI6R3N3fudsFHaMXXDLiahAvQTBERoK42ayn0TmjIVyEntDcFZ0VpGI6g2mXSUjAeDhj+YCYDGfV4m+2p+LjVpAJaw44wGyPCXTqe5Plo3e+XSMBulv4wyTLGbl4HUKIMA/NhQUCBYW6duzSxV1e5rZrY3MLPpY7vwzr3K0rHEMn6pxtzz3zvB2QK9DaUkS6a8SeoREUvo5h6MyXcRj6EvlhniSh3qZ9Ox3+ITwJ7uLSE9a2ZRs/USqtZqabqznbYrDCHwAAQABJREFUGWboPENMkBH3EZl3Z0mRKlE98fHNN0zznF3MiK2NrAGco4yCxDcVa9uUjkMsPv74I4WnWCdZW+rKZLvr8M5QPwjTiRT0cbhIa3c7mpaR5q4eOUoTl41YJMgPwnZFSTiHDnCxmtOho2islpS31u53mPk8r3ONTMFR5ideXTBosNUQPdXRr53cSnKSEyjWWhofCRbLvIhrzzYiMMzLjOpqavTOCAufpLFwBFQEQp0G9e0qjUC76TQgvEsLzT4NsW/vbnvzzTclWOrYt+75jkyVmaKRdHedySibwzeOqxwOgABPRcL9rTpNC2X28cce05nZ50sRuVKtHbyI7ZSA6d/3XKuvPluuPou7WOa5d322y0eAuGCE/jkH/PU335Ar0nZ+AMI0KRozZ36ovL9m2Z06uncmtvlhzu/Z80xZRGr4moyDWp/xsczneG/qqLxQKLAunSn6qVtPUwEa2Use2VpZB5iyYfSLD+k3pSBwXB/HdCI8MUff9fWvu9JDPbqLhjmEIUVzr8Wy21+n0TGLMjlUAT/TuMLdLevZhrz1tl2ns5F3rtxGupcz4VytS0uHO4JRP2hgvU5deum5F6ypjvxkOo22wCsYZnlcg6ap3XAlijtV+gdTZczjMhXzonDMiJwRNwd8ADPHYZ4pHpSquJxQtl9TIIzi1bNd0SuW5SVDQvfQunW2V6PrWqK32jKhl6ufpqSqX6vhT+zV2cLHDtq2j+e69aSReF5NKUy97vqGbZGQXvv8M9Y0v7+1u+PrVqa2kw9A1QtOVn191TEg7lFxocGnijEyb8uZoht1tuuKlWtswcJP3YTURQTcVALrammyY8bKt3Kf83QQRBsXpnRevNQxKtqza7cEyBTbtX2na6JFmjPERAszyM7tIG35Tjet9ZNmyiHz7sg/6lIQP50GrXr5ihVy8r5K5tMtMo2973OwdDRcSeLkvXOXzjZlyhQx9QKNppboKL+NfnzesuVLNXe43Q9wZ5EWwgoGQp+dqREwisadd97p5tijMpfC6BCSOOrHBSZHLuKn+pbbbtOxbyPdBJUmU/ZhLRj7pk47aS4fwhxY4Bq50qKMdO7UxYXqhrx8W7tugx9RxxnADWTe5rzhjXl5LtyWLVsh86jiC5fMSV2pEdFY4fK8vv18vhClgPmmeMvOt7/9HfncbSrn7x/7sW2YS2+46UYdnzjKztO8ZnMxGnc/KjgQNpjlpk6e6iP8mXPm6fALLQ4Ss+b8471i1m9PnCjmXkfm5CYyCxd73d27oMoUCrQavUCm28OubDFKuv322zQnl6X5as2962KXI+3jbvdoKwk5pKmKlw6R4n6n8Zl8jXyTX6ypgnM1EsJXNfO6xFU04Zk2Dv7cSAvuOUyioZg1PqGvluDqJaGC72vcO8J0qQMXNEodOXd5xgfTpQDt8jOyoZvcnFyNrmvoTOTlOtSi0M/gRYEgdYm3cWDYmCIpU1X2umySH2SOWuws4Y9pn6MxFy1ZpnZc41MnJQhYZ+KaaxSOsV7s0Fwz51537NxRpub6Nk/tk5+3UcI0ZpwY0sslBI76MZGrRZurV6+3LZsKhOPNWrzVxu7+5jdd0HPUZaYUG46q3CGze/7mjT6Nw1TFYCl71IEDCzD73nDDDT6fPX36dD/kAsGEwMV3NpanvLxNXs6c2bPd13ZubrbP2XNk4i6tEcASw8lUqrhlyeT9HblvZN0GJ6Glq/3AMnjh9CJXMvWem9vRD48YpWMrr7nmWusty0Y30S+/mbKUbNiQr4MzlktRXunrOZhWYZ1CgZQYDkMZM3aMDpAY7m1Je2INuGzsZT665pCFw1LwUa4pb5vqP0KHnFx91VU2a/YcCdXQz1EKbrv9Dj/2sbcWyuErGlpyLKttgZcAdwerNLOVlufb77hNPKqt2rdIn4ObVOgB5YzBBOsSnCZ1RynjuE34zS233i6ltVeC7uEfMRWibAV3mcpIqflST6Pl8pbyw52taZ3BQ6xmdq41791Hx8PWkFKvg1Sk4NbtfpYV1WtordVvm8h3eqOz+lij3K5a4FZs7S6+1BpIcd6lKb7UIkb7UsjJvvr6H4EBP/QBYsZ8x4pnCGvhggUuUFesWqmDqT+U0/2+zvizRWwbN+XbJJkbFy1cpHnILB/5bZUGmKXVoLkdcn1u5dP58+XkvJ4fVL5y5Qq76pqr5RD9LHdyP2fuHJuuzskJS5wHirPyTZpzoaPh5LxgS6Gb8IYOG+7zdIwaVq9ebU3lAD47J0ejoC5azLHZTzrpow6ZJ6E3WfNHmBrbt892U97HH39iszUnRufOUYc4S/PQOIdvp1FAFzGsBYJv8dKlYmA6/jA7W8y0i88jnd37HF8Elq18ODB9qs4XXrp0iWW3y/ZRHKZwzqYtVqced9WVfq6wj+rEQHIEG6dIgRvgVU/1UTYO43fv3uXheOxhbhiH+Oec09tNg5M0fwwusyQYu2lE7Rq9GAKrT1979TUfleOTGDNsvwE6wWjdOh0dN9nh5xAMBJivEBcz4oSfVhLU78niMEeMCAY78ILBWhCTbZNlnpwzc7avHr9ZCgZCm0UxHMDQXAcMpKnp0fwRRGyv6KODLz7+ZJ6fgMXpUuTRUYIRc/rZvXtpxKDziLcUuJBtq2/UF2HcXrjCOsDpXYvE3FEigJGDBWDcWVo4t/0zjSSlvHSTFQDmWK60WACKdPjEOzqKERMhIqGXGBnzzPjPZT6ZK0244UxazpeGSU+TMGZx1c233irBLaEoE/Bk4WfZ8hWyYjAK76TFRbnevmfJGsBhFFsECwczdJQF5IDmi9nqw4EWl2jKZP2G9fbelMl+PvQwtd3QERe6b3LgRKHLUV3nzp3r85iMGsEluHhVbYU1oVMnLbRSfRCQMGxOeJovelwwf4HP+zLCxgIEXX+s7XTtteDuEikszLuukMUHnHPQCYrFdNWNxWfA2lOK7Er1x5dfesXPgb5EQrGL1hWgFEGDCNxNMqVPeneycL1JJlcsPJ10EEkfX8zGlr/ZUkJZ43CXzN9Crz2nkd+sOXN84RyHltSJRt/gebPgbJeTI8W7pVs+KGeiYJ6vtmHEeVavc3TgRQcJrc1OM9STRV3dtI5jw7r1EsCz/MAHRpYzZsxwWuSwh7PO7iUFZ6298uqrDu8wmbupLwBB+5i8X3rpRdV1tQ5tON8GDRms6YL2UiAmSzDP9vUKWHWaiB8guFFaDx08pNOL9rvSVCgFgMNYstVOKBfQIGsQoHdG71ukZPXU0YV169R1Bb51G1l4pBQVSnGvJesEJ7GtUx+b+9FcV2A4eIJDGnbv2uvzyS1Ux52yhCCIe/bgyE0UWB0qo0Mx6midxaZP51sBljstVmshgVu88zPbqeNHWw4bYY1Ud+b8N4h+dhfqhLgu3ax+hw6WP3uW5elXJJGeO3ac1e3cXU/gw5uJ5qi+vuIYqPCslSSIf/+rX+uUmd42YND5WkhU5Csq6YjiQ85sOf4OR/gsZoIJMMKhE+Gzdre2Fv32V/9lP9L8cEYNmYzTdUKSmKOPNtWB2WpwQKt1mS+DgTHaKZFJilEOGimHTIjnKS/MhikaJYSVvaxUZLGLH9ogBgejIw4CgOP/WHlJHEi3WKMbzIcNtLqZERRSBvh9ZWNGus8jsum/keaOvF5axOXMMyPNmztDeWPW3KMRCifjcEqQj/hlHtwnczJniBKGo36yx6wAk2YE5GnEfNgvukdM9FuaL+bwgL1ahVpH5i1GbNKnBTumJ9zp7XWTJKNIF+pIM10wj9KSIne3x8HumCi5wBcjJxYe1Vd9YQikUJ8NeBMeOSKNY9qYM0yTKQ28cvwhR0Vyik5mLcEgRs/IkJWxjGSBhQzYKoS5tUH9er6tB8f9jXVqlHu2UrxytVUqZlhwJHMbBcOYUQYAnW1rMJC9whP50CbBJB9WvQtRAediopjKEbjgzRUQ5YN5mfgNBSeYxUwPXqAPLtp8jZS7CTJr/kTrF8o0osZMCo6gQ/Zusm2HEWx9MUNM7inAp/ZEcFMaOARGrDf4NudsWJgwJ+tgxdgrszFKWsMGOm+4En7DPDijU1YccyoTZn3wAC5RZMPedllYhCJojxFXqdrfG4d6Cm+sJj8upYP57Maa8khP18lDgof5/8NHD6ndGntdaWfOX4ZmUI6U1I+exITdQLC5NcJj0hzCovCG05sawgeL7KAN6gzOWFzJSJXV4vQV6P74cWDY70oAq/tLOTkBDAlu8K7E3mdi5ZA6kw4aom1UpCKWBxqWYtWgYeAHTMkcdPqTi0i18R4JLqZBWKEMjbD6H0sVL40knCEFFB2yoyxWLdNnOGWNbTwoXzj0Yb4fZR34qVt8pchiQfumCQbaPUU0gKJ39OhhV2jZwaABsNOt07xwAs2XFxNX9AotKz3w4PIT+A/IFI9FiLLLqKjKAEDnUeq/0GS6nHX4VJLCy+XKL0PxUg9oNb9gTVGZqZmp9tkrL1r+m29br1//1tKk4KdCD/v3eD4pWkmNJ660EzoGUu1mogNNumsKg90Tss75mFgRqq+vPAaYSktcIjW/YPKYfhG0NWqKVYnoXUjAd9VRsrKkjdJ5CNc/F4ieMjAajoiDazSSNskZqm4WjhggDK5p0xZKLwEMQ9Q/tkIEsyWMTvMpuhB8nMgSDlCHMehUJglRwplPC4JRjEbpGTFwYaIVVJYu+BtrtMJIi87tnQahrQsmXLdufTE4CVdxAEyJMDBGM5iYYIiBUafKfNvcvzGyIZytLM00QiC+C0DPnBIFn3ABc8/Kair4xKQEK0cTeg0lnBgZkg7EiTV62QDXuHETz8BPdfGcHEzHT5rqyWgVHAMTF/jnGDaixvORgBFf4CBT+G8mxkf9ECQwWI6wY8sUeKM9wLufFKPEhHERhhmaN+JwhnI9lUfdxK8C7mkrZxBiIFJcQlK1uxIBB+3IWgNGEnzDBA3umIfj1Cs8CSFUpfv4e8AeaFEdJdBcCCm+M1rlFQtgvsdXqtqSOjLHmyUlAbMkI8jQduWiW5ledXn7+jyieJzmpqkHFJuaKQEjdHq91f5NmjT3Z1fGVN8mTZsrdcBT8FXs2elPONWH40CbtxJ9gVtoLKqf95EkOL3eUkbZ+gP0fvgH9VS71KpV1xdxga/QtvIYpzox3+xwKQFbvOgnSVk6fVFRb3sQHl3gC3XK208JEGtpMnNxkhUmWqaAatcVTegbNAI8mVIImtXWWdLAoPShBUOGrC6nXMe7HhBwDYVr6uR4pAx9BwT4ARdxyAW6byolm3jgke1yATeKr0S0AUdOkjacugQ04eKJcriACXjLBS84xJrhfS/q1x5Jf1CAMtJFlwp3HkFaPSP8UdCgA6FGpdLPY14TaILygAeFARoGX/CjZjqK0NORv8JS1KeJSz1SEcACHlj8GxXRRz/5SDxTGollKGzbrA9trea7W8gknSGlolj1gF+liEeUyqEH9KNCrDxD/LKFtmkJueUaiGgiTRmSp4Am7+rrK4+BSiNiOhm/7QUFTsCYnsslDGEgJ19xt43phBgwAlYzFxZu0dmxbVyTh0KdgBUxZtZxXoyiuNzXcZyRxyY0EcCLX6GM+C3cgYOo+GaF+Tik/h6+V5UmfEn67onUJ1A+9YyZPt5LzzOf+cUgEcbl8OuZZBWXCtd/LAMIh+atW/vCrxhfxEugU/G4+FY5Dw/2PxQVRasITHry7xE8RDw5Lz7xi/NPiqpQco5Dqoqlz3EMAR0v5ovhiVP6Oy/84o8kjK+qwuJv8T3OTO9qShdu/ilOG32H6bLda6f2Mbdtm+3z7eJecS5feicbaBya45l2TiM5L2pYaAg6DgEeW8/hjS8VFeTb5684NAb78zHinCklxEaEcoX3k1uwIoeT8+bd66KHyt/CeIpQxvwVMIe84nS8QYvkwRXTNc/JcXjn0nq2CFJeSAS+9E+P0EaUTUSD4Ttx6CfhQJIQRnzyP7k8vn7ZRbpEPAiFtyjAYY6+J+KclGGl9Cd9O/mVuFzklZwOGgnh1F6t5wiEZhSuVX0MD3TQpR0v1Fnlm/Jlgu4urQrhK8UywaekrJNWP4dbyjo8jNaCEri8lASz8KDqP19RDFQpiNM1XEETl1IZaEuk4kQRUWbckeIwyCYI1dAZMfnhgCPu4U6nihOImTgho2RBTF4eSm/3KxBj9OI3Tx+ShmAlCq8ICRgCuThUzmCIRNkhJCQ5+W9ynq6AEqCfpwuZKyDKwblWlMPJmXpGfAtdC5/EJDshuNx3rHcxaq76x/lGeQRGFeWbdDsVJkJRMAFADTiPwSGNYy4uQ+98i9vAE+mdwKhVBQ+pSKBhqkeOEseZ+jfCVDfVK1ac4iIqooU2iMOVQCmor0I8X0Kiq4p30jmcPOh7YN5RbtGNcFCLibBEJ+TwHDARioiz5x5lkxzkQt7z0Ee+e5ur+k4/kSCGRXI5k41yJy7hiTx50BXKD8+eH/DpQbdQAHd/4SFcIan+qrKJT04U0Adfk8I9SRzOC9/iGgd8h/YI6YjB11BGxOy9b8T9iS/8wjstHygWQVDxCRERDlUJwsJjRZUF5kAzVIG3iAqjxvMTh0AsV6I/K56HCTZ9cgji8kIWUfxw8798jy+S65kf0cMvrmf0kbh8iNPxfNJr4lOcURxAxDhtlC6RD3koLNFviaj/0AcQUNPwl0wUKpyg3OHESAtVxAsJdnub6IXWwwzuY+NAd4pGhuRPOQGb+lu5UCJVX19RDFQI4i+ooNNsRLDe1xQX2gndQHO1YuQl0uiYT4HTuZkswVggYM/BRy8lzCuKgEN6BLhMyTBCEWhF6KmBicBwoq0USx/KRP2umQtIF26KANmTb6ITOdFHKZXGaZ1YihCOiIviO4SVSqj8EqoEEipfyflX/vL5uMnf/4Z0AWaAB/6QkPo5KHqF9wWeFwkqfWAVpl8udHmiziEoGTfkkXgP0Txfj6qPjCBh2MQjfTyyJFGIE/LljRKZtkApw0xJG3/uIi9FxJGQw6MoXhfuSZGhGgJiYeE4AAhdiXpECdx8qNKdTZKGxLpz8/S6x8pPIi15KU50Cw8K4qLOwMQv8RzhmCPusHxybB80xD8UL/33/Lh9/hKOXDhq7CQAYOJsnwpWHQoLKegRDmjUN1IUJwhN5svBMAWRlvKZU1R05RUmHqgtilWYrikHPqXweceYQDw5fUNmffClcjgSUwZa5Uk4iodSKT6nJ/FLETKBgb9BUaKVqS3m7gALIdVXNQaqMXD6GDitPhPxBWcQPFe844ay2FdT7tPCErxQ7dPKYBZFxZfH13ux9hRu0erWMi14ii++sRl+9qyZtlirJTmZ5rSviiIcoMBQKwKZW9y8Kd/e02phGGgF0BUlEBwuMU/NFU7WiuGVK1cmzXnH3yvfSRfKSwpX0Ry8XpFn0jfiR2kQAKQ9+Vc5duU3GGScjnrovy7+hid/jYOSXmC8xIm31AQYEJQKD/89BnnHsJMiUTe9nKo+iWKiB/IMjFgM3EuVQqbV3ls25/sqcx8JIHxcKTs5tSeoIvDUQQ5XKMjLw8/ybK3wX7VsmXtnoy1VWMiAeNH1ZfUJ4k0JIhzFuHAaIg/qoBsL1nDziYtLFmQFTAWMf3kZZBRGRKEhUBnAH7iTGFWhPJdJeBLP80MY6g0ByEOKfBTHpWEdKNOCxfUTJtixDXma71TeCE0iujDVc0KIk5wvEtCqVOgboRzQ5IJXfYf1EEE5oDyEtOJKqMdCOAj2CDbg8miCzhFGTtVXNQaqMXC6GKhSEMfdiI4fOrseFIiOXXFpJEuY5kFnyiHAkUMHtI3hXd/agQNzJeS/X6xmZF/vhAmP+UpR5vn4BtvBi84SbTFYu2aNBGAoGaZd1eiJMIR8DJ8/6IW8wkgNjR7NXSJB5nH8Gn80e46+wkQUMU4Y3Rkk8kiOjObZlrIxb6OsSfqgPE6GIy45wBZnpgy49IopCj5UGU8BPq9vBH9IkPyXnCvyIy6/+AJb4IwrEZ54iGOFu8PsccUUdedEmp1yBBKEktisGCo/VS4BGPFYdRtn7nXQa3I9KJ14nlTPLkYiGBy1PCsS8SgLn9esjn/qySdth8pH4QI2hEbAHxGjKwLHYSDIMwnfHC98JzhRXsBW9OoRUzXUXaptIhvzNvh2sXlz1e4aJTo+lDouE1i5/KY/yfQU4sa5hrt/d+ES0lFvUIWrzT27d7qHJVYY00aOk6gABBOX5xkXGoJUD+YKGakKRBYLQm+KXwZBakU0DeFtrnQcrccolzI5Uk+7hl1AYvbwWOBTCmzZgUO2ddJEO7Zti5tD1Q0cYcltBn06zftHCVrK1QgXGCgA/DKlUqTthIe0h5/5zFKtQHZMkFZ1JgOEfLqbATQKljmrPMy9RHBDNTEO9Vh9VWOgGgNfigG6a6ULE6L6H3xBHU5dXUyD1X366x2blYIILbonWwpgnjW0EpEUV14xzobINVyRlv874/NMWOFZImfzLeX3+Nu+HYO0Ger8HJKAX+caWqXoK2mVCwybfbo4gPAVsyo2LrNEy/xP6BdM4EFQ0OUphvyY1z527Iinc8YlOONTdRLsIaobggIhxXYVmCpMm7heN2XINhQ8HOFD18tTvRHwPHOYhPvk1bPPhzGSVwFFh4/J9KfVyAp3JAqucKm+WpXJliGcm7C/2U2k4BLOKBjw4x2vEI4ZmZen7+gnRdqOxfgDUIEVRsy5tpQDA0VWkC/7FIvkeIQ6ZWhktGb1Kpvw8EPudJ/RDGMfzlaiDlysMj1x9LiVyqtQJitHVUZsvgWveBhjW0apLBk47s+UUsWKXdoe2IPw0gpclXdC5ZbISQhlQ0cNtIXjW9/8trsRDLjTgRDCKVtTMhhx0XjUSfmQJ/uYwS9xwSFmX9pTMsDDudOueEoCRodW8MUXq6lpN2HXV8FDGeCERXM41iBPp0uVyTN0Da2xxQ6H/OCNujrdUxj0JE9m4B0FAljZFsN2JNyt1tBzTa0uVkwpkcK98FOMS0OUDsKclosDLQsO6sVVTn31nkHbynlKmg4JqFUs+isusTTRUIpWzqaVC48qO0Vb2NK1AChT2520GddS5d8Z2i3X6NRPOFPbpWn7VZr6WLq29SBsM9WW6aKDdN1TpCDT5pmCzdPLXS2iHoJJ1dbETMXLkJe1NMWDzjKEq61vvmarHhxvGTqgJFXtgkWl5nGt+dgl71GCg/ZC+NYQ/tJ277MMbb3J1D4cRum0SuiRFFJ9VWOgGgOngwHvk3FEOhyjyLflVAEPPo3lr3WqnCOwF3GI/OKypYU5v00b8+3lV17w015at2rj+/tYoLXw04XutQfH7DCli+XbF/d2k955Vxvlz7HF+j72isudMb7x6uty6rHGnQ1s2bjRBjYfpI5cJv+1k3SAxCfOtIYNH2ZDhw51RwQ4ydizZ7cOBzhq1113nXWV5y3f+yfggTs/L89ef+N1Oyim0F5u62667ZbAPOGI0cXohtN1cB+IoChUXRmRXy2HI7jbFAsWo9ZeZwnfF198yVbLTA3zvOKKK9yPNefiHhVD31641d163iyfzpzgsl4OAF5/5XV30cj2kSuVH24cmSt3oSImzek6U+XdCiWltxwYjJUf57USknPkUAFhsFOu9fDiNUT1ZRsIF8x/956d9rrKLZBFoZG2QOC8HocXvfv0kYONDvbJvPk6cGKnjRKucdowf/484feEjZaTiI5dOnldcRhSX3s/R+pQhIULPnUcMfK68ZYb7d3XJ9kKeZFCCRgk5x9Dhg0TzIGV0qYLlB/OTXbs2qEyxrjC86ZcXx6VYtBdzhuuvPpqF5SvvPyaLV6xzJ3iN89qZq3kQvT8QQPl+OJ9G3nJhcJ3bbkWfV5+izf6VqaRF42Uw4ZBcmayUDDP177Tg+5XePSoS22w4NhaWOjn/nJiFI4ibrjxJne7+OLzL9g6WU/ats8xDuyowz5lCUzGowjK5Av4Fy/81Kcnjhw+pAMoetj1N91gy+X8hXLZa75Hwo1DPTbJgUW+6PCCQRfYKJ3ulZ+fLycdr/geY7aQ3XjzLaLVLB8B480N/9t12JYEriQYp0ydbHPnzJUyUuR+0y+9fKyOA/zIHVHgLe2yy8ZZb+3N9y05UjAypdjs/mC6Fbw3yX2jt5DDh6zcHMv/cIadcdudwmm5rXz0MesgH9RpcoO4TO4aS+V6NU1brzrfdLPV15aYQ8tW2voXnrLj2rMLbdRAAGsbz/ZZH9reuXPkTUw4ET12lherFeobpZvyfd9qx3HjLKt3X1v/4rOWoumkvQh49deud37Ntsncvn/GB8qryD75/W+tx91361uxrX79TTu6Y6vVaFTfOl8nJyZygrHp1Zdst/pqiTzVtb/memuqE6nYLkeXS+p2yU1S/VyNgWoMVIEBuJePpmBhCI0G2jC/YsVyW7J0oTb8H/PTYOrJmQRjYITUYW2qf/ihB62Z9g5yuAD7bzfLlMXoa8Xy5e5Tuq72Qk58/Q0fnS1fukwO5tdLqJhcTs6Sr+VSCa1XJZQ/lbP5G9yB+vr1OuxAo4v5ny6Sa8z3bIzcNw654AL5o33RCuV+MH9Dnk7Ikas8CYLc9tn2ioQkwgtBhXA9JAcOjz/ysLWUZ5sbb7xe85Ly9iOhxAiXkWKCPSsuI9y33pjoAv0mOc/Hkfv4v453D0bkpygSGuV+mMRVEsAd9f0VefopFmP6aPZsP/zh+huuFRM/7GfRHj98xB56YLz2Fzez2+64TQw63R4aP96OaXTlo1TBsFlM/bmnn3Fn81eJCb4vRj5/3kd+2MWbwlNfCdUBcveJM3ucpQSnELRHqT31xFO2/+Ahudy71T1TlQp/CxcslMOMfZYpeAsKtgjvS330mNW4oY0Zfan17iV/0s89qwFdufXvP8A6duigk3ou8iMdJ77xprtzHD3mYrnhnKHzeD8yTuO58MIR9rIOA0CZYpTssEs45wn3H7w/TQrRMDlkqGmPaHTdQwL4Ovm+Xiw4pn/wgfxKz9L0xEwpLFfaMMUjbPlSeTSSAPpEHoqOawT7wgvP2SaZ/W+R8Owvd56PS8jk52/0oxYnyfnJBWrvfuf1tVdfedl9kmPSzlT5t918sx8Mgv9fPDZBQ5eNHSs3pJ1dmQqmdlSowPy5Y7LVeA8Eak9ohg0eNMguFU3NEYzr166V/+Ud7nClvw7OOEvelsY/8IB16tjJRo4YqdPBXpfnLjmsEV337n2uXXXFVYJb9PfhB07bTz0xwQbogIir5Jp0lxRDvJdRGsdljr74EhvQr78UorfldWyLH9LRRoraxSMvkvIhnAo22TCc1o/pcIM1jz9i9aU0trv4YqstYVu6d5cdkocqmQGsXJaT/UuWWum+A4KlhjXv2s06XTJaI9giOYh4gzNHbf3j463s0F7rcOllPsIvPcxRk7LkbNtqe2ZM035qHdfXv6/voc7q0NFyL7nY6gsfm156wVLUZ46tW2u71c/bDxyso/j2W8Fbr1njDvINL7eLKerfbYYNF42l2epHH5ajiv3W9bLLrUzKwOYXn7cTasuNOvA+q1VrHXIw2OqI9sA7C86wqlRf1RioxsDpYyCMiL3zIIDK5OmmoXy9DnMXiTWkXWMqPPPss935BnO/q6VV71envEbO2Rs3aSiHEy1sEVqxzHWMlsmjl0a/z4txrhRTWfDxfBe29eTyMlMmbPy7LteCmrE6Wq1XrzO9y86ZMctHybgtxB3kJxo9FmkRGKZKDmCgXE5LOu8cHSQhhx+rNDrGBWQ9MRVG6+wpXSvGVl+Mh4MPGK1xnGJrOd8IpsgKhDCK5mSpqzWSy8ltZx1yc/1w+E1SJhhBsVgFdnlYjGnxok/d0xOHVRwvPuaMjZHc2d3PkA9lucJbvdY2b9zki3UQZg0a1JMXqob2Ix0NiF/fNlIaWDjDqTn43UVREaqFyxPuchHHHN01Eh8oQcEpMzNnzXQf0zj/gLlzetMmCavv/+AHch3YRQ77z9Do6bjXmTlwLsyTmF8xsxbJjPuJmPdBmRk50QrFqn12tnsQ69qtq0Z3+zRAyrLREmS5HXLlnWqCjZIQ6H1uLx9PLl68yEeQ/c7vJyBdjgknwr3gu/CCgTZ15hwfNa5v08YKtPCONtiyeZOUgr02XEJsoJg+gjD/0ks1struGdB2RwXzsqXL7WYJ4bPP7uEHD+C/fKV8E9eQgOrdq5cNHNBPPog/U1vMVZ3zbLlop7PcU06ZMtXbdJ8EUjM55uewjne0QIqTnEJ7qUCQqnYLQlhPPPiLWlN78HBTWiThhrckYCVdHyk/g1WnVfJlzsi1vxQhlDBOFGJ0juDE0nFEpuMDWoC4e/sOWQZW+Lm2l44Z7Wbcg5qK8ZOARFMl8g+8UMole5w5bQvfxoMuGOQjaKwgw0deKAglhlUGhutD69dZjTp1NLrV6Ld1E5midU62lNBMtUTolKyfUFwpY+Wq+741K23jkYOWLprI0PbCo1sLrWjndjvjrq9bU50WdDi7nW1b8im7ZDRtkmr1JHhzbr/dUho3thOyPB1Zp5OPZGrO3CHzsnwfl8qyQ4UbndPbcq683A5u1Z5XCddGOR1tR8cOdrj0uOWI1vfJSnBUPrdL5ORkNf20SHWVspgipx3NpHRsU74NNF3UILutpptlmRAtYqGovqoxUI2B08eAc3N4FsyM1bkn5MBjwIDzbVtBoXHAdx8d7FBTXnlg9DA1XO7BUFgxyvwhhwTgQxk3cb73WF6O6tatLefsA+ypx5/wA+nP7dfX3VPiUQjBidvDfI1a8URzSK4XC2WGRGAS3kLCc4wY3eU6rP2b3/qWndGjh+YPdVapRmOcXoOgd+EqeAOv1VyVXDbWlRDkEIkrJOBvuPlGu0wjT/cYpLReP6qoH+7vMFMWFBYoL4712+ZCHxeSvGOqZuQ7UaPm6667RgJmhJcntGi0ka7RYqb7vfERl/KrI3zAaDlGERziyxb48LHLxaiUQxY4x3SkRp1XjBtrd4l5DhkuJ/jMj1MvGLnq5SPhIFMEK6O54CJ0s3wIk88+MVJM/qxm3afRGOUxquSEF+7PP/e8/CWP1FnNGiFJgOLO74S+odBwNjGCmVGtJJGUAXk3kgegLWq/E8r7oEZgnDzTqCEHmAO4cMVPggGPT8wo15aLQtz+MV1w2eVj7Pavf81NrrhN3CiGfUTCiHz+f/beA0zTrDrMPJVzdU7Tcbp7MgMTYETOwYAQQRIIsFG0ZDlI62cfr+2117v22npW0mNb9uK1LSGEjDKSAEsoIEAEATMwmQk9oWe6Zzrnququ6sr7vud+319/VVdPAEZqpP921/99373nnnvuueeem899mJGrSGwQLS9nCbRyZFoz6Gh31nujjpcPkHRa/JqCnrS0RiTzvRLrWF4B+M63vy3e/b73xgd+5Icx37syfpJ9Bu97//toMP8od9t7h20RBNKScP7bkXKkPEbD6x3Su+l0fOAHP5B5syMmnBfOS4tpekm71qcm+aPoci3/Q/+NUSB4fuyHP4Ct6h3ZUdTi00loP0PDqOxqv1ze7qcz8qH//t/hy6u4leudXIHpbVaz8fo3vYlr8/555v8XfuE/sieBdVsSUB57Vq3NKeXRB+gk7Hsyzh04FB2s8U4xqh3HVvQ5Guq500wZ08g9+uv/g9s49seL3vn9sRqbyfN0Zjv7MXlK3k/ftyemDx3lGr57o/3cGPXQejwdc3RSpzqQVfL40O/+TozSyX0hcrHu8u001FwqIJtw7Zq2BKitQzOarF2zrEEC0UYdmWTJo4Oy6KBert2yKa5/zWvjile+Kq6ko9W9YW3sftd744Yf/omYP/hk3P8/PhJzrB+fxpSrZa5T3lquxYEWB56eA9n5VuGW4yeoMBTVpi2XcVXY1UxL/ynrfK9IW7qqD5WL66+vojL+wn/8jwlzUpuxKHandTUT186fyvVlrP99+Bc/xG06381mnQ0o50dphJlKpoF4+zveGf+V6dtjKGNHyce5QUdzha5ROlX6G7/520mPjbuG2jW36eaodJmOZjAdvTIJhr/Xmb2Whu0P/+BTOdW8b/8TeYWg5uwc0akOVDzlr/z+T9Y5v37H1xnVPsyI8IUYsN9ddDiK0hGp63p/wmjMqUc7DzpplKZ0jkJZG9x2+Y68Dec//cJ/4l7ZnbFnz0PxBhTwekYQaV4SsjWQfwWXTZivtWvXxBFG2P/op346adOkp7z1n5uNXG+UXtcSBxnhu9brVPy9XFKhHesPsFb5XTe9KO9MfvCBB1hCuDdufP4NaQnN/H7mz/88GwnL046IMxZ2lD74wQ/GG+hUaL7P8nZK/82sP3qx+8/8u59hU9J4NlCved3rmb53WFXaNMvM3bIUfV6l6MUYv8v0rZc0HKYz9uM/8RPxjne+K37+536O+6T/Zdr3fvShh7mxqoyOzVMXHaXvf/f30Vj9Uux7dG8cZ1pV06U33/JCpsc/nzKRLSA0uRvLdfa3cmPPp7l84SAdnP004N9Dx8yNdR/+0C9zBeIm4DqKuVFJpfG2LNrkn7LCiNE1b22dr123npuM7sh19DEalyxLOlTC6mx8lBEz7D9NOyrHytSehx6MP2SPhBcCrGY0fvMLb4pPf+bT8a//r3/NRSBbc9q+nwZxkNmefjpyn2eKXtvempB0g9gv/dIv5Sa4UaaBt++4vNoUVkyxDt90Y6y+6aa4979+kAa1N4ZueUlc+9a3RC+3ad37X/5T9K3fGD104OYZmQ9xWclhRud7P/7xmGTGaJ4OSd+GNbHlzd8Tj/3O7zC9fDf5Ic82zvBwnvzNdNmwInz8DVFnT991Tzz6yU/E9PETMdcLXlg9Cw9mye88/Jpn5mYWM46zbAIb2nllHOTikDt+9v+J5/3UT8WO97w/HuPCh7FP/n6cobHf/bd/MPpZl77jV381BoNrAiexIPdi7tc9fCB+8cO/GD/1j/8JdQgzrHRkWq7FgRYHnp4DxaAHmzqsmDqnzQb6OuOjH/2N2Mf04z/5Z/8UpYK2w9nDVYFrP9iGwZthnD509ON1fKcYsTmdvYbesnZfH9nzcG7GWs33xLmJHGXbcPXS89/P1YUP0JBsZHpW4/naQt4IDjfn3MtmGhtZ7/d1o85RRmqOEDcR7pVpbk7aiiLUnrM0uVN0jp688bwWb+v2HawhXsXI92xO73rDkM7OwjFuQ/n3P/OzjLB+iDW+k3kRww033EQD1RmPMz3tqNzp2z3Qtp9RyK6dVzBK7qRzQsNzEIVM2PDKIRroU7l7d+u2LXRQZrgN6L68i9d7Xq+91luFCr8cHZvuORTY3XfezXM8bwTasWMHI8MzTJeOxA7o9WpHNyjJg17s9OYlC7SYNhEPMzrau3dvbKQBuubaa3PH8F133pnTn9u27cjOzGV0nvYzKvVmmy3wppeRjrcz9bFef/+9ZbPVjVzrZqNgWTkSpy3LGQFpdxR640035B6BaUc00k0ZnGCK286Zt2TRZjGqm8xbbcbYaXs5HY/LWUO3AfO+2seYUnYJ4vZbv85Godn4wI/+MGuyj2DudHMMkic3Qz1MR8U9B88nLWcTTh47lTzZDB/dKX/wyQPwenP00WF44IH78radjTT65lv3wP33M8tyKC6/nJu4WDeF0JQNL904eOhA2iR2ROpU/w4aIJ/eDLRixTA2utel/XTtR7vp77Ktm7MDcvQo5jKZ8tYdoBO3aTOjTvJ8B9PnoKfzSR4pw21btzKDM0b+78wZil07d+Vub68CdQbpAZZHNO06DA/WrFuTI/89D3I1II3iTTTiNtjKq+m75NMOrlGWN6a5eGHoiiujh/I6z5r/WUbYgxs250xF5+YNxO+I0bvvyxMGA6zJTtLTHbx8R67Hnt3zYJznkoqhLdtzZqb3so00/uzeZkq9f9fllDEdjYmzcYZlgJnJ8Ri8bCszMdjj3nFZjMHHjh4uu9gEHw4fihmmqwcoT+bxYwz4aabZV7IE00PZnXt0b4wxUu/fuCUGdl/Jrum2OE95nn3i0ehdsSZWXP/8GKXMnb3ZRV60Ld5yLQ60OPDMONCwrCW4jewkNxe5Fvar9Hb/DhtlXsxmnymmwnQqEfRSjtq8fcmPOReleHFHtVOrwjg15ajLDS82yNMcDRF3pz11Gi3jOXXaQWVW5zul7XShODxK4hqebtbpSuD9Nl2PuNiwOYLxph0bO13SxE9XZ6n8UmQ8/T2mIl6BbRCPsq72s//3v41/yahmE0oONDktmUekbNhRcu5alnaSgn7yzMs003ld0J+G7aFVvI7enNI0b6ZtetoXcubAqfzaGV/YxlEq0kj6wKFCdn3dyDmdDK1p6J6GxaNjTjV6OYNpJI/MF+/CGsfpdBgIPnlXZiaEk5Y07s97t2VFo5u3XFFGjtRz+pAzpOLxGA1g+M/wp9GGwn9xyDPTyzzhIb0ey9EZxw7S7bffzu7vL8YrX/7ybOg//nsfjx/+0R+JFzB6lu/G1bmHwONuxpOP+rvj3U2A0xq7B78y4gXuyk+BNyFuJpJHvCSfIU8c7jfwhdeksRx3U/5cAnGaVdlBnhjtZQNIkeSOdPKjRE15TIi0zY/lqLPTpbwAkpvWRE4xFJoRlnZk1qNKmXf4aNrS66YmZw6y2Ak0HeU2j0nxLU47V0krcShNmQs+5czyI0GmhOVP1iN5QDfMOsB0UOZHorK4JZS8O5ovsyjSJzx0zXJkiXiGeb65XeLB6SjfxMEEPvzgZ1s7d/qS9vwsx/F4BxtxuKOavCQvCdMAjyg6rFvJd2QHVllnrb/KgzjtrMkU6698r6enU/alt+VaHGhx4KIcqBpixjRUUiufd21+5Jc/HDt27uCozPdR950Czjqco2bhUBnF8e5I2j/PdSYc7wnjRwOwjlCe1OsMKgq/KDNxiMjU5i4SzzQu5lSMdbSkCcD62zjSpCIbOzcaX/zM5+I1HMfyzmQbrTq8Nl9YPPK3ZIrXpK/yqnlgzGb/Alx42Zy20eo8+744jh4LtIq7hItngRd13jNM5IXsfOQnPw0YE8HV6SzgrPhQghvhaQISbqVSJqw0wxVQ08M8yFThM3l1OvLh5qQ/Zc1278OP5EjIY0kvf+nLY6YWisRd4mQ8CDJIukRouuUtH2VCMzNl06CDDyVIaEl4WtcsQzVflkYSZ51XKZBfySsBq/d81sjwSzjDa1fRXme15rnBtZ/vNc3N6dgswgmQMlWeMJ4NFxoHoNawSkwT1oP/COl8FpidXeO6Ho6sNAi3EaZx5exxbaFLjnUIR1r+tRGWT3CZhmmWvCc1mXias0zuNNMgOe7UsFGn0SeDXkNp2pk8PzTJhNdc5bXlWhxoceBpObAwIqaiZ++Vp71de/2zVLIcXdTKAXSLqhm6wQrsX7utGNV7jspppfSvoX0uSkY2u5USENyEjHgxtwRpBZo0ZGw8/J8aEFwVOkc3bWgbwQ1zuteBRlFuAhHOd90Q+66OyzwQVufZKLoSo7w3/xq+OA/NMSpimiM0vQupAi2NnASX9JOf0F7Tor/55T8v+b/ANuGqgjK/lkqTKl0GKjEt8eezZGaxf50dfOsGww17Oc3KqHOazVqOCl1L1+hFMf5fE1tQ1SgaqZIZ8934rlJM/IQVlV5GknXc4leTVvuKocZS/My3XorDM3WC1lgW4jQjuDB0Aa68CW0ZpRhWgc2xMhz/utHycnkbxznWao2T5dVUyMZ1vddmLuUDgU5ZAWZOs5OawuSZQpuCCwbgU2boKM3iZ03Tw7TTprWVwpT0zhG0+EnBBlZcOvBnrSGeDW7HHPs/xMFfkfME4d3OAIhMxwSaM5uIWj8tDrQ48FQcsE1a4pwao/JW02hZqaxcOirYYiVYeas07LELUsOWoPJb+1lB6/cMsfEvfj7qXn8VlI9FPwlUUFSvGex7c7qNgURqNAIbafLCf1VOZiYTX4grjsTT9DQBp0yNUtParGhSJYkOgKSpmTC9Gy6BGl/LvaSdXggoXYYKkdFqnDxrLLV3HVRnKfESKK2ZF55ZZnWEGoERq3eLT5fw+ZKfjZ86aoMOPBoKF+bIT++dthEWtkzXV9Er3PlF4KJPPqoiKMBGrpxwyYfKL7/ryDVcg2AjNTzLK7CNfDcH+64Tl1FqnPrxnZ+1X4WywZ8KxsdTOaMnCvHVuIxQ4cuyyc9Sm/JSBRrMwlMNWpaG1vzb+Opq2ShA7uTAga/ANtGdo11jZogxmX43YStDhcewrK+Ul4ic1valRmr6/kGQ/pawNPstmB0IO0qGJc2ZT+Dr+L7keybZ+rmUOFAKqXScmuiyuCrxLEVXfwjTKssmTj03r40RcYvXz4LBCmnFsKbXIsktRj4LRrZAL1UOLJLrS5XIFl3PmgN1+9pcvnV/NvtPBPi0C2h3rFZ09QzIs06wFeEZcWCZEfEzitcCqmS00e76/e10zfgaiXyLCTwXOGuSnkvcdRqt57efA5bbMvK1jNe3P+0Wxr90DlQDYmYzqmJnGbJ2bSw96FwQKssNftVLHL633HPFgVZD/M1wdjkttZzfN4O7jvPtxife5wLnc0lvjbv1fO448FzKxHNHdQvzN8mB3OfXHJclEZti9yDY+Kok2nIHftMYuCUjzRx7Tt7LAtRzgvq5RVrOYzKBkpvLmodjy6cr3LNxTwW/NM2l3xdLpxln8/tS+KcKWw72maRv9p8J3maYi70vpcHvZwNbx2+OU/s1Pw2vYepnc3j9XsM9FUwzrO9LYZd+1/DNsE8FU8PXMPWz9l/6bA5vfl8K53cdXj+Xg1nOT/hnE6fAMiGZw6bvWNWwHCv+Rvs1y4FTzuUfclX1zG1n2ynztBPO+TsbZP+x86PwrR5G/43m4nOb+e+wEfFCY6rwpBUqD1Y+ZY/NFghBY1ORZ4SfEpbgBGZnylOizHCBa1GWGL6Y5vE4z8VcoaHqdWYCmeAF4GUzj9UlkYJ7eWqsYIYYXN6W4qvjVbRKt7DJhzpscfIlKeD53+AZIG5Yy/PJBWBxpKSh4EseXBC6nEdFi3m4GE5zRVjFCZBU+ctHTb8wVVDttVxy6Vdgk29Eymg5NcfbRWgwWk1fga/Su0gaoilraxcBqLwLzWREpOmWz5tBhbSnTrfBm4KsQXOyDB5fNH/y37qRsiRPpIM/lW+Dtgpp6/EdxwHLVVfLcNpooFzdBZ/trKJRlb273jUB7B/7dXP6WiHQloL1eqmMJeLWz7eFA98RDfGCPihCVf9OT5WLJmr1cTGOuCt1iqM1aaQjgS7EmDjwNsQ7dTswLIGGWhalyqrGMINhBY1GpKCnZ6HuwojzWI4qxkncla6r81FSbYpBgJcGaLyinWNBF3MmV4xBaJyhGAcpWGsKa1rYQ1vRlvc8p/EJi74OX0hBsGz4eNHQSDEwUWhIFAugTW8a/Cj2i9NwROIoHQ6xNZePODTMovOYUyHhQjoMl2Ytjuk07lG7pdB5hpZUvPdaxZPGJ2rgRc9SbjZsNax2pokElH/L51BjFeVIX6FX7hboBfjSWUBpMaJIwzSajlyU9uIP86YZU42aeNtVaQChQuKaItaNsHjlm7bOl3e1TDKOoaMl7uSZJIKvCWWJrodJoWC9sELzqPktuPywU1kZbikRWr/fiRwo8qMRGo0pTcc5LM1pZKmP28J6sP8+S1lnfQQwDQphy34UM6pz3Lyn0aF2rCD2DmDGdeW6MkZGrlru28+BBe327cf9bcBIA0ID49aBVCU0jKk/+JzBvu0Ipv3Wr+eGJRtNQso6R0LyU2IZUytcp08c40KJy2jYasVbyEvM7FxQjeU5Sa6WOHHyBLZyMS1I2o3zspUmK/Ac95AWlOgJbPeuxkxnUejiFMJfz1bmK7hpyFBsp04ej1XYse7E/J/K0gbEacBsxHmW85nQjawfOvI4ZhLXxWDPiqIYqSj1qKUkUGi2iTyF7eoB7FJrm1j70m62yMQb6Zu7onlPHDmVt0gNcKlCWv9y10ZFaIHgl7Sk6TQ2oXu5vGKIyxmKcjblCmkSUX5srI9zQXwnnYZV8E0aSnIFox8ec8kjL/BtjBuEtAi1AnvTef60CVfzq/2gUS4RsF1Yjc3ohrUySDBHUtIO0jkZRi9+fOw8Z5nPx1quw0xDE6k6ABIQHJaDFNm+nMPU5zTKZv3GzdhXVrkYAqD8SP756VEirv7EHOa5iTFgN0IDRCXPSoz8JVq7FubaOuPsxGiMnRmJjZjDpJBBAoT8BK1kCG8KdvKmx89zheeZWItJTT2xT0eSyBx50eXRIJ6eJZ8+N4m8n4wNm7cAWMKTMTmscZNNYs2wOUyFjp4+GWsxZdpOwvJCOREiZZFnh2VO/s6jbM9gT30dZi61Gqb5WhXzJApZ5d2NqdTsHBCnliFeW+6vmgNVcVsqC2VfE+XxMkrLamGnG+toe277i7jnL74URzDjO8tAYw13bG+/6tq47iUvj3XbL49JzAE/cPuX48Gvfy0O7n04JrnBLiWVI4kruKDkqptuiZte9xYuHcH0qh3plB9SN5FKHE3deqkrslLe0qP185QcuMQb4lKgtd7JEkexWNQWdLlFxoZHpyYrytlGOLUYGlwfYdtROF41VxStD3wzIjBqSVUVCk8DFVijAKCc53TdZJaIbnLQKIhKMR3GFxiDcQSTEbGNH7hMTSdIsXakJ+n7kJY0P1igHBEVWTa8xMOHd+wH2gLNcd8yyl1FataMpTEFp5FUqjY+GnLwvZ1r7Trp5do5MO2MAsqsDPDCSimtwrZhn7DgsJoB7G+mL0xpOCTYtqCNhiTXjZK8mkaiLHHGzA0e8CFpI7xkSXxJCMnYGAgpf7TOZD7cKGIDxucyTr54p7EueVSQVpCFj2DLtNoooLa282Cd4Alu8215lkIGgXkt/Mn1MBtpG09hKNdSFsJIjgS5QpbcBQTTkzOT2pOi0ZbBxYgG0RJa3MWoBug0TYmiMqjgKUoxTU3iV+RC2k0LOM1sUqZQT4RiVtUw6bEs9bf7kPE1WSkOYQ0hXbH4V9MsQJsGOZCf4pBTwUFY5FyMeGSk4teWJmjBqjdFNs9U5PT0FHbdx7CPPRx9A1wSkWmIceHNr5b7q+WApVGLuGVj2WpxLaWXAcocN359/nc+Grd+6rdjZsxLT4oEjT6+J/Z+7Utx2599Km7GEt4hbsN7mLup27BH3oUgFJxFSo9jFvjIw/fFN279i3jbj/547LzxxQxulDnrJjACK2PlR4r8aLlnwQFL5TvGpS6l0FWktYJVBvKWGRRxBw0H7ROO6UmeRaEhFCkXWApLJYp6pbF1YFNGY+BCowovoKApzLVQ4WHjLKztu81HByYJO7QNLHQqQypApkFMCEgrSKnVVKaGqdJJEz+tJ2VDCLyjuRyZqPz4l7JMItItDUAQH/WPXwd3zBqCB/4mWyDmSg8BnyrvBCetEpTMwR8a4Eh+FmVc8mNc88NP0pwpZpxM4ln9lPIwDdKzEMSTphB58m4DJIsbZOltCoI9W0fETE/et9vo4THnBSA0ZBW/UhBIN9mV6ZeOkx2gtAltZ0eLUsbWE1c3pjaQSZ0NGvhLyaTAFH/i2MjbjTA/puGXfC9lxxcNclp4wz+LKNOpSlnhk+YUVhnBtCBl1EGj3M6MjB277EhkuO+CUFZJgnGLI3WwaOM8AZInppWdNEBqGTF3KRM8S92Bjg7pM+0FfEmSsOTLfQTnUeJjjJSKnW8CdNDacn/1HLAY7Aj6tESs4+Upbcg98t1JZ+pzv/kr8YXf/TXWus7nbWQuB7l046Uc3c4iHT0Qn//dX49Hbv9idGNzvJclFU0du5acF4bw7ORCnB4sLZ5+7MH4+Ad/IQ5y0UhnZ9E/mkI1vZS11HXQgThWVPnScs+AA0218BlAXzIgKXIVNap3Sx4/GsgimSiZVBgqX0JU2Iw029pZx9Rf275ESQVZCU02EonHJsBO5J8AAEAASURBVE2MxuFPIAUN5amC0tD9mYMn43O//KmYPHkWJFYIGiAaHZuaukIIq6L1aZo2EkXpqVAZZUsGMbITQTrSmUoShGXka1wc072m92cf+VSMnxkv04cZl4QzD3QwaFBm/MzRtGpZeqCLdOY6zDc+TFHlkAcFW0avpljgpDNH98Syy/DsndyiQUyeSxyp24jY2GXHw84E/2nU5vBzCaDLxijL5dmnJuXZ+IC0PMVhvggRb/4nz6RJ/wW+oJggx67M5JkjcXrfA3y79mwjR5nyl2JBdMlWuXhpgqkYUNCaqs4UDZPDPC077+/NW6qVEXiaeRXCbz6AAS3+dsKcFq7KOpWYI3cCaYAP3vXpOLbntlwbl7ZCU0nPzmKZHajkUrzgl35xFn5Di3nl2/Qs/0yfX+H8E1Su6eyQZtz8qn4MAijXjtn/MMk0t+vT51lHdj0xo4qk5f6KOWAp+mcjmJKQF5i48W4WGfAik4fu+Vp87Y9+P7q5TdwlvoS3DIlnjTe2F8L0ssfFpxfLGFbPkJXCNpslTjeN95nDT8ZXP/tH1WxkmY1Sroq8KrO8S1CJYuSWewYcSBXwDOAuCRB7gMpKXcZ+pwii7Du5frGzF0Xn5iY0W3sXQsb1cW7QyvtWUXrcM5SbUtp7EdRuhAhhtdfX5q1L6tRuRqgI5eDACi53Bx89wXb+kFccyoxeYS/wE2fOxV1/8vWYHOWCdvB39XRED/i84CYhQeYIVqTzrnF3Qx+0eQ1eJw2566PqcPG1cwesStRNTvZSO6AZohixSCs9UYLPnz4b3/jjO5hamuSWny7yKlyh2XirV66N/r5hkqaDAf4u8tEDnm5pa++J8RPjcdvvfinj9w0NRyf39HYTrwccklIaj4VGueS35OUZ/cofG33yYYelbY5KzbRvB9O5XVw6j4XirKAdFJjTsJP7Ho/JAweymcrCfEaJLABl+WeZVB0kG0uCe3p72IQylL15fmiEbQjb4QE9fPjRQTmceeLB2Hfbn0QPHYfB4ZV5lWab/GR9V17mncaMhG3A2tu4z9p1UsrXzUzKkfLhWng78KnTVGjAeXtRJ7LR3dfNWv0g/SduM6r4Yhw7JSo6ZaGthwDpg+Z5pmJci5XGkYfvibH9D9p3SVnsRAa84tPGtbu/P4ZXr+Ud/qL4vKVK+VEOXEdwU9+ZJ/fE43d+hrINrr+knMGpzXjpzW2wFqytNITZaak7jXK2YqfC4P/cw+Bav5sRvd9ZiInzNsqGJjTP4nL/QP3Rev6lcCA7UCn31C90yNzM+Zhgv8E0l9q4TXCWNd6/+Pjvxsz5s6gTfUpjmcs9dflRjLk8U5BlsZbmXRlAZtJVsmIc0qNKxRmuz+ykU6m+6uxB5/QwK6MiMY6KNOmqO4EVmtbjKTkg974DnWJVeoM5ihyfjcfveohNMudiy/Mvj9Xb1sTYwTOx7x7uSh3sj234Da5cSYM0GfvufiDv6G3r7YpVW9fmpi/vpt161dZ4/N7HY8XKFcxGzseBh/fHONNyvSv6YstNu1LRndxzLI48ciBmRqair2MQhdkZa4ZWxsHb9sfI4dOx6Zqtse7q9TGjYNsgoaml79Bd++L43iOxftdlNNBdceiJJ2Lr83fG8f2HUW7nYvs12+PwfU8CczhWblwVW15weaxbtzlGHx+Jxw88FjOnJqOvs48Gri2evOdJOgBTMTV1LrbdsDMOPHI4Rg6wae2KzXHZ1VvjxIFjMXqACsnGpc7+HtLZEXs+e2/c8+E/jy74dO33cL9sZ2888hd72B05FjvAsWLzKq6qVNnSNNijbVTCZyYaZrfNqWGkyVFvO8P9ww89GOcO7WdtdS7WXHFtrNy1iyvkqciM2icPPhadQytooG/MxuiZpbIAZcnr5K+dMXvwnUwFT47sj7bxkTi6d4wOUn+s2HVjqp8TB+6DPq73o7M2tJ7NZO3Po6NF7/7InjhxZDLmJs7F8IadMXrsYCq1Fbtv5NkX0yf2x/HHuau5vzdW77qJ0fSxOH/0EXadMoW3bid/28vGNEeeo8fi5N67M/8rt10fJ/beGb0r13OX70AcPfAIG6d2Qycb9h6/F5k7Gyt3XBc9w8gDS7knaTw72T/QNTXGTvl1MXnqWIxBSzvKtY1O1hB/I3uJx1Rj947nRdfw+hh5/O5oY9/DxNkzsery6+hM9sWxr/x+nD34cAzRe1t71ctj8vj+OPb4/dGLjJqn2a4B5JIZEtmnsqRRt1ld1iUM/M1RNBx3RAW/J7jruM+7rEsRoMgJS4TLYml5PmccsPzoetMJe4R72P/gN34t5sZGYojNlZdfeRUyMxSHWNftonNofS5dVRvHBZc1PctRXLw0BwJWFXF6l02ldK6RYRuNQ3vujzM0+rPsTVmxag16a2P0r1iZeOysSZsIacZ9abmn4cAl3xBbkFmYlKdFmqKEbDlzaK++q6M7vvaHX43bf/1LsfqqzTHDDLAj4U/87MdiaNUw07on4sgLn4gXv+dV8fv/4Tdj5CjCumZFHHjwiXjzP3h7nD52Jg48/kS89397b/zFr34+rnkhl80zCvjKb30+1u7eHKeeOBxv++fvicE1K+P3/s+PRt/qwZg7y7TmOBukGHF8/RNfjbs/dXsMrV0ZX/n9L8Zb/uE7YttLdzE95Oae3tjzp/fGZ37lU9G/akWsu+Yol9nvii//9mfjPT/3Y/GNP709jtBwXvYv3hf33HpvtJ2Zjtt+78vxmh98QwyvXxkf/5nfigHwzoyc57J2NiIh4Lf+yufjyUdoyF9K52Lj6rjvK/dH+9hs3Prxr8Z7/tX7Y99dj8QXfukzsW73ljj55JF4/d97axzbfxSaJ2PPPQ/FtpdfHXf9/tfouOyNYTod9/3x1+N7/tUPxMCmVWzSQTG7LkqlLLq14j4f1tGLVqkCTKeDQmEO2Evj13Kx/ar+7njyi5+P+S2XU170nOngOANhr9ry8yV3XS4jpEUnFDry3TT4Sxpo+ZMiOg+ZJF9ucnvyq38UIw9+Pfq27I7zJw7FputfFltf8PLY88kPkl5PrL7x9bF6sC8O3n97rKBxeuAT/2/0snt8FgXm6HN+YJjG61hc+65/QHlujG/8z1+Mfnaij3OcY+2po7l7dM/vfTDmN2yP3W/8QPRvIl+wa/bssbj/k/+FhvpUBCPRrRC1/47PxLYbX80u513x8Kd/LVa+/UdjDLE58th90T56PI7c+5V4/vf+VOz/yifixGP30OFbH5P798T27VfH6L57497/+aHo27AtNr/0eyj6iTi+7/5oGzsZB8nf9W/5QDzx6Y/GBBsF5d+p+78aG17x3dB5OOLsCOX9cHT1DsRjX/gEnYEVMcp04paRY7Hlxe+gY+LKNvXIkbE9qLpFrfkrj/nLG7XoaDY31u2M4u0AT3C0rpcZow5H1sZrub90DliGHjc6+eST8V/+zb+OQw/cG1dsXhdnO+fiMPLd7swaZeVaMb0vXu20Woco8qaiz060tcmWMzvhxhLMyWtrmf8M4xcY0zz86P3xKz/zzzkSOpE6qYuO2cDq9XHNd708XvqW74n+tZxwoK7TiyMxkLXc03LgkmOTQqCQpTg4NUalnz4/HtMT4zE1MZFHTqbZeDAzdT7Prk5OM/LrZTqwuzv66KutG1oTR+87GKfv2R89U23RN90eT9z5aBy690Cc2nci3v1P3h/vpuFbuWElDS5qyV3P7g6mUehiK2A7PbyYnIv12zbE9/2LH4i1HE069vDhePTWB2Owty9+6Of/brzqA2+M+a75OHtqJL7x6TviFe94ZfzoL/x4bNuxJe78o1u5spURK9N4589OxJ1/eFvccMsN8WP/+e/Fd/+9tzHiYQp7islgKkWXU7XT5JiN0sPRHzNn2axzeiZGHzsR93zmzli1fk38yL//MRrm12bt8WB9O0cPXvi6G+MdP/3u6Ovuj/4ZdkaePR/tR8Zj/DhHDhiBrt+0Jt79v7+XIzQbYvrU2XjRm18Sg1tXx1t/8l0cA1pFw3B7dI7ORBcj17HHj8ahvQfzKNY0ox3pnpo4H5Pweo6pZfk8Bb+n8ZPvvi/359nrWcpiBrjzxOlgBmLe6du+oRjavi3G8Xfkef7oMRq+s3QuRuI8x67Euxw+0zLMs8yOBKdojDxulLQkDcpFgTFsZoqdzcjJhsu2xYs/8E9j10veGMcfuC2mR44zjdYVV7/mXXHtK97ByJllA+jsYATqBr1rX/u9cRkNNkPguOWdPx4rNm6PqaP74xwjYaZUopuRdO/8eJx+6PaYGT3FMbFVcfM7fiJWbLqKIx/nkr5zh/bF+UOPxPXv/OF48Q/9H7F+9w3RDv8cPbSzRt/DCLqDndQ9M+PRPT0enYyI5w/vj7MHHsgR8tVv+P64+Qd+OvrXb81bz9jqmjM5N7/z78bWa1/EVCO0UhadTDPG0X3Rzqi/kx3U229+TTzvzX87Ro49wTT7itj0vJdE95ar4/lvek+cYJq7/Yn7o5ty6Zs6y+zKAzHPc3piKstoGiVa89Qz4CpV65dP+T3HaNuNhl00vtlWI68q5HY6vo6OJybBQ70pI5+ssK2fvzQO2MC6PBFx259/Lvbef1+sWdkfA30sRbEu0clUteu2ZUHBRrU0iKnsVbC67MzypFUuV1uqdUsHVzgbYZ1P3/wr+yborFPPpsY4Vkg9ake2Z86ejjP7Hoov/NZH4mP/+ecZ7DyZ+rTVSZODz8xdciPiUvwQT8X34PkZzk6qGNxwlcc8AEDMmBKZifFzI3GSUcAWRsJd3/+KuPNPvhaf+bU/jFd972ujfbAr1m5bH0Nb1sTw1lUxtG6YzSazsf+Bx2L41MqYPqOipFHs64mzR8biAA336QMno/1FrK8wzdkz0BddK3tYeORcJUI9PDwYEzQgR5liPuEI8zwNWVdP9A8NxYl9+D3ClPDxkVh77WZ2mp6L02eOx2D/qhhm9H3y8FGmtA8zNeg6ZRdnWM/FoTufZPryKBWHTRW3PZgN+Mvf8eo49sB+hlizjFaH48lTe+PYI0fj2L7jMTtJDULruXrZa14Yin35k5+Po3fujxtf/8I4eMejOSU8Y0XrY11zdW909Xdw5o8pWdYkp+ChU9jDawajY0UvI72h2Hjd9ujfOhQbdjLy55z1ec7KWgnnGNF5bGqC4w5TE534n8OPCpmFU9fkZgFri3NM4zsLNkVnRthhjAWM3Hd3rNiyLcboTI1y5rsLhT/20MMx/cSjrIH2xDQ09O2+minj5cSw5HdynLT5NzvtZjDTlAjHZb76W3rzKiGJnzh3Js4dfowG/wjrV4O5BjxpS8J68FnO7TqtPOexJbEyo9E2sNrF5ZjrH4wuOnFtPX308qeivXd1zLDuPrh+S3St2RTd63exC5VNLz1DMdO9krI+zhEO1+d6oxcdNs+8/PjhJ2Jmvic6cg2+h3Xwx+MMjd8sNM2T7t4vfpL12nk6gZvjDMqqjX0M7awljx85inGFJ1lOOIWMcy8x+Oa6hqKtb1WWwaOf+wSyRJmt3wgfT0IfoxWy1N0Pvd2DyAQfrgtAy/TECCPz04QNxXzvihhi9N5OvgZ3XB8T8PDU8YPAWr3gAeVsR2eSKcZTR8rsgrMus3TmJsnruYnJGFhhQ1yVPckUpc76Np04ZaqXmYaiqi0Q+YAyL4JSPFq/zwkH5PEU9eqhb3xDQwkUjLMVOKeIdFkGZTzrZ9m86pt1R5iq1JQFvSuX9SprV7Pv4lBxt+e+geIvLc6w9BL50a9/mV3YG+PtP/HTqCu7Ai33TDiwnAZ8JvGeU5gUAQrVqbB1KJ8ye1YkRkFBNaQQnjzWgZGOrfHgVx6Kez53OzI2E1fefE1sv2V3XPe3viseuvt+dg13xIuue2X0b1sRL333a+KeT98afSjbmER90XO88iXXxUNfuC++9JFPx+Daweijoers7YyByzg7iVIZ2rwmulf2xVWveB5b/PfEp37+d1hzG4p1V26M3rX98bL3vy5u+x9/Fp/4dx9l1Lk2vuv7XsZaCQ3MAJuGaGBe9t5Xx5/994/HH/zb34qNN++KV73n1bHuinXx5Y/+Ua5ZrtvFujIj17WXrY1H7ns4BtetROkPxu7v2sU6zP74A6bY+5lOXb17azbag5exCWc1m61Y/91+7eVx8v4DsW/PPsI3sibMDMCqvhjauoLGBto3rmBqsi9WMe289vIN8dlf/WOm2d8br/rht8ZXf/1zcd8X74gN12+N/tVDaPXBWD27Oqef3HVpFTp+5DAGPcC3clWO1OqjT0sL39mE44cO0Mh0xUrWYD3HOEVDdZAR1uZrrg0sd8Qg60iOsDZv2RFPjp2OjsEVsfnVb4ppyod2exmnomjHqMgRygGDHhs0psGLHYJUOfTknWNToZAe+8bjGKPamdHT8egffIQR8kzseN27o3PFhuhZu5mNd0MxvIK18MGV0btqCw3YMHzewfweHa6+NfhdBs+YFVmJcY3+1TF81YtizYF9cezRB6CxL7buvIWODiPT1TTMzIysW7E2lVvuUaDMtrz4rXHgq5+Omc7PxTZG31te9No48IWPx+RhZgQ2sD7MWvHKHVfHqUfujBGsG3Vv3ElaW2P7i94UR279Y2ZB7o7uNRuifRiDLzTAvau30YnoiV42oK3ZdnWMMH3tNHTvRnD19Ef7Wgx7gBOLG3TMtlIpemPF1ivj8B2fjT2f+Z248nXfz16C03F4D/G6SfvaV9K5XBEbezD6wkyFZ6NByMzHNJ2Cjlh/GTioDzbyrvtNMaszMT6eo97RM2dodKezQ3ye2YceOi5ugvRvlmnJQc4Zt9GpyU1b2QAsU5wtr28jB6wwGIRhVuLEkUPZAR5npsOOVj8deypJ1pnmJtYY1hYHH1ajOWbjNODiCYoSwqMuOwHTNVfMhmcd2PQETxXXzaUP3frlOMIU9YadVzDT9lTxmlD8DX+9xO8jno9OBMeGOIszFzfUHyh6LP+cOHYoNmxCqbJR6NwJNg4gYStZW2VrcbQz/TtynBEGymVg1WCcwzLR3i/eH4NYCppkLfYLH/uz+G7WfnfS4I0dHUtrMT0Drnt1xNmxUUYofeyA7YvZ8ygszpt0sht2bnwuxk6MsDMXRcjUdBs7Us8wkuxFyU9h6WuYdeBuRqGOqJ3Gse/p4fjpc9NMYzMtyJTjStZx5iYYOY6dy+nHeeaXevs64hyjbeEGGCXOMVI6xhTk0ADrtlOd0TfIqINK467fWUYw7vZucwoKPpzjCNUYI9ch1q77BvpRojRQjKi7wDnDqJ3eAAqTUe3Z8dzMFt3zsZppTC2TjeO3Yg1p9NsfYxqVyunmJ9eK5PmxQ4ejDx4MrgLG1pD0GpW2qeJoWevY4SdoiHtj1ToaTHDNnT7F1O1oDKLgZxx50oDaP/f84ZMf+43oJJ9b3vS2mKJxwXtZZ+U+ffxI8lFLQPM0EKkspIUG2AZcvC44d2LM457f/Lno433n3/qx9Gt38wjFN8dUeRsNVpvrwM4QUD7TU/xhBWtojetZmMaEb21akWKDlPjaGV228X5+7ASNOqP8zp4YoEMyx6jesHZGoObTXfGQwjQ3U7WjJ5myncAATE+sXLU+pkZPIH90G2nsKRDAZvA7CR2Omvto3OYo95EYdjTPuLaTEfgc5aWbY8mknaUHB/1tHLU6xwauGdIYXrWBzgMjeEas8+zkhrPkjx1fuYGK0ezIKY6MQgPpDbODfJL16K5OZkHogMxSTpax/+Y4R2w9mmR6/xTKfP0WRs7Is8eWXALRGt00Iy43Z7msINzE+Nk4jdW5YfjQDp2a5nQ3+WospK1YSSeO8nJUppS03HPLATs+E6Mj8S9/6O/E/oc510t59LtJb3gg+tmImpu0rBpVA5ljYwrHGavRsXGOpc3EKvYP9CN7nczCGA545XjLKlbqmZ6+PZWrwZWASWTsXf/4XzBT990NE7VPFbcVRpW+5JiwUPaQprJFRCphUhpy6kuh4b2cg2TKmsZs+LJVwANLD2/e6T2UykpGgrNMBc4x1TZHj/7gg/tjP7uTPU5yw5tviU3XbUsTf31rmF5E9phtizbWbM9OjTKy7M/plg4aZzcwpe1egFZuQ6HZIGnowWk9FNXwGo4PueZMQzGTPUwUqQTSSMzQaLQPdsfw4Ko4un9f2hbuGeqP7mGUPopZ8Z8CppupaKxZmkEU2Xyu37WtZFp9I+nRsKZDwD2Mn8YdgJuBhgFGz2PTZ8gvuJiCbmPDFQdxqA6s8fVr7IHpR5RrFyPj9SsH4sD+x+g5M+Jfu5opV0Yy0KzyldxcKyIhm0y/8493+SpdubFqobYWmoQnuN27TKs47rTtopJ3Q7/8SGtl0GoD4G5yWkJikadMV/zLu4Qn3URs+oLR2VIm0sFfd/KKZ4558TZGq/MeRWKjlWvlnn9VYXWgmNKYiwQS3t7ey27jk9kQDto4A+NoULo9isFus/LOtGvP6u2sM59k6v10DHatQ3ZoBEl3zjPbFV+kbIYGuZNRdRtHSM6ePB3Da1FwqzcD4VQ9tCXdlAx+cti/2enTTMzQ6Vm1Kb1cOsn9MgS309jKb2V/3vfBtXS6jsUwnb5UmuTJ9O3stfUOS4Fv4Losujm6YgdmCPvAPWt3JM/SghnhLm5YznN0JDQmU1hJTPiYdUs/8fCvm13m0ceaOjM7A+zGnfSoCh2EVXTe6I1AM3A07tNZD8bpC/RlPKK33HPOAUqUGcBZOmkUGaWKKdbz2tQfoXNk2XlsjZmP3DWNvFIXptGBjpptjO1Un508TaecGbPB3oR3vVhn8Ykzf/KpxBmmZFzMJWDqUOyyxZFHOV3wauqIujvr8MXitfzlwKXXEC8ql1L4C161GKjMba5K4acCySkQ4O2Oq7z45wAKDRmzjGjGxk/FG//+W+PcGTYYoDQHmbadZ6TrFO6MR41MRK2U8za8KzxoRf9lWuDN9tDRLv/0TiVmeipZNrfgm4ozFRnh2RgD5JSq5iKNVxpR3qWtHUFVSdNw2n4brlUqlbYjPZXyvIkSNxsHK4rvEGvujSH99AwyTlGk+JH/PPtJmOnm8FY0KOtqJSlHgGY1GzL5ZbpJS7Wr1gqUqdjAmklcZth0Fzt9DMoGHJVg/mfElZksWOSja0YewdKHMSTU+yf8hTgXUjB98pBxfIq9PMkdn8wQUH7zzIpc/qI35ojVjUZV0rT7wMqjjAeHffUIDzjMu084VugyE9Itvsyr/sZnLdjycFe5cTKz+lt2likNEu9ZwpYdSZjQHB3CTDcTzdIlbdIgfio6II2lmUtd8oF8kFAVnt6mQBmTHrzL8iYBLXc5ck8y4WEdX4WbvEZW0sCLvUvjKxNmj1Qs58yPxVCVs1zlI3+ztFHg5qubp0tEyh36PaerV+QxFcuuOEdd8sVLAlyeEE/LPbcckMNdNLQddogoiCwzyoEDRszgzHOoQ5mykS7lnzNHNUnUQ/0naZCPnh6LkXMTuQehj06oOO1cKbJeEmEnq4d9LTlro9wSUKSkRsZTuaqLPNNri6MHD6Av2dXvwKEJtPW6PAcu8Ya4mWiLUyXog3c3m9B4qETLqDnVVQpkG6MzGxb1QT5RSk5bz/eyXLmdzTm8q7BsIDtqBeqxGxQbGo5ovHuuljDbPoV4VoWewuZkYEUDqWXDyqcqVZpU4umM5ws4imxKn0pQfxWtaldFrp8hBPBnXmxIiabeLXRUCF1jzQbCRoE/Kc1rF4Hzvd0GJN9U2uLm4dZgkQmfOIu/YWJIghJSELAAV5yEEl7DFPKAqcMrMB7mQWMe2RQZDGzSmiCZSkJlFuWTOBOvfBboQpwiSZ4kwyp4QROJ35YN+VVpUEhpUYjjYlPMaKzAf9p4QmWLLCZ5RzpJmxQXTBVUlkEe1TH//GW4pBJfWbDTYCdpNhs/So7CcS3d8sjODHE0ziHPjCtftaAlpSmnos20wQeEjaHpKAPmJSH5dt27pi5pMw5xC28Z92SZWM7KHoHiETd/0uE5bZ1Y0hN8eQYU0AS382NZ0fNLGYdCv/3nKNhoCw/pQq5siMHteqKXQPT1OlskDSaUKSUcGpxvcwy8eFruOeOA9ev4wSM0lo6FZbflV7q1hfelABq1XXGwLBEClx2cFfRo3lk2WY6cw5QpG/PyyBoyXTpWFm1qGI6qsflzPTbHeZqSdanI6EL2Uqb4VAfNUjfc7FfgFmBabxfnwHdQQ0wmUrb4UaNU744m/bTRSr+iHfIjX/PNBgYFgbaacfSogKm5UnSLIkllVZAiQIq2sRW62il6ipbJF//yVYfzhX8KsXBJpnFqHDWBkoFvklOUmSELzhgldRVt/qFsE0tBSihf0qCS5T2VfYXARjypJ4GSM79wMinzW9EjrYmvpOWIOxV7FQs0vFVhGb/+XkytQSUdaUIB5xcxzSOPVNiprIu6KGnwLkhSKp3Lu6pkEhbgAmfyFe7SzMlDMfjrs/Am6SfdbKia0CcbTDd5WuWF98SQ0ZENIjfyJCKbqUzfd4H8reLyzHxmkHiNa7rSITWUD2ElXWMKWP78NSB5Inx61LmwgYRDemZYSbdKvoI1SP+MmLhK0lKnEi18NpkFV+CTJlEvBCQaRzyOtLM1pgeQ3NWLkfEsDbKmE4tVNxtnwISvXcW3xFHTVIe1ns+aA3K2yI0yZJnyhyx0Me38tc/8afzif/j3ceogRmhoVJWAhPeX/ym2+DZqlzJEWU0zlT00NBBvev1r4qYbnhcP7dkTDz70SBzj9rQRGmXtipuG1tic2h5hL8s4I+zDp8Zjy/ohtt+YUv1nisqvUm5aSk15T2tyCYdnyz0tB76DGuKi2EpRIwCpGVM0K6VUVCMyhFMSeeR7UbJ+2HipYhJSBShoimoRniK2RbiypbS1rOHwLrhT9IiXyPlgrJIKSKz6qcgLZrHXcVRYJQa/xBFL7cxKcWBoeAtn8uaR0T+Nbs5q6q3yE0ViBC+RTDtHhjbwvifCgk/0ftuLFr80pd1nEFphxafuFa78lrfmd5MUa17oAFR+V2A2XCIqozTHbjYCfGmGkaCcfSDRnHY3jp0E19gdvSXtprsYp6mVTFbPzJA/fCdPSIHXDM0MicEg+JTT0aV7YlBGkX7epaxM/ZbwLHO8LBJpNgX5mC+Jr8iAfCuIfJpOefpwNFDCzKOKyTgNFZjpJrRojZBxTavykJl4FpTlPUfg+MLxGnWWXWlAMxcVSssEykWlGuQ9aSWhGqt8zyTIYz5NLRMTj/CmUXDUdCQ1FUwZVVUyAm9z6jLlz0SNS054+s80c0koqWv9fKscaJQhiNQDHZzjPsn5+9/40C/Fkb2PMFotx8eEs+zSUTa5hEEMd8G796GTiriCI5jXXPv8eN1rXhnXXbULw0cRV12xJd74plfHKBs3tR0wwxqyMqJZ1wnsi//ihz4ajz9+KEbHOcJOY3wZp0qclSm1p9RQ9YpVzhmiOWYFndXxCk4vj6jhCmGt34tx4DuoIba+U9Gt9+RGRZJPhCYVjx9FGkteq3fh1KsJa0j9noqD74yXaidfCw6+heOP/+kEq+P6zGlOvBJvBZuABax+XUCw4JNvDXzGXRLmp2mr62o6ahi/a2e+GjB6mqfUtEAboRl35aV3wVmpzRqm6SmP59H4ddqJF2R+8z+deOoPMTnd3l5PzQNogzDNTt/zo1ylx1liDgaVCNTYvMCA0XN5LiBqxqlvflfPbCwy8dpXiOL0adDFi3TWHs046/xkYyV2MyrtFbyfzfDi8HtBfuSBeS2ufuohimyGMrxwJBtaQQ3ENeD5rtPSLzEmjF8VsBFwlq8+mf985hdvxWV8yryuGwLX6RRaSwpiyXzW8So0+mX+FsUrQAniVHxFk6PzAusTvBVqMIs98afirXBXSbUe3zQHLBT+6CWWB3zn1MGBx/ZiDXAfDWnTGe4EMKGqtKh/s2zOumr3zrj55hew2a4ztu/YGjt2bMcQUDfrtxjvYde+8O4DWLtqKNrZMFpkB38Kep715xffcnPse/xgdmBPsdtak5rrMB7CAz9gVLCSyFfpeurXGduuuo4RdQfr0Audxm+aDX8DIl56DXGRhAbr/bTyK4k5kExR0VdP/gzkL9fc8ElXB/OhkjOea5gpzYSlqPIsV3gh5LnelYkQyAhaZaoC8kC6U9q6CmcqHGjJUa/C6jv4/SuQVhpxNbkU1hoPYabNP1HmaEZQP3wQbJh41XUOKVPJJk3SbJwEzfeEA96I3rJkKuIwj0VXCixGA0olzcpj/vQzoIBUMOW7HvkaVqcnoP/SVXHKu82FfzkmTjydbPTY9+UvxPDmrdF5+Y6YckkARLneKMLkr+JHRV3CYzzT5chUPpgry9m0eZjnpMV3/4lOegz2CS0J4bcvOMPzXRoyD8L4xzEkeZf/SMf4VZyMiIf8KnwWj+lZJhWY+IpgAu70fsFbUlmEaDFu05Em5dK8STgENvJWSjL9k6Q6z8pkehTqEofJOPXgkgv0ZLjw4k1Codc8+GlcXL4D6GxOzsjwrMMynB95kpwBR+arypshuZ9CQCBM3shFKfulFLbct8qBLGaLlcJK8UdG5PHpY0djHpO3dXmlzMt/SyzliNEpDe2Kob549/e/LV540wvYn4gxG+Rjlk2t01ihSzlxWc94CgPTGLnlT6TWR6sCmxxe+YqXxx3YY3jwob258eoYhpBmEJiN2CuwUbaZVWa9VS03p7IxdtXGHbHt6ucDJ0Ut90w4cOk1xA2qEQ4ERItK2dNSGWSVzy0lbFLApCKbDmYwPNDu3aoZ78JiV9BmsQA071Z/nym1RVEUMTFmieevcFpWmsZ8myGVmknsjR8C3ByUZ1KlAfODbU61NhRyA7J6ATPCPZewGIWw4QfHAu5mugs97paeg15NTFqBlnc2JdDBDtpZ+OG5T/GW/JQ4NWYrsJXZnYwLeBN4GdRWLOoifJidcRcmvEjEpLUMtOY6PWLlxrAprU+xZjWKUfjR+++LHvg9s2UnR4s4ysQZ3rkRTGeeH6OSc4zizAkMQmDJqiZyEW5KB7weO7P8LWdm2Srni5EKNTnyo30yX57znaHsytRcDb/4aeMzS5nNc657DpOTbi4pjc6FudOq1Cx5yrLzKapFBBtTCuGvykiYOcxvTpPPRXDNNJS8KY+e+Z7hHHDKJclnQ5/UkBJp5w47+jgF1l2snHMmfHm3gFf5kWe5ma+ib2mc5C98cBf5jOVWyW+pI/LCzpWq1vRYI0aZWzdm8gnD09U8q3gozYyIWu7bwAFYmyJkZ40XS8F+lWXlMU2/5b51U/lzAOCFC9bxtauH433vfWdcf91ujkKOUm5C2kksMmLZl9g8KkypjwQrWgWxmAHPQHzgfW+P//rfPhJPHD6VZ+JPUIen0TcbsM/QyzE6sUIEM1weXOqM57/qNbFm82YukqllR5wt91QcuGRrTDagNFynT5zMRsZMaOKyND02anOYuByLE/NHaQTLaGzZjCJwKqXzmJUUdl5bualcamhwAqOA5w+N2gRGFk4pRJwxVcbSNeQ2q0M2VB47GWfq1fU8L9IuQ3Yj1JGquPmYx7TlCMrZdR5MZwIilE2blUhXfkvcKWxrn8ECk4ZIyECGL//TDg2jee64gzzWFda85Mi+SsWmQi5NADuLRZ5zbMIw5QsdFMkPwjRxeb5rHBpYIMIlj+o4DX7gD/w4sFpZnJ6Yw9LSUJykId7xoltigqmpg7d/NVbf8tIYOX0Sm80Pxsxjj8YcJi5HOf86fMXVebbXirzIJTMwOHHuLKXFwSun0bIVNMCXQkAqIL7slU9pipPNJnn7y1J8FXIVm7mbFNbGnX+FT5bfEhpMhbxZFp7BtNDVZ8bXCS2faCarNzotk+dicnIcS2OHQLdELgvJFhGORptRjcY33OSWXhmQmcz8pEJ0JzydvFk6Q5NYujqBkZWLuSLHdoqmgB2DD0dAoWwXnEvjCW/H5TybdObjqMllfoscEweiXJd0tknYeRrt85THscOHqXPOFhV+pRw5WiadASymDaxaXQctTbL1/aw4YNmVCD78U046NTwDvynpyodHngKZ4arV/rjh+ufH61/36rjm6l00wBxhopyKjiE2CIvMVogTK/F1KX+kaVlnMA079emaK3bGj/7g++NDv/pb8eSh42nLYOQcMjbFzV9DvZiz7c0rVd0bcPkLb4mXvO3t1qrEIb0t9/QcuGQbYoXHxf51mEx0c0AqE5SKpszdAjBFY3Ly+Hys33gZvbQqG8vpGyTB0bObZ9Zt3IR1KkZgCHDOBqooEcy6IUy1SeN/BLu7pqst6TIShJFKVAqnwqySQpHS8zwKnVp96qZn6Ago184K4GLuA4eq4yKH9dxfjJUlvotCrvBWEmvFk6LJyTGsVK2LIU0pemZ0OScwdGg+eJCNGN4kBNqsUHKKGmX2khq9Pbpw9CCmL4eHY4Dbh0oveQliYGSjfZvjh45EL5VME5fyQVwNohv8AJYpquOH2b2JAYjV3LwCx+M0ZTLHVYQzbYyq589zDeUAFskGMXG5NQ5ierFjaDA2veb1Mc2GLgjlb4nTC/pPH6fzxL/VmDrNVhCmzbszpFInCeYnNIzS0E9xDGPdpsuWzxtg8lxFM3LqFLATsW7zJrDDJ3Es44Q9C73j2LxeD15m2DN+DWojjiTQRvu0U8Tu05EzsYF18Qbja2CJrcrDRm/yLGc4ufxi/WYMgSCLmaskBMAsSNJSRvk/MT5Kx+xUbGSqfzlnvkoZ08nAKP/IyQ42zGxGPJQBEzXxJQ6aJ7EEdvp4W+ZNS3EiEVJalOU8lmZcBGKKTsYZTJeu37QFoBwHNaE1liMyfrO3skx6S5JvfT4zDqSGQmHlkgrlM+AVopgXdTZFPwclq1eviNe//hVx/bVXxuXbL8PaX3ceU6L0qZ8Y9qGss1KbJIXkbGLjbmmCLC3/TMuKnndzCwpuj0g9//pr4qf+/o/Eb/7Ox+Oe+x9GPNvi/HRbHDk9ESdHsc1A5PVbtsQb3vdDMYBtdjuunmi5aMUCd8stcOCSbYglUQXpSFMD4zYs9soVPNduvTNYwVJ5eC9wilE9W7aQv/RmUi3japUqzUMW8QWqRFBGK/lLePHnBfFpnIB0dD6ES6ewSgcdBGhwKlYakrYFoBq4ilLodY3UjoP6NtetM7SBuIotfrCJ106GynhZl01IKltqTla4RsehzlsjnrwTL3nzSkLzVin7Bki+WOH5U4G765lKLL2pW4neYILvFdl54T14Cw2uuUZsecnL4sDX72KU3BZbXviStA5l5eWWgBwNt9MhauNmJmp6jSZTb/yIn8a1zHaQFPTmZQcJUJVbFgph9hrwyrKFvxfPW8EuN53taGtnWYPOQ/JMTVLlp0CVXxVYloMyJw3JgwUIQmmw8AQpZjKSBhCXslgAK28VzzIZflIWGFl6o5GuNG0lb7XA5ZofSti88VPkIQW2oFz4LYQVeoHNukE5S38CXZi5DGNE7Og25R0ZMl1HTLUs2z0onQHweMeofABuXnpwzViTN46+mz0TqvXzrXGgiaEwefXatYyK+3M2xRJz2WT9pvXxlje/gbuosbo+y5ILfp1stprmeRJLb0eOnoxjp7Dkxu1qG7mB7TpGyx5P0lHC/CI/1E+XRrzM5OjhYynrqzFvO4TpXGflrti1Lf7RT/5ofPbzX4nPff7LcfT4iZSUPMFMnEPEefIAl/Bc+4KC8WK920y19dPMgVISzT6XzHsRDntoqhjVgy/lu5o68bv6y8BlaFcNFQWRSJaAibl45WgvPzKlRKyCLqkn2IVxM1wEElEqyyL4Klo+kgjfCsEZhXcVXqGiAJfUK58EBWMjboFp/m3ENoo0LIFdwF3eksqEFXQhtBlndjLqIJ4JVj+bqa1gHD2VVw1e8M50aseGLbH7LZsS7TRrht7oY3/CxpQf4M2X7xflmB3zBec7f81ejcAMWwjJcrtY3upIVaZqWNNawFADVc86wGf93gDBQ1zpX70bdrF8JZxt1UJZFVKrgAZeUYqvguPVsrtomVXxFmFJxErIIt+mFJoiSS9/pTNQ/DNeMkY6FqLVPFvwacJzgWfL41vjgKWOg//WGo8CrsC291pmyw6cOZamXS2a3HfCUpm25tuob2e5L/3+Bx6M2+64Ox5lh/Xpk2fiPLOIU2zUWrWiP/7Z//oP49qrr2DJB5vmYDYBN0d2MAt4+9e+ER/+yK/nxPfmyzbGTS+4Lm554fNjw4YN2FAfjnd9zxv4vj6+9NWvx1e+dlccO4JNfzpm2su//6674yVv4JpYBylW+Ip8s9ByF+fAJdwQX5zoVsglxgErW7aadiNU2vyiELhBNyuiZiIdfRVd3qqZl1jptci5VDlAVcmqVdFn522WztIQo9Qt27fHk3u4ArGaQOlkVoPJJ+pZe9x1zwPxu5/8o3josSdY18camrMj/Gl/uo+723fv2s5NZNzQRr20s5WdQsfFaa2QG8yYJTnHlaEj3Kd+9PjJuO++B+Mzn/1SvPY1L4/XvvrFsZKLJbZu2Rjv/4Hvja3btsUH/7+P2EsgPuvX1WyNTTvzLPyWWl9lofW4CAdaDfFFGNPyfnYcsDq7plhGllS+7BFXja/1kblt1ytbrsWBFgeeGQdswkqNKW82mK6/97Iha9vOXfFV1+kB8NiQlrByVEyL6Prs7h3b4uabGMUyjT3ENZW2ks5k9HH/+sYNa9lQ2UdD7N4Zm0rrKcspmqecmuPc8fPiH/8vPxb33Ht/HD58nDvfT8cJ9id89Nc/FnfdfU+85/veHldfydQ26RZb+O66AQOj4i00zIyDSS4RP7OMtqAu9UsfWiX0ncABG9/SCLuST6XWw0lOZ6ZsgM1EKgKfhrVciwMtDjwTDpQmGMisRD6sX22x/aoro72Hq1nZsKWvxjPcKuEGrBe98IZ4yS030fCyIYuNqu3CuL+BKyttyN2ANcc0dmKr2kvRZ81kucg9ezffcE3c/IJr4rz3HHMV7KEjR+PeBx6O++97IG796m2x+/JtbHztihOsO+f5ZCIPMMreesUVpGuHXGyJkWfLPR0HWiPip+NQK/xpOVB65UVXpL6wIqIscscuHk6BUTsrPAnxtDhbAC0OtDgAB7La2PjKDTq1vHhf9GZGxEPcAT2KcQ/Pf3svNAPkXBKa85gZx/POHzsR56c4psfsVE9bd/Sytty9ivvQc2dj2Y7nfo1EbQeZv+w2mwZrycxrc586+yuHemLtyp1x3TW7Y+K7OengBj/uonaa/NQpjpdqx4C2fsdVV8eWXbuLIQ8JTsStUnwmHGg1xMtwqW4ylgn6tnv9Zab1bSd+EcIy8nVaaoZNH3NnR1AEx7gFiStt13O8q5+dl2qKv8bur09Z/jUupO+orNUtGfWJV6pVNszzjGg3YMt5K+vE9xw8wEi4K3q5Lzoba+Bmxifi7NFjcYbW8TbsEJwlfA3Ga66aPBi7mD7uoQH3qKXNbrpMxlacOkwd7SDe5OkTMTZ6EmSz0cP6cxdHI3tWc7815/97aJ2d5p7lprMRjFCLx+svb3rZy3JUPI31LlEKk1PUJZXW71Nw4BJsiF3mV2FTlCknPHO9YUHNOe2hGDlNk8c7niKDBiWM6ykFoZh5a2oUQC128WW6VdI5xbqQLGFLHD3RxJVHXxz1NeFcBCqU+SqI8804OXeLd5VG0pAI/SnUVFHsrC7rSuUD3iiZxmKw9G54FQ6Yr5oXjaBFL4SCeCEub/D8oi6JIO8V3g54feqBu+LkY3ujb+vu6BlcyUHn/jyylZu2bJAdMVuuT+HMs4qhXMe2mGJjlr58LQt4CP8U+OqgNE6RgPz4TPrr0KVP8+0fgD7qd18rJz693Sla5Eo5qOLUQMs8pVy4JpXYgErpJjjPz8uvmkajPI1LWUlaBX4GEYDxcFvDmVYVTaMkJXtwO2WgCa4RwZeS35rMRUGtj2+KA4XfRkUaYGzqI+vNFDafx47H+773LbGbG5E+/4VbGRFztMzlIEax84OrY8MVN8Y8jeZdn/p0fO32h2Ng7XDcvLU/fgjjPJcPDGsVBKzeXuyeacquKm+vuhw5eTy+ceRI7GXka8AWinw3xm9WYLlvxaatMcd6tMfYJqcmuCzifO7UXrdtU7zkVW9IKdDql3VCuW65Z8aBS7Ahxl4vRdhYY2Daw3WNWllpxUqVPIf1oCxwLMe0eaa4ckUd1GoBTwRinrN0beBx/qStHUFFAJW7ojTFXZxxNXGJORlwIoRcBA9Qw/mqGko4tRNwEEKvEZxyMmFrbCWaXumjEgO3tHCWB9jMZW60yAangBd9S/e33elc8M9bGTzms6yDEyjp3JUMvfP+NTRh1fA3xcsgKmrOI5k/aGjQB1y+85MNNR2F+XlxUsHFaxlUwM1xEr28IE/s9WCaijUppsGmJyg3WLNiYDCGuXYNAz3QKU8x8UkF7piEYeMjnF9VISzwbAF3yVvySlWRNBQiPb9dTahl8tk+iAMasvyqvGVg04+piF8+ZPmqtOBvxl9IeBFPshWy3OSF5QFcTa1Raie3S3/Ma+SUWflbQ5Z0F33lgh5MUb7hSVGiPMibKQib0eF7vqRcEmbeGhTw2uSMk+oPPmh1SZ5Jfy2zTaDllbA2YeGDxmmELBKxOIZ5ts9Y6gamTN3k4/RmEx3WT+NLftqhViZa7lvigKNguEn58MKf9a+Dcp08fihmj+2PK3esiyu3vyue97znxcTEWSsf9SJiePuu6N+0K3bz/p5rbonbf+VrceKy2di7ZXVMbrkSy3pnKSnkg1/h0/Gi7Ggmd7R/IG5beVn86R2PxfR5zFzuWB1/93nPj5fPT8b4xGj0DQ0jDzTEWIUbGRnLc8cvfcPfik27dnJu2eNQ0gvWlghUzH36xyXXEFt+6ajIc0yLnD51HN2DLWek0DAbYsXHy60nsEyU1qyy0ajiLX0oEzRq5zBbmUpVs5UIYSJLZaIoKjEIfD7mmJIZoa3imHoaOFiKsHxbN1S458ZGsSPl3Z1FFRW8y8RBm0nDNEpPE5dWKnNU8FTkEE0S/J0YP8tuRaxFcT2ZUzzLOmng3zjWmSbOn4sOzG3WGMh0493YiZefs6NnqEBUNk1SLoNXOGPaqIyTt3NdZ2MMU6JJ6EUy58h2Yuw0nZyumKC33t3bEyuvuDL62Jl55IG7OcbEBpBtO+Ic010nuf90/hH+MOhxgjOLK664hk4MZbIMLRIxydlEul1Y8SmdF1sEO1KNfEKnvHQ9ehKeaZJvmrJbLm9ESpf0soY2DyxNUJU0iJajgbzNYKlKG9qzNIp2dCw3+dTsLEcFaBbldH4Ce9CHRCfOZqjynuUBvbPnMVuJmUuaeQJs6USykDc/LV9DZ7FdPXluIg4fFOZClzgVYF60o625z2l6RjnrsFy+RCG9dESmzmL2lLqQ12gmamkRI06UvIpaG8aTmEadzWMuBvCXzmfhSt/gMFbUVvnZct8qB2Brux0xZKMeYc5Tz+fOHImu8TOU8Uh0YKv9BdfvZqe0nUXNkWKx7dSJ6Fu7JUYpn4dZw53Gom5nP8ebOnti9Y5rovvgwzSw1FdGtXVBWYIOfuZ6B2L3dTfGT3QOxrG7fjk+97V7Irg84uH27njni18dZ/fcGTNnjnLeWB01jnnUEa5S3B1vfMub0ZdgYVq6rh3ibLlnxoFLriF2321RSvTXsKq1es3aShXhnY0x2+wp6mmmSk5R0us4ZJ5Why6SX4XB68DmNWCuuUyEMZualJLs5hctU4mP6y8qnjVr1zF742htGSeAIxpwHkPwNFvZjUWbhuJdTgKJc4zGcRXHCbqoPF4BaAOj/s1E6oSquNOYNFzJRQkDK7Db6+h4OZxEVdGeAPcgJiN7h4aArQBLS78oniGOnofo0fZh5nLZxgo61K9ayzrJaLu3vy8G0nSmASLgb4lLWBaw2tkwsmrV+iyf80cOc/3hjhilkzBOY7oFE3wemdhAng6fPBHt2CTe9OJXcukDZkSdel2G005Lj3ZitAC+raTsHGEXApSRQqf0OAqzIT57+jRmGCdj9caNy+ctYwFL3kaFpcH03tTkWebNn8XOvNl5mWBKb+0mzGEK0miA+Kj4obew2v02zxswe9o8al+MlS9gp+hI2ulbg5nWglNkJW/iNZkcINvJoDM00nYGC0rFSMoF+PSoppGnsHU9gjJeCw2mk12His7meIZM0REYIWwNJkTbPIiaGaQ8lJ/apUBgcYkO3Om2k2n+ld5kCa15Yd3kXStLmYVl0qvRtZ7PjAN5zy/F4D2/FEyK2uy50eiYOBPjR5+IKSxbtVOXB3d0R09fP5unkDhgp0eOx8SRfXHPdEd84rH7o+fll0fXYF/csvOK2IKemLXBtENLebWluVjQ42X1GtrMNYkrNsZaZhmHhvtjrq9YN+zRwh6j4Hb1nvRgoKcXnfcjH3hPbLl8V6zu4kKSERroAdaf1QAILpqU7p20t9zTceASbIit0LWCQwjYoq/CKE7lUKba1FKaX+xkHcTNCosUR1OujZsmKxO2l91+jkbFX3BlL1BlRRLpxfR1wdsbXRdriMGf1YJpbkfNneB0K780lfVocS9xpLmAt7ehb50GNl1zmCq4zip4Ozp7yV8fAbY0F+IsOWDUw4iyHRq6tKOdPWhUL/DSaKdFON+d1JeGDhrMLg3Hp9JdSifJQYMH87Ud7V8amQf2YnmzAeoAr2YjO7GjDeI0v7fv9q9ETw9nHm+4Bf5SThgT6O4bjnbONbZRybtXr2L0emG+pCjzliYdLf/5Qm89TVtCSx6htR2CbcvbKS9Nn140b+C1cZTedi6zaEeZKD9aAnMjTK7BLWGHis3ybe9kByn89Van5AN4pNIznCTNW5Ghji5uMWL00IUJQhXRcq7kjdEoyqutYyLpTTjkp8p5oYVPO2wmUG4Z60z75ymsyyBOvADPMd1tneigjKU/ZUDUS5xhsrSUG/XCi0vMCXSYrFHMV24S4kdxUX7kA4dWS+6UeeFS3uybFnlbklTr85vhAPzOayqJa8lYDt5GNk9Ha4qRqDMYPatWRCd27nPpKMu4lNe5Q3tjJzuk33fzVXHvkeOxnQHAd+/cGJOP3xezXAjSUd2QVcq4aAnldYaw8Ymx+PAd98StcydjxSt3xOZtG+NV23bE5JHHYnLkWNLiSYhV3GG8fv0LKPw5ZkoOxyTXJvZtW0H9gh6kQtpb7plx4JJriJPspvIrApZ9eoKQxOrXRkvFkO2O/iUow5t/lIW6wVGJlhVm4YvCyKR8r+K7Mch3/1LvNyOr3m0TrQTlX4GzrdRJ6YW0SEQBILQ0uDyly/S1+SpO42pgPT3xlwhh/HchTgFwlQJcTG+JZ3BFVuJInqUfDYgoJeYiroGvgkuFfTE6ksfV+iD9as8yrtl9VazesoXMYZyexs6KWxR8zgNEBzAur4v3os68mT4AwtXl2GBGFTcbR7mXwCXOxfDKy4zmT+Ov4scyhFgm5Tankn5NT83ZKkkaIiIvobfm/TJo00u6JcFnKfSaID599VElWNKx4TSh5V1igYbkFSAVisb30lhiKnxdyFtpiv0u0Mkv3/krNJQ4DeS8JKjhSxNofX9rHLCjJAYZzwjTR16JqrLJpbOO6GZmad4pZuQiy4zy17Rk29RM9B4/HG/uG4w3YEmri3rZRuPs1YZ2RLPjRO81O3o57UJnGoGYPnWMJYiZuH6wO47edCWnHubjtdu2x5VTp+LckUPVVDmAxuEaz7EjBzjqdD56uXGro4OOKmvVbQPOcjEuViAuLq7fGm/+msW+5BriMr6Qy5ZgaagctaoQ1UFZ2ZWDDHMEyjvhuXP1ooUjUDVRmAgKvkzD74aw+NH8d1GEVYDVRMEvPdaikhrImiKXRDIf2SBTqQBzmmdyZDQee/AvTTQhAABAAElEQVQhNs3McXvJZqaGuDmIimL+EnHS04Rq0Sswpi2oVVZC5JXIJUP/9OO9wrkcdUtRlojyqKCk+ud7En0RBFY80zc5eT3HkGqe0a+4clNd9qNpJNT04JDGi6ACQFflhbeijhJxhT8BEsaGBHVS4KtfIS/mhEwaxZ9qroa+GDWlLIq81VjrOH7nGNtcVoFFJgrui+EUuuR/EV5QqCBLSGlQ67ylPGQaprMc3pK+eVsMK1kXi1N4mzKSFAlXw0pHeU8O+Jow5tc8NlNeyt0Y2eFE1panURwt92w4YHlaZeTrDFPDaW2Djvu8l91wgcM8DW6WlHJjGakLq9vJlMEO9jcAbQBBlIuNL+Uzl/enW45114sgG3Bg5s4cj2tZPtu1eU3K48DkmZg+M5Hx1COmQWtOTJYI3fdyBqMeWOQacFp6ZgK9ZqdBqSlyQiIt9zQcyDJ+Gpi/3GCFxQqdwlMqu9Nk9TSHIZVc+dZwRQgVJrz489l4B182TgYoRPk/MZWkKiyKjv+ywUk/4zXhqd8N4z3/Eq76UfhqmOpZaNCfimBjiLA7lWpkDaWP7jsU3/jtj8fx2+6ML/+3X4nR/ZwL1LRNtlg13sU0NNKueOUjlWCCw7PMGj+Vv+lKbnNmE6TOQ/VMWhtwxrfDYOCC0l0ufyVe1cJmQlz+QEXNPZx2PORLhVc63eRGz6Oik9cmOha9F8TEXCymmQQ/pTkjOBlQYEzHaDWepe9JhjC+JKMW501GXRin5p9xFsILXD1FW8LEnLlNpbYYthEX0AWMhTMpl/gbItyivAldgRlW41n8Ll+rtCs0ylzDVXQvjiMum3qnM5PqOjj9UnHj38CSRJRyTnmraJG4hY5wJQeNhFsv3zQH5K/ioKCpD6jHHb2cx+8d4v8wa8Lcs06j2eZymomkjJRyLJ94EDeLTd0jCv6dZ6fzLJdCuH6bcpYAvlnf6WgxQGhjlNvHqYZ+NvKxKwv81GfpwNnxt1q3dfVibnNlNtDzjI7zVETqV9KF3kSbMVo/T8eBS25EXDRoTXYp+IZoKZQpSggNQlWmV3zqX9zSJ/KXAoSIZdxaOPTPXlslXMZW0HIq2B4d3/kHXO1q3H4bH1JK2vUTr2aYC9/BD6xRc9pGeI6l9LPutvGyLTF2mnUfArPjAUAqu1z8ZLq3QtaM09SSDj1FusgVT7OXcZrDK7+aF3W0EoPfKnNSkLH5TqUOsmpsnFEM1YnadPzLuKnc/aby0vNeSNopNCuojZdKoCiCZjpqnOL1vfxZ632XfwVbjhzTryRppyHj6Mdf+SrxM6DCZXRxZjgEJ/58ElA5/WpnWdT0FdgSX2i/E19G4EdPcfGX8WokTc8E5VvFKd6GDGfkAtict4KzQiB8atySduVb0VEwm6+a3kyEOE/JC2cviCrMQl4K5rZKSEs9EaCkm/jlt+VYZagqlsx/AhYUrd9vkQOyF7bnr9PI7X0DMTO4KvrWbUfkO7CcNRndXNDQNThI4QBdgBfiZNyFnw5gzh08HAMrV0Tf5l46zMgrBZrT1VmW/FTCkHWtKnM7zo6kpaFsxlIW0JOsL+VZ9y533bMvAV0mEcpOQ28vJN96uwgHLr2GuCF5taq2EVhMvbKWehd/w/JvMUjjS1jX1Xyqw8obuI0nFEKnYslvG3cErYwsKmW5JG2j6NJbvBWefF4EtikC8fxHgrVGpfc5y7rNWaao59mgNcNl9R1sOLKpUiFbuVLnJZLFP5mctAPr/+J8yZwVP3GkqzJJhg1NHVsHVRA+0quK3uRdUMKrqh1YHCS8R1pYiZKX5tAdn9KF8b2kf76N40f4JG/FY3gT/xYh5KOZNMvMbGTaBpgecStOlqg1PwlP2GYEBaKCI5z4jfwnfMHfDFa/Z9aEwcO/jFcF+l0TmkqrCRf7VhSti7pCgzwo9DbjMhLeJT3f/dDxbMw6Fp+FX8LkvXizyI1TxWvwbQE630wzeZvPEph+VbykoPFe8Mr1Im9WloTIiIJJZ9Iqkpb7tnCgwUobNpg7xyi0ffWmmD13lo1RWNRCd3i6oOx5pqNbF/pFUp8DT//aVTFy6AjLYmNsrnQjInpHewUYBVmxaUPMuHsep6wrUw7GFy504QM/zzO3sx48NXIyYTrcgOn94mxSVG+5adK4KcSJrfXzVBywBC9R16jyRRik0tpeO3tn9Xv1TGXA+9Knwa5oNDQaEtJQVoYpcAKl5JRn+iH4S3H5vZBuoVHY2m85+Nqvlsvm71k2XsxzrGf9jc+LGRqz43sfZUOqGyeYwuZZx5E8nXF1PjNNXlSNyzq8S7NbhZu/Oo+1V4Wrjl9515+NZ51u7bH0u1BTmkab36SQHsQ8x7BYOKqCHR0D44yDiiUPTJS8iK/5TzqyoebFp3TX5ZTK3nDzTaQF/huruGZcS99rGDGkEwC3FK54L3A3G6Bl4OpU66d4l8NV+5XEgK7Lg4BG3jLQnBleEisdloK9xnHhs+BLXiWO8pOxAL4QvvglDQV15dGUDvSZ++Ljb/Wnf4Y1OJhxSyi/JtZy3zoHZChO2ZCpPuawHNS5cl10rdtMg8mmKE920IDa6SulJezFnd3l/vVrYv2uy6N7mKNMfE9xnp292NE5QCPqjq1McKEQkww6uqlDa9RsKh3BzvU0RwC7hleyWWtdzA+tjeCURG54Fa6iv47Sel6cA5feiHhJ6Tkdkg7hyBEGnyrihg7zu6mNvSCrxBPWaWd7dnmEDqET14KolVi1n/icWqQdvABGyEIHgZXALtCiglqKteAGGlyEi7PC627ZgTWrscW8Ie796ldi7e6dsfNlL4nps2yOOHCA3iVHmIbWxLSEpCuVUZ7kFDp+HbzbYOdQSN7Jr4qGnEriXdh8T15aXQEhjth8F3vSJlx+wQDyVipeWUPMrIpa4IQ3qYoO/ekjt9szN22mzLyS7dyj98f+L3wmdr7zB6Kbi8wxDQ+txu5kZIcC4SNLYhmW6SWoT3vx9rLnsuePB76NKObDNJMG4UrZNcIFX+Lq8nUUm3kAR9m5vASQT+XAv8Trd01UE2hDLhPW6XjgHU7gJG2p06ud8IQjX0lPwoFgUd5ITwTiE046TP8pnOEJJ6xMESVuGTIyTN6aRkPeASzT/8YwZ05FigeY/FfobhR1wtcpLKSnT8t9axxIKc/CBA+s9fKG9rlOnhwr3LiDDvzKmOdc8dzIiZjXQEeC1SXt14XOPSpCtGHtrm/lYPSD39kpy9wTKnSRFYDEZWyKPYUnO82JGgEDlr2l7I4e5orFoejqZ716aH10rt6IJ/oCuDmmhLIDKZKWe1oOXHINcSocyFZcUggQDpuMYhGVNzz91kyjZivd+JNTtwrscg7vds9VAqfZyBInVSfQFa4qXlrvSrhipjBxp/AtRYwnwuhIT7xpaUJNBpWV/l0aARhEPDcukabndog3izWcVZvWx5t+8of4RsBZZ5kdOxOPfuTDcfbOW+P85o3R8YM/Gd3bdmJJbJbgMvU0zfnXduy9uq4zzVGDadaJYo5zq0wvzU6zU5IznirKGa9AkypvSuF8p1efuaYjLTMYcjBrneD09hSvRutgioqMAYsJQxrJNH2IlaZZjGR4xlTF4NGGDnZvakDDo1Zysocz1K51TzK7NYMpSEfzc2zwOPbgA9GNpSnpmoEurQS1z4+Xm1162CzCeciOdvd0Lld2UAcz2x1NC5HlwmvC2o8vsqDSkHdi6ACmoyrrcp5a+MVOcOUlZQLYNvCnwnCh1DJd4myoU24sZ3GbkoyrXOLjW7k0SHqlwQ00ugsx6isC8Zp+9deQXzlqrKIcy07WIjPtlFteabcMnTW8LappJw3iTrxy+EJKzJsG/q1b4qZFruRX+vxDZoFJ/pg3yyBpoExQ3jXO3IiY+IU1jlJ3YXp4ttyz4EBKAT+1wZvUiciZZTJFfexYiSGh4XVxXrO1EyezPChJnpbNMg5Py0zDH1neRBNeiSuNsWXuh4nyrJD4UAOXLpl6DN3DscSBNeuVkJjsGojuyy6P+X5syttxNB3rZPUuypZ7ag5ceg1x0quw8YeSOHX8FI0LRhL8TjkpgjZHgzBBb/Do3EEaBSv+xRxiid3fc1g8OqrdQY1/ID61cPlexBPhxVMrVmeB9eyolmSWdzYCxELpind2nvN17nQGq/q4SPGSmBB/DitKczSIHQhxKizIlhL/ZdwOlPfjj8bI3bfF8OTpGN87Ege+8uX42p9/KfZzy8oPvOc9cfz48fjDP/jDeMlLXxo33HRjfPzjn4wzx4/F+//2++LRW2+LP//sn8cb3/Sm2LZta3zsYx+LlWzKeNvb3x7/P3vv9VxpdiT4JTxQhXIo77vae3aTXNqm6aEZR3I5uzsTu9rVKla7K73oRavQf6BHhfQgvY0iNkKxUmhnhxwOOUM39EPXNO27q9pVl0ehgEJVwXvo98vzfRcXqIt2nCbBJk4V7ufy5MmTJ0/msXl+8fNfxM8feyw++XsfS89IX/jSX8cBPIJ99rOfi29/59vx0osvxj/70z8lz+3xF3/xF3HvPffE+97zcHzjm1+MK1evx5/+2Z/hMepafPnLX44PffBDHB7+nvjiF78YE5OT0PVn8ezTT8a3vv2D+IM/+v348Ac+GDMvncQnLQtI8NjUjiF+6hc/p/XO1oaJq/HE174c77rn3pjEWUvfrXeyFQMxLIXbYFrqART6LKs2s7LPwpsKBklIjqXxk3tUel/M44hAt6g2VIRpFdJ8ADuLe75lnCMs6mc5cbSC5h1CsYBbwVk8uS3WzkeSDtWd3/lvI8yC528e71OzDPUNXji/DsLqNXiXgJuepaGSxhIcILNP4l3SD0ydt0Vch87Av8txQbCWIfPGF11c6u5zYZm6kZC1cb85musTZuQxsKUhUmOpOeiz/C0NtJkJfBo3jO0KvuxFk0wf3t227ti1DvdX4Dfv3jgHlLOGhqMVmQ2jRT0i0PDlSztuKXNrEzorxbAoIb4iT4plJS+L0/P0VPvwQ72fUTdWTs/OUe40HClPR92W2I9sI9rn7FwQzzQKOpoB4uEhpZQ6t4Szn+jFS98ePM45NL3sOmwbzoSsE+vLXQHa/K050DY6NWP7CAZunGDhGzRWKlZbb7VaUCTtuS6iGK+NDMUAbvzWN5iJhY7MbFxhM/o+XAm26eIS6UzhrBJKJUIKCrvGf5i5D11RdipoLQOiCAKd9V8dvISLy4N4MSptmtIDWRNJ5mLgRwYvxg6GaLu6cHHpq0qo7dFJinZ/GaP60n/8P6MNQ7awY3cc+9f/fcweOBqTLOI6ePBQzNH7HRqCPrxS7eAg7kEO7B69fDFuv/2O0BX/yPDV2Ld3X/Rt6Y1Lly6RVmfsP3AwrrMie+zGaFaynWy+H8UvtUea7cdF6PDISEyiYA8egj/8uwSvPKjBnpVO3Tt6WNUN7xbowV8euhwDxNfADw5eple8EEfY/3zhzKsxem0sTtx5IgZwMvDqt7/BgpLxmD3zcgx86GPRf/+7ItdrYSRe/sL/GwN79sXB3/sUrWgWeGQPCuKbQvKD92OjQ3bUYuduXFzaK7Xgql6eTBQueU7hTZK/efZW7sL4rzdFoBzZ2Bi/hq9eeuu7cXGpdKUxbUq/vnXUYZJRiin4P7Af/kBDZYdLYwwC3I62hCJTLqfxzz1G48xV8CmzSWuNrboCZ57TxSU+v3fjkrOMOadUFKDmvHE/SyNjjEPY94KXyGsQ+ijO8n4e4z527WoM7DucIxcNgtfEElwn/9evXoGGg8AyXUBdSxaLLxs49qpR+tC7MD8ZN5CVPfuhN4W1poOc5q0/KGMami1JXJP+5uNb5wClQ/AXw8k2o5nTT0fnrL7mfaUhVZsVva4cOko2cXYozj1+Lu7/r/9F9N9xjA4Oo2I0MinYsj8Zj3vTF4bi2jNPxfYjNKbq4T3K3/JMfZxXGmWMZHUeuz06diDnjKoVejL1zZ+3wIEN1yNuzoNDZz34IlakrOLZS+bO53kKvx3j19PLKsLsUQlxcxDHIj5XO1nQ0M0m9Q5WHaZiomWZR7wRpdaVOfhKT9uhXPGmy8jUumvxInYo82Vape3g7eIs0G6MVW7zqJE1R1GzMUzYwcKKbvHiBlJdnHv2hKPS+JyNSL3Y/Kt/F6e/+c3Yd9+9sfvd7402XAqau0UMY3/bNhQhQ0IMJetl57Y7bo/tGN1OD1rA2f4BjLUHVvjtLnq1GqQFng8c3hpHjx6O82dO4z96S9x79GjO8yzS0Dl2yy2J3+FvDfE9u3cxArEUg+fOx9FbjsV2DO+8qzOhc/c+DhanZ6inrBO33UbB0CDhfueu3RiJQ7FjzwCNpIU4/rGPxzKt7gvkecfR47ENn+E6+bCo9h85ihP6/ujHb/IcIwSNAmjiGW9BDTzxbVf3QHMaYmFqHluGUgxePfbNzvTa3km/u+saYhjpyNsMZ7Y6qqKP3oTNxrtcXh00xPaGO8l/H+W8WKcNmEN16iq3gBSpRNboudr46e3Zmg2t1diqpzTE8A0F2IHRlAaxpTbjmw0LZSPzZnoIvKM6HbjabMDehLgYQ3lGbGC7gMUVJQbU58S/Jo6wfhe2m/2pbazaL7CFlOQzdLhiVkM8x4hN4nUvK/WvLgcVvahMZYHRiDLfzovN8LZxQO7agUL6oo0FUu0MUS8Pj6OWKAXWaPi96MtSNhLSjd6ZfeHl+OX/8r/HoU99PPY/dG/0HNjJCArTU6NzGOHTcebr34kt/R2x47hrOjhJyXqRJYsYoktql5tt9MI7SHOxGt0TajO8dQ5sSENcV2Erdrp0UxmpvAgqJ++p7mn4lBNtZa1AEqj5h2+OKBpPONVbKg5+xeO7El+4BCR2wWbavGkZ8iAGu2rAqvy9LXhaxMhXprXyLZUVWTFezqVUlLVj7LpP3BXfnvqb+BRDPvt7eukF02I1JbRdpqvBVPNB3dL8IicDYVDAo8HNOWC++XWW9wlFupkXDFbhBfM6xNOYGhwur2kT7wLfXNTmkOl8DvUuYLTlII46mOs1CK9B9urCrEWP/ZtnuCpJRbmzkKSdxRzHP/2H2ZBYVEFrATXiGDVY60EtVPaa24l29U/SAB28zXJL/mWOEs7HnNeHMsWjdk9al/FqZOUpUYhP+LwC7Q2Gprzh0hTyE8NtZb0A1EqMJJgmvCqKCZVIvspeTHsHjNikIW1C1HQrz7Iskwa5mjcFoiLQS1mzQGI81Hmq5aYJXeM24/AkTdKdePMua00Drr4xGyt8AIZIZWyGJMEhP6TVBqYf01taSkF+qn+4gicF2XSFzVebP28nB1I+LCd4T6Ooczd+pMeGostecZa/APzlf+o95dPNmcT7H74zhn/6XIz93bdj7qnHY2lHH+tFWN8xOhFTpwezQXvkv/q0Vpf1A+C2OMGjHCxm0SJVDGF37sIDYAcNMjoYprcZfjUObEhDXGdJc5L/UODIE6H85q0SghQqAq8lBspI83eVVQYMnrfN31yAlN/9UOxNgV37C5Dz0rV6E4d/Neq14OULEFaQCkjK1V0lgAnFXbo+Hcj2UtyYxHWcxz/6j6jGszIYihEuWDUfpR5IgQ/5H1qEJa7xvEskmUIB4tdQ46rvCxaRVPHBUd95I17jNMcrcXnPd3tzpUekkSUuxlij60ItMcnjRiubMsi5KBG0CuLjffKgxG6CKpTKkrzjWt01wbzGbYmeuFVmWRjVu7WxylYdysWUVEquEF+ajisv/ii24lhh2+4T2aiw11jlspCSNK3F5ifw1N+8JgHNcIWQRt4Sfh3i6mjiaYDUyDOlGqL1Ncu5KWoFtSpt3zXVNaPUKdRIlQflOUW0QUf9dfP6D8+BrInIITJHgbRx7nfnvqMxf+nl6PTsbMogB6az3NQ7NKQYxDjw0Qejf9+umDg/GIsT+CwYmXEPQ/RycETfPYdj+x1Ho/82pmtY/2Ihp26py550PMU4WJTVsXM/htkUnBPeLPBftXw3niG2hlflqqj56N+qwAtBbKn5MVdtpsSsgmp6KBjSEFRxGc/ku4ZAPAU00RXQkkAThuZb1VtNWVYH4/DnqJCE1ShW4phAk2VPgAJlnJxv1iMsBLhCVxz/5POfj0OH2CtIT9IXNY0rOAuJ8kDjZwr+mocMvuC+fp8Ksvqktsz3TUhrw9pQpNbkplChg4417+tnjKpDZcs69rA3yH7HPEvVYXJgcgtS0gfvINKtGJbbamxNCXLb+CZRwiavCozf6mfNXwNTI9JqXPWTceq4vuOx4OZt3vvcFISVFWXlakmpHYcHs5deigs/+c/sx3xvbP/Iv839l+QSaPO+Ug6tcJpq0gB0uZo3YvuQ70peszeSb8TSGlN+zjj1XQWa4P4U2Vg3dtOHZg4kXRndtRPmrAJsgjfFLIO8qfPyepQKvBl+ZQ5QQKW8lElGt6hjXbvppbJYcPHquehm1MyiyrauP8qmq+i7GXZ+8JboO74nZkY5d318NuG6OHO4Z9/OPC4x90Jk3bTRDH5HshBG6/ZiN+41D9wWiyy0ZNKLvyJflej+ytn6XUWw8QzxGymJhpYowGtsxk0YVPwq8gzE9bal4FQgKwiEuunlyucUQyBaImsCa9yuxYUBybhWlBJ8to1w/uzF2LZzd+zYXYaT6++tr+Llj3yWvK4QtDbF1vFbvBVFNlY0Lq8TgDXdTFUakpSSt2JcfCGesqhDvVCUyGtT59fkDzfl3t86b9xbrhmqd3mp31Wf1rm8MajmyCodjBIRXQU+/NJjMXD8Do5/u8wiMRTfnluLokulV9PYHL/VvVQUSprpyfub8rYC2xpTjeHmtOsvreIJfXOMAlnH85owDZr8Xt7WMCXGyvuV5827t4sD1iEnLQzZkOvojZ6Dx1m0ySpoFrJ2LLt803GcYqgtxewZY7Tbd2+L/gGOJE1DK46Cyem5bEjmG+AR+NzhwfM825R6D97JEaa7c5haEShrI26WAsA3w5vgwIoFeBORfn2gVP9UbHWKlcqg3FX7imERgfVUSYlXt9kUyYRfQVNpmAKXRiy/1YJVX+v0m65+QqC95J+9Po1QE8jKbQIbobyqL/UV4XdleM5D8k7j9e3vfS+usIK6k9boKv23gjTxJR9Mt8LlZ0gpgWvJ02qqhF39poL3Ylz+vDQeuEv85WV+ufmn5IGuIcC2oqncaXDdW11hq9lQJ1KlcjOu6o3RiLNSLjVd+bq8ByRVUSaxbq4aSWTehc2GQcFXv6tjr8iV0eRw3Xtn3y2Kaf7GhRg9f5Lpbrevscr0lR9Hp3NlOFtIvFV51PgaiTdukoBUkXXasiKzAExKlc/1i4y36qGBqXFTyaJxM16Cv04cImf6IgG0md68r6LX9AhmWfjXwOwNzxk774XaDG87Byw4SmzJegb7XUipAV3gDOquw7dGx+ETMeeZ4zn/ZQ3JWlLIsqXsmg16zfoQWOAvPfy5gATlU/RlJX/AOvg8x+6GviO3415zH1ulSJu0XM/S5pSTxb8ZfiUO/Bb0iFuVskJo4Frflhetf0VRgaaSUhDXCwhYUTOvh1gDWYS26KEm5fQauPNTlb6XWohLbCtTIfbRj30k9rMNaZ5nklk/VDhqPAW/vyXDvk/cTThqujU4N4XmV2vvfW7C04grgRrg1AhWeCspqbLVqo1tLssMh9Xz28ax7Z1pg289lMKZ8fIvH/gxHX9LLIfCi5EQUSmPQqBECrM6NL8Vbxluhs4E5QcAV2CbnZKGaIFkcUoe+VqlO3rm8ejt64n+XbdET8fWuHHmudh7z0h09rOfkiTtQZTQnOJqWhIuYSu6kwYT5kYCwFRg/PWdF9vNfmsREphvxq2iiMp8+iJRtohW8m4ceSmov+aZyCmgyGTGK3lS4Ss/CZcRShxvlTONQUGUkTZ/3i4OJO9t5MLuvE/uJ/8XO3qYLz6eJzXNXT4bi9NsW3TO15YxQfhaz+RzvvWDZc6VMlT+LfGlTnZs7NgTPXuPMDe8Ldd9KBdFroxjeRcJ4WkzvEUObDxDrJBUmUllmOVcCrt+L4S9lHKt74FZL6SApVhlHAUndUziKW3FFOZMwH5zDYuMNahpQm5S4qjh7F1lGkWAmyCrWyOIHNzCJSyPXgnlt+kO8OPHj8aWLX3QKT0rEBmh+sm3wEpJngdcwaUuTdqIWaXRnL+SYqm4zfjyXnzVX9KaOEmJd/xvGeRXUeOlN6xQzV48H2ce/xm7XDriyHveH33sUy1ruFXkKBCwiS/p4i69juWzysLyoYeddsdvVfo5V8VnaSJi0qNS4EY3n8kPfnX+YgkSkW+F6lrx5DPf/ZcYXC2dPLbxIA7ea2yI5ndHKYJhPk7lwL/vsZhF83XsPBInHrk/+vbfE/NT1+Pq6Z/TO2YlqXirBVvOj2fvUTrWBOmsqAJG2ZHaFfqz/MCVMAlc3ee7kss1KLPM8l0jUkm/LXtMVfw1kRIUnCV96agBCi2WfybfhDNltoojVj9VLOaONxmngahGuHl9mziwltNFgj2GtIuV1PujH/eTs9eGYmH0Uu4ZZn9DUlJJOnKTUp5Vqm4/phc9tkx6nngnB0x07mTrIdNKdphTkihjRSAjvU35+l1Du+EMseWrIioFXa5FLaisipJO4QMw1YDXVKBGvLn4UkmkZlPh8ufQiy+BTXDji9CrakVY/rLXiCLXBrQMCnB+q2GJ5nNLeF7yP+dTHHfONBDmHAYq2Es0KWDRE4i+/OWvxGc+9/kY2MtJK7lg62Yqkm5p1qyJN3HXcKaTX+rkErI8AOOQVUm0jrByJaqrm3M/og6RpROazG/LKLKWqrrc5mpN9i8RZ4n9hcfueyCGXzwZI6+ejqPsb3YhWjuLt1w0kqsyubody/zqcEDci8y/Wj463Vhi+5Wen3I1O/Hc86znH22ncCoRouWwmi48swDA5fYrM+upNA6/FaNuIwHXnvx1Eknbt7iIZy3xA5dDc3xze2wbC83m6UF04bRgmi0er/7Ff8KN6HR0fXYsBj7yydh96/vJA/NwxI2ebbH/3kdXhvZS1kjcpkAlSyuMLXel3Kr7GiYZq5ozLgGeJyrfWwZ+8Z78lQ/cN4UaZ4ERC3gq3LmYMfE3RfDWpIBJ2UncxikfSp1LLKXcUx4saP6sioAa3fQSjdEMxvfFZviNcUB5Vl4vXb7AXnVWSh85wqEM+2Luladjfoj1DOwbb+PPPYq5ULSWKfbqL3VtieszCzE8Nh0TV3Gmc2kUHwRH4+jx21AmLCilfOsxkt9YBt+BCW84Q5yKBEarWPSqNYI3oSV9H/OhHvKznuvzeBrXfMNoBYcOU38Yj79aF9Tv9JY1NXY9hvnY1qG3LDWJoYZeedJATQrLFoC2PFuzfKuha8hMAymfxu3jMNLZ0eWwMgp+BTzv6hRUhlM3roMehyEVXvsbfq9hjKARUti7+JnAO9LQBYaWVPgtA4BUusnrHBIxMxGd4zfIfI2xzqP4S0r2ViahYREnEhPwrvQSVxDXdJg3Vf8UHqJmJrtiwhOUJKoKNVz9rI6eHMPpfFtXemrSxm/DzeESFXkS15wn7rk/ruEha05vVq+8HKef+Hm8Mnw9Hu3uj2eujMaTzz8Xf4p7TY3yX+CW84H77o+PfPQj8RVceQ6eOxP/7M/+NE6ePBnf/Mbfxac/9ak4dvRI/Je//GLswIHJZz77h/GTH/8knn3u+fjjT38SOpfi//rzP497wfG+970/vvbVr+LxazT+6T/5pzF4aTC++e2/i0c//vE4jHeoL/yXv4xdB/bF5z772fjpz34RTz31JKvV/4izNvriP//VX8X9t98W94+ci84zzzNXH3HhW38d80eOM9TegwTBX6x5aQRa7hh8ykL3lnM4CxnK7W3KYuHbWp5Z6Mv4+57GY9eQMBV7hTP4aFHmMDBXfYPPTkzFEA0FS3T9wPgEh7TP4v6VI+MBg3B40iqKX5WtaeXGFNNJh6BKjPLTlA63S7gEnZ6YjCuuliWvBiEq0m2b4AyCucQd+BxujivgZvj1cEAjjN58+vEn4pVTz9Ezno97Hnh3PPzwh2igctzq0CA+67vQQah+3PLqvMh5l3Z6zst4mXvh3MU4d/Z8TLP6OvflIweXLl2IrZTrPjzL6VQoZZLcpBGnnDcN869etBvPxWVdq7XIDu/R8ymKhPvUC9mvpMWHi8uruObDnaHzkKkOmvRGzRqVir2nEQRwD64o23HjtmKIVVIVZA4Pck/PaxgXkgN796QXoRrPqqu9gmwpgHdwMHbu3Y8HqHJ4QTYk8mdVjEznKrB6nupkEUWlZQGCAPF5LZHz+dLZl3CzuY9pmR1UiDKctAZjPsqNq9C7pX9L9FFZ0rgmo6qMVbQwYAsnluIqxqh/O1sQtru/V2W7OuSKSfgoK0evXME7U29s3S4N8F8SW+RNRxajw5fpnfbFjoHdSW8788P4oYrBp5/IPbaHPvDxmNFrGeeonv/KF2IOL1G3/dFn4wbKYXJqMvbswTMQ/0bwpb2VPZHbd2yP66OjMXLZctsTvbjNHL06Grvw8tXD1okRXC124qZrAFefY7iVnJqcil4OzVjACOkzt0/PXfi6vkZDbp7y3wsvdQ+qUR7YtTPmOL5tEBeg+/DutROax3HxOYUnsL3gwxl4XB0eiW3kffbH34orf/uXiMxSbP/Qp+Lwv/y34MeLWrLNcqkNEoYY4zs7fi19le85dAswfq/KIeFXfiy3OfxBj9PYGWDYPjkuqPytr5RCKY9lYKdwW3kt9uC9LAtnBVXTHWVMWczR0BofHcHVJ7DQlA3YVnUjYWdjbGQ4dqFk2x2VIO3sB2c5JyHQwxsXqekOc2Q09tB4qeYN8ps0Kx/lXFyUerq4bJFgE6Wbt28PB5yiGaUB/P3vfJuG2ySiNI//7+3xiU9+JrpffCImXnoqG1we8NLFOoeuLbiypa5cnVuOZ4YnYphz0fWqZ51eQnYUCDs6H3zk43H8xK2ox1o+pd8GW2m2vT25+d3BuuF6xMn6rMP8IAdduqVUHtROCIcvLf72Tk7v4RCFnr5+GvJmIzVIi5JjJSH+jYt7wK0YQXxNC5tBJZqY8yp2h0w9LLsXAe3EWLQMyqI9HhR8e7od7K9cXEqiWGr8TbERaPH14BrOPGVPClDzUoyysNwT35WOv/jFE/GBRz6C4j1CQ0LXGK2D1aCz+3q679T4lF6uWKWhVJJCTbnv6LlG+hhtFl60MsR60zILzrN29YyTr97o49BvR5SloRUdVtqurhvYr27mtRnegq1Xn3k5Lp57FcM0HjuP3gJ98hJXnDvoMekne9vO2Iaf6174omcuT3KSzl27MeTk35WcR2gsbOWM1HlGRHbjo3svh1R48IINk+07OQIOeBtZW2lYOGQ9OnIle6QHjxzDyxhmEDzHaERItPj7o7gHtaV/DUN77Pgtse/woexB9KOs1Dv2JtBUsQODLxcXUGDL+CefGZ+IY5/+bHRnY8c5OPhUNXhURi6a0eMQVjBmO2dSfoocFO6DtBF8k81JmNrZPQdsP881d20ckTJ8yYJQEeawMPLTPZUNjHzfwLZyk3RQFsrgFHLeA976TOsVqJU74dqcS+wap9w4oMMeMXmue+ENGZJgeOOpW53dk4XebPzKIaPkrzEr727l2U+b4dfNAcsfz3Yku9zukRAdjGrNxI3hwdjfuZQN8Hbqc7tGmN6w5X95eiGeuXg5rk6Vk9XUbQuIo5qWykiZ4+yD4w59k2s5HAnKbBWp/XXn8J2Y3sYzxKWEs4J762KW2r+vS+XdVJ6mOJfaU+GdZ1SDrlP30TXZm7FH08ZfuuJDuBxOKYrGNErR2gkwjeyJix9pLobt5qJPgRQnuNJKaalUoOsRgrLKoR7gEyfw2REWdU2AGMiK+J59+um45777we/zelglmMoAD8yfBqwYV+gwYoVXFCIymw6Rl5EG6ckvfm0Ec+BUs3zLQQKypSvLzFZ1aQBXN3WHnpICNVshIGfXrTiE57sVffuJO1DQZTiTC/nBiy3zsws0ehbxm5duTCtcwtXB49ocTtMwuOjTb/JHsp1uIMfkiRGPOcrV99Dq4MH8HDIBkPn1+MU6n6oP/XB7hrOZXMAnds4nwzeHaBfaiWwk4s7LT/71cNTb0MHj8fzoqbgLo627Ubm2DB7TzgYVbxYtN/POfcZULgEU3dog3sJfZRIg6Zb4DGInFuWV8aEzPZVVclO2o1Sgay5un8u4yiV4lXenS8Be3q+BT+LIh4wzP3W6Cc5HYykEmUceTDvlR3mUOCCaMefTepkW1zs6FE4kV6xrlFuWvQWdAblAjssTnLKIeV+4XMNUoG/kknUbPLQAs54SR61GItGPN7ttOwYY5bnOKAcpIIsj51+I/bvdB+yZwaZHmXMdo9yfxQiPchJTG71k9UYnOHoYVemuTijbefRY7OmnkU/lU7rNRR5YQ2YrKXkjFG/CvAYHNp4hrohtiKaF3XhoyonvVFZcFX4konWovydMBQRClUbG431WCh5qXNkj8H31zag3hUxblWvgN3HeBNXyRVKR8EWoE0dFWt5Tnz77+c/F4cOH03BknVsHU4lmLPPEX4NZfOF/4uNrfW2gafrWeFfdiMK/zB3XxFOSWAuaz4kbBZwG08qKAWin1z1w/8NJk71bjYLB9dLSqXlImsW/TiglVHicDQsiZVrESUNLGWTA2FTmr9Dq92acFU/qdytlL27+gaeoyDoBI5eRF+PMslhumqmQNPQyg9BQqTzmYqjqnSSpEIWq5Un41aGoL9NtwBS0gDVuSh6yMKCzep15WAFZjZanGp9w/hk949wE6ccmeAnnOcsl42Rs3kEjSFO2Sq4SU02PDw383lTREuh37ScZgWRYF2pGuCaEU44YOmPtYzfvlTHqQvK4lqI3yajkc5PsZHSNozeOZHXHYXZdDA2eo+zKO49gXd7JASc5ulLqob3e08PXsidsg9kV1X2Ts7Hj6uXYcv0K91M50jPPaWznOELxyB/94+hgKlAXvHX2SkZIJNNOQjZ/3gIHNqwhbpmXurDra0ugf4CX4n+TaaS8v17S4KxswmrItWmh5bponZZh7rUfV0f9dT0l3etkUnVS7y9Vn6cJ50rHlJXS0M8Wmmy58yUPJKcWO5SrV596AV7LfJj1ddK8qXyE/ZVZtRaB0xqLnM18NwvEjuYUQSs6azLflFpdm1QrxG/1nbjrv7eKYw0zs/zfTprfMp0bKSLCWjHKhqF76RdZpDh75QwHoOyIblxDLrstCBjMprUA+WbcSLewbzbYQLLVxI9VzKJhgxG4GR1q62aXwpE4zfTEdXq21rF5RpZYfhqsl6biWQ874vrEXJy/yhneGOdeRpt2jHCkK+smtk2NRo9DUEC7TnR66HSce/bZGL94Ke7/H/7HYJVkHnJiY9gGWWb5zdK/Cb+KAxblZthAHLBCaX2++MW/igsXLjBtV95sIBJvIoXqmAoge63WczWEBhSloGLQ6Fpj7f+XE1wq67rxs5bz11euDMcLL7zAfOtmdbmp8DdfJAeyD4w81w3LZc7lXGb6ZenK+ejCsAWr7xe4b3caiSB8CVVdqJ7ezMURqByrsNuLsW3jWNYODGwHRnX2l4/F9heexuc00z+soZnJ+sd8L3Bd1bTOuRs3Yppphv7Zqdh37sU4fPpU7B0fiT6GpjkDjiNKOY/8+mgssROAFQQx9sNvxuXvfA3zXHr0pX5rsN96Ht5Mft/JsJuaZYOW7j333h3bWaxUjehuUCorstAptoxLdSyDxNlKd5UdC4CWGK4uc2YMIWfzWcOt+a7jbNzsOcd2kS1YTzzxRM63bVxKNyn7TXKg2RQ5KlSGhO0t+qWdI10YJxq9EEvjwzwVyU9nMRq1NxuyvhVDLnrxpSMVOteL7PU99aPvxZm//v9i78VzMTByGZO6FFdYFf349ekYYcfGTC+rpBmXHuT0pV52GRw6fToOXDwd/QszpRFNHZ1l+HkMQ73AlMx1dpqc274rLtCrf+anP4ul4VEaAHibc0SrjIe/2Rxswq/hwG/X0PQa4t+Jj2URTFt8+MOPxG629CxVLeiNntfSG7b3y1AZQ2Qu1Fpkj7Bt9vaBHWWVMZU2W35abZUR2qqok42bO52p3H7HHbGD4bh0GrJxSd2k7DfIAeVa8+opSJhf5JyFhe7XHTjMsDBHDc5NRcf8VCyMXIjurQPs4XUbpUv7rANvpRaYmmmSMtE1yG1dbXHm4vk4/3d/E8fHrkYPIzi7L56JeVZJD+08EP9pcCz2znXE/o5lhp+nYwcLtPZdPhd7hi/lkLW9eBc9ztMjHmNOeW52CQN8MH556x1x+QhHLHL+8P7R4Th6dTDuZsfD0pzD4uZ149fjZNYG/lF+NsMG4kC9/enrX/16XGbfsS4iN3rIVjmV13liHV10so3n+gsn45VvfyNe+tbfxLXnn8EhRhmmLnoKzaExzoeNnTsVZRdeiHp7caDv8N/GJneTut8YB5R/jBJ1wOFpVzK7yrh976HouuWeWNzNNkS8Vi2PX6VH+Wp0uvXR7W5vUaCMZn0rI0ukS126ike5p77zzdh55VJsAXU7dW7b9Fj0s+e+g7SmWCz2wvhifG94Kl5iUVb/jZHYM3ie+soQOpbAzq2roacmZmJhajYu9O+K7z78wTj90Pti+uDRWNi3N84euy3+4spV0ppjhIith+wUsP5vhl+NAxveEOv/1xZX+khFUJDtElISfUF70j/etvoTOB0NqPQFMH4CVs/VJd8JzMKFYiPEuw7OjO+3km4BpCK+Bh1VlJJ4Iha/FangqL/nE+8uD12Oabwpmd+Vb6vv/ZDxASrxbBbX+auS4uK7NPB+awprQBtRBbGNW8C5Si8hyfa65q8AsrjMAbjkH1sg2Id9x6OfiO20pEfPX0hFIe/FKh7nW9fDl6nxU2D9LbDclHdV+gVBvuQDyCk44673xyc+Ur7O9SYQ8NBbyqF1vC68D506dSq++c1v0olRca5Oo8Zj7DIqYFkU/OvlTzKUsSKMXNYQnJ9MJ/9MspRvRfJa8JVnAFajkg7pXU3zKphGGiU96crpgxpIjMAUeqVZ/jXT7PfyXrhy7/M7OKwwYyWTaYxcuexWOqZnlDHCMkPFHfQq+47fx1GZRzBcbJO7cjpmzj4XcX24HMbQMGSNmxW8697JdPQiRr+DRvAizmx+cOpkXHvu6diHkXSCyO102MroxstaL/PADCbTsG+PHhyu7MdL2m5WQ/ejYywzR7G0qHOzizGDIXY66YWDx+Iq9be9m9Xe4HEovbO3O54euhZfe/k0PeQiX8mOHItfTf/qp3UzsvkBDmzooWn3io5cG2ZIkFN8EK0cxkFoNM7pmm/yRow4vOmCJoSxZUCgdNIxjQtGXVwuM1zksqEMPIO0KA+uqUfAM83cyAgLLdpQwo3JnkYE4YtickvONJ6URsCjgCeiFgKZUcE/hTvMpaV5HF/g55XnVGhQU/ZHFzISFkX++c/8YWzr7YpLZ1/NfbeF0PK1/rUCqKQnr1/DkcV4dE5cK/TmBxPguxfzCc2u4pSGhdnJmITuMgxeY6uv5g1Y4kzgZUcXl1OT16vkRcafNTcZV+JozCb1yIOTh/m58ew59uN+chZ3mjdYcHb4fR+IK4NXYmka71UvnIqZ55+NZRyFzOA3svfEHTjMQAwTb02DSZi5dhxpsO2Cf/ML00lvmZOSBqJkvpAHdQ40zOGhS//US4soorX4MkbV8CHezKSw87iXLPuCs1XfIk4HMtCLYj16YA/uNl9l77O9nZK+PDDdmsfK6AKuAaenZmLoYgXTgF3hWXIQRb04Mx0zLIRxb3zhaeZKtCUQxYVulsciCnMaF5dXLtQfK5i8iFsegIXPiyjimcnx0sUhLmo6SyyBmn/Ey7LYWTyTDWd88CQqf0y4ANvTE3fiHZ+kHq24uDRCSb1UQR0/bGE+sRWVzUn/1t7LC8qr5E/eWlccKeEfVw2fuqgNnYXfWf6mY4myW0DWltFXCYfxjBuXYoYDQ/qO38sq5P24CrBniaGEmZWmSxbVvL2JX6TjEYjO0+ph7gm8zv3gZ4/Fo7i67UAI6KumMEhO98xUdGlwt9qlQelD/8DYSPaIqWIpM/bOF+kSj+P8Q78Ei3iPGxkYiCVGgjrcrmR9JLK9bMn/5snn4zYc83wwnexQ5/ictAJTJAIaoKPc30T95os1HNjQhlgjswV3h8vLeKJCCnK/JopPk7eAY4UFhnf68ZzUhlJT9FoFexWpbHBpqKtG52bSEKt0lcJGNPArSSjaGZTpVj0t4Xmm8XktctPEwM8y16J/XV1cInkV1M2xVJDzVIat/ZxogueubLCaEYPxBCCk0uM6iNvKHTiT2MbcpAcXNBEqWAlGo8LNQ++W/q3MPbG2sTYmFQlSVGFOhTGH4tdTVu82PWtVQDW+vCbS5PE8Di90J7nFRWPiTfCb4zgsZnno2nArh4ZTk6Pt8uW48NiP4uhDD0f/4aMxjnvENhoWPXfdFaNnXok2PKIN3Moh4xjs4pDlZrzZU2XVp0a1H9/V6aykAWbOioIgOVpCNAZ4tTgzF1vhWWtDbByUSckiOnI6+atiMbSSoXZk5MTtd6bj/C3IRLKswQduUkGJUPmhEdc+qb8S5FLPX3xv0FvSqH/N2zz8UoULa0k2gGv84M4TocA7N92FIVzKvNU4broCLxb9Ui/Bt624Cc3M1jKxJoJ1Y555QhskW3dQN6peXIMW+ZK80vhgzt1LzfCnda72NS1AE+UMV+r+0wz49p0VslhsNMkTLE8uWOJ+GV6jCGIZl6VL0zREMXzLGOH0kc/K4zb81mOZuTJULTzXDup8G/PG8+zX7dq2izUU9lfhHHjLiIT6Dv4pXy2CckOBUWRtMUSn4YvPPE9nA3epNkIzIp9tPSFhPfOz0Ql9WV941UUZ7sRdah/lnmjSitrYxQBTjx3bGu/qi2ncyrZ3ko4OfTJIHyYeVTdJ3K8893zcjrvYfUyfLUg38WyMLMKjDtikz4DEX8XevKzPgQ1tiFUMfRiX7GyqdCnY7K1xpwKZxPPLFlwltiMIxQbeLLQqmwXcDo7dGMfn6s7oYJgl9YRCj5TYSzRkTGA1emNjk9GHctQdZi2CCdT8A6wuLsd7JjDauzCupZdbIWqGLPdo+/EbE4m3u6cvaSgtxoocoErVouFAVr/7g5/EAeZjbsdQFbeLN+dNxOZvcgy8HtytgkyDKWyh3KroXc238eu4KGT141YNRSsFDbCc6aSCTzJE1YPLSmGLIQZvCzL0VDXNCkwbLtsxgmbg3AvfjWUUw43zZ2OBOdaBO+/HbR5+iPfsj/EnH48O5p923X4XWyQsVym8GXEaihnmr6Czf/sAaEuPQ/oabR5jqkgwxIvzGKw25r527C708m11KOk40EvR8dtJ3gZQLgWqGWcdr4te+3MnX4znnnsu/v1/9++a6K0hkErQpi6DDxw7FXPQkXhXQFrezbI4Rmch5k0WSF3RvivgJW+kgYGbwRWheNdTzsanHxSz05PZmNxC48VGKgUt4hWk1Z38naUxMk1jUhl2hXsq6xq2EKQ6TX7ra3p6iobONtx/grdiWwVdDIj7rpcopxrFTYn+lr9wkixXC8ObNkZplm5cicUbHD1DT3QRV6yOzuj7vo1DYLq6NUTwgxXL6q7UX/ym1zOv8H+B4WkNcdfOg/Cz6DdloDHqcnOxEdO4wmD0cJv7rZdOxslLl+Mo77oZcbN+KOMKlHA9S3PRTTkXnEg9oyA7GK7uZJhcv+wpT4DPU28ThgoxTGN9pg+3lq6M9pCPkmgRUuSpg/nml3AT+/cXzsefnLiN9wXGupAybCfH+lBiGnszvAYHNp4hzoJcoVgdkkbAV3Z90JYqAOc0nAfRpaLvauf4KzHLXXoFAiYPTmDIpbjy0wSDmBajixNM0pAKJwVKvP75pf6aIOUnXxFPfNCxyLXD1Q7SgfAp/KuC8khLcsXFJTnwudSVlNtU5IBJmeHRRz8W+/CvXHwrr0OH0CKpeJH4ab1awfOcW77BnUaQb9XmImgp9DQ+1jckxRe++0J+F7eV+SyRMmlNsHVuT9FGjS5EF6m4+x99FOVEReepswd/0aYHn+S7Uw7LSwzJohBKOiLMBJswywnxFleWnlolOeah0JUlmE+yWzymLA8sN68tg9/kD5i4A459lqqttclXke29LLkfFCWbPDMPFWyyHjhTakRPWXP4DlpSEbWiouQtZRI6hUW4Cw7iO+YjPv9SsZGAsIXe+ssavBUBFlEpW15YKCjr7CG1pIU0Sd/FRXpL8mAHg8a/ls2SSqHNsqjrnDyw3A1Zb+QnkZLvLdMqmH6bf4vHLGsbfWF4tUyPdoYFT53IRge+ujvwJtfVwyEK9CaXadS0LbBKenQQOQeGDfSWgxz2jOiUTmSri6HrucHTHFjSF0v9e/iuLMBLjHmpaqVM1vJNWjpJ4/HRq/GtF19IvyBdlHUXiLPeUDTqBv91IF/tToFQxqmfGFnposduhzlH4CivLEm/k9widI4xFzxPR8SQFPhBo81TujoFxvL//osvxns5OOUwI2ftDgWRpmKk/BRKMrYPm+E1OLDxDPFrEKtEWKzWcxVB4y/jVB/XxFcehLNdV+mZEq+GS4TVQ+IkRl6Nl6qvhmxcxbeiZMVb/kSVQaFtDvlY3hnXIF3eejVkXuob8N15+x2xTf+u9i7W4ssYKz+JU2T8Jb4avnquPlUVWzjeaKhquBVUBUdFXFbkjExFBTbViM9rg/D4afbQg9KwYeiNXndnv6qExkAaGzWEadqQKo4HsgegIUhOrEW68iz6Rh59XdNXXcsrH6qwXt4a37mpmKJJTLmQJS3osId33z33xC34211kOC6HihOPPPFGDAVdTYHvxanZWi8IW9KtY1V5rJDVtqx6rPIPvlZlZiImpUItGtA3Te9ay7EgJQ+FpUao4+f7irTGPWl4n89ea+Ka8pnkVfHE/44KmS9kmJLFZHF0IKNQt95N+SvPfKSHvMjw9CLzr0vM0S8zHNxOI855Y+dzk8tYv/TZnLxD9pQeRjCmLj4fPXje6ty+h2FqYJThlRp7ExttbI+gG77EEaLXWeHcwdSYK5i7aHxpVqVPg5+Glud5ZDcbXcTTkNqws+Zl+sBabsuc6Z1lS2ouNsv1D1INiXyuggVfnjoZLbp4/UZ87/Sr8S/vvY9h91nqv43IgjUjmc/N8LocKI2u1wXbAAAUvsWvAHqjuKU4+Mz9esH64Z9inXv8gPda/zXrLfEUnDXKfLoJdY2zTtZeSFn+vz4diaSixXsxr9DFAyVhC9VJJPH95Re+EOcY9ml3wdg6QRyNfEhMla/G/F2dHleDPJMPNd3e3hSETfgCmw2ONXjWxrFeZoXPDFiZUQP2xJxzopXcpru8MpFLVGeOauPbmr81/tLYKWWS5S2PKlpq3uUzEfyedNeapEay5lrzvW5IiT17kZnnNcA86tns0uClePqZp3MKJGEpI+PnX96XeEkjt0nbOvjqFIxr2RX6pcJ4Nc4ir+bH8kq84kucrXkmnoTnWt8n7vqZzy1DfocWeUv5ZckkbRW030FcUvVa01q+F5q5B04FTdR3cCj570C+rap0fTF+zImzEHTmwgsx88qzMXfuJPvnX422SVZEL7LwCY6m4dUA85Rs8l3FUfvGLoBq58zv+bMnYwHHGh24pcy+Z4tGV136rpL+5qtn47mLQ2Xxp/UqCxyJAcjRKReVKa+sOmUOl762jfpMGYCEKSa7PUeFmNZJmjCjfOvMYWp6uOpd63VVt7MeV+9yjQmrwn9y5mycnabRQTopfCkE5DYbEzJqM7weB1KeXg/oN/q9VqypXWpKWtX2IuJIDkAt/nhlRSgBSWuEZlhfNj+/3n2BFnOpWDXe9eLViZYKiOFvPQAAQABJREFULVQJK/AO71kfuvBm4yrktd+b6SvVOsEBq9OuoqSqWMFbU7qCz6Jf+71+rnGsvdbfW1xTaZSRAVWO9Ng7tiJnOnwvpt24KAQMsxXep/LbAmf1NUEaP/BOpZCVvcSpy9WUCq7XyludTgWbCiYjVnHr7+XqEY2XBocwxM9V5VFVmRqMWCX9+kVtqFaeW+evKrEarCInW2SNfK98fGN5E0mB9E40pdrUeG6+SntTjIxWfoQ11N+91pD1twKxOn/1u3fq1TpZ1ctZzsE+cyrmTz8XbSM0mqc57WiZ1dJ+rozREsZQP+tu1yvc49mpCB7cwcEijBzqtiHr4RAa8RkMckyMsoLBGBXfuXVI3PIU18vXr8a3WSxVBogBy/qn4dTYllDrEiN5OlgtC2JlbIffuhy9suuASzHcLCCcZdFWboPik7jNTxpW7qkzOf1GvjowxFfGp+LHZ8+ShhqJvCYJxjGlzfBGOLDBh6brgiyCUuZeLWCzVn3zkoLiTX7wYyNkTKPwVxsIZarIqx8aoCs3oqqFbuVt466Wr7LYqahhjUqpAkZuFXgvnaU2ZLJO4Sm4+a6qQHWb+R//yT+OPXivcWgUgFYIM1M5uFR/rq8J74OZq6/lqeD3ndQ2InDfFHidtq6Bh2+C+ldnvhmcZFJBCMD3UhxU9A6HxvjGR8vOfkDOX/MsqpWw+qm8X/3Op8SbMXkSJ/dyv5hG7iQigcib19cM5p8/6JL12aOX2DVB/t99912xdw+LxVwdmzAlfUEz/cajTwUkaavZvwZn/VhgjWy6xMirOPjna96at/xa5y3LzZirQyYlTxppcgM+6cheGb+tA99JIP8KEuJxk+ClLJMGYUCQfwBLk0H8v1vBBiaD0TBikdXIy6xS9rzeNhcd0uN0oZorhwsPMViUgUPCHoGo4V3AxWQb88gc6hydW3fS4O6J6SvnYunapbTfTO7EIm4wZ+Y4hnD/iejcxdam3EbpSuvC9+W28bg49KOYmb/M8LOL95QR5qQZ1shecQoBpaI8ZOHQG85Wb6kpNpBZVpaSUeqAssez8UlfednD1qotE2w35F3mJ+XOsgaH+BnazotyAe6fnj4dHz1+PI6yENW1BO1L5ETQ3y3heMu5LSXzlqP/miMi39lkSwFLdVURYHGvU+SVnlDR5h9NvlS8GcN3FYoKQ2IBdl18CV6nBfu0WIm7qgTr0VHFy/Sa6M9Ti/xW02d8/j/z9DM4XL9R7U/OyDf/SKf5IQ8WpJU+65vvDVYS772WN1x9fo1iT37UfFGR1PFrDBWipovp13PIObS57LmmDG+hgDrc+sB9DuZRcxMua7CKoDSNmlA13dq7Jn3/gcJ81Xkr15K3kna5z4Qyf01o1tyaixIn76ChGL41YI1HkmXIDSXong3vK6MtDvla0+I3MTbKsfruq1ZBvpahRPNX59F3Fc4q3438JfZMoRW6ki5fxOk/aavxZmG0jpUwcjnjSbP3icf4RaYrjA28dR4TOtMRlifStkzfsSHziMQ45EsrunPLAGdt3x3Lu/bGNHXPdcN5zKD858+RYFclt/WwFXL38eg+dl/03Pqu6D5xf3QdvJ39w/tigbUUPYfuiI6B4xguesgEdwx14xdg4cKpmLv8Kj3lOdFlQ41OJztGxmLb/PNxdNtoLsDKlVrynhG0RepWMddEAZb/BJeAVXUty5hGBL3q+muC8GND2e68NG9nvns3ri9ZVl8+88mF0EWWVMTg44AJY3WQ7mX2lz92/hJ5AAhaikCU1AuCzd/X4sAG7xGvkJ6rCatyTT2eYuOwD63Nqje5VrAyNhrCFcQ1XG5Ix0CISrFrrHDmIVc1UsnKwiPj8U6gNSFXJIugwpu4PVQ+FZHAFaGr4inJhQ63NCTepA0g007BxihUFemnP/1pHDtxa9zCoi36YVWQmJpyX6EiyX+dN6+JNyuCw1RWlhLVS+aHKpktEZ/Lp9W/0CRPElY65a10J7SV/Oa8FTwoHOKVPLJFgu1lF3/yQ85g7YijH/lIbkXM1ZbtOEoxQsU/CWxJB2+dPyvOE7zyl4pA6JK3iqQyeJFax1Z6wbbyW9Prm8K7xrxm5rwaMDfP+bz6R4ceJ0+diicffzzuf+gh5trK9hASSkCprG6hUb5JZ/njgezV6a/Gmx6Y5G8D1vKgPJPXxKnIRVTTMpdyEP9qPI0n4hkyb9CUZZy0iMu8GdG/OpflXrxL7HGVHvc2+73UDm6rUOgSd0WvaaWc+q5gLaCabNJa/bJG89t/Na+wz8aSfF7CAM13sEp6177ohne6cZ3BYc4yjmu62MrXtm13tG/fyxGI2zn+kG2TzKEuKcTJH3gJpy21JVYcdxy5g2HqXrxuvYJPag5fEB+ytjh0Bicxk9F5+C6ca7iPfZ4jUvtjN4423jtwJkZmt8e12X3YT7Zwgq2Uf5YYmC3jEnIBmOUL7S6WnM+h8hWpKGZY2ZCiNrZBLcfdF87ExWMnYuLIcRqgyrKaSBiCQu8t15RZcD/26ivx0VuOxH4cjNgosdG9Gd4YBzaeIV6RncyBhkmHERqq1MT5TGVAqBVW+ioIgtlYp9CBp42JaDnEUmCL6hW9b0u8OtkUTXsC+c/9yS3w+oq0/SYGaZCefC3alkElZfr8ceWHUCqClcfKXU2u8LY9/vAP/iAOHjqUrWrz2SpkesRNvJnHig+ZZxOQuqpq8S6nrqQXGtLPbVa6NZhBmqQQt6bXvLmdS3yJek2UVODQ6L5cc6eTgXmOT7t+9tVo78cZi712FIWYs8zIrGXq/Gvmew2++lFYcWdvTf7awwa/XEvOVYWWC/i4N7f5ZxwgWocKKmVBODiUmSplcVMc0OznMPQ777onGZnwFZApWHa5Ktb0lYfkA1CMCiTHKhrX4k24hKUsUh7ME0FaakOWOEUgbSVvBXYttvJs/MwRvFLO3G6SvOF9KzL8VuRR+FJ+plUDi894OSqStKzUI+VHg1vS1NAXXmjQyxA7L96RITmSfHGIV13S3scOAf5s1HT30kud45AHdjws5bveUnfkiwIBfFXSWaqWtdxz+Llj/zFsNcdF0AsOcCgKusRcxgvXHKuvOw/cEe3sDe+YWYrts7vieOez8ZEDr8YPLi3j+5lpLOixTKwv2XDjWrd6F5AJKl0Wr+cPz7n+BPhSwvkaKnhHnCLHS3GCrVnvevbJeBqoyX0HWbjid+LYE864XKqrOZueu4Bnrpfj4M476GtYd327Gd4IBzaeIW6iWuca169fz32cioplrpHKeRS+TY2Pxyg+mdH8xFKoWgSkwX2rMxPAXgE2PWvRGlVIqRKlGhRxTMFhPGlmYiyu4Q+zrZXrRZNAaaUIU0kSdoTVk/Xq5mwF3kyLqU1P3AAvlauzh7xYWejZGby3gtYVg+j9eKGawyXe1cELOe9UAFf/Sq/8mMINpPNVU6xclDBJEOOqALDvZnBnCDCOGSaAWwOTEUCasLjkBO88XoJm8dRUsqUmuTmORnVynJOWWLixzEpR58N62E5x8D0Px8iZc+AZi7FpvPuY7sXzMUXLuZ0W/fldA9F16Ag9ixYNKTPH3wzD89nTNGWTzuRLo6CmRBPighjdOi7N0mrnvnXezCB8QFymGUpbgmcjQ8CmgvTbzUFjta2vM+649WgMXToHAGnVfJP/NNq4QJZ48U40yd5SHGSMDF3iHRTWRDajNgJELKYzjakYUc4SL7/2NlM2S9QUCejVW5YyfHXoYjOmpnv5BSDpKQvTE9fjKkOdOt7QWDRobophmnrgKnXjSqVf5R14QKQ8Wk/8J0/1wKX3plE87DgMatbMiiGzyU9P35bowdPcOzXY8KqLyLKyTjmUu5BywIEnOzBYhDI6AkPYMSCPir5JLtXFmwbToWC55377BXjcxeEQHRwOMXvppWibvpEN1xQHVmHPXcAZz/xtMUe93D65Iw613RZt3a9Ez9GF+PHwbOzuwYtWioB0lZKh5BP/AnKQx5Fapvbks/yAKSQljPv/PS+8kwSXaUhuhaoPnHshdo5fjx++5wMxfsutqWuZAi5yiu7RE5gZ6m67Hg8McIDEJL3/HbeBrzLa1uPN8Loc2MCGuPSauvHKtEzFTwVFdmpD7L64DlqPXW4kp7dVhkFaFDqCsMiCinZgu/F+pRtGhURIcTVJIu8QUgyxeLsZSurIo8oakgpsCSnaInBxA7R1s1ij09Yi+FJxrkh3FYMLyrsT4e/GQLlAw2f33Zp+OUWlgKa7TrYOfOlLX4rPfP5P4oGDnNqC27mWodLSs8xfdvf4R95q4iptkfksmc1e6JQ8Y9isl2GwVsq5ju5ilJkJYfG1DF4XlolbVGuDxmrGOVT41d2L1zDmhTtpSFBC3KJcSFNXmTo1aN++NRZ6ezDEeOzCzWabdBi3Nm4N5CZG2ZG+yqQHGgTJ3hlvpCQVlHfSRit/kfksHaCslzdRC6pvbN2CLrB6tQd3o5m0uFvkrhP5e46tSydPnor/5t/8G7ycVRMFiUiMJX0X8PCfCby5mGP5aQ8OERplkVArPxkVWHHN04Cz3DJtM9TQ8gUe3Zz5nGWYcg4579U9ags6hc7ofJtniHRhBlhosKdbWhotSg6C5/E65xat5C+gBaqGLZksjUbmQHnt3lHLkuEMslfDmXghoGy3K/Gk6Z0XkD3LmoyZfyVRLVJt/MKQFdNnYci30rAqjasckyKucaj9ueCLJhagwKlLYJs8btu5j4YsntQuvYhP6tF8n6NNNNzmz59KVtN/jt1t99JjxrVt24ux98hoHOi6JXpYcL3CfZBBg885d4vc+9We/LxiwZNvMvDQ4cgVL5AertY75qq5v+valbj68gvx2L4jgS9d6k+ZArJxYSO2bflGvGvvuXhw23Ds3MLRrRphsMufBv6SyubvOhzYwIaYIkSJ9G/fpnmztBGgUqw+z+luj95a/65d6f4vlXGrYifOAnMuE6wA7N8xwEkiKrJShYohXuGM2PUbOzGJyz9cS3Z1YSRWPq+6s9OwjEediXHw4gKyC+OSYr1uhGXwSgN4XTUJnPPeRVRLZTF+DiViGW658+7YfeBQeHiCPoZbB/JB/qbo3fbhB3kLrvLWGtfMU/5kMyH50LcNF5f6br7J+JmKDQQqJX+6M+zd0hf9OHd34YkWq1XVcih6Bl/e7Rji7bv25FCcAwTTNHo8faabk5i2b+UFODvxwjN58lmG7nbGwH0PVS4jW+WOtDSYOiLg37YBKjhElHIu8PW0QS54ozxUgXP0vPuhoXXeku05QqeD+9mOydiW9EKa+avkq5maLlwV9uJztwvf2NvpweuSkmRWAgRh92yTZe9lApmdoyG1bac0CCbzV4dUUeRttvN6ehzbzmKfZnqN0cibiBn77phghAQ56AdvKzolynKzfGaZU5yjQbB1J/JO468YYvCsCdmAcsQDr0vKpfOM4vH9ShZ5ttcDvXM0dOZwOdq/C3/iwK7AkC4PSke6uFyTzjvpMeW/KtJyqX4bggkj4J8cLHWF78hEgZJjTjLUwWfg8jUQFKBwTgO1b9kRvUfujvm207GIP2rNol/b6Y7mKAU42xn+3d5+a/QN3BlHOaBhy/yNOGeTQCQIdL0QVPQ5NO3wNGmIaTY7GaaJXoUgOzIdWcmNXKbZuCHQoGPk77Yrg3HyypUYO75FYKI5XYXXvBiLB/eej/fvuhD7lw9Gf/cx4phfK5Q5NfXN8Hoc2MCGGNKRCXtUKpgsT+/NUZEfZQgd4/fqfYtCzyqBYOfmc+PXXTtgG7HAV9ejAqd8IqCZ3jqCpD4Wb02DdLRIX3IziKvxp+bmP4muFlVhgObvE48+Grv37MVPtos61qEB0PSVbdpJT6G7JFh+MyY/XlUOKzSYPyKtE4QvriKBo4LWdLWkhQLS0XseVUmPVBbPU0m3HT8cvft2276uygk4DJnuFK3Ei3ldnwbLJOmVlszjmtSTKD7KV2XAK3/my+t6wU+1PCTefJHcuSnKPH6j72Z++OiRIxg3vRMpjE2hpjGvCmZJW/wlZ+vQkeUlvSVvRGwgzTs+eM2RnuT/St6yAjSgV27EZVui5kPyIpWrmG7mc6kbTXhpXdrPzfhWMoMtlGx11njJn2VRV5gClbSWdI1TvfwduKxktdz5u8KaLMk1DKnfyZyE9oZg4ZU32RzicbmHw2SO3c0IUm/uL84iZH62zUVzfkfW2uiBbtt/H77btzFi8kua9oywZMNJjJRwkkWDlpa1h6u0SxzXWaeRMn3lAjhe65krC7JQk+9sNmioD+Bw5ATD1E8c3O+wCHpnPPb2jsW79w7G3VuHOHpxW+yLu4KVYxzuguyTblmrrYbbDK/HgU0uvR6Hfs3f697Id7/33bhCC7Qjeym/ZiLeQnLWdytf7TjAPYkdLFbp5ZCHeiTjLaD9jUdxqmCIdQjPP38yt2n8xgnaJOB3hgPYRs4Q6Y2u/beykOvOWOhwOqmsXM4tVDgD6TlwK6uu+2ngYk4ZhnL+N21v/tqo0mDTMHYdBsY4G2qObrjYTk4CXMNrjG2ONqwxH+p2Zzfp3nXpbBy8zGKsnqF45ODL8bmjz8Z7eobj6PzeONz+YGxZ4kQ3hrF17ZkLDrKbYSKb4fU4sGmIX49Dv4HvVoazuI2b5Hzdqpb8Bqh440lmIxsr7BaHUqmt0dzxvKyzex6t3r+NoQOldfHChXjyiSfoSFhdSg5/G/OySfNvFwccDfFvsb0nOvffFj1uYWJaa4l6tdiOgT5weyxvwze1tYuhak6dYKG8la30cutREBdpLeRUgourrJYdMedaGQ0t/xz5WuCvnZEOR0RKbfVLMcvWb4eoD7FQ74+Gfhb/fM+p+NDAZNzasZ0Tnx6M/e3vZ4HXXmCAxwgv3LhMz9sB8M3wRjmwsYem32gu3kFwyrwC/Cd/8vk4cpgVxQzfbvRgq7lerJTKA4JzYBbdcNNQ7kbPzBr6FuD/3ffeG/v27yuetdZ833zc5MDbxoE0lBpDjTFGcu+B6MaAzl56lTUW23ECcpBtSDaA1RFMGbAIsxwoQRziWhedrZ3H8M67IFLNoiXGMM+wYLShWXitIxANbpph4wKd9rfEyqmIbhZpbX/5ShwZ/3AcfPcfRwzR8+UoxOzNpeICI/ucF28MRdfAYVxxr7+wELSboYkDm4a4iRkb4bZUAA7mZhHYAnOSq2rERiBwXRpsvUtuXYWt2C4Ycb4oq+q6MTf6B3QdHXz6CrVm2ugEb9L3DuEAgofQaYrtX9IRjo6du1m1zs4EDOsiw9AduRah1Lk2DHGujib31rh6fGoaWFfciycDc7wz+LJP/wW8sH7iIRtjbFoG667GvMBnr5kPbc5Pjy/EluV7WDz9IOtXRtheOMkhFZNp8F3x7YD30hRbI9my2I6jE2neDK/Pgd9uDfn6+XvbId6MnL0x2AL11a9+NQYvDzJH/NpFZFVxFLjUoNe3FG+MhjfPtsRLq738q8ix6idxbx5fIwaIW9PcOq+tYRvYGjfFaUHjcd2bTvh/8uTJ+PrXv4buo8fROtlV8d8oDUZ6fdiVBF+flcIW+FoJryJs8+G3jAOlFJVVtYBOYrxb6tvKQi633ZWBZOUi936z1a8te74AI6hpwjGos8jwvIa4tJRzsZZD0x78UCSGXjOdWWw69bWwKEGLKIksDbPA7ewk8ezlOfFz7dzBmekQYI/dVdqaYnvo8/jOZuN5QUbEBqrqzeZlNQdeW8uvhv31PK0qsSIVvkoFX2vBvPpWQeUft80rRdfeK11isl1Z/mwbKoRFQIyfuOjBKYgKmcM2dYvQr6uDCdpDYsiHVcJFeLkmntWQ9ZOfZkG6mCtQrSI685CG0k4tURVmZnwQ6gff/d6yFcja8RrBr3M0OwuY8X3jlRzxV1wjuk0K+lykAWC6ESmZvhmzPDCeFHLv/FGai3zpfYsAA+ZZnGVlTp6xqjO3L2T6pXx4AV7vbduLx49yeb1QYBao2AvkT3yl7IT3WybGnSUrHugFbv51muB5NBtRFuGD9CYtkgKGVsFV1Xs5fONODn5QrjK5GjDjlZ6KfJc+c547nNZDWMflajnMJn99KV/SMWBVduaLP52+oOh0jWjZyV9Rr0VvgyeP56vKb072JJzwDY5X/Ddl3gOQNUNNblq+NR+8N1a5J67P5SUQVb1JuBpGaIJ4ChqfNsOvzIEsILBkKRW5qJ8Uebi+hK7IquCjq6LZ926BFZ1USmsK4zzbwd7vLCUklHKa5wCKaf7c66CjzY6cAitD2VnbKpHwUo5V5a2y1dcXXVu3sHXKNPCktxvvf8xbW/5l9As4I02O6sGId8peOb+5TFNZj323KShwqRE2niGmfCzUUrU9KiC3wbNfjbYW1EqwS/DThHHNIkUY8xsfm6/lHoQOKxKjuFWkxUbrMP9cho+Q6mhDF4wK8SLPT50ejCm2rdgDasDWcbh6AEAH+0sXWIn4xOnhGJ/BXBBXT1wt4XnvkNGTrw7HNKsbheUk78RjC1Z80uGRYsb3uXPXMdwU0eJkpaO94pZ4hQP38xfHYpAho07921K52vWoBB5xt5tOe3d0uWqSfD579grHluHEgRWWrXDq8CTp4fupCyNx6foEaUATONvXyx+8eOnytTg7dCPpMX7SAS06hHfltys6dZQiTxcZFlvAu1jB15pn8qML2Fcuj4O74M28ZJ7EWfhtWskv8F++MQMvrqVzlZZ5gw4+MnfVGeeuTcezlxg+oyyynKGtVZw2+Y9j/q5dB7IhY178E7aNHkjyEZw+d4B3eHIunnyF3gD35qEVzqSZuMNTS/EcMgEQ/8WhDCDx4MotIhkfRyjwYWRqIZ5E1oTxWRwFf321vMEBb8fpiDxx+grDgriBqGCTZnjUZv6J6x7t/FMloriz12W9cs6R+uJwfAf1qlytc1Qj/tT63sMuvvOeB1jEn7Cb6lUO/cOHZDwFkNa3Qo+M1PqPz5ZNm3Wt2h9sSdgmtWynkYFcnJXWuTSsdAI0oSxQ/l2817d0boWsia+SrB8BxL5jsPt62Vffn6+ztO0V44BEnZ3pgSejMq22cH2Y9G1gIk981ygbqmZb3m/+FA5suDliW2cGC45uS9y4potLW3G0pBA8xIV/rPKbX6DBNRHXRkaUQKFbBot+Cc9aM7TORkevxeD1S3HqzMXc4K6AZHNfIcvYtBS5nnzxQgxPLOJm0k3r5Usz8hQnJH+GjsXzL19izcJ87NiCFyNbogCujWElsZf07MtDGMG52N6np6oVqMSXsbgjL214fPrSV74er1waihMcLebxeyvQK5TYspVTTz33Sux7+Xw8eYCj+qgIIOGv8DG9+2QUh4/aoeFCvDg0Ho+/gKMAO0YtQsbBGDx3ZjB2bB2Jp1+5TOe1ALeiQ+9ipzDwXVTu00NjrOosbv0orgylk0q+KEPnkCZevc7Q2nxsXfoxeG0h3xwsUQ3CCxdpWTNKcGlEObCymzcqO/wTbzaxuNdxxasjk3EDZywjY7i6TD6sxmtLP7mD8Thz/lLc4BzV68zFu9aldclpDzvYuvRinD93Lq7PoNzcJ1IoKAonY9pchDgaO5dHJ2JwaCQmln+MYlvJW6G60OO9BuzK9ZkYGr4W16aJWylV5buWIO+Sh9wM0Xg6Pzga0/M/KcWbqMiN/0GYcCJmYc4NjPbpC8O4FX0surGSllw5Qg/5hlf7tvfEw7cewpgzhIjXNl2Djl5BaVKO9nxziFGlD1LVaipQcC/iJGRaV7HDyAP85iepKD+lp9NN76inUtRNHzdv/6E5YIGnMBfElls2SCvPa5aZ4zP6lZ6iMT5n40uJzX3IDFfTULyOc6O23JiBXKAMRLduUMhMEsc2LhTL0RJeLLXhVZBFYzMs0GqfmUaui96xYTY/doVTp3D52buz1A9QaJbzV9nxdjMkBzacIdY41gLhUF9p6kmrYmTJleuqX5RzUaSZp1U/qgqVSRkyVQEikPp6RoASnwonBbpgdKQnXS4CgxY25ip8+YBQll4AsPQ22xD0Nvb7tanRC4krcYiu7dA70aI9FntP4FaQzamCWctjKlTetmPI9h67PXrwlNXWAa32ZlvQkQ0J4PVH3Y8/5PbuI3j7KkZQ+MKTwk97PLSXYQCmEHrxUg/eUmlWiK3uVMb2OJNX9rJYYWlFJSOt+GFLfFleAW/eOHKp8LtiXfb0NcHMGdnLXWY7BsSiOPrgiWaiFY/hWfYOoZU9jPIXxpDbBrfSqPuU5gLYjg6cCahwLAuMoGgru11lzNi436SRMXHtGgaFFZ8PPQD6oh5yGL+CbFzI2xa8eu12GxbzY22cHmXjrd7vrT40Ea/SG10cWQcNN7lHrWkRvPq33InxAn8bvZjSlgQvCqrQQc5IR/TZS7Ws6rz5Kb/wNQHA6ZX3eYgD5+iVER54h3E1PacBrAu6MbQnXc87ZmNO+pNRXkkPuDK3zwMh4+e1wpWlIFT1ncSLf+r6le8laDO8nRywXNQjJXClzgb1T4c2jLFk/fBrDkE7CpdlzAviuJ1pnHqtzrEG4hw20aAhWoY068o9XvnanKMGcZa+N704Htl5MJYun6HUwQNSk2qbw8pPXgeeAzEASx3cEvvmy41niKtCtORU8Dt2D2D0qPT2iBU8/mjkpa/gxaW52LlvD4oFIVsnKKwLtPqnaM3v2bUzDuzri/vvPpFqQlWiKbLn4tAxpiJmFpZjZ8dMPPKPHozdO7Yg1DcjVsdriKfn8R7VsRAfe/ddsQc3kEybFFlPCVXepbbQi4Os2Nb1M2BxXblje4q9wl3UozSgzIynBIOHNmy86/47444jnFkqkRXOZmpS+fN+d9d8HD92OO697XDCFqVcCNfEiLfduUZawzs7cVd327G4+/iBpLcZn/dWGAlw/+x3+5Zj//7dcd/txwsNfKnrslB1kBff/XlX9FHZP/wQnoAw2ov0zCTZopuil/p//8c/j9Onz8S//Ff/Oj5wq5W5L2751MMxY3oCrg0Q0gkNP3ryJTrEi/HIe3D3x7scPktGQSXEmFcd1evs/tmXOLZtZDw++cEHspe7FmU+A+/I750H+mPwKvsiP/awHe7sXbeiw7ydOn0hLjI68XuPPOQgzQoYuCRdcuyh67P51PmhOPl8R3zuk+8tySWAHAXGe6/mg4eXB6/Fiy+ejk995D1Jk8ZSgXROri7DBfLF+tY4e/FqPPH86fjMJ96dZjAbqZl6QZr4wd1BPRm6PhaPPd4en/7ou2n4kNkcOlCICLpJAt8y20wYW8e95TS8WoxdbM9yGL0IQI1T+RWcX6LN4wrTdQMDnEZVCPbjSiBbWfbNoz0rXzfv/iE5YEPMslG/+KuALdHI78C/uFpF71vKkg27aRqmC/iuLkPPxEP25pnCuI5DkMRA3Dbq2GuFHIECoH8PcoKnL/cd+07j6oES3Rz3ODt8ATyenVxoaqeyLOEW1T3FuSKbdGzKpTBlYrzYDMmBDWeIU6IkzfIi5OAeld9KruGyH6k5Tjd7KIj0yoYwrFekCWuPCmWzmGOQCAfGVqFUNSnOCwpOJYgy5H333B5bnQPGeK+Ll4UK7qv7wH3HYhvD0h4s4alDRYNKOaGKXIZQ2+J9dx7GWHFWJ5Y13WNCdxpj4uks3ixbSZybe/fdR2NXfzcHA8yvGsZOvE0/5u/Ywd2xd1tP0luWSWH8Vbjit8IAv4hRswf83ntORB/zPAvr4NX5vMNZ9uDfdcct0UUFnmdVU7a8LYQWvWgNx73H9uc89DwtDt2S2s72t7unI778xS/EL3/+RLz3ve+J/+N/+1/jf/7kR2Nn3yEWS82lYWvKzsqtZQuPb9/LfJSKgzLzJBvzZ4785UP+ep0ju4d27YjdW/sAk4ZWisV8yZMuHOUvxM5uzkZGJuZRGBZdaq4VCvJOY7+Hodz+jgFkDjjkpJQduJIEZK9ETjt6oJ8GCWVn/heFTSwiL3c+Omwoz/bSye8+tgflRT9CWNLKYWCdggpTgNkH2ka+euPdyI9vdQ+q8Sx4RC0/+JJ48ctNL/g9dzD0TGNIP+U5OiA28JADIyD/XJDfkifiuvimrhEob+tGpsWvYyoWaQ738yHdg/oueWZ+ACZkfapfllebv28jB2S75W4B+M/5/3YOUUm3wKaLjM3zN+7BKs4dlwh5XeJQm7FuerbIhI3LTuv4a9CqwbVGbdnL2ccY4ubg6MrC3LQCAj771NYxaoDD1owiiVhRSZ1LPdXxDxWPN5UANSP7Hb2HLRssUDYKREMoqhuLLG8b31P0KljvCQKt+VPQSnmjTuhhLyKYGnOVub6eyzCgAoQc8TfMsXu6f3PhVQ63OZex9o/41zhG7ww9mhm2FDDtixJyOLYow0RGHNNB7BLP9OxibGXurJMKYA/OtIsGK/PfWaGAncPgXLwyRn+4N2bxF1kfM3YTDeJPpdcee/buZyhS93flXSpZBL2smC6KWKU9OjEdY3PMN9MaLgeU13mDoDqPyZnlGJuajas4+C+OAMiGvTX5ZZr5V8clTXja1dsfHVR4jpgvfAUPgMmBZ559Kj7+sY/Ff/vv/n0ayWtDLDpi+R2HxiXNjbRrGrxaPsTvx7gu2xjAUGUL3LfSAYRn39JPIxkMEzR5tNsNFs5NcRSiA/E3l59l7pyphzJwBCOO9W+Qz1JuklvnaYUf4ujuxotRHwewj9F7JB1xpxHkPvlI/ikAsFJ+jDrMLHWlbMyx4E8zJr90+enVNHzr6EkXpy71beuH19OZHyjgKnX80aPJXGIBxTs+NxdTyMZZZG5sCpVIYyK5K07lzrjwRWXZ2d2XMnxp+IYoZSXfHO/hBmwJbb3I4NXYfikhycw4xpPPvK/+SjrlfcaqvguXMBWOzcvbzYFSmhZdtnstXUY0Opj3zecsnPaYcAgancMQxkr5UFjLjCJOAavP6Unq9gJ1yPpVh5W78kZ95eLE/n24rE3dWOqg+q2DRv0C88FtNJRT3yELSm8bh6V0ctCO8mnHoG6w1vJWp7V5lWsbMLSu06UF5bcMlSLxUvoDvFV61vypdIrIApgaRgB7H743+0AggM7DvcIq4W889nx894lT8dhzp5lLVHmK0x8v5Srbhq+Px6mzF+MbP3s+fvD4S8G0XIFDERcwDZfEoaC5fufnz8eFkTGm+VTiCr3gGjGf8yFXoV5guPRL3/1lPH/mclzmHsKSTlPOFYjAFnBoxgDMIuBf/P4T8X2GcB3KN0hKAtH7M+9uW5qhd//Dx1+IX7x0Pr72wyd5tgEgVs1dEs+VZ2CnMcBf/9Hj8YsXz8QXv/NLGh1T9K5KU8G86yKv0IJSh75XL12NP//i9+MZVpt3Ov9o8ok7KeFIt+6Y5OQpT4maYw7bBVA2EhJEWlsERwZs2f/w6Vfj//n6LzCw9F6zOCo6iFziU8lZwjvKoqu/JV9PvHop/vp7v2CKAfwkbw4NwmraPdDeaYJnXx2Ks1cn4kvf/2VMTnNgI8DClr/Cj2KaOOydObG/f+Zs/NX3nyLvpcqY/9LIq2SEmPL/B0+dju8+fSZeOjcUs3l8ZeGB+Sl8NhGJ4QnHDD89eTHOXb7KSK94lfEyWZGNqapchL109Ua8xPD4V/7+qXjuFfaXu8pbjEUYiGdw/rs9nn91MH7w7Jn49uPPkc9LiKDjPOZMHkhPTUuhLT80fip68xnoqpyK0fclNBZUicn71Viqjw18mzdvBwfkeTapuCl1DVmg+ndwHrSLMg3K+zjG9hoNs1JGlo0FpiRipGk432A6aYk6WYamUgMAIZx6wbLmKVtjvKExuu3wsZS5Rv23PkxztvfEtcRdN5YXqOM9e4/FMg30lHcEWlAbsIWYQhGRNgMcKCX2W8GKakgawcgiVAGlwEi8968VimClIkaBesqICqneitJtSxIpmZ6ZY70Dy/O3bo9xVkKn8lRoMU6dzoPwp8K0T3X74f3x6AffFVu7t8QRThiqFZb6VCXptiP7LM61PsXK6qfZ0rLEQgr3uSqMoIX54KX2eIZrLuIC/wy9OTrPcejAnjh6yG0B5rdSzgnnFgWUMHg1Hs9hWMc4rtAhUzfWizj7UMB2ka8uCMoeK3EeeeiuuP2Wo6TBWbzAZyuZHr1bjLryT8ULXeThA++6Kz7+vgfx8DUZk8BngxqeJx+g3AVPrlR2uHKRity/ozsmmG/UkDcbYY3po7/3qfjWt74V/9N/+A9x7MTx2MsJLmX1sapk/aCC6OvmGDaUi8PjGsGsyJY9/4vpRPswJNYLvz/2j+6LD7z73rjKqmnhO2joFPzwJPmiUsl+eLzv/tvizttuCUcqPJdYwJqW+qoC0rieHbwaozduZINGpWIDJof6LRueXWMgQdLjEZrdrFy99fih2MJ+S0ujBL+X4DafTvJyisbA4ydPM2zowfJ+syFlzzVNbAVMYYD/nluPxPsfvC+2MQd4cC/HaCKDqkrLtqRcKDDSJOXQs2VL8m16GplupFxQrv6t6Vv9Nhnsq/zsT/kzD8pI47u3dVgPVf198/o2cED5U3aZSkO3zNgRYEjY8rHBP9a5JcZ6t6ZspkFMCvhGGY7TEBzlLz34EdfakuVL476Dv3Zw1SZCEe/kNLiuQwdJR7kr39pYa5C9YRr6Ri7GmxGy7QeibTvTOWtkIkXnbeDCbzvKjTdHTMHZaDKk0kU8qody4TfLNiVmTSkXyJt/kQYh05wpQAzHTNELunL1avZWFakje3cxdLw1Rth+ssAWlQ9jtHJhDopukt7YldEblTlkAdOurbGzvy/OsIBmnjOJ7zlxIIVT6R66Nh43OBPXBPt7u2Lntr547KkX4wDn8P7wFydjYXYmHr7jMIZzie0lczF8jfTISye16dDAdnBviwfuvS2efvks22CuxB9/+KGkXAcNg1eu5Vm3Kv89LCRzT/KL567E3czlTo5BH+9V4zPMkV5iT6/HF6qmB3bsiF3bemNrb1s8f/IMh8tzagvD0zYoXGN94coNem85mBQ7mYvcR/4O7u2Jv/3Bk3Hb0YNxcM9OeKHih4ah0ZixSwnN27b2xL6d/XH3iYNx+uLl3CKTjOYni5CfeXreH/7wI1mW5y5eiN//1Cdj5gffooKqKIRqXYZ+72Y+/SHmtM8PXQdMOBsVKh7xY4bgd5YrimE7dDs0/jc/eDzuu/NEbN/C0Dc0q6TKFIRGHDT08OxL9jNPfurnL5BGLy4DaTIl/swW6RTZczvPOPuCf/Hsy3HH7cfY8nQ1GzBdGH2VlmmXHik3xFdZPXQncFfG4+s/fCY+95EH4sj+nfQ43BSnDFZGE7pnaGT85KkXYt+Bg/HjJ19mLnchHrrrGAxzWBrc0MnSJ9C6/pXGA0L63KVh5uzbkVW2qWG5LW0Z3U4+pUX587qVla1nn79EvMW4//jBRt4EWRuynHxJRKJnPhJpMyDvE84fmZipeM231bNp19/q93zaDG8bB2z8WxdyCobCcyvaIHMevT3d0euIFw3RMaZVZjgPHDVGRVDTWUY0gBHW6d4tMdS1NQZmGRHitXXLkrNe2VWpm3hWUyVscQdHLdLI7OGFDdqUF1ZFL46ydUmc/KVUdLHvfu8JVma7M2UzvBEObDxD3ILqLNz88WOKSoFSILjz77WC7Tz/KYupLpCgGVbzvcpeUjbU0Btcir27d7B/+BV6HntiYGBPPP3Mi/Geuw5jICNm6CmfvjCEZyPO+gR2+5ajsZXezhMvno07bjsQW9gX7LYhw8joeJwdZu8rKe3fxbwpCNrYtvPpD98bTzzJ8DTzow/fdZR1MvMMic7EyxcGGYJlGIc9nbvAaQ/5wVsPYAx74/FnXsbAL0UX9Ho9d2mE3ik9dRRv1y37s+d8Y/xGDF4bi8mJqbjx7ttjL4Zxlnngsxeu5DAwZMS9DD/1drfF5eGx+MSHH4ivffex7DUeGejPnvRFhkavTcxRsZbjxKGB2EHj4es/fprh66X4zPvvppKWCuZ86Hn2yN6YmEmmH2Pf8n7SUwG7EK4YDyqzvf40eFR8jQS95I/+3sckJSvwaRbPOVqQhjSNqpxbHVQJWVb03N06VQJvgXeFe1ETvOXZ0YEx5oa//IOnYwsL5953762ka3nQi6ZHC0jGy/2xxJynrC4y1PvI++6Jv/3WT2KEVcbHGdVwwVSdjsrHlc0TU1MxMT4eL7w8j7yMxOD9J+LWI3uSb9KYQ+xqOWBtLO3c3h+PHN0X3+DkrFHwHj2wi/RBxvc6OJw/RTnOIoOf/ejD8fxLF3Lv8UN3H8MIA6VAs5DKGxfP2aOdpLV26uyleOCuW3NUpvBEhaqkJSXkljUQSPmp0+fjIw8dRz7a4oVXzsd9x1lgs06QNxlIN/lUPYqxJoVMmggA/tSple8FPEuKLJbvFYrNy9vJAcqC6kjjm0Tku4JAXRvfviWm9h+KnsGz0cvHEddtYDyztISxINOI4hWQnQuX2MZ4J843uqmvmlLLvfxHmBGIfKZuzzK8Pbljd1zDwc8h1lcsgCsXOl69HG36mk7cjlr1RMeeo7HMepgcUQLDZnh9Dmw8Q1zkoFDOvUJTeh8KhSFFg6sf/XudkMoDiQW2HkbUaO7esTU+wdCy+Awq3XsZ/vv7J0/FOXq6D95xFKNImij03Tv74hPvfzAh7WUo9DfGJmN5bibuoCe9iFJ1gtchyvtuPRj338aeuqwcGFB6vneeOBrf+NZPWfTTxnAvW2ByhWpH7KMH/MkP3A9lGjqGqTHI54euxvd/+QxDlUvxrrtuo5FAuxRDvqVzOT728G3A2SukwlBJxH3wjx+hVzwcwziG2NHPUCh520HD4OMM05rfVJGwaZqe+FMvnmbB1lTsomW7E9hFeGND4f0P3l71MoFntODM5eE4deZ8HNi7M7772C/jww8/EAOsRnYL1AffdWfiLZUU3lH5l2igbNtCS5nhapV1u0PCi9Nx6Sc/4rErDn/kkZhz6MpvgPjd+9eqokm35QLOnSgXe6HKAj/8ryWiSIAwF66MYCgH49bDA/H3jz0Rj7z3gdhCz0Djko41iO7Qtq18h3NfPDMYQzdeiq30jHejNBw9aASVCv81zHsGdsQ/+/0P5UjHwDZGCvbsAJaPBIf+lAXGlrnSa6VcXj53IV69OAI/euPYkf0N427vn/+UhyxjERrz5u+685b4zt8/kfO6ypdbSCzfFB146sLC3JuMzI0MXQvWg8ftB129rbl1QZpy7Zy91bjQ3w5N95w4RC/+xZxjf98Dd5Ouqa4T6m9kI2/NWn3PbdKS7woO+elfsxnO0YQajzkU/jWSXIeSzddvigPUJeQwG26ym7rRw7BJ3849MXjweC6F7BsejsGtO6kujH5ZaBaMdc+y4tkFqcMdW2KGxj9LSCs5QaqqquAIm1uT5pgbnr79zphhqmyBoWhlWYlb5OzhpWuX875gp3bhe7p9D17oeCFNRajeVMZ+J4HbRqdmYJeKbSMG3K8hCM6z1opG5aP6mZ+bjeGhS7H/0BGUNWKhJLTIhK30BWAHL1yIg0eOsqpQ5awyFlh1ojAz74py89V15oavMx/ovK/nz6ZAJV6NWklGWpTVeYYTr1+5EgPMnXQyd+dXe105dErERQyEyle9fWNsKmZZ1HCAYcW0RnBdfBoGQyrdTAxYPC1dHR6Kwwc8aYUtBtKWuEnBOVhjAitbdOAwhFek3r6e2Na/jcTAi8FcxKBqKPSoZPlqfOZYwDR4+Qq9/1255UrbY7oaKhsYaeDtVWEophlOvcZcay95GNi5i165PNNQaGizlsE3M0czAhzj9BztuW3FALWT6fnhwXj5q1/BQfy2uO+f/nMqtDSzXYcGy5m//E/RsX1bHP2Dz8bs/8/emz5pehwHftXn9Ez33PeBAQYgQZAASILkkhJXpFarXR30rmNDocNyxIYd4Q+OcIRjfXy2vzn8b9jrcKzD3rVl74bosLRLyRYl3jcBEsQ199UzfUzfp3+/zKfeq98eDAYA2SLe6n6foyorKysrK7OqnnrycVNVcGDnQd75PNtXlyZ55um+ZBVK8EpkEQDif5NBySy7j9cZ3e9nc9VBjLDkuTRNasBYy3ieBg1vXmUWem+2vPTiC/EOchhVQYUnnxdWUyO/8mA2Nn8d4JmXjxAE8DWofO7MHVHyzlnBMs/47zFIO3bsSNnvcortobRYmUDc5OfajWu3mDU7MJpUfsJrl4oy6baelMJegA1WZTbLMkuPRxhAugM7VymUXfHmwCQWFLndYLf97fuz7HU4wKMGNuowmBSqN9g3fI/4Ph8XOcMmHEY70BmVaUh18ADXkGnrt863Zu/fuV1On78gYxJdgGedzGRbxXvE/QrsJWBw//gcQJ6UDYXPpWkHyerJa1dvlb/56l+U8Qf3yhJy++eHTpU53LOiyqKv5hq1q0W27VA5/Nab5Ut/9WflwhJLzPZRA3K3xSx6BdeuK7yRgXCUZfw5TPD7wm/8Vjl4+Egp8/fK6pVXysjSHP1MWtjrzzL32KUXy/BU82zYjtFX8qKUwaGDAw5s9mhAwFBi8ywLOitVyaWO0BCgbDAUyyz/zeIhKWYNJvbt/KjBjVUUGbCz99lZyHMLDFSCKp0aIBWQRtnlQODZij83xFItz1E12sgZ6aaE6Df8Ig8GcgFhd2PWKMu/GqmYdWnYyOdnyjReXmPqy8rM7XJ/a5nBAJ8xU0bjIE6VmgWAwXpgRLdmb5a57aUyPnW8oUFlLgxU5CnocbDwv/5P/0P5+Cc/Xl769OfimewwS7/5elQaTfFLm8fhJZa3t3DMwHMjKOSnCATlQbu1HCG/NAzNs8TOc1qGEDF7zme6SbXGRQXg89UDdNpJVgfCRjFi3vL1KJbEzn7q0+XulbfYVDlXHmysMOPbKmssmT+4/kYZvr+/XPved/m4Oc4hqlKXJTVQSXeFP5hzNyZlHeYD6NYbWuuRLU6kaKwwTLTRBuXovGUIT1g+23Xw4XJt7PAUb9OOY7TVd7/6l+XKW5fLJ3i+PYPxzrqlVAgqbOSD38u4gFxezQ1x8j45wFGYuNUg4lUMStaW5sv64gqvUrH0HLACGIT0Rzvyo2XK2soSn4xbCu9iMw8Eth2EybOQ8lktusZjjEU+LTe0diLqRBIYfJ5s/ZqCoFXZ9lnhOq4oDwyd4PUsnq+DLxWwuTpDDlJXGCDOzNDWsepgOjSoRGPwIG7vGaCtL5UVdr7P3MOtLAOUiA8mpGwqD6PIgrvMB+H95YCDQNfRRhohVGLUY+sHD5U3VkbLqfHDZfr0UV5fYiWLgWc8NmBQla5qbU/jSlk4fqTcunixHH5wKJawt9ALG7xSt8Wgfntyijj8wmOg7zBB+fCR8wwEWZZeZK/K9dfL8PKD0MvKlxtFR07w7jozcKcp2e+gijIG4e05sGcNsYLjyNoZzjbPU33mmMKWhniL2eg2m5LWUZAx3CO9X1Cx6eDBXbrrzK6G2JWQWxFU6UqJhjBnTGFcQLMh3lDOlhkgoXPyQC6EP/JosMTLzEa3cqrG0F2kJuY8BhJgrYewYHclk9mteSzBgYBn8kUW68xGKmeLzObtcgnHyVB1I6X4kYA1Z43+MIY61HCZPbspFDuAwWBJ2AaFunlqZHStDK+nAd7CcEpsDJi5sG4+/2G+Hw5CNBrDa7zi4HNfAcGmgQv6GWSMsty+yrut0z/5MUta0I0SPvHJT8ZGDTujywHyfg3jMEzdF3mmvYaHJjeHLM3PlwNHGT2HUrfMjsCt3wB2E5M0rK7DB9fhgjb56+JsztCjbigLl7/dwb3Gs9fqdCMYGryVdgMyxSDu+edfKM88/QxevzCGmUBKpgdDmmvrrF9zd3Cv8y6vqxvSE6zgEFiVB57pynVXSRwkrmq4pTWRWpnAWCNcORFvwEYbk6zwkCeqyMFaBgraWOcybvqShly5aNApSxUzOGNHN3D6hZaGlgKu4B3nrBs8Q9bi0YEvuEdIachKBhWUyaCGNtyQv2xQZPQApHBW0Hp6BiPLnYPw/nPAlhrm8YWtwwg35EY9+O0375c/e321PHuCNzToV/O06b6jDLdxPTfsQEs5dDc0uifan9eL7r746XIGPTBCnJOHDTun543RMjW6WZ45drBs3VnmjQBeU5q7WzZvMpBeuEfr0w+Q2dCSvDM8doxNqD4mQdepr5WHQXg0DuzZXmO/1on5iZO4sKQuuaPPRkcF074aHjRzOXHmNDLjomj/RlcRbaC8NpkVnzrNlnr8q6o0VJqhSELryaxUJBpWP7JwnBfXx3w53qTeQGQoQwyrCu/EibNlnB3SAdug6c0irdubq+XYyTM4cmCUCpwOKYJqFGhq33aupfmZcuT4yTLFh8BdGdiletGv/vCP/rgcOnK4HD7mklAlIKgBYfLFbuGMbQtDfIhd1JMsLyVsu8x6ZU557BLzBEvCB3ENKgmNSrbvQW4OiDbcVMTrRZO2AUuxk4zIh9iNOcEjgJXxm4ymR8vkoaNscjsJJVvlwhNPlzdxhTd28GC58MVff+jStG03C147+jHaLsY6UT0O/jdtF5uwIHh+ZixmjifPohCCD7VG9ewgArqBXcGRxyrLyKfOXaBucicQV8DW2UHNA1ZSllh9ced7uPZrNYZ5CMEQzvBliccas8Oz5fTZc4Ex0vsdwLvKQGR2boyd0+cSIhnbt27LC3PFtYETLBOGce2DM2vAgISZ9iy0uCPbRxkp60T0BPG4Yew+vLJvxNZskARbcwTADe0b8omXJpemqdVpNgOpqCNEoVmy8rHO4DEGKzuL6yl9cPu4HJDbwXHaxtZVem3LeV6j+Or338Sd74Hy8nTOgu0jK3PMnDGofEDNj74xGXFgjtFlU+cqHxN5hcH0hScPFOa/OKQZxSEN/uuJH1tfKf/ohXPl0vGJ8hyvU25g1Ndf+xb7COmR4HUwrMjqQ3/85JM8d3IXQzOpMQGIXr32uHX+Zc+3Zw2xjFfYslOjSrwhxub3rO6kySPdNGP7BtJc0nTHr0pU9SEqlVNg48Z7Y5DlCO72s1zzZVrG9x5N09OS87JKS6Dol4k4v5erUTFZWipY0FJvSFMH+uzPd0vFG0kd6US1gh3xzv37vLozXg46Rg1rZZ6sjEezWjdprfWKuvXBGbx05EMuN3Ml7/IcS6DkIToGESIe2cBQTuDJCSPsZwDHMMQSvskg5fAT58sUz6PXqZC+ja2LeDWS4kZnBz0R3ecgzc6HrVLSK/eIJH+uSmS94p546+bQZre62cZBM5tavvO975VXf/pq+eTnPhM70tVmtf07SbFE6bbtfE8z6xCYiG1MnDzhzsGL9ZKGpKUTU/e1ZTkBpVjymLsJcZ3yTnJLj7k65BK8eHcLJgXehmZ5J2+kTjnpDcYwGQ6c8izcfwKb5ZjDtmrTYN2VIeWSpDZG4owyMtpHAR6E940D2ZIcY5AE75kZ++Wzl29Nl1euzjCBQK37KEGZlgouwkUsLztosMNFqYLihkBWu27yFsRfD63E2yOLDE7vL7KWxePA/+wLF8vTx/BHzQrLKCsvYzz2sIWd9Zrda/Xw6BEmOIfxXR+FKdGdqyXvGxt+qRDvPUNsH45GTiHytv6inSv7o7OTwn8/JVPB8iwGBQRwLyN0YauRUVbrZrcLcVg+yLpVUH+ciQYqTY5sSUQIc152lWS8S4wC95/ZtcF9Pv4X/+4r5XO/+rlynk8mbvkOTZ8QCpX4mEW+jaKMMqMqWT87XA05ebczakhwWoJ2doCtYQzjSPF0z/gb5ZNp47iR9B1kY3WMIqqcyWKuHmZVzJEsIEtzUYnwHPR1RDQVNNpfm+IOmLh0kLBVLj19iVfQJmM2HE3ZC9a6l2YpAOMugN2kyH9LfzgVUblawSirA4tFecsvQcDZkRzgOw61xp2AxjEz2gHbEVELIqpS3ZHavhQJALZ7c9lOi6ua2/MgvN8ciCHQDTAAAEAASURBVE2L9H03Y9qtHBx97eUrZYGNnn75y+GjK4VbWkdgou9Fy2UDDrmSxWrVKLNZ3aX+bJ5PxeL9TjkfY2n5P8UI/70nD2Lrl/hhWJF9fdCrEVzOix3b3BU2Y46ePM+smKk2j6ZyLwJwrvYNROGRxWDvGWJI72q/2vNbVcpUxAGRCLGIc161gFoXqWfM4zi/DZUGVCypWDzH0m2UXo2Z6V3UCBbiHLFImudmDsSVU8nEzEVHEE9V0G0anOXE5JM8oeODHDGmECe2fhR0oGa6+NSTF8uRI7nUbAd1+bWiSoMuDgcCWZ5l9a9ZxnuM/AI29ffeH5NCLsBGu3jt82R3a8Y7xHZ4fsbbbFziSUx4Hx0wt4y2NKHWjLRdA7QCmm0sHYaGrrimLOkDp6YmIWyPbJMA6XsAloHBExculFPHfR84eS3mWkpvNsgI2fDsj0LjWOkxzplz7JY3LZKj4g1c70mAxNTG2cYawkDd5FfKR81fy6333efEWOUs0yr+3XLaLlGybSewbUTI+OR3HRS6McD2TU6Zr1JnHFlt8MBX47kdhPeeA7KZ35DPejG4bha9ih/0b718jUjjaI1oR9orGrX2N6SUZefIHAIRB1AxoNZXPM/3l3lccmR8u3z2CZ75brGR0NR4ngzslm8iIJfs4o++TL7hgzwOO8DjKPfLRLluUKWckJWBHMCURwp7j1PIkJ3aX0pbKoq8j8g8hAylSkhx6kjre9nG2jeZyFQnwj06W4SOfAi+dDycloaG6BwANyHymRShgdlx3SR3nCIfs8ovfvGL5dKlSzzedubZQpSXncgfTlwLc2Rp3bUvjNf26bDD58c+57Y0W4h+55F/fqbR4cOxhxyJRHN3/5wZG7NrMOuuiZaTiS0soXx2zyG0sCqc737nu+XLX/4ySuxRx6Lt8pKq3nK8V25qfD1bav9QISpX2lCk9GVMzdGGbF216t5JQyt114tmaAbZyG+UWQu2rKY8ojKpI66rj9T4et61uEHCe8kBGixeX2NX9I+uTJfrc7y5wCzZgW4YYDtrtCFTDGA1nkPDbKSKTaKNwab3Otza9BU3ZtITB4/wCAY/1HgTjD5OX49XJkVrPw4DG0Uk7uH9xKv7/BNIRcBPeVQcBuGROGCv3ZOhqoM2cTYwItMYsWz82tJtI2i+3l/1qNQd354ft+IVHn7eW1YK1058kRwH2ScN+dMgt3AR23ttlhb9wHpd85hWgwJt9wg6kiSQJTZpqojtQC45ffvb3+V7ubg0jI1NYIl6NGCWIXlGA5+0xm3/AyCyOPpwJzxxgUcyAHDWG6RwjteWTOcv3EkSIc81tFt4DBNOfGG4QeJsOmlM8RPlzl/yRkVjW7dDxnsfvItyOQTRbbid+BoMJshbzvEpTfPzi1l84OymRehso8TdD69xpiY9CZf5unG18wrjnDPPwmawbhnEZZUyTxsuWAdIG1dz3cA22ZtT5tsB25G/G94784izfc7rBhendlqbjsgUWTJf3A8O7w8Hsiloqnx5b4nNFl975So79tEcGOI0tM5+lSFay01d5Al5UoAMGEzTdaFaZ9F6xxvi868FBx539Z5HXvcvOKBmXRqtxEDfVz8dZBO/5UyZfSHhMIfUkItQBtBRy8nSBse34cCeNMRVGXXTbkOHGWp6fydU53V3rrzL9DaUV+27miOW4BTcSDW9EdoK0HuO0V/StBNbL3Dehz1tkvpT0T+ftfdnkKpKGXPP8r0ffLfcuskXeXItl7Q2NV5V+JqnKnNx7Qw1L9CtmWzm9HmUyOyXGlZjvY4+x30OSxrDi0IYZWftOAbZ94EDmky5bNWBILDspKLVPpWcALFEIxo54MoYfx1V9q5/CJoZ/bMr/qVPfbL8zu/+dryO0x84Y7N4FJoFREE7ofOZd0IGHcG3nXDtmAaWiOBdC2/Gt1PbOR7rKmT5PcD2yAx+LCoHmR6TA2oqP9hyeXqhfO8NvuDFM986YK+9MVG3BAxj7LXSzFn5sCOn0BLD4JBde6tlsryxNF5e4Te7iotd30MOeA27+ZocvqoUz6NNJ7qRe3VSRGThg+MjcOBR1+UeAdV7BIJmClkJ4QBnbfS8DDmLRm/u49o8uxRvvHNpQ4gTchewHOJc70mv94qZ15qPTsPJbTtEPsttL9GGTLchuq+qvBvLtc8T3avULjPBvdfMNOPLMHixkkRMrUfmSoR2pC9+/lfKkzwndk9UPiNmtGttQ8s3eKOgdn2inFp+kpS0cMzak1ithPy1OOGSwDTGXI9gid0wFrNW8bksBuM27twoV3/8QwbbI+XM8x8ro0f5klSDQ+NtLYGSey3cxraDnCVwsOz6M6rSYJpjIescwXMDGwPzjO04ylk4w3O0WzdvlOm70+UJN7iBZLcRvDQEHQ2WXryWrJzU2W2F9dwL26DIEwDmk/ZmEhHxTU2yjtQt02iRpm4PxSk+sYik4YMR5ql4Ta5B2OBrZEp6spFClSZYT/7aDp47cYoi5dPYBmFiGBzfBw7YB3yxj+cs5bt8FvP+3BJ7ryayQZvyUo/2L7xfmg5Z7LvuXfmzN5bKty6vlt+4sK/89of3lePDS4FI7aCTotjnQd/mqykhq8pDhkHbV068k7O6YG8GG5af6titPjHZQ3pCgLiJXYCOwKzB2/xiQqY2UkYaWPGEQvdRScQRUfEgVa08Na7m42xapksieJt75LiNo+s6YVr4rUzUAXguA5d01B95pU0arWeMQht8XgftwI7w4v3iT39UTrz6ozL0nW+WbbxQjdIxxvBs5WcdXar2VQY/s2imMZaRRnRjyLXedkyLurDZI+EohH+/FzximmRS/hjLVX6JyLQxnq+O8iMmZrx+DtE90uHdjGuNuO01e+Na2Y/bxi0ceNz41rfKfrxZDbND03fDx8E5wgsRI81rEG2+dPMv+JJCQGVRAZTv8yrhI03+yLOIS75kfZr0Bi5gvfaCGYSfv3z9jbfKN7/13YY3IGnw9tKSeWllskZalNdJp/RUeWniierF032v/FqXbOd8Bmf92nWT90PUOfOlDAz1yHDFWetXaYy+UentOFc487WukSFn9JnH8mqZWYco03KJD5pJNn8tq9IQ9xI9CD83DqgLFnAK863XbtMD6ZHB/nfTBs1wEnmYWRwqbz3YV/7592fKf/9vXy3X1/FISB8u+K0e4YXkeOa8b4pvavO9YZXYILwrDuy5GXHdwKNLS19SW+aj9DHVc/SHJlDRe/QbmusrqzhQwO0fihXV0J8RSOcWTjc2cBG4xKcC3ZCQsMKrkVBEkdVnIFyzaaHCDgdsf7TOAIdY4tzAS5QeotZWMUJYz11FklnXOn59l3FTuM7nD6N6DCQSnqMRNXC5iVckXStCcPBhG2UYFDsD9QIlPYThvfy//I9l+5XvlDu4lOTRTbl37plyl/iXPvmJMj+/UH7yyivl6WeeKSdPniw/+MH3ywJpn/3cZ8vVy1fLlStXyyc+zscGKP573/9+Oce3Rp95+mm+PPVyOHp4+uI5fAvfLX/1V18rzzzzdDnBO8Hf+f73+MLRZHnxoy+UN958I5T4i594sRw/eliioA2PYHhgGj37ZDmFD+U3/uzLuLs8UP7sK/+uXMTRxiT8fflHP+CDCE+WiddfLcP4sd7GOPYLGs41PF+5nL04i6tG6m7VWUvo4DPyQKRGbHWBT0rCtwVgcwfvTqzmXwH2w09d5OtYh8v8fT5tyNJEYt7Zeiq7FfDaduKNkkECq5UW/pRHhyIOTYClzTYbWMvqF4y3but4KlLWFnECAiJj+eW80rvAza11W1t5UDaWVmi/WfL2obOBdwDnpzaFXcSPdQzkkD1x7Qw4aMBjmTIceGkH+WCNpCO5nDXTs9bG2jL0LoGXfsTALHFaa/hAJ4qc9JnRCWZmg/C+ciBWUtB7b96aK69dn4lBt97kDP3k49GIQVcyolK8HID5Le7t/UfKN2/fKv/dV66VS0f3l8MM9C+emCqf5ytkx06dYw+IDpIst598PVqpAygmP3uNCXbnCLSrgrWkssLojqCM6wYtVYBuK3WVuIhPXaZtaq1WCEVX78Sja0m8ay0Iq6/pFnAqkVQ4ea3xX8Vr1+KDBZRNNdoVWSNuSGqIPEbFj08s8f7d8CpYFeI2aPcVimoNBekn9UZxMelkPjY7CEW+2O7PpUZWZbrO4EH3ixu8dK9SDDUXdbQEykE5j+DIYx0lvo9p4Trv8C3wXdAr0HGFr65cuvQkH464V155+ccYzv18+Wm8vPbqqyjTpfLiCy+U61evkfZyeeJ8emr6ycuvhDvJU3zA4vXXX6PsB+UMfmjv3btfXgbHFDjGRofKqz/5SXjmeuoJv8/7JjPpsfLcidNl9o1XGZiwkQO4Qx9+jo87DJU3//orZRhf1FMffra8+qdfLgdophn4euPKNb4QxccIrlwpUww0tmPncrZ8F/80ghiq4A0foIgPLdh6MCmML2eVv7yUH6sYCb0FDc/hn7zVxrCrCeIOkwQdI9TlAB9EmG++45wb+lKMOmlQqa3hi3kV+XnAgCskIJYrbChKIT0eM5BJHOv4NNflqO2cA7xaevsctClDyO8qMrEoXtGF9NRj4o7HC+C23VaRNeWyX1Cm3dgm7Zu4oFzF3ak0SL8+sxNrb06elwMb/QhY+1EM8gJL9jdzZP2QUYx2rZv8phUCoVcOjixj/+QhXoVhJy1/g/B+ckD5GC7fffN2mZlbZWXHTx02Ll8fs9h8Xty8eYFO8StjIxjasf1Hy/eu8xz6OnKKzjs0ebdc/MSnymn8Ttsvok88ZpmDbMmBPfn1pezCdnO/vsSH0UMzKniprIzXx7RfXzpz7gkMJuOJ1CBRK/NHlqaVdW958xpfXzr/BG7eFNgOJRHKNBWKePXxfOPGNVz+nWaZt8/Inqwqt3htYHOt3Lp6FbeDF1A+GBR3E3bQ0RSfJ5ThratXwlXjPlxcSoIuLiOgwLUm0mx2lfvlV18uJ06dKVNHTzJKtXNofFCqLAv7Yr2wo3SCm3/+p+Xu//NvygjuMJ/8D//jMvXMR2KQ4Jd9RsCjL2pdOGoU3HRx49qVmNEePnoimOSnFB1du1zrsyFfYxgdZRmZAm5cfQtjNVmO8BEF4bZM8+MWkK1/Yl1auhi9huGbu34dY7hVJg7hPhOab/7NX5Q7PCM+96tfLFPw/SCuGTeoxyhlXPnf/0UZ4dODF37r3+fDCBAmM5qj9cqAWkcZ3L9zK1T8SV1cspEkoAFKPmW++KwidZu7xzeYWSU5idvKOjuo2OIM/8zhMvyX/69/XV577fXyz/6r/4JBDxWiUvGhDNLbNHANDxdwcbnIoOgMgxY9UCmI6ftcrNUQG8d3hllxmOUDCueffJqykj6hOoPxwq5ggOeY4Z7hnWZxhrGMiskR8kJI1I02XFqYLbPT98rZi091EyjiKIYc0OpQcAUXlzPTd/hK0pNBv8OPnZmMcqadX18SVheX8SwaHLHqQLp0KHfibn19iT4Xg9+AE7P1oRTk2NUF/gfhfeaA7fyAdvlv/8VXyzd/fBOZZmaqIaYNbIt3F0RAy4NfuRwbY2USubbP211HcAby3/xH/6B86VPP4EMe/eHu6XdX4Ac+956bEdP+jSBF93bDPGqkaeZWB3cxULPpUgo6QbFRaDpCBVUoq0B5jh9wzmlzRC+AGY3phAW/8Cb1BJWVZWd65tP1n8G4voEOknlUWJTGr1UvMsTrPk1G8ZsmfUGTdQXeEfCr126X7/3ktfjW7q98/GPlzD/4R2XoyQ+VKUanEwweVplJx/u7MAX7y6q+HMywgSHdxNe0dKwTr+GVWuvoxxJqWOO5k0bcTm32dY1wGGyXMkFqBgPXuuoc5UstWxhgn0XvP823mMm/7+Spcur5TzKjXS7jGDE/tBCf9cO46gXIgCkPGuR9DRW1cUFbw89wz9kBJJw8iRA3XiUe42t7JED3cZMGOISv7dPwy+tNjLB5ssR29RJj8sE6R3tbFkHeeJk02pYph5EWvDOuXS/j28G29QceYPGB1E4K/JkWMhL1V96kS34J2g8vcaTF615NejiMMXqXPNY3+CS9oo2DF9KOQveeQ4XJPtfIcUNzgFgehFmXeCQQzOxHY6AeHB6RA9kc2UczS8NTEhwEX7k9X16/NsuyNJMApY3kKsNdjdlbHm0ajj1s4CiEMsibugsMMUEQn8Ns+j4yOM53u5ddJSxj6ICNcoPVuI3yTMAOWrqXwe/8fu8Z4q5WTVHsjIqYVoSdP5XU7lVvlAwi1crWA6yuy5mACcIZ4bWHpMG7GhKT8Spw7lBCLiHuhKw52ueYMYM2lWNTVjuZK/GIqakXl77v6ianb792tfxvf/7V8tSFs2V6ZpbvCt8qpz/6obKJIdxgmTUUvwaiD9mJMSoVCtY6VoozthJhR4SK6KQNlFNg4qLeSXgAR31VvlLrrN1ldAy2ri+PfuyTMVs2UdOvUYis4tVqya9AUMvtcw7CBG7KjpLacG26vaItGhofhtb2cmT/7EeeKxf5/NtGa6BirjbGdim7X3VCB8/kqJV6GAENOvPKOdnR3WCJ1WMLjfx/hNCCb+eEnk4q+yNJkjN3QveTyyZv0NvG08IuA2rdvR6Ed82B2p6hm4Kl2dfiklWSH129zWdilzHEPObRK3vN8CglCxvCV9uKNo92q0hy30as/ql/xiZYDePzqX7Ug/s7M/P2uBywv6OCH4W4Dx7M3jPEH7A2sBtU0e9X9VDWdJgt3Mp95ds/Li986KnyT3/nV3g27acXiWfDWGxmc/r7CwzWY9jl9Wa5XR+3GuRU6ZpiAvWw71dXkKlWfn5EB685uAzvBx9u8gji9/7oD5mt+9k2UwdhwIG9wwH3QSCY/HLFxNuIImEZmf3+z26zKLVdxvmyksFB166PxgJAmACN5eS4ahnjWFfMxB0DUnuqn1KcwBAvArNdpvVNzdLWpPkbnE3mwekxONCxJvYYuQdZ3ncORMdD2JlosrFnrUxNsWmKUsdZBh7nueheCdEXY0qKMuAmVxgcZWOcVRD+IFaQ8L7VXP886Q9eQoWvZN27d69cu3Y1rgdG+OfZCoOyHo8D9h77EA+suLzzYKW8eWMO+XXmmpLtw5FYkdnNMorCXtgadCbOR7GksXGLvSOxC5+BwX02iC2hjwKlaAfhXXFgMCN+V+z7OWSm02yxCWwfS9MvPftk+cvvvMyuxfHygF2uxw8fLb/2PM9pfg5kPLQI9QAWtrqjjN3NDuf5OSPW+Mbo3oG7EqcmITLS4vhQ7O9ZonxyFcGvL7300ifLhz50KTxrOUv4hfPwPavlANEvDQcc0RJyLwvXzH4d2A7jQevy9IMyPceyNNd1JuyA0r0LDzOsvpYUf3bKeM6fOB+WRxrsr0MM/vVNMIxDjzlej1vRELNJdRDePQcGXHz3PHx/MUSH4fWV7dXy9z+DhypeC/rOj18r++gUT/PeryG76/tLxkOx06erIdO4apAdpw8vr6I4WKLWsYfPmej47gJ2dhyG+aFI3/vEWJZrCF1jx7krDM4xHBIMwoADe5EDdn83TNlfXHZWht20+bObc2VljU8e6mQjDGp7s+XD6sGjZZ71DvOqH6Ni8KTsv738R7/mPf6xfft4Rc9XQXn1rj7SiY71sFIHaW/HgYEhfjsO/YLTMWt0M3Y40x338QGF3/rci+XXP/0CI2Ge2TgCds36Fx3sx6Ex1Bpu4NgsSzx/vfmNb+B9a6ic+Tu/WsbPn2UmShrpguvmMvff/vyIh11Rtq90/fCHPyyv/eyn5aXPfJpd0zzD5hn7YIn659cWg5IegQN0FESW4DFnslvsZF7F5r51414YZGWa3hSCrcFOGbaHZU5Ta/A1xsOH9pUnTh8s33/lFrNbrHKAuaTN5c4sTdbEqyYaHtIbH4522Dm9tMznEOP5dT6jruUMzu+cA3vSELfEiAvHbOnvB0EMSWEGg8CkwJHKzcMUaCtdIcuMjYjmXChYFmmNTGJQtCmtfLvxtMFX4R5GQxtF0uo7pEwL43mLpTpDbIeGGKmUXoR+aJP3eu0oGjE64T6Mmwba/VnVz3OgDDRxEG1anTbiiKo88Oxf30C0RVfYnXVzHC1BFJEndkBxMcoiGlXzqy7DIxPlwqc/Ue688tNy7623+P7vubJKx4+O69I013ru0dnEDkIboipvLStoCKKkKwEoMS7j6zCVXmKCvyqnnhAgti/xTzzxRLj8jHqIXz73wHub5XoRN31gsi2Cl9InX/3ZRha0S0i8rhskfBYgMJlA0123BmeD2zL6Bos3c6WhwgfwzjwtnkqrAtRFcwNPfIVrnQHtT4Nl796efWkeRD6UA85E/UXg5NeV7j5YDEM85EceCGGAQ2JyaNtAR4oSUYM7ni+dOVI+/vSJ8qNXb9MXbSvT2zAVtt/Zrjrs15bou/obWGRm3KKtX4ZB3CNzYE8a4qReVbSFy0A8KzFj8dmIStPnJb7dtsGu4c3VJd5t092eptpQBaqqsYzbwqHHBp6GloAdxg+zRkzxFVfNIaROIPxtiHdhDu9LfAoMqM6g4IVBNCNWcX11GS9U82Vs3Wc1Kq1u+JrXV5DEu7QwX0YZ0iYO6NAgx3OdCikd1FwvRksPyiKdzTdNWyFGCbUMzzhR0EOTho078xrSwOQSsFGRjfMaNKwuuWFJ2IrHHE0gyljTN/QSxWsRyyyHd76Wo7J3R7SQYyyR+5Wlg7g2tE76lt7GEcr+U7xi9Qpef65dLs/9/Y+wFLaCS0fqdP9u2bx7oxTgFl77Sdk+dhwHJWp2gyXXFoEvGIE1vGWpaJbn70fd8nlYKpBQJFYM/rkBaxVvYBt8R3X5wUxTt258MsEYWFbOnjrKM/YD4ayDpmmV2k0D8dRzbWkBxxe0HXh9p7JSKCpzhucq4JSnVT3BIROLwAbTE2jnESRrC3rhWoTe+6SrRMXWUTfi/OScMrKyrJvNlMudyDIm8ksvTjo2hMVrWD6PrzMlKQ8ORElWZI3leWGXcL3KZMeiku6WHAMkjxkJruMxTNhF+1yrzRp4TpTCu+T4E+/nCIf0QXjnHEgja7ug9WiGUdrlDt8dnvYjD0PjyDnyFxu21JE0Xm3eKMobZ7ucNbqcP37xaHnhqRPxaGt5neQYaHFqGeV+NNo/lUvfKWYMTV/fQv8uroKAftepnvrlHsS9PQf2pCGmaUMBupQ5h1vKLdzwxbhQQ4ng6OZiM1xcLuEjN5WNAtkKXjYCqSLVW5b+nRfwS80DEhJRGaSnIU6TZV4NiWlrPNtc0E8vRiaiIpFDxSk14A1DjIFZwP3iiLM94iPaoWNnANQNTGvAPpjFxeXYetyHZ60gpBoi4Jp8Gwj5Ei/Qr29YcwxxdCYSpaEBMqsdaRWnGS6truqsI2gUIBV6wmQeY9f0QSwtLC0FaMUXN6K2PPsXHpqWUOjAbfjuIIizs7ZhLOvg5IFwQ3nr1Z+UEcof4sX/Jz7+UtkcWSsnzp4t65c+XKZxp3nk8ElccN4rS2/+tCzjAWtobLJsvsWzbojaxu1oV/0o3zqi1hmIaYgpaEh/zNZA3ssPAbKOwxgrxzKrS0sMYNbLHJ6tgg+CN/UKfOSx3fxQxTe+9g08qN0ov/f7v0/9fL1KQMvpyGNpwK/DX58pz80wyAAgeEpaOzhQStwbGEEN4TzveQvbNEiCduBWTjYZQOn2dE4/2k3dQjZVnk0h1RBvrAOL17D5GQYZHXgqvdluyh+DJJy6rNLO8/aNAIBPNY9ng9Xleos2U97n9R+tzY9E5bHhhzEWiCEO15nSELDUV5AmVLmZmDxYJjHEHUkVZHB+xxzIgXTKuTrL+9FyY3qe15dsa9qr1VR5kYPrbEXTUwZtq40yeWAII3y6nDs8VY4cnChL99zsJSzyYWOaYbcQDQo2JgYjePfbWGFwrCEehPeEA3vSEFsz5cIdeidPn8pnoc6I1bYIiyKni8vp26PhznAYweia3SlPjSaoiknXhKdwtTgUruAUalWvs8gOQ6zgYrS3UNC6lxzd54izIurAaS7o0If1LZZhT/Axg/GArYLc5CFLBKMxfreHdHF5Cr/PB4K+qmxT/WWe7E5DZZnZ6BFmlVNHjkNDMyOu9eooxvrdZXYydegQ3/M+HM4/VIoWIMZqNKTXD2mI6dDhw3jiOgpJdkCBApxDE7jXEN+5fqNMHDhQDh3lwwwY+sqpULrAxCtJro9PrvM1NL/4xDNgfEjrvvLej39cli6/wUcbHpTJix8uh44cKwfwZjXyzFPlCm4dR6aOlQu/8bvMuCEgq95Nh/hpn5k7N2NIcRwXl3EBidUQOXuMelkNBkLz96djsHPiPC4uY91e4Hadaka/QrWfD1sMj8+UMxefxFOQAxgA5YO/msdbNN0iLi71eX4aF5d6BbP+ggkYhrm5VisuU7fZWfBeeKohtxNZZAlo222Fne/zGOFTLJMLHPWKwttEhHtJhGKZlZRZ/H6f4mMZ0QEq2jYoeKELvM7eZ6btGxchicy1buZJwqOOpq0yaJi5dTP6hv0tEiQkBKepn/egWWfQcP/2HWDxT07eUPKibPqIg2QdpDhrgoxBeJccSDlHR8FP/QjEaglfP7p6f6msbfL6Iv7SUUImZluQIb6WFZJHgxmatt9EcM+cmYoPNhzZv6+cP7m/XLuLj/zm9achl0MaiY18vQfa1lL01Jd6gME8m7XUKYjuILxLDuw9Q9ypLJrKRUMbrwhwVvmm0BipgVY0UAudnb9ex5mZmnCYoVjmbeDFKE4iWyGEPWa0lsqvI61et4wz6QonWr+B7QRuocyLUGyaQXFCqzQYF/8qUOPilijxCAd8zPpIqKGzCK69ja7Q0JD0cPQjxmarTPFMmapPE/wLgIqvnoExxC1lJ9+cPUufnTtKaHITx4h6hK/tLMxyZkB07DA+rNlAdvLpZ8sMH3zgWUA5hLFbHabTMnPd8hNqavWoF2cViRWvodIRJSWvotHlh6VWI0F9sh3Ma6YeflWcHfgiPzg2cILy0qc+WZ577iO473TDSfJDIxahM490mk5b1A9zRHkhQ2Ksgzkz0RJRrrSaL9F1HVtxCZ+NTh24Natf2Qo6bQfiWis9QYc4xS1wB1avzcufQwTWi4hoaIj2FKc878lTYQKn/cNguQ3+qKMYbXexJ958VJKFRonBPyEsM7PHxeDwLjmQLRJtx0yYDkQLsGlTPvPoyi8fDWMgOdBGtA/9M8TG9tAoN7trqg750Pmj5ej+cT5Dul2ePX+ifP3lO9CXbZbC0QjSrlQn3nE+7LK2OBuOcHYFHSS8Iw7sPUO8K/mdWqSlMlLwQphUzClOplbohNT8NL8YZpqu6OavwhIBDnMAS2TkTQRx3YILGiuAOCpuE8SaeSt8KKvAy4yDZz0iF21CmodAROs+ytRI+QOW+06ckUyWiIuDT829yPqIzrwtfBHhQZgsX6RBUistUwNHQ1/wwTyBq8kOVv/EVIM7oNEMyTumQ/Jwc/+BcvQjzxOfs6R4t9h6OF1CnWw6yAjFzomorjoRJcoYcMmvgLM+hqTb9mugiEk+Rd3iOhEKX+ms11I+zM7TO3en4+tUFy5dYtwALYk8TjvyhDBke9S2cIhSgwZIvCq+FiIxma8jVBoiKowXdfHMrwUbjUJZgd8cXhtqHQElWsymGtqlZPtrOIMnkWJ+B6s780R+aExDW8sUYy0zS8i6ER1tIR3ZFlAeNjtINltQZJ42RRE9ODwWBxSLHKQygdhi1Y+OtjG0Xv69z14q12eWyle+e5l+5P4I+7QGFTgNc/C/toP9hZUqol988hRGnNZm8PuRJ06WfawMbTA41iNeqy9y9bYB1NHHXXUatPXbsutRAGqPexTYXzBMR+dWxvwRVCOmxC/iuW/OwsTyacCqTjJUM9jchpLqViaoWSISD1CBx7O485d5oyDwCttc56kjr/BEGh+HuGjozRln0BV4m3pQcMzMG/han85zXIMx6wROI0Qt3RZFaNfTzmhMAES84L2/Wr+EM73BBWDWMbGmUXDJrP7o3Jt0aHxN+xzZGdMmefS+6bN8J+fiBjyCSmUkPu/Y0NhBS9IgfCf9Zmto4Mr6SXuM5iOvNxHRPjf8FF/FadsJNsIMQheXX/va13i2H9gCZ5QZqBIu+ENKHdKEeUtGJnxTJi3c3NfipTXLDZAGZ9BcyQQ0YYAlLssi0ljKyFWOWs+aiXOrXk0ekyLOeiSPUgZqHlqrlUfcDc4mLmiy2KYucemd9WwSQ45EVzNzbnGNtvU6AjgH4b3jgEv9uSLCQNEvHCkX8Pss3vX+yy+9WP7JJR4zrd3htUA+RRhtJbx9vWmHaC96CdmPHxwvH7140oZl4LlVPnT2aLlw8kC835+Dtra89KuB4lAHaOs8G9YGuwE14/vlGMS9Ew78LZgR186tcvI67+M1GK6dNTHeI17FUateL0xHEPkpR+b32Wcu21TY9jnkt2aNWQE3rfuEa4mr8bGUaflhEhIg4vKyfUwkkTfyQQs3tQOYpYU3rsSZvyCghTPxdBKl2av9Thyd18KJJflWyxAKPDFy1kJ2h0g1WZo6y6VTB40cKhWW5UqqYLG5N+Db5W2S6HvD9fOCheU188SyuXQBH7uQK8IWKUY0eELBRMm57mF+U4nP4sRPPYVraQUsfl3C7cKZN743/LHnP1rOneHrS76HHeX3EpH3UVZwMds4y0o8cteQ3ozqXZhraCUtkhOm5sizR+FMczVDerNeprTbEP402WPWHPBENHHC1mBLyo/gVE03gl8sQtS4zsykZf8xcy1fQH/wvyEkcQIbLFaiKoy0JiwZMlsn/ogcHB6fA3Je/iorSEmwmsc7tMuhzYXyH1zYKB/CCH/51u3y0+X9ZWXkUKz2uC1A0GxRhsUI0dPnDpezR9kgSSOK9ezkaHmR3dOvXXuLwWjvd9eFsP1z5ByPzUKO2LRJf3Hz7ARfXZwc71wBsrxBeFwO7HFDjDipDFSyoWibaoaUpbA4c/QXOsOoniBoW3UoXNUsdQprZkqzVRGo2vogDHykNEpKaPMFSd7sksf4bhjuiQjb0UFTADXFSneOdDn3I4X84swZNzR4U/MGbsrwPg4Jyx3ByN3rFyB9DnZhn6OKLgwE/dRHvIbaTKJWOfthB58pbm/znJgMkTeWmM3fGCFgYye25PQNKgIrYsW8ErDymjtuhQgj1GqPDiaYqSM4y4yyIf7w4UO8j93sineaYaVaODoyNZdJQVADXE3Pi8haRyRJTRuwBVvz1LO0KLsCNHhMCmQ1piOt4tkxwEh8VZY6ZSDRklGcuwbSTBYMOHlqf+KQIe69zLZvxTd0Blhz3crQAsqYwfHxONDiLVKe1zYL7cBvm138x0+eKL97cH/51BMr5a9vLJSvs+nutcXxMrN1iJcOlW0knr62ydLUx9gtfYhPJ/pWgb1GD32feu58+dOvX2YDoqs+9KRof42rPYpNd5xCX/IYyeXsA3xc4uKFY+WFS8+UFy+dKC+wvO2ue2Vn0OTw4F2EPW6IO2qGsCiMtrkhBZKLGlHPLag2tHrCu3o2fxqKEO+2/kVwhdk9NDgDJmG91BBWfF0zhEDUpsOCKv6IJbOGxDpoA2qawt8KXsZtxVPPGa/ibcxV5m+ypuFLnom3C0Ug78DTKqy5sHySrVfLUEQUd2YzRLowxPnLEjg2phEF4KZON3O501jTGx0cgsMgikJc9vldQhQF7nwcAN54Dhax4BA5OAN3wuTat+n+LK87yA3pHGXK8J1vf6u88frr5T9/7r9m85bPUElJ1GTqzF+vkxfZRjUu8ccdxYnda2FaPG+R0JMn4Els8kWZXAdD4J288VZueo5yvZBIUXUFgS274ZVpwAYdXje4MqNIDIlEmBgWRbSt1wKOcitk5qKMRiY4cZ04hDE95CASjBmE95IDbU4n1q01XtXbXi/DuI+9gL/n3z82Ub5wdr789NZc+dm9+XL7wNkye+hUmVkEhnZ68amTtBfPikTEEgmbn8tHLxwvz5w7WF6+/ICFGQaFCEOYZPrZPp5FH+B3bHStnOV1y/Ocn3n2qfKJ3/m1cuzAZNEbwxptve26dy9x72XFPyC4/vYYYhoklUG2jDqg9Yu0Tmmo154Z3wvrX2izzO9SqjqjC6vgMbMxVrWaS0KZox6JBy5mDxHl0iiybV5C0tjcZBTH9n3SENQErPBhkAARb0RGRF6aLi0Zes/iyXwtXlQQUkyrdNX8CZcmo403U/NILDjMa7GJxWvik2GRphKWVRGPYTNtm1cs3FksmB6Atuful9sv/6Acf+EzZejgJDZXb9PmkciGhihMJdCUGThJ5qzBdmQuz3LXMrdRuvFkqHmEcz1u2D2lKgZ+XLUGNAGKHMAMSzXfYV6lOnmSZ2bi8BezdPHXQGQTIp1rSZOfHSkBYbyhLvMmj42ltJoYEE1OTkZXOM9GeA7WRGpkb/IH1ZHYv81EnriFjCKbMiqx7XwJZ46gj1vrJI9VwsHZAAGL8ZyctweBmaWFX9jOkEuYlh8IOpMG1+8pB+AvlnQII7jNzFaDOMzy8ulTJ8sJXFg+z8x45JlLZeKlz5XFddoD+3twnPfhtb60cSxxM0s+wVsN/+yffLa8eXO+LNy5WhZf+XrZj3GfAucUE+NJFrOOjG6Uw1urZWJzmVc/J8tRnlVvUe46nzmNSUfIzaC9323z7j1D3NOmPspUfYbCD8OouvBW94guqDh7iHF8wwsRqIoaRGi2IXbJ4n4rfhqIqh1zmbW7wFCc4gWnvzQGDerACe7QmJ5URcK5SQn8xKciFb6DhuY6YDBGPhdMpdWi0gwRgnppDrzgdvk0dieaXHF6NlieOcAnH/iFoQ86xAFEQ247Z8KZD+wiaUKFsJRUpfGMqKmbRi2GJQ2+OhsKWNiQnn+SDg3hCLy5+Z1vlltf///K4WeeLft4d1m+R7kUO4I7zCG2co4wIrIKmygJn9/rGEWfuJjz8No1wlen7PgjOGKxbbbc/GV7wxfjDfH+Kzj8oMQIr0eNAruOIxKdFehX2s0p5h3jmZZNtvlgtjyJp6qz4+Nl/e7tMnTUTSy1LbgIzolZepNftnO8DkI5cjb5au0tF8iIJ01+Ne0RkAJGACCgmyN1TVhbAYZwXw1btmmTi2wqvISlzbgWNkM3rbaaf8Efr8zngIgZjtRLT6UhaRPG/iBOIIL2qBGUii2LEmfWDxh4rOS4+pAYTZMB/hszCD8PDoyM78dpjm0r32kPjg6YhvYfLIefPlRGnnoiWmOCZakh+toWS8uY7iAtBl0OSsn7PJu2Pv7EsbJ+b3+ZnvlGGdNrGp3EtxuwtfS3rTJGIeqgjbVVPALR58Zs8y082jrJAUmEQds3jHis094zxLUati8CsIpLxvBHjLazzfPLPrjbW1vHg9BSuP6L2ZeaIIIC4XUjGCijrQ1hl/E29KAMr7sxoao8FUuFNs4CMAIBO4/HJd1rVrwkB85UN9sqOEaVAbs8zyYG349NFJ4q1nptORtruDRc3kc+ntOEEOdcI5dUAQAo6DGN9wTXlxfLCl9XUZFWPJWGuA+FzGYMlqnWlu1wdJCG3NotYqYq3fFP54JnqyssGwOrt6x28NpcAmbX3hAvfF/BgMkHlbDpMSsE3BzDPHeaxPAdZSenSn8UXg8xol669lZ45TqNZ63YIIdHlY0F3j2cny1zd++U5enpcujq5XIXb2NzCwvl4pO8a4wLxRs4ETmF05OpqYPlp3jkWse95Ck2Vb3+6qtlcWGpPAXcIvC3bt8u5/iQxH4+Vn758rUyOXWgHMRRwZXLV8rd6Xv4kr5YFhaBu3WrnMcBxfj4WLly5Wo5dmiyDP/gG+X2v/6XyMJ6eWvmRjn/B/+0bOKQxLbvbTdpX1tZoC7LyNo8m13kQJUbFJS8gi8xKIN1wiprK8hamOkWj+WtHCPIYoze2jIuOeHxMrBGBrxXgnFQ0uqqwyqyIOzqUnr3AoIQgHlpboypLbSOk47NNeUdT3K0RQhFFN1BA7gVnzV4vonXLvuGA6MMSUsMMKRB2qBHRaysBV5fmekITc2gG1/EY+zkCdnsABhcvrcc2HegbOLlagxdEk5fGPxusSKk3/VtFo5RXgxyXR9SPlNOdA6sLOhS1omAetBB6tY6AzVeNzz04RdLoT8wd0aIyMlgdoX+t4VnOeVpHW9a2/iYdrOlKDfRU2oKpcrfIDw+B/asIbYf+37nAzwVbYSLS4wWcYqP6kIPLytLi2UOb0qxLNlSeN3McFYg7CoCNY+f4238pIpFEeoVn1h6xegtA+tsarjTxWUHWoVuy/TAu4jbwXvM2FzWc5Rpqri7g7iDBlwQ66tVEA2aIRWvVw1N4NCH9YO5mbKCu8JEtxNnSj/enPSxDI+W8afdy4aok4DxnzSgecNLUuymtdiukErXed0KeDfBub6hC02AxKHRCXgNxTYGc7Js4/z9zhtvxlLZEM49Ljz3HLPhb5cJlMPy/ExZvHkTz19Hy/z0zbL405+UW2++Xt66e78cfeqZ8v07d8vLr71R/uiP/qDcm75f/vTLf1q++IUvlktPXyp/+m/+pBzGU9dv/sPfLH/19W+Uq1eulT/+4z8ul996s3zlK39Zfut3/mE5c+p0+Tf/55+U8xfPlS987rPl21//6zKLa84//MM/AO5y+fM///PypS99qRw9dqz8yf/xr8pHn36qvHjrchnHCI6gpuZff7UcvHG9bGD4EZQWJyq3lR/9Xa9jtGemmYXLYGePldG2IVE2u8ptk4HFCi4jZ3HjWUFaSDsunIluYjBXaOcZXX7y1yrTC3CFIZbvCLz+q9dQiLP3pltwHejiMmbOXG3p4pJByOy9exJlTC9o3pO0hbJVLudmwGu9Anv3MSqHVXajzyorCXP3kfVqiGUH2DTUvue6f+oQu2kZbPYvcRD7HnAgeItb2CF/DHwNyo9G2BZ0dWmbvjt81NcIdR9rOnG2EbKkZHmNZoyctq8+wsfPXOASA+4jJgA14OOua+tjHL/oi0MOsMwDQvLE4Bz5akuulAzC43Bg6P7SSmvh6nEQvH950liOoBxc5rTx/QSYQhizFFxc3rvN7OncOZYmU9j60oLB1Pfu7WtXyhlcXDpaVxAVHo+G0FUhrJTCiO/W9Zvl5Blcawprgf2CAs2M+BazrBNnzpexCWgQX1944zeh4Wo5zuxubN9+NKD1SWCNt4q8Bi8v/+yVolvHg4dxcRkztZracW7y3L1+re3iEoITX8XdwDew0nAId5iTurjcBa+dVL7fwdXnflxcTh09Aqz4HF2Lr+l6wDko2lzgIwfTdyl3s4zia3r/0WPlwWtvlq3pq+XW975Zjn/+75UTn/1VqjxS5NLlf/U/l1FouPBb/zieb4lRnJJoqyQfqQfIZ+/cklXl2Jmz8CFbLEiILFyFLiEv7RwuLvGFfPLsuZzcBkzrAFpfdBsqs3/z/5bL//Kfl20UzJnf/r1y7kv/uGw4G1TWokbWz9kC5UHUIgMiZ+O6uPT1j1q0Z9stZo4SD/Ay/p1ncVt57uLF3WVHUOhd4UML+oM+iVwKHM/cKFmxSHng2s0MFLDCh0Xm7s2U08z0yc1vZzBPDBxwjzpHe5w4e5FyyF9HUT1ZpGEVf9cz9KOT54GtLi678EuPlWTTHQOH+wycTp0/h0LPGXHImm0mSSjveAzQU87g9j3mgELJKsb6a98tI4t8MIR7ozSeSq6z4KHj58voxRdxAKLEM+Olr+cz3bb0xGxW2TC/OedulbW3flRGXbEDn01q99KNpTK5Oba/jD/zibJx4BiTEOXVdhdqEN4tB/bsjFgxoJlDIWmAu0MKDqlEKwiN1HQDxZ2QCSdUwuax5m1jiQwoHdMTr8pZuN0CaQAnvmammJn7ZBCX0RWfN7mwU2cymcl4xb9RgFHArkhbZsO8jocjL+C1FllmlioXE5NHgfKOm64QzxYjqZ1unI2hTm6HHFOPHjrITHCRQc5omTx+HG892+Xw8x8H7NkyhPGaPPcU1ylqW2HwoA6jpzIfagYD8QigUQjij9bRiGiN5YUywICsjsKFMV5lEEtujVKIZ54NbNCcgJmPa5+WHv3s3y3bLGWvPVgq5z/1+bLOc2gHAD+duVpuzN4tYwzsLhw9VS4ePM1zMMuXW9AQ54YBHSfTwlZV/lOK/O/mVaDpOAREcw+y/I8S8lqKjPSnnFmKoYmL634H0oEJWC8N4jDfjlDjqrSkBAmWteWCssMQizPwtO8DHShqbimOgivaABgc3hcOMGhyFqv0ayhTVuwfMp8WcUBuKoY2RDh0qHrFkA0UUhJtmu3tZiyc5uPYnMdLYiSjpt1e42DYgbu++EXozNlVwRDNwDk4vBsO7GFD/G6qNcj78+SAamB9c4XXgiZiJupWq3U+5zCEA49Dz36cTkyMPdlO74zS2V/nuSE24joI977G9V4nGLgIASO+5rozT0Q2hyABWjZRYMNPfLiM8IWiDV7/kD4/6/jVn32nXLt/p1w4fLr8FTtIv/CRz5QvXvoU9UjF1YlrcD3gwC+MA8i6g58RjOZGMzhqG1epst9gNBF4d1V7//YBo81jpeEDh8q2ewvsqlpZghiyGJa6WQoPw2+f4BfGPKAGh3fDgRzuvxsMg7wDDsCBGD3r4tJRtKtdGOPozA6gH0UP/By4qNqAQOhhNM/y2wavamwOo1ikn78NltZfOP+h8p984ffKZzHCX33tB2XG5+NqokEYcGAPcSAeObBhy82raWfpZPmvlLOO7H4H58vObJF5RZ+YSDN9R8hHf8MThwCiR4grgOnHXDi4HdILHfsEOvERMwjvAQcGhvg9YOIARRoyunuwIraMuHzF3RZfXYplrj3CpNjQEh8vYKkbGv2QQQ78U6WMoYR4gl+m2EXqZsH4VOQeoX1AxoADlQPOibd5hak+ukkT22FmHf066IxemP3yIVY40Mau+4kpuoUbWhNjXDQH317ZZkbs/olq2DvTB9ePz4GBIX583g1ydnAgXmnguZHTYT/lh/8q9ABPmBxNhynuAP6FXUIXEu8swmW3uvRWN7E4iX9z9lb5v9/4VvnLH/51ef7CM+UIyi4N9S+M6EHBAw7s4ECY1rEJNtjVp4v2MoxnCCuy7d6LeBaTBjXgG3u8A1lHxNA+nhH7+pmwLXhwgzxwY4jd/Bcmn/SBAelg3ru4HPDxXTBvkLXhAB0yHKyw51gTjAaIne6+0qWzjXBCsUeYJX35haj8IIXDBJ9pO2B4/swz5dD4VHnzzo3yd57+ePntj/wq72KyyB679vdIBQZkDDjQcGCId9+HeJc47WV7NhxXbqza8UzIlDbcTkbSN9g/sYWBFy4hObZGovSeMMTZy3fmH8Q8LgfqcOpx878v+VKwGpFpZCeeUajwm2ciOfBDWFCgLTlpqDF/FTcVra+XtMWKG5939FAujojjEGJW7zn3C2Lw1RLxSpPv3DXjxD7gImWEmkVzNldgiLhKi0UZbzAudj56m1FxMr65DRgKD+igw45XYa1QlENyE4J1RCdu8deUzrP1SDQtGrwnUtpihzf5fAc6ecuR4VxwtJkB61lqnXe2F9/8WSCafPojZYTd1PLVOhmSxxrAuG3ikrYao/2Thla+yJsxFTK5CJJGDqIdxWkUJ6ENed1g48bZuoRn+XCPsn7t0ifLFy691Mo35CsaxOuwI2Qm8iW+Ns6mlDhxENa9ptBqm+we5AUQgdPMNQQibpLW4FcDF4QJX0E7zpGLhM76Z90qpvbZbBVHwHMnLZE5ZEi5Tp4J6Z/RFTbyW+Ag/MI4YHv42uaQPglweGVfTF0ASbaNs1bfMggKbU/TvastHwndB5Bug3Nk/1QpD/C5EKnEKX9xzaB0c5W+guMQl68HA9Ru/r2Lu71niJUXWj2FQLFJIXBZJD99qKLjOvVdGIa6tBjKo5G1UBziAVl4wfLc/FKqFM3E1chYlKlTgiCArfnqppZwW6q0BXDGbwvDZSx1sjsxXx3ogKl5zATBSadn7g2+whNpXkdM66AaT9o5p9WLtMqXBMzKypeghepUGiK9i5Hi06o4wwPO3ZRcVD7VghMjd8IIIovE4zlqyzUhl8CiwCAdB3jsPMYdJWl6Opv5yY/L/atXyiHdW1JIOG2ivHC5SLptMsxonl0lomuFNj1QYlGxcSTbW55kJEeJky6CTjaiqhyCx7ZLw6jmFHARB0zAQvqWIzRpgQTjrB4l5Zl7ZcxBVuC0faO6WWYeA5QDd8L7o2xvtqlw1CVKJh60UYbFcCMffP2jtlsgaGCtm7gSKSfLNbP/4q+IGnhQt0OlFzBxB/0CGN+GiutIC3wkVFhhuvCbD2TQYFuErMsX4JOfZjDIOQulFIWAy0F4HzkAf+0aQzpPWUwdmaXJeNogBv4hzTSFfzbK2wQFhD6pl61N+6d5WkLTNCifXRzC10KWaOKgod+Gq4+UvPcMsWTTvqHo6dQbOO5IFYJQqDRJdny3jjMGXVeu43JvRIceu8kDSmWTT4a57X4dL1Hp7i3nrhriGCRaZjO68z25TbxU6dlKpZKiLEBHqIqSnbfuvl3H/RsuboBvOkQ/WsQVNOA8nfQwmAGH+kqtC46W1Meuxw0ckVQ6utI6SLHim4xSN/SAtcYoNfqbiCsumWl0zto3N4DVfSauQ3cuXUWVo84j8g0+bK4P4waRncOBTrxBdEMBtAO3n9Hx4QMH8VrGXFivPDwf1rftCG72xjBIE5MHaEficZu3Sdnbus3DsK3MTZctFYkM6QkWJzc32KXpHH1jFa9hjiAiWEmkoo7wrSJGNXA3PO5XN7OKV5uik5ftaGf4EHjB3cl/gQnWbx3nCdKxBo999BZv2wZsIx1hsTVDyCv120JZra+At0+9xBl1I03YDdtDH76RIA0UEPLVcICTz9yF2YKfyjAF9Q1SYNKmrijlAzyL3bWU2C+LddtAdm3nNWE35QzoY9AYgtTcy2s3zK40eJHh+mwyaG3aA+jwyBRp/UoMdIPDe8CBkG/fw2d5Wh/SjqdCsCpuOmx7wqosvX0ICSbfCIZ4g5n2EK5aVVYh5Q2KbXy9x7vEKcVvj3QA8Ugc2JuGGKFSSfgdzRl8Eqs0cwaW0hCKlLTlBd53CyWjs4fdO74esFbxTHTvNjB8FCDNkjnF1BbSwMCyy/LCg3Lf5RcNfL9AltC9jAxXcJJ+H+EdHnMXropwFzqAWZ7HVzF5hhVyS44DpHvdlFNzhzvMe/hsXsQIhhndSUjkwSCszM/hl3qpPHiAz2I2aMi7dhDKzpTHJWA38D61+GChDdJzBal07O2yBMza4ig0LIYhFov1C1wcePsWj14YYAzZ3I2bdPzNsrhvtBy59JFy9PlPlMnT58vV73+7rG+tl4mnP1SWaMsHr7xcNl97BaO9r6zyxZj9zz3PMyn4YaEdIcrgfi3K5r1kfIsnpwRqK36ZFwoHetc0fhj7Ddq7G5t5MqjAfGa9Cr/0pbvpdFgk8WuAek4b4F3DsLkBpg6gKoc7yzHOAcMaHqju3oBPXe3Qg5TbTQY4q8DfAUmVG5Ve5bEkhb3nvMnAcw3XnXdvXidnLb0bZ+WZH25fxcXhdAipg034tQstGvdV5H263PTbISGIaYjFlhgtzSsHGGt4GJvW7WF41mrogKcJvV0mDx7GE9uJZuBGpkF4XzjgZCSGlD7PdUUsZsBEtUSDNkG24zab8ZHoiN7Na1FlfIJvHuPn32m3/U1EIQS8+od8KU65UmfkILxbDuw5Q6xxCrmhc4+w0eckLiHVDwqDhtM0V1XXmSlP37lZTp09j05Iz0hp2QK4fUBinAXevjGMO8wLGMy20o9ygKyiFGYZY3ILo3Li9MlwcdlKbGMMmYwlWxT+7e3r4X5xnE9B3U0+AABAAElEQVSKRfkVWQd8XFKfO0PXylE+vTc2kS4urSv/mcwxrslvvLPQYyfP4IryWBiABqz7ZAbqN33jKgrwYNl/6DCwtVYJ6uqrMbWs28AeVFkCm24ru1F6J6wz4rs3b5X9+Ho+cCS/nJSY8hjdEyuhT+61mXl0gTPuET44Ph5bthZmZ8p+2u/AwUO01VY5fexU2X/kaDn75MVyXV/eU0fL+d/87bKud6Do1T10gFtvWrPTtxlbbJVjp84GvRomZ8LBK2nlF9fgeDB7n5noKq5BcYcJv/uFWrfZ+zMMXpbL8fNnAkNMRPtkcFCziL/spaUlXGeej2VwwYKOuEAdUpSTamEd6MzPzpczT1yAtiB2B9ZoC2BXGUiGi0vk0kpUkqM+TVbLcbqjYZ29dx83m09Yel+cRmrEHZDM3cPF5bknckYcSnpnHul1IDDLRzhOUDc/GhLlxYzYgv3ZrtQPGhxkzAB76iz8dTZmRZrgpfQrfrUeNW1wfj84wPCc9hvahzcs2sJZahpn+G+z0AjhEpab2kzRtu0m20GUshMiO7IPvLzGtHA/5aHJ40rQkO8nswqobCsdhoegTIDB8W05sOcMcZvinHmp6B2V+YxDhZ1zIRqfJc94RhKu3jQLhCoZeZdRjhYVIKTFQbwfcoj34YgNwWply5nSFi+tu8zpc053/e7E2YgdMNITsIwM/AqR0+QQ9p2ZSKM8QIZRdgFLRapBkRJrK2bzR8cBv17ppDcq3VGnehlwgdTdyflzEpRdQ2ZQlh2SKzttDGMoxK8jBR9cZ+0JUiFdsD3KTxoccUtYYGzVThjXaiePHsdntDP9sXLkyAnmyfCQmf+NH/0Q39OT5cwLHyfPCMYd3vOFpHCjx8fMhyYno2MHyb10QIPLqrabBoPHz/nJxFAsDsosPI9hEGCTgwHZMRIf69hZN4sIPsgL4LUwI2M8CQPncCxPy6nuEGXDW4uz7bJxgG/4ahuAJmiEwUGDEbax2FIeunGm0VZ++UFHyBkg+cBEuuVIZ93khQUBG7Rw3ROkw/xRLWGkBRr8JKKh02jWrNZtZCMrIL3KRdBLfJaetPh1H9FsAhsDLuB8Bm48mKOeyoyrBRqEnVysJQ7O7yUH5Pcw/p99ZBffLGwhpwWiv2YrPnJ72Pi2NVI0hD/8LRpdKTbGIB5Xvfj6R9xROnHKSKZzMQiPyYE9Z4iVBfRA05lrR28WZxuJUjTyl8pORbpbiJTUfCFkCqgyWoMGJpcQwWk8U13UKBfeW06fYKRlhvLm7AzCe3GFUEapOzIGvoAzf/wHjHUOVE2OoAOcW4FXuN3wNV0g6Ew6pCH7U9Ie9JMuBo92LZWytKTibwqtp8jgjTBtGqVXvLEObH4QOoscEQ/sWma2NML9BrMvZ7BTz3ysTLJErbJ305DfDo5vFlecwIpfGvrWzgKEqamWWQmSFkgRJEjy4M+TfCO1lS+jW8coE9hsYwj3GubnQsJOSoI6YOrZ/IYsIxBF0REPvUlZEiYNDbgJ7ZDZuLdO+QvAKJ6STO+sW+AFPOqmbPYJwjR5MhU8IffeUT87VU+wTq2+I6EWKiENLq151MG0lqwLI9/Ia4FNiKaRbnG0o2vy4Pw+cCBknMFvfKxj3UZKxoesRjsalyGapX1bo7vOvsYXphcDPHpgsqyMstLIo4uQC4RS7Eq0X+FSTlIS2+V2IRvcvCMO7NKr3xGO9xaY1m7Li1d5V4UghQ2hoOcrcCqt3ueLvQSlfkl4hUpDlCILJAoqcSdmEbbVZwuqC2VnutQFLVijLrw9OaIejTBXhadujNKJb88uwEPeOhzoQtNzE3DBB1RisCnpjfoCa1wY3Z58D7/NwYRcCEICWCqpNVFZTMMj7v2ClH92YL9cFI49yLOF4sZupAHwMSyZYwXAc+ASWZSyKzlABB+yUEW1ocGsVg5cycO8FpF7CSxhtyDOSA8QKIfIpGi3HMaby2P9i9vWnaRATHPvjb/MY8rOkDQmLUlPC1p+BsKsW+JSGggRH1c7UJo/OjMMaZcuLvPtAO8TQa4KHPCZsfIykmrRNmyDtJKUnDH2kQrrU/4gqs0BGe1oqDK8nVKvTIn+5CMCNjymDiTWEREh9k2wKhUhgI1U3jM9E7qPDtMdsMVDwDG+2+2rUUED8ipq0mzdbTZxjTCwzr4vjpQVrzJYRif99d44Qy98xn6Qj3tuRvxOG8MmDiXx0IxCtYPwikJvSDyBsTep+75mDjxtZdddSneWvAPWi5q/AekX1yQ98qlv2ZRT+13f9H7Yu2hr52pfdQE0nZM4RtHWLhRz4KXTkSmMSmMcrHcoj+BC7ZT9iHibOEmQoIaUpE0ajG54/DYo3vPkKF6CpCYpetQyghNmfViI9N3x9qYEFUHTw5CSVknmcrd+IYYovkVDu7S373vm/qCHaI0eJsSwqYnr7AvtQU5LwHtyKl85eGQAzqO5rTG+fjYyF48PnNMaNnkNiU+wxH6aUALRUHVwB4ZqsOmbGZq+qwW3L49jhCcmyxZvV/h4UOPsCp2G2scPY+S3pJCEdqdvcImz/pqorlNbfrqiP8A3fzsNMW2sXD1qcyoShgrfeV+vE+Ixjh0IxN9x2xdZlftKSz1X4Hpv16zXNW23cz+4VlwHQa243RA18dLYkS1jjdgVAR08Orozc5/BMwWml4bDE/LE+8tiaWZSYbBBJsqHoRWlK6L9ijVfp/qqfLWYhwVxNTopwGr5/cqoeCJPvek5d+YLmRThI4ZO+nuziLfS1pvW9x7gmqfFWAGN7ySyb+adkV24OvI/tI4S7G8QujiQZlPW5IyyKzFu0nhmfMNA+0pMaxvmR7RwbSyjNCwfOCu3Jg6XK6ML0b00j/YvIZ/ltcLTPMtnuyp9peZtSmmMZ7azFGraOUdHYqfB+IGysO9QuVd40wNaNvyR5jatfbxt9xyCMM79tn7bW23eKdFGVinyut5bfhWoVkYjP9BhTxri96t5qli81y0u3ipa7xT3e0VTGJdHKDxohcGPS2//IsAWHZuRs43HLzYzxU4vbn2lqilRdZCWMBWDnf8dB7I8Rq5di5F3kv2LCNFuFv5eVuidVsTyf1EMeKe0/i2ED9ZiyHYOFvs0Ov0omoPuEb0m9qwwG3WzMhtJNzb4MSPdclPcBu/Osx/j5uJGub7NWxvYwXTJiiEG9dj12XL/Nu+HMzD2EYwhcHOITYjMdN3M50bPkTizoZINib77P8Lz4eub4+VnwwforhrbNNTu/zgCTR8Cx75RKHSUR9xO+bU8DbN1tFSD5z51jrQP9mHvGeKOdmuP/Wg+GrxTkNX7NqtxoUgf1r6BM8d8VSRs9s5r7wVro2lfmdYZYlmnIUY5DDo6Ad72WlqyLMW1syTFveLrpa8f2pq3F7beyydh6GdxESXXTH0RpmmsY1vrl4ZzZ6bKB3M02+nomI6SMch+C3FlkVeE1sq+Q4e4z+ecgQVaNNhhtHeibVNlw5Je27oFauWMb0PmVQugN6H/fdSNJJVWXO9AaL5Qh43sWUA3UOdd0AnNsUHNrA8JLUxe+OsJnXh7kvrfthCSzLW0GKp85t3Djt0ltu4qnorM+yauYsu+aQ5/PYkV6IN8hiUxEJU1tWHkR8NkX9Pbwp3qJgNWjewazm/WeG9+hfPqCj9e1VzXuQ9GeB1jvAmMRnnbXZI08NIEnq72O/MlbpQfRtdNeNOzC2WBpeUIDgQwmLkxNaOCJmgIzRj6LK7YgEkcnWJlH2Ud2Mcyt9vymFNrzPmtkX57+kE5ws7q8fHRMs6bB75q6hJ21AmarGrY4ahvVDwLjWNT8Y6YD/rl3jPEPS2iGrTZOo1wtjKxoT1dBQ2R6snZcRuZK6aOeC87ZCQej6j8CblEE5c7DqloGU2SV9SRIyTPjDvAWxEVpEaEkmxwSIdFmz0VekJ535uv5q8QfT+q0GRq5bccsVNolLEL3hgpA5GvvZADYPuXbzrtpKO2zTCLX27WYiQecNvFbR7XvvnXZXPsQDn/K58npeE/yGwtzbJ4HxZMbtRLFC5fmuaJOoAi7h1jeN3UMNJ20pq8FU68wWMuEi7r0S9PAy1ywtsQLIQgwWNr2R+jeIKGBmPFWqHjnhsHQ1G3gKtQ3PQJ/VJrHQWvuHuzBiVkjg2HQVUbsvK74q59IurY4IwyyGeuety9tN7SPyj3yL6MImzzHp489xObqxjaFQzt0tJKWeS3vLTGPR7R2JQcxja28pMv/pPDZCUgFb76RmfQYGYb4MSGtITyiPTwGt8wnvEiIQUTOgTiF3jEJaztnzLgHg7dgGjItzfYPe1oOWa+Zoh3Lgokl5+8drtMbmGEsSBjHPbvnygHJsfLgQP+9vGG4mgZ89XLKEilkOVYVgbx9cbVtA/eeU8bYhXZJi7VYubUNJqjPZX4Bp6OfCVmE+9IOqbYrUkVPLfbb8eyjj5SeYapkEbHQBjIqFwaYmbkbkCszgbb9reHyLdDgMga8Ai4HpwcoQI7NCKsWPpTEks4QQNizsfoXc6x3OhrkSdnjOIWVv/JdsYN6+fSz254qU18Nxcawh1kwEpg0qEiN7d47VzWTZ7qPtMyeoM5gcZI2hHhBT+9WiUfks8JAxjZfZ97lOn21IGpMkrH831fzezKtatl+rvfKOc+93m8r6zB3JGozxYuGrdxpLHNCHp9bq5s7uLiUip8l1seWPYmbSgfchjBCN0KUb48tN18nqaXKOHXbe9d6mZ+BwDC+c64chRIxCXCniAfKl7dRjIpAUMU3VyAj3zyeBgalJuQH+kNXDtxikAcIdvKGrAuWQTJ4AjjKD0ARXPKB+RAz14Ja+7uEDHCk7viVS6jsiBOvvXkoW6B1+VOYB2I+jxfXMLH6gb9xB390hL4ggbx2hZZD+mtqxvKWLjVDIK6y/sg3oWcRtvi+Q2vbwt4iptjpvpgAcPLatHaGv0W/isz4cXKDuvyFW0W747LeOPkqzIfXJfztMvKQhm7d6MM4ZRmeXIUA6rQpH60ZTabNvCUUpV4uU00cZEH21Aj7Gas0JHDm2Vi6UGZuPZaGV64E7KwwScSt6emyvoRnB2Nnqcv6P4WWeA38wC3p5RPt2Zpm41i+AuYOjBRDh06UA4e2l8mJsbIAyUKuf+eqw7uoOODernnDLFyZ3AEqQKcvX+f7fIocluPn0pexadSWMFt5XS4rVRSdwsIFi+gr+CZ6N5t3fjpttL3aShIwQ6B4Fa58I/nKcu4rbyHBmz50+1BbYcIRcXrAUsP5rlm5BmjPwGlc2fQuAqr+hrh3T/LrXX1wlxN1eNqdWkRT0p3GC3r5zlVeuIWqrOMIVxn6uJypYziqtDqJKYOmEBs7aRhFuXrCFzYDhizGSQKdmrcpHdteRHYxQZlqvM8Akf+yakDwact2mkN3q1B89SZM+XW975d9h87We5evlLWwXnk+U/hrvRWefDqT8vaG6/jMGCsrGK8J575aNnieVR3nYKSUEyrwTNsuYOeFrnyg/KjXpyCf2wkYSl8i0FDe2BmhgaoxTP4QJT83UIJalBCSQWOyucs36Nc02/0Gv7K7wCpoekM8kJ5zJISVm9V07euBd5+9ZIk8W6urLD8iD9frrNqJMDDkK+mGN8FdjlxE5/QK3j3mr51o12lFiECgyFOGEX6yyrtO21DBp7sNwmeJVUkupHVTavKX4ceyeQOeuiHyV9w4FFp+YGyoOx29rkoBAqGmBVN4Q3uaFOfFoG/RBfZ0pV/7fZteICQKl8e5Iez3rm55TIzu1jm5xfLEv3UJWjfXU/Dahuh05h1Jk4z1zby0vs0o47KxJrGcruMMaIce/N7pcweLuO/8qtlCbeUZvW1ohF+Y+i9eJe8jCkJIUecekJDN7EWpVyKw+nKvjd+WPb/4Ctlcp2d00Ru4B54DT23RhtvXPp0WX7211gK5z1m0nwc5UDCum2yzL6CvM7MLZaRW/eYHY+Vg1P7y5HDUzj8mYwZs+qSXDHQjDIdBUpDU37wMGI+GIc9Z4izMRAIhMEZ0Qk+n6cQRLMpI/x0IrGOYrx3dytcYPoVHxs1Bbm74RR2faM6azyBu8x4N85RP+0eAl2zcQ7dwkzJDRAnTp3GxeV4h/JPvBQPYIgeCJxVbeBS8RTPSnDVSFLbWCR862gC8EdPMZrk2coQI2BnEYGPUSz/ed3YgtWluXLkxPEyVV1cirw3RH6eBdFRJw9Olf24rmy7uBSR2K1YFuTdHWg4iNvJA4eOxCi8F2XcQ4uzxumbfNABF5eTuLh0NhpLYdQjlHDQkyPgxbv3y/T1a2UYRT3Gxx8OHj5Slhn5P/HSp1hqW+UrTNfLmc+Ml+NPnC9ncPF5/e7tMnJwspz7/K+XNXnclwjIZrY9d4fnZ/wdoz18jpZ1SsXkCN6YeHZFx16YYTCgi8sz53avm6ygcvP3cHGJT+jjumtUiYCpX9s5I158gIvLRV1cgpcC5WPCkkdewep4xxK8S3O4rWRgpBvIXO3oU7mGhtX5B/gHn8MV5ZlQSAmpKoKaWrcsDSPMTAq3nKfOpkvOPliDMOU9XVwW3FaeTWVP24WC68kUsLqtpDOcBK/P+LJequ1GEMFXZ8Z+eGJm6C59Dhrom9lwwmYLygufW+ZsRy79MoYqg9Yt6x21hMfe625XQ/RgHr/gd/FDP7OA8V0PAyVcy1ucq7beB4qU41BusM22D+41RdXnusbF7mfkNeVttBzknd71H/+0bJ45UYY+/GzKPatY+x7cKxMv/6xMnLhUls8+1yOL/dsmfRlAyxATFd3V7j9SJqHhwDYrNlLkcpCzd/r2vbE3y9qlz/BxCCc2yEiDMgYXcc1BvUbCyupmWVl+UO5Oz6MnhzHIB8rJE4fL0SOHyr59PNCSd1HXRFJxgfgDE/acIQ5l3zQqmjiUsX3ellI8NcQKbwgwI7ShMV5mj1muLbkzKBg27LawfGhgyPfjNCqAOurrzGUxW8PMkvCXHLAYid5gPhU3NgLDgIDyioCwPiyJb9x2YezIrYYLvPhihmYNZmxuCAKc52dIeqCLDu2gYThgcxmwA1tcSouj0G1mlPJB2FxuNsUAx6LT2lWazg0NjASSb6E8ErL7CCxM89uk/pIG86uUTRN1lsFCdzmMb+cY1PDhi8NHT0XSyY9+tFz7wXeiI57+1N+lzAn4TT35SETB7eU2X2QaOnQUF5cqMH+9wSVkuBKrB6gfndvjuqupRdNy2bYawpjN6YCAnSZB765104aIV9gNmgSeOeus9eohIxQLvne3gZWGGOhQ9crh2m4OXCKIN+RyooHplLA28qjbGF+iqnJJUrtuCSef3XGucAwxew9Y2jgboI2rXklCLG+iiEPWdPRgZIweKoEVWlj4F/ibvqFQQ0UUGGdgAjz5HLDKMDQM8ahBSFIiT167fM2VN7+0oba4law/uIAAKMXzzH5v3pwp0xidlTXaQR7HL/ndly0YLPlofs/qkdBv9DE/1WnfddDuIeLBt4+l431XflRG714vB1ZZpfj218rI3RvAbJRxPi6zHx/towwIV55nVn76I2AAgU3TEtQeSpqq+KUvqXDNcP3sk2WD1Y0VBhR+JY21ZT4yx2MfltjLSSY1E/QL65ajtx6EnfUFBjhVxhoewG7fXSjT9xbL4an75czZY+XESWb04NYgW9cPYthzhnhnL0YIaZkwACEjLgVyr1DGmWuFlbR+TUj7h55XvkJhiwyJqA1ucs0nbOAlQnzZGQDoCZg+FDI4wGV+8eqrOGaNEdOTwVsLCZxNPuGbyDCWTZbs5hgTDYP4kXnl3HL6Boi07FCSwltO4E1oHT7Gcqodhijhgpct2ITrPTpICJ6JT33Cuc7SpCsJcnCU7xcuowBG+IyeX9JjdbUc/dgny4EnLwHGpg1m67q+tFzRabyl0efrrgz0D9DZtGvUCbrlc0KTRqb48LltSf05ZLWlk8vkQzdm81i+dFi30Azymeuon3E9QZmofBiGBv4TSQtOWlLJOHsWJhQmZ8vrGyS3oUGYWn7WzSMYgyDlCoY28AnLsQ+dUU4Dl3Ujm7TY7mrAPnmsmxXSDChvwliX2k5BWO0ryEOlM/AGldBHpkRtj7Ic2/aDEKy1bQX3mDCs8mGTq9eny62b98rqmgLI46oY2MASZQxm13Mnd3wmb/PYFCmDcRU38bzevm0p5A/fzyiE/VvL5fD2XDnIF7NW1+eYFDDLvHOtHLh7JXQBuzHCkYcThjUeB41gqDcm+Eqa5Ui2CHsDcS5pY6mznRG7LZbRfWx04td/owyfO0t9xnisxSazy2+VxVkGkexbcFAWoR9OE0I4OCg/3oA/pIbLmTk+OPKAj+bcmS1PPXkmZsosbMswaNwNYZT2S3fYe4Y4JKXyGQGm4dIhv8quUeS0UQiwHSGsgg23i3zZngp7F6wdqDtEs1t2xQd83enYDdncBS2Jd4vO4XIt6oxEcPQJOZyw0+UvQDvqGuU3PaTRiWCSHtVbf5xRVqynywc7u3D+xGYdk2ch2BEnPuOtG78+eKMk8ZjOOXiuBTQqE4N0a+5tKP3gscrc++2yLiDtNsoXnoa2RsIIS4sZdYHp9TDxEYDNuudtPYq7tnHQIE4AHb4EMVwZ77WjfBVd0My9dUsYTj0hyiKfuOWD7ZJtF+h7oLklQ7YZbUwFI1sXlDRkaPEKeZB3UVZN7DpbF2UlaYg6QH+2h3Eu6SXecBnaQW/Uv6+SsibJk5asGRPlSMtOaoJllhOrB9IELzxVWiKLdHhhQsM3zrVvmJpBuoETX5+yGqBfkpN1VP6VuxE2YK2Vn712rdy7zzu78i4MsAZFnSDvUi+EjO7gQLaN/cS23fJ73uCoz1xZRiKevsRegqmR1TK+crccG+VVputXyhGM1j0eibGBIcrlMw3YO74F7o5JA3I4Mj9d9i3wGAanHzx0a5omGjZhOo/q2pAZ8/Lmw/wdXqdif85TF8sQX3cbYqXFFcUR4obe/AabuGZKOT5FPdtS0ImOisStcia/8kaZ9ArOxJdXtuHbUllcvFwuPXW6nD17NOhO4A/Oce8Z4i7eZ0PWqGjKJiq6Ate2ddPeFaz7bDqNLryKyv0ohhQLb/Iq8DV3qfhTTZKlOwAobERXXHacpozO+O6MpFT4JiFKbpB1yrKCanStW8B1I2vuEqETwgofkyBTm7ICsLm2cxvs6C4lq0p6QyjiJlLV+rAgtsDoQaXDL/zPotBd7nXm5Ow34EAsnVLq+4zOulLxdJMqRN9A3qQHvKHswST5UXY7x9vzTNiUh8jLXfDO2KDP9I5AXHIp8wQLG7ZF8a3yWxeRue5Y7cDUcZkFRbuJ31+Ds9LQr25BtwCZvQNfXka0uLyIX8Tk/Q7ojLDY/KXJEH3sfG54HEwBQEwNiZExBwrwxLRqfAPAQ5YbgL/EBw2ks9/XX79W7t9fCMOisU3/5cmx5Fke+7PC0Wm2WegdGk/vdJrEUTY8jc/fLKPTLDnfucwmp5Fy/unzZfEnPyv72Jg489bVeNyTr0S5650VKQuh/8UjPvAO+x4xz2eViVgZ6U9ExgIjpc7cHSYPL2DE2Rcw4q76bOh4NDPKM/CxhYUyOnunjJy4kKtEffE+rN5NBmWHGf3yCnx842a89nTiOLP3GBz2RfpLGbn3DHFITMNr2sjZDvo9O7wdPLQMbcfZTTrhRlHhjyy14bMTpPYQLn8hiGENHKnmDCI6Dnm9VxWFkdCIhGEhtqJsSBJzYKfMChNLo5QRwk96b57I0SzZZZ6mQlEXDZMYM4wymvY5r8tNYAQZ8dLDhRT2hlgODVobOOAT2lE4oQO3ubN8zli1apgDrjmYywFLYDFv/Cq9RHOpQTRaqMY6xkXOYJs2kW5nY1EQ1NPhVFyW7wzU5Hi+FJqDmz4hN7aID4pQMrZNBq+9Cgry2KLTIne2W5MxTra5tBhabQi+ne0mALAN7qQhCo62sE38T35DSzAm66jMOSjaNQRe1B388Kfic4YQj8zFSbr0RA3B1aaTGOJ7Uaf0igRYl7OVCXkWCILSnaSQGH3IPFFGGy6MSRBgmuVZrnVLWkzPuoNWYizIs/FR5s7ifrli5NVIuXPnLjO6Bers7mE7VUf1gw8yxdCfKXYPkzZHeBPfz0zSN/Yx45y48UoZffNHvJ50ndeI5nmfl9f+mI0uTl/hzYR77E/RjzSzZ7Jv6WaSi7XoFBpkEHI9zG+b93mLn7iEtuzvnQRKVzv4ZDja2Rk1fW5s7n6Z8DXRRV5N4u2NId6gYFs8jnpWy+jmStnH4GD1yRfKqvsGgpI2rrjqqHIOTnrSI491Jp4Z0ipL3Vev3imHeJQ1Pg7Gvh2yF8cvx/3eM8RIZkt0oyERMgQrnkX9/+2daXiVx5Xnj3R1pXu1b0hCSGhhFwa84DZeseOtEyfujCdxuic9Ty9PMv3MPP19PvR8mG/zbT7MTPcz0+meZ7pjx3Z3x1kc27FN7BhjG2y3AWODMTtIYCGQhBa0S/P7n3rfey9CIkCcNA0q0H3rrTp16tSpU3WqTi2vBAu+e8W50IWa9k6eDkLC5929dyAyJWpkqSVOKttj6NAdBiyCJ9R7T+CFc1qbw4SGFJJlB4mIiRVJMPu53Htq4ZOQK51AQ7xydXL4VUtDucpuizJ2QY8gSeLvgX4g6cROne3nzF0RZ/Fp2C6IghIG0STDkTaFqUQyY4XOQPGupKBFCsAHL7EQkzwfBRaUnzdHoKGF8IBZqYML9MsPH8Hl/FRP4cpU8KRXsNJGStH7XQWIPjYeCUoaxM3Dom9GjZRyYyYTJ2LcvgkFWlUCJbnYqS71jxRC6XTojRenR2lJjT/0ZaHuQrzgAt8FKr2kkutX7xIKzdzDgIP3KE5KSXlNA+SGQugPbFBHJspxBPg/kUEH6OupCqPMqh05yY4DO4y8/BMunlJkoTyCAYA/hY+ys/8MH2KvLVvE1YGYF+P6E0LlLpzCDxGMTfHhF9+h2XmpNqJBK3wO1KosQS4dgyrK6fA3fCo9acUQ/gJ/tYNV8UItqqFNDIjzF5z/EwThXib5eRMeh9MzyL/Crz/nFUGxKD9tQGeC1W415gzljuL9EcPOzwXfHCVWuglFOyrYhHVkp6V2vWalI/28i830gWpbnDef7O4kAPmAx350iPO5RWXFluB0wzRnd9107Bs9sf7xXlLVZl1pNlCiuHVV5aUpkiyqLpFlzvsnhgZQwOese8sr2mXFqQjaMROFfDaxJomf6D3p6895XOIhdgTnGFwU4hA9gxzlhkR+T6c0ktV8G8TMP8pNYoXaVHsDuWtPEUuoc6VFHRdKLFPPEhW9qBOLQtVXeOen7pMOQV0MJ+w4Z67LKMasOMm7OjcqWhsopER0OYIwKC//U6dKH5LPs0C7Tb3fEh6Ekh2KylKnZzRzkZOwhh2IBIIgdMPqwEmoxDOMVrVWpA4QWv3aOJTrtNZFNNuVUhZSd4ytGbWOs8vyfz79kt180yp7YPUiPwrhMyPKr4vXPW/yDQoaNOQrPAVJyuajUo4KqLGCuIQG6tMrrZ/qlL00qP57waJcM/mHd/HDnRgSjUQ0E/MyOAfEHyAcFeGAqQy+WSwqZwF8nSJwhssGEpy/1QaPGXZJa6c2pYYndP9SGqpXdezKdBYdEREOr2jVQpiV6g1w8Vs0Cp8jED46JurPOxHiVI9SZpKdhPzim4pCGpWhSKN+8SxUtMMhODhkhPruH2EWwm7pssI0OJEVEqnqdIRKdS0ZylMdK71Igc/5Oq+pvMVz/VE3ytQvZpBXNLhMkECMY0bDQTxLckXgPna8fm/L/7M/f+Q7trKulTpEoVJn+if8mi0nkvBSAxrkR/mGvROqE9Qql8+cZdZSlmY3Ovlo4CYW5TFTkyyqnxfPiQKWpxOtsFC//u7x4hAu4qu8IkHOZ8N6CoJ4BYeo8C4YMIbHdfubM9Cg2AmUnjjif+pA3IkrCrscB5wqRfxEZgoxI6cO77aSETZheQWq30F4JGugn+IUQUFlmVU01Vvp0kYrqKq2aU4gzCAbrrBRtpOsN48z+hzkrui+yTI7N6bvMElmyecSZKl+ve8k39Rwr+WP9DIT57TAeczuUfop6LBJzNW0qXEGjsm+HhsrgQZHrHJDpB4uPzwvkZ8DUvYwWw7HmPLVzuDDjeauPUWcWwOqUDSY5NEr1z0BQEIb6Qqvc81GfB4jaUVo8lE+O3but3d2H7Q///1HOOvbyPpDkZs/dHylkPQTdKphhsLOX0Z7RShszYpLquvp9Dg6JLkF9jw7BQvBV6A0dI7qvH0GhJDm0aF7x8xvIZ2slL9oLQBeh9uBdHoQZ84Q1zPSKyAvGhXBmvlMobjUmMd5SoH2Dp63IUw/tZyFnaAo6pBVpAJgx1CyecbxBBqj0km3SmaLq2rAm/T7Xl/d/oEd7uqmzF/mXUqF9ReOviRR1kkhIo94dhy3lcDR+Ff0qtyAqpzyxPwn3NNkKkQBRKsiZAYl0pUkiqzn4AEbP3HERvp7rXrdRqtbfyuUB1SqH83sHS9Jo66f2FwnOh19yJOCxqYqh49pghblK2TiY5rbfMbISWfBi8QnjpiF2bC+IEMtUF86OpQs5ShSmjpS50n6CSk+NpL5hQSctf7eq89Z+5IW+7e3P4o1rszy04U2ODlqxShnzYTd8qG8Nagge2rdBjApFpakraqo0MZmxgkXHJCcwyzMJz/gzk+y7sfsppABSrIoZWW1tYSN2wiXL/SO6VIUDaS0rYZ7hdUJyjICjknqsrxOZ325VAEYVcsYtGMfoZwpO8w64t+8/JR98/6v2y0NK62yugocXOAyxSYf6j5f29lxvuFMciO6CPI2pBxUFgHwDBLg0O4nyNug14eA+HO/QDJOEdmUmeDryqPyIS/OKfgFY2pqKjgvPOBHbAMDr4wHQfbVp8jaoJ3WrL9yb7QGlJIpH3TRZxRyO1VxTbWlm5qssJF1We5vH0GWhyeTNjheaCMT6ks0+FS/VoA808ZcThk9SljALsqiWsZ3sRMtkocC8k6MnWMwPeh9qura2zZS4/0ZiGRJyWc3dkHPUXZUL/d+82KMvyLECRIfgRNbkfsazhanU7q/QQE3jrsmFXEQGH41WqL3DnPcOFRjM8K5PShPCo0btqSQJGLs13VhK+C86fGuz+2Zn79nHx/tY/bzov3pk4/a1vf28veRlZSk7A8ff4DLypP2zM/etAGumlvWUGFf2nyHPfvTN+3QsU676+bV9vUHN9mr735s2/d8ajXlpfYnv/cl23vkhG1DwU8z0374d1Za66IaP08sE+zrHxywF3+53YrpiL/12Gbb8eHHdvv6VVZTVWrPv7LVnvzqQ1xucdx+8sZ2GxrPt4fu2mD33bbG3v7okP3k1bethPWXk+dYm8HMtJuNCz9/60OORUzYI3fdZKWMel/4xbsoY7Mv37/RVrY02vehVWcVu8/02mMP3GENlWl75pX37FTfqNVy49XXHrrTXnnnY/to30GrX1Rrf/DlO1HIKAd4NkPn7xree4+YtzEfaZK03RntmKRRC1bHtaTE/YiDWo7e4bYGKtNMuopKS1zx+3lK0lSuXmdFrW126OUXrAjaJ6kkXaxi3NIzMzHM9Xx0GkPc6KTzwdRocIGO2C8Lxgx1LDp1W1S4rES5qsvAhR5CZKF6E5ams9pzar89/+r/xbw1YY/f9bvWhSmvIl1qd6690/7+5WftoTs2YyEpsee3vWR9I3128/LV9siGB+2H239mnf2dfMMVRVpWa2+zK3Rn505L5xXazavX2z++81M70nXUOlpX2zc2PW5V4JhAYScYrfWPDdoPd7xoew7vt/XtHXZz23rbtvsd++NHvmUffLoLk/Npe3zTV+zlD96y3Uf3WAn38n7j7q9afXWD/WjHm7b7wE4r5OYhWQumwPeDbT+yo70n2CmbZ1+76yv2/me77GD3YWusXWx/cP8T9saurfbpyQM2xP3EtZVV9uQ9T9gPt/3cPjz1oQ1tGbSyh79rBVx5+JNXn7fT/T22ceVN9tjNDzOwxOqjIyf8m4CBPuPWFZ8MAsTfsNtXsWpL3qgyvPYhpWCpj2lmRG4e0GxaLlSGKwFPxQAkhIXo6+dXBfXChiIhlzU1XEzTWGWdnb1efsVLQYt93oYyCiUnXQ5DPNSZJgsLs0zaQ/Edd1pFe7XNIMP5WJPyuSDHOIEwgRyzasuAMGHDA4UsZxSicDXYg9883Slr12yBANVkGIg6STk5X+xVc3KHGbu8tthKVy61858csAIGoBq0CZNbVdCRriax6BQwa07YKO2PY0wuD7FMxIo0Rnpxfmr3artyGqxWlCetublBV2RHfXqIuxF+rzlFLGFQ3Xhfz0y090wPZ9c0AyDUKy2MynQ138gwozYUQjAvUnmamgCDpc/yi4qtuanRTg7m2fqOlbbnYJf9nx++aZvvvc12f3zQ/ub5rfbvfu8Be+mdfXbbuuXW2tpif/tPv7ADx3vs7ltWW0VFmW3d+Zn93Uvb7cEvbbTt7+2xv8dfUZFCOe+zbzy6yWqqa+nwh2zi7Lid6iyw//Hsq3bX72yw+uIkiifPtu05ZoubllgiVWBv7Dxij3yJzo6ZbUN7m+09MWRPv7TDljbX218997qtWbbE6hgNntt1xE0zh7oH7cW3PyMfZpPVlTbI7TyLly2zvYdO2VMvbLP/9O8fs1d37Ldb161gSlxp33/hbfuL//C4LW1abBOJfluxos22fPCZ/ePrO+2R+2+z197cxaw6ad/cvMbOwtOhwXmuuIT3rt9g5MjgkI1wbeYga0UZB38ZHzmMTL+lbKyo5P7ZtKwDdOjjvZQxVcpuUuqHQccMs778qio7eeKYJSbGrGf/Hps+uJf1rZT1YxquXLXGLyTJ4M94lBF3VrM7U81eX6MJDV0AmiuorqloRuZTEJTEBDvCNUDfe+1ZOscaW71kqZv7P+k5xKCk0jbYrbbj2E5bd9Naa6vmHtzaShvFqvDjXS9ZR/s629PzqfUPMKDZ8LBVllVZ+cES6qPWFtc32Pffes4O95ywTTfdTj2+iUW7wL5106Nc2XmWDqvGXv70l7Z1/7t237q7rSZVbt1DPfb+8d32+5NP2JH+E3ZioMu+Cp3TyRlrol7e3rPNXvhwi61pW2U//ecX7eFb7rMj3cfhGRty4Omurk/s9MgZe2zNg5bCipPgEv265UuRx7esjRnR/p4DtvvUPh9cvLX7LbtlzQZra26y4mNpW7a0nbtTCuDD03xJdsSaFzfb09t+bK317daaqPU2g4DBNzpVBke6P3uE6zCnZNFQ++F/PMAJL1IQ6s4ZcLFBZ2x4yLqpGtWNHrFTMthpxdzuVoK5FCRx1HX2jBSNl0/WLDMdu9GAtOvkWb6QJIuYYPhzFjhD5+WB2pLzTvC8TDCgP1XSYqOV4ASBVvwn+HDDCGbmsSEsZ3yA2JWXK1v6Pu/zApLAcWELOL2dAOfDVvojqWoNsDIK1yGzP1pukTl8CoBpJgWLN2+04fpS69t70Cb6mB1zTEpLbPlaruEO6Zq2OstftdKGuZ4zWAJVhkuXN5ubfCCTvma5paYqZcvpA0uwVE0zM77R3DWniFUBLkqqcMxxtYvqqC9eqCwJlP4kUBN06rrisrYeMzKtQesfUz4ExU/tpthAsGF5vR3jFpeH716H0ttuvQNDdrq7y0pT+X4J+STKog4Tz3eYHTfVl9tfPvOyPXTvRvuzxza5fPz3p7eghMa46vEkyoaboZhB61KZVcsW23e/sdmKtMvv+KDV1y+y7e8egI4Z+86/uceWpBLWxTdCJ7Vewx/zJkmvjTHS3Ln3hH1y+IQNo1dGMIefOHvOhkam7Ntfu9eWLCqzt5hFT9M5zgC/qq3RvvvEA8zop+2vf7TVDnf32PnRcesD93ns1iV0uI/fv9YGzk/Z3z77C6tZVGVr2xcxCJi0zeuX2X976pc2MDjGTT8nUOZs5gAPnLRalEeqtNw7ffH7QhcaKk3KziROW1EqxTWbFaFTUTUIAX8+QqaiUvB8+PPT1rl/Hx37BNfiFVvThg1WyUj+4L6PrWZNB+OEWr4zLsP0tNUxM+/iKspkSbnV37PZJrEehMZ7IRV608yi/2wPdE5bFTf5+ORC+VMOfqK/MEsvRKn/88lP7fRAn3338T+1TXUrbQjOv7zrDWZ/mHp1M1Yh0kMB9jKbPHTiUza60ukwqx0xZurI2uZ199qTtz9mw1gCXtz+c9uwdL3d0rrO/vcbf2e3Ldto/3HTk3a6r9sOMDtN3VFoi4u4UQxFefxMl7U2LrM/u/fbrBKbvfbpdnCjeGldnPhEcRfaGRTYx8f2eienjzL0jw/aCXBVMUj44/u+be8c2sEa8TFSq3h5dt+qO+2P7v66bTu61z46sptL9DnSQbozQ/3UQcLWNnTYH977hB089pmNY37fuOwWe+Hdl+3+tfdaNTeWHWfgoHobGxi3JXXNriVr6mptnOsFA79RvFTkxBhXkJ7NYymkgRkxHbv46zHhKV676Z96nhg/b/1naJMMTuKbtSIorw4Nin0pI/SuiroOneQuyF9Y20R5oYjaWur5uEGJdZ44xRWn51EmzFT5c73ksjo3K3yvCTzXQMd1N+blwYm0DfCnvQm+hq8IOSpH+FQf8bxE6aNK81y8+jI/oS2rz1TX6BsARf58LlQ+eSSsbzxlfVxXW7NhpZW3N9lYH/fOswdBbb+wqMQKsAQkypDrqSqb7Bd96uN4eF8tAi6VEWAataFwi2j/jYvrrHFJtaW4/nIaE+ilU85H/L/u8GtOEYdGHzEVgchnG7t3GVHnq85Z8uIKmfW6JKOzPGwZqnq/7TkavWukmE6l7fiJLvvx6x9Y+9J6a2AWVM7sLJ0etXuY9eZjpp2aYkURBZIuyLONa9ptyzsfMcsdtXpMhetXLcVsfNgqWZuRGfu+W1fYjj2f+WaFPN+0g7j5pp8iW7us2UeTf/nMK7aotAiTcwfKO20/YUZaV1XMxxuGOSs3ar/Y/pG1ti62Eq5CPH2au4NrKq2mLGXf+4ctmI+r7PCJs6HZQVOC9T0poQG0/5sf7LNVHW0MIPj4QDczVO2C5Jwhn+PxfsHNhYSlWNvej1n79Z37bHVLre34pNyqGcwkEufsHmhKwJd81gx133VYc40bTfYpH30yA6FCNoLBY8EG+3+oGHUE+NQp6Dax0kYO4vMd1II8dmlWY1IrTNjI55+jpNJW3boCcysbzbTuQxMr4EMP+Vwan1daZknWMf12LW96ylVOzTD4ZenQDk3R6fRCQ6BSAwrBSRYCrNbCm2rrMd8usufe+ifbUdZsG1rXMhuusg+OfsiAyFh/11retL27930bot7bGtsZ3BxVr4BplkEE1zM6OhRKEsvF+4d22brGNdaxZKW9t/99+18w5ZPDn9mjtz2I3LFBBiZosLhqcZs9997P7K+2/sCqrQSrRAtm6wn7wdvPszTyEWvNyxh8nLSPj++xe259wDoHOvmIw4S11zTba0Nb7K9/+ZQd5SiIvsajPn5Ss39o0bxgb9c+zNRHbfMtD9n+rv0oY30piRVkfRQWmDwlwZ/UoI88t+zeat9kMLG6eYV1s+ZcicynGRguXbSEBkK9Y4kQ37R5R1+LEm+17pzkgwHxjDjMgAGL6kJ17csEgkUmCjUjoty5zmsGhkxKLnMjrju/ShcUsfYbSF7URvPYX1BXW2oVZW12hjXj7u4+G2AQr+8GSwt6vyWRjXgas0XYgnKNZVsQqh9t+5QEBDkP/NXQiTonKHCZd9qiXPiVOg94AhbqCHnX4FNObUYY5nO+v4M6FP7hmbQdGiiz0VIGwSXsaeB++rQi2P9Bo2fmnoeyLrbjQ5UMBGmjKqNwR3k5RV64kJu3K9EGrzSJL2IzaS2Wvvq6akzS9OGMLPQ1PWURSuOe+Ui97sIT//kv/st/DRV0jZQtl/+qV2pGf7GLadWXmc4PDfOxA+4uphOWDCjOf/EjfjSKEjb4DfH1k0G7e90yFFODHTnSaeV8DeSOjnarLCliFGa2hkPyWtdd3d7MBGDSjhw7ZS2NNfbAxjXMJEvt0JEuq8U8eEdHC+t7hbakusyWtzSRlS53Z5djCWbMmipbjrI/cqzLR563r262lSjcM72D1lRXarevbbENy5psObsde0732uJFlXbr6qV268oWW9taZ0dPnvYPbN9z83Jbv6KZmVLS6lnzXUE+aQYMi+hQz/actWboubWj1da0LLZSNht1tLdYMYqvoqzIOsC/qKrCzvGBgjzWY3/3ng2sdxbZscOdtriqhIFGG0u0g3S6HD/AZBwUcczZnCdsVGMZxoKQZABSyKw4Vw/nQOIFkE1S51ByOk6R5mMS2pimy+/Ll7ZYPopXdRE6Eh8327m9u1k6KLSyZas0npjfgXp0iAsJqM80a9AZGngP9R2eofXSCaHAmjDpDTLg0VduOhrabV3rGiwOY3QiKbulhRluy2pbgQLuOzfExqtCu639FlvLZpPi/LS1L2qxOtaHNTotpeP5nI1mtelye+Smu3zNubvvjN23epN95eYH+EQrUNS/eNhS28wAiEEf1wxWF5ba2iXLrbai3vqY+d+0tMM6mtbYBvIoKijhAxJDtqqu3dYvXWuboK0Yhd7Ve9pWNiyzdc3roKUdmSy1tvql1lhZx8VF3DSE+WGS79R21C/3wcUijji11DayP0EfdUjaivoWa2KZJMmgpaf3jK2gHOubGACNTnG85pxtaFhjqxraVCsRD2GsOywCWHVGmOkUs8SgzWWyW0Z9OxARnPhNB+vLQUMjVqL7wjXFusCRDjiXKSGIs7gA5np5UeFUfgqsoqqPcplkQISVpRyrgzZxlZWlw3onylADFN9xD5MEH1iEXzwDkzAGlgWfWkwI0TMbL1UaHE/9j/4CAsXGgVGi+D3nNUJw8UNK2OHIE8RjmMn7xtIo3FLfEDY4wfr0eJH1jqbt8/MV1jVSbeemuFlL/a/TG+jJIAaHJr7+iUcUsHhTUZ6yJfSt7a0NtrihCktPdP5a+aowEQUZHDeIJ6/3/KjGKF78a6/MbEOQucz/BeqCALN3mFnrWWZddUsaManpiAbxUd+gCyBcKaMMNLWbxJzb03XcFqMYpCy0K9A3nYAsnwVlHY7XbtmEZmAIw+en+MJMbTXKBJSYvZl4IGs0DUzJMtto5qBZiS5AP9nZ6V+uKdInyJiZS+mIlnxGd1Jm2oUd2uyMnTp+3Oowpeej2BSnNRnd3ao8ZFZX2XRzq3ZwHz9ygHvVUcJs7JnBhKNPJ2rtRms4gtNAJI8Zzgwz895TXXzxqNwVps4K6vy0TD86P5zPzI5JFDMmOIIJs5N121Iuci/T15fUc87lwK8ZcffJLv/6Uilrfg46D7h403Oy02msWdQAnQCSnv/eMStZ6FjAC22d//AUZq0ya/ry4+wWnwep0oC3v7sbOvn6UgNfSYphoyTig5vo4IlG1AMoIX07uYZ1ee2aTsh+Ts6+wxNfAt7o85maxfaf68csi+VDu9OpA8mZH3fSpQqiH5Him13sNGedGmV2nk1mVQ1YFqSmtYEQGD87C6gUnMzcExwhGudTd+fO9Ps+AB07SWrWJLqhR/Wi9S99v1k2hfP9fVyPOGg1usdX9SZatVNaHRsyqXT6spg+zD7KOv0gX3bS16IoiQyBLieqX8Hq4xkzyMM4pr0ZPjB/rves1bJfQMeWGEoxk9ZOfXLwzo7EOHnH+TZ0bw/yTjtKKC+RqorLca5kIGmcAU4vF1jUA+uNIwdGXuHXbn6/7GMWjlmg1+mrCq2RJUx0PnNckfYpS0c/A/Z+zLtDw6yzs8GS6oBPgJJE/VuAV/3ksEbxofPICczx5sLmBM/rdXxRIq/UWZAeT1gEEl55QXbD3QWSULVk/SEQECs0sbyoPJ5G8MTpQpEk5uZiNp9WMDjRZxA1OGFs7xi8/LNIuFFfaXnXuKNmJZyoS/6pY5VToDrC8ObC7/4gJBIC+XzHrTYpsLErb1qXlI+BC4MPHZxgZIqZ5BNdEgspOF9nRllNsQt2crKc40qcM2U3qbrIKe8ow/qzm1M9PzU6qV6JH6YVFKhal961yUL9L90zCpsQbf9mt6kUQR5/rtxJK2iNlpmbkIKZj4dRVpSE1u+KiovBQ2Yo/Xw6Oa05x0eK8lA6Ks8E68WTwCZTmEvB5QfvVT6omkTJyBfykwKggaAM5nUk8tJkeBsgvcEpYlZ4jEfBygdVEoIiPB6On2rIpJ1hB+gM5mlBh9xCkot+4aWyDAnl05/SZB/yumlQQUTTB1BnmLJ5+tEk4P2DBqTVkSBh8F92pE6hsKaZEUqQpuChL4vIREYW+YxeOKjkcqKBxRTflU1Sj+wv9o9bSBFO8CP+a9VkiqsO/UwppmItW+RLrojTICpDN2vVqgFNE2b8S1Kko34KZImGOhIQLwelwiufzHXa4gzecZmuqcgEhfRaZaAyow8MeCLyUhzKdHJm1PNQukLkAOmg3HAb/8VOTBNX4r95YKJgPZzPFyNaCHEORIyS7LITWIPU0tIEpx6qrJEZoO4KGEbuBgdHbADL1Sh+nYyYRN78/L3kVzUf1VVsVhZq1ZB+s9UY5eXhHhV8qqC5nIPPEyf4WehChmqlyJkuFEGS1HY8xMWFN54yj+v8r3Y7J7HOSfGWsCxXwUUjxVgStQ5cwD0JQq+2KryhZc/OUETcmO7aV8SqFyQvsxZCJQZ5CpXoQoAgSAmEO3LV8eidX0AEpfVBuihJAZ0IwuNJgZEACZLGErrn0Al7v6RshVN5uxJGTapxIeRBzpWGP8V7LjxFG0GImuejF6dFaSR/nkQzVSkFdeUKVGrlwaue4Y1wOnaUt5SmBghSvlOiE5ya6UpbCDpfZ0qFRxn7n1ASgt+zE0Z1/JR0ihlZ2ArhmSnDeRwFEXZmgz7y9ZyiPOZJITUifSD6o9QOKb8ToliVg38la7U+X+gDlQDroHP8BH6EDSkZRBleqZMCJcWmPDyVt3cUMDsuu+cvmrQeGsH5oE5pWdfzyzrgl+B0Q5Xqwb+gxLuO3mpU79wST11aeBKuOklQB1LaSAkwyAcbbYRAZQz8i7gBDieUUKeRNCLFL+Ig7aQ+hAGvnT+CFS4RIkwE690tJvji9VvxBHJx/ARxCLRDlw+0JDeKFj55IFS8utCJVpVBccofQOA9a3C6cyT4PC7gkDfOWvCxghcPblwnjsQMFtO8ZyFIEqko3uFzivX6FAPmmuoSH2TJsqbv9Y6xfDLCjVIjnI4Y4VjaGGETDOy1xqwBvtq06kqV6fic73ElRXxXBCCh5StTsqXS4/oJIeHXlxDcK5yRU3rgvaqDV78hP//VQI+SYT1KoHWLWDJLs1SXxrys2wDT3OSV4j6DJNdqBktmjI/ewfnglBMYyoFnwUUcuKYVsQsQdSahmd2JSEFoI5GEU3FhowGlkhSpg1V4VEhUGle/IfjaWKWeMwLTTmx1iOgpF95wny+7AlnvU/8V9F3oXHlTf+f4nRaXfTYfce5PHbTMxi7cmBUDTXTOTlhQ5jIQ5rEeqDlRmCPRwEQL/0WnqBLVwc/mJu2SdXO05uPM2hyCTMlHKkGpvMGwM9O/b8zsXTTIqeQZM24MG4UV+q1h3MQFbTF/PFH046FETDOd141deZj3nf/Eqzji12wnXKLBP4qufEIhMvhdeSih8CpxCeciwRt4xvscOAWmfHWximhSHXn+inBUIAv/Q10R5lfvATeNPVZpYnjxWx2h8wQ6VD8J+FWEyVd1IMuFkGqwJKez0rFciWAdOStgOUGWFL+hC3ivW8elQVVwPjOncyooTvscFCQ+CJQsRUQriLTkpb5JF3twzM53GxMWqk8QSLebUwJ9Yo+WTdSBh4GUg2TZFpIQSErxhnXjghTy7gFRoPyzXCyvvog30wAAB/VJREFUKTbViT7Vo1z0cL8I9lCnh4twdJViBsgrwuEcVyioFzUkvtF+xSnVVvynTiLiKUEulc7cEKZBXhGm2yKOwxlrp4rS3xSKVzNkmbDHmS1PYLUZ54THONYTHeOb5H0Sq4vPoPXUQFuyyTPUoRDl8D7XT0RWUeMXXciWVkNEbbgEiI1ivEiZJpDnJP1QIX2BLiMSrUn+UtpnwixX8OpWHaeKLTkhD9GjnAIvsnwI7wpfcLkcuMbXiEVqECopH5/RqMo9SJWNspPEeIXz6+HEuyJWWircezeEVDMEN/cR5kqBtCRwYQk9oBLgBCuQICzCro7HZyAeHeXnU9xAg99pDQ6fLUucnZAghp4kEkiZpwNawXizBJTMcIGWODft5oY+3SrmM+cIl8MqbcDqa5SankUK3bNWiYAjdfRPx76EV+WmHNJo5B0VT4gudM5DgihD+J6tyq6EGuGLMReCZ940avFI5aO8NayQCwlUAtGlMFklQrOPoufDqTTqXMRP1V1AGPGKtHLiu3IjMgF+4Z72tU4GUFw4AAD/1VMosWs/hw+pAj2BFlkaZH2AnW4hAYIX5yV1Ha6HlFXBc/N356sSCLUzX/gjmYoZ7PQpVjkC6HSILJUnvAsjESqKSqJI573kVfXoaSiXstGtYJ6dUmQ8Ee9dDhzKsSjHkFz4Y2C8uU5I4LFkOIsPANGmxJELqOGxOnyJk8dF8Uro5aZM0DdvXhGu6/dxIc8uLqfic2HEP/5U8XKZChCM3qO/yKMqcQWHR31U2ACmAT1/KGQNnjUg0nKGstHA0NPwoqejk1yqffoDmaf/lPlc/Z2e+tiM9lAo3Ge1wGnfjBLIhicHqoAbHzH4Q3rlLdAAoafHyhM5Fxyio/BMeeP4G/dZoApyfl2TPFCF8UeFqdMTqXr3p4KZVYUuKHTEsvB5FWfKFNLr+jg/ZuSREhMJjvCpcwtd5AV4hTtk5nmFAQBCBLMcdRTpfjZaebwTQkI6c+HULNlJh2I3JSslnZ0enr8rjKwxzzv1SECdapQJq8eRMow6cS89GQGnPONzit73kaMunw8tQSVjVOtTvIgWz1UMysKImxc5FSEuv7eqkHfGDOwcvigVAWqmylcIgsIQv8QEKbTgeHq0eK9OG2iPInAOpwYuegPXlTTAidWOiBgPEZ3iCbkjFBGUUoV8FeO0CJgMQ6jChEedhzykjuLgUCYuDK5UBupZ9JCH895zESRpnU8Brw/2sFLQYxKuP7xeVxGtwo0LH2oIeSv3wAfBiFp+fTCpsiMjrihVb/wx2w/FVb78+X/gyEfrdF6+YDsnjnd3RIr0OZwgMm1D8Y5PYfJnE7mPHy8LzxATfpVMAaF+FBbn6zE30E9oA6H8QUq98M5H1V/MCvVX+GGTHnkyj7jLACgUIUGmqEOvC4ADrOBDdCFHLtXuZhhoKiwMghQW+B9LOgGRy8bJ53n4M4KfVW2h+RIYKXT1lkGkJG/UtqK8j1G45DJgzeKN84jzVQb8ubArLIZ3Im7on7yzw+Pw0Jv+v2pGqIr/pap1rrwjkZM6ntcJRm4uujM4M54Ae6nfXNDZ/pBPbuilMF193JXkcCWwV0fRbz6Hq6MrdJWh3iMaL5dUwcnNJTQecbmIHHjhZ4EDXxAHrkTurgT2CyLvGkeDze76cPP2S7+F4s2Vt8LmCs8l51LxmbiMJzfl3P5c0Ln9uaFz4/h1Q68khyuBvTq6fvM5XB1dubIR0Xi5pP5KuF8JcLUkL6Rb4MAlOHAlcnclsJfI8jqKkl12wS1wYIEDCxxY4MACBxY48C/EAWbEMp7K+r/gFjiwwIEFDixwYIEDCxz4bXOgYIabfLJuvulxrKYVH9v35woTptz4GF8IizcPaFOH/GFzh1IEf/wMWLJheg+wWTwB84V44rxz8VwYFjCF3bAxbQoDSuvkOZtTZofF8fHzwvi4zNmyxPk6XKasouzCsuTG59Id+0OKkOZSYbl44rxjbgVDqN4UE7ivsDj+wrDw5sDRT26Z4/DcsFz/xfEhF4XH9AffbD6EkubWc26aq+FDNr9s3iFMmLOyM1eYIJQqC6f3rPznljnXLyi5XxUW4gNsjDdbDwoPeWVrIy5N/BRM1p/1ZUPnCwvYLyy/wpRnVir0FtednsKbjdfb7LCYW4F2j75MPpBTTvvL+uP8s2UK+Ya2my2ffIH6bHw2LAuXxRNi4xLHJQtlCqW8NOfjfAJulTXLz6jk84fNUdZsmcGcEx9wzRU2d6kCfK7shDKFOrk4jcoR2px8V86H3DShVrJ8CHGiKBsW6Au1lRuv3B0up+yXx4cLeXNxGuUizIEngQ/Zssb5iq64LME3f5osXDZNyCWkieNzw3LzyfpD3UjtFKTYqp7RPxmPyMpxMMed4uWPnwqM/XHa3Pi5wr6INHPRI7xXk7fSycVpw1v4zQ2L/fEzN82VhCndr8sz5fdF4BGOmPbZT88g+onj5gu7VHxuXOzXUy6XD3OFCebXTXM5Mni1ec/GLXpjF9Mdv+uZGxbnqfAr5cNc+c7GnYszN+8439z4ucJ+3TRKL5dLVwi5MCyOj5+5aa4kTOl+02Waj57ZeV9tGeaqV+GSy8179nscp6fclfJhdr5z4RHe3HwuJ83l4JmL3tm4BRO7mIb4Xc/csFx/HKdnLk/i8EuFfRFpLrf85MWxSzbIh6GMsl5wCxxY4MACBxY4sMCBBQ78Fjnw/wGVmw/IVj13iAAAAABJRU5ErkJggg==)
Fijaros, las coordenadas se representa de la siguiente manera:
• Se pone la letra o el dibujo al que se refiera, por ejemplo, nos fijamos en la letra A y a
continuación se ponen sus puntos entre paréntesis; primero el de la línea azul y después el de la
roja. Si me fijo en el dibujo, sería A (4,3).
A continuación, realiza los siguientes ejercicios en tu cuaderno:
• Actividad 26,27,28 pág. 122
PLÁSTICA:
Esta actividad es completamente voluntaria y se ha propuesto nivel de Centro y a través de la Asociación Girasol con el objetivo de ayudar a personas mayores y con otras necesidades a través de un CALENDARIO SOLIDARIO.
La actividad consiste en:
MATEMÁTICAS:
Hoy vamos a ver lo que son las coordenadas y los números enteros pág.122
Mirad la imagen, en esta imagen tenemos un sistema de coordenadas cartesianas formadas por dos rectas numéricas o graduadas (una azul horizontal) y otra roja vertical (una roja vertical) que coinciden en el punto 0. A cada una de estas rectas las llamamos ejes y dividen el plano en cuatro regiones llamadas cuadrantes (primer cuadrante, segundo cuadrante, tercer cuadrante y cuarto cuadrante).
Fijaros, las coordenadas se representa de la siguiente manera:
• Se pone la letra o el dibujo al que se refiera, por ejemplo, nos fijamos en la letra A y a
continuación se ponen sus puntos entre paréntesis; primero el de la línea azul y después el de la
roja. Si me fijo en el dibujo, sería A (4,3).
A continuación, realiza los siguientes ejercicios en tu cuaderno:
• Actividad 26,27,28 pág. 122
PLÁSTICA:
Esta actividad es completamente voluntaria y se ha propuesto nivel de Centro y a través de la Asociación Girasol con el objetivo de ayudar a personas mayores y con otras necesidades a través de un CALENDARIO SOLIDARIO.
La actividad consiste en:
-
Elaboración de un dibujo relacionada con la temática “INMENSO AMOR POR LA VIDA”
-
Cada alumn@ que quiera participar deberá enviar su dibujo al siguiente correo electrónico:
info@asociaciongirasol.com
-
IMPORTANTE: En cada dibujo debe aparecer nombre completo, edad y pueblo.
- La actividad es VOLUNTARIA, pero quien desee participar debe enviar el dibujo antes del LUNES 15 de JUNIO
LENGUA:
Hoy vamos a profundizar en el género lírico o poesía pág. 198.
El género lírico o poesía es el género literario en que se expresan emociones, pensamientos, sentimientos o estados de ánimo de forma subjetiva.
Normalmente, el autor o autora utiliza un lenguaje muy elaborado y estos poemas pueden rimar o no, y nos encontramos con tres tipos de rimas:
Hoy vamos a profundizar en el género lírico o poesía pág. 198.
El género lírico o poesía es el género literario en que se expresan emociones, pensamientos, sentimientos o estados de ánimo de forma subjetiva.
Normalmente, el autor o autora utiliza un lenguaje muy elaborado y estos poemas pueden rimar o no, y nos encontramos con tres tipos de rimas:
- Consonante: si al final del verso desde la última vocal tónica, riman vocales y consonantes.
- Asonante: si al final del verso desde la última vocal tónica, riman sólo vocales.
- Libre: cuando no hay ninguna de las anteriores.
-
- Arte mayor: el verso tiene 8 sílabas o más.
-
- Arte menor: el verso tiene menos de 8 sílabas.En un poema si una palabra termina en vocal y la siguiente palabra también empieza por vocal, h o y se produce una sinalefa, contándose una sola sílaba.
Dentro del género lírico, nos encontramos con los siguientes subgéneros:
A continuación, realiza las siguientes actividades:
• Actividades 39 y 40 pág.199.
RELIGIÓN:
Ver blog http://religinhumilladero.blogspot.com/
VALORES:
Envío las actividades de Valores, de esta semana.
** Comenzamos el tema: 6, leemos muy bien las páginas:62-63-64-65.
• Hacemos las actividades : 1-2-3-4-5.
• Actividades 39 y 40 pág.199.
RELIGIÓN:
Ver blog http://religinhumilladero.blogspot.com/
VALORES:
Envío las actividades de Valores, de esta semana.
** Comenzamos el tema: 6, leemos muy bien las páginas:62-63-64-65.
• Hacemos las actividades : 1-2-3-4-5.
#Recordar: hay que hacerlo con buena letra, copiando los enunciados y razonando bien las
respuestas.
CIENCIAS:
Copiar la primera parte del tema 5.
TEMA 5 DE CIENCIAS NATURALES. ¿CÓMO SE RELACIONA MATERIA Y ENERGÍA?
1-LA MATERIA Y SUS PROPIEDADES
La materia es aquello de lo que están hechas todas las cosas.
La materia se puede encontrar en la naturaleza en tres estados: gaseoso, como el aire; líquido, como el agua y, sólido, como las rocas.
La materia posee dos propiedades generales: masa y volumen.
Fíjate en el experimento de la página 86 del libro.
Copiar la primera parte del tema 5.
TEMA 5 DE CIENCIAS NATURALES. ¿CÓMO SE RELACIONA MATERIA Y ENERGÍA?
1-LA MATERIA Y SUS PROPIEDADES
La materia es aquello de lo que están hechas todas las cosas.
La materia se puede encontrar en la naturaleza en tres estados: gaseoso, como el aire; líquido, como el agua y, sólido, como las rocas.
La materia posee dos propiedades generales: masa y volumen.
- La masa de un cuerpo es la cantidad de materia que tiene. Su unidad es el kilogramo, con sus múltiplos (tonelada) y sus submúltiplos (hectogramo, decagramo, gramo, decigramo, centigramo y miligramo)
- El volumen de un cuerpo es la cantidad de espacio que ocupa. Suele expresarse en litros.
- La densidad de un cuerpo relaciona la masa de un cuerpo con el volumen que ocupa. Su fórmula es Densidad = masa /volumen
- La densidad del agua es 1. Si la densidad de un objeto es menor que 1 por ejemplo, el corcho ( cuya densidad es 0,24) , flotará en el agua. La madera (cuya densidad es 0,5), también flota en el agua. El aceite (cuya densidad es 0,8), flota en el agua; sin embargo, el hierro (cuya densidad es 7,8) ,se hunde.
Fíjate en el experimento de la página 86 del libro.
- Se coge un vaso con agua y se introduce un huevo. Como la densidad del huevo es mayor que la del agua, éste se hunde.
- Si añadimos sal al agua, poco a poco, llegará un momento en que el agua y el huevo tengan la misma densidad, y entonces el huevo deja de tocar el fondo del vaso y sube un poquito.
- Si seguimos añadiendo sal, poco a poco, llegará un momento en el que la densidad del agua ha aumentando tanto que ahora es mayor que la del huevo, y este subirá y empezará a flotar.
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