Austria Smart Cities Market Synopsis
Austria's Smart Cities are Expected to Grow at a Significant Growth Rate, and the Forecast Period is 2023-2030, Considering the Base Year as 2022.
Austria's government has played a crucial role in promoting smart city development. Strong backing from the government has led to significant funding and policy support for various smart city projects across the country.
- Austria boasts a thriving innovation ecosystem with world-class research institutions and a focus on technological advancements. This fosters the development of cutting-edge smart city solutions and encourages collaboration between academia, industry, and government.
- Austria's well-developed urban infrastructure provides a solid foundation for smart city initiatives. The country's advanced transportation networks, digital connectivity, and well-maintained utilities enable a seamless integration of smart technologies.
- Sustainability is a core principle in Austria's smart city approach. The country is dedicated to reducing its carbon footprint and promoting eco-friendly practices, making it an ideal environment for the implementation of green and energy-efficient smart city solutions.
- Austria's smart cities are leveraging technology to enhance the tourism experience. Smart tourism solutions offer seamless navigation, real-time information, and personalized services to attract and retain tourists.
- Austria is embracing digital transformation, and this is evident in its smart city initiatives. Digital solutions, data analytics, and the Internet of Things (IoT) are being harnessed to improve urban services, optimize resource management, and enhance overall city efficiency.
- For Example, Vienna is a leading smart city in Austria, known for its innovative approach to urban development and sustainable living. The city has embraced various smart city initiatives aimed at improving the quality of life for its residents and enhancing the overall urban experience.
Top Key Players:
"Kapsch TrafficCom AG (Austria), EVN Group (Austria), Telekom Austria Group (Austria), AVL List GmbH (Austria), Siemens AG (Germany), ABB (Switzerland), Honeywell (USA), Schneider Electric (France), IBM (USA), Cisco Systems (USA), Ericsson (Sweden), Microsoft (USA), Huawei Technologies Co., Ltd. (China), Nokia (Finland), Thales Group (France), Bosch (Germany), Infineon Technologies Austria AG (Austria), Wiener Netze (Austria), Swarco AG (Austria), TTTech Computertechnik AG (Austria), and Other Major Players"
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DaFWgpQf/jDbQTtJ5NkSFh/iFZ/nNzLiWgZobhNDmkl11XnES5Q6jD5fQc4nQQos5BNESJQNuFQCAQOoIEKebjItLg/dXXai4MkPqu/vzEr17fG7fj5JgGDyTvqVu4qvjIuTuFR2/8tdW8Hwmwbwb43hOwZLA51ddIk8iv/j3mc9ri89VbvieE5XdW7Sz1GReZJM8lrtzo00VSZeWl0KTHRbU3KLe4e3ZNsXrr8eabd8kA+fbpv/pFCnkg6WXyF6c5wWsJFZTbkYYelkPfG6dv3qVa8bupfxy97diYD4tvDskhCzDPeP/jb9fmH7lOW8gJOc3ypIOUIWXy9/feULWr/AolWJ91lg/55z/4XuxMaV7+rJQTfLi+hmpIdaAE1EXOAkzB09rURhbgFWlVVOG6SwM/GZuVpfC9Srr9bsHh63//fAblSbWl9OuyzvLe372ZRbpL6f9zQSatfrrlGO2lDuHe/o8FmfWXfc9p83ekXvjT/vPXRkh0oz4spFUK6jdKSSa8reACJcvYc4a3z1mR09Tmm5fmbAMN/qvnLn4JMDE8PGwcMYZSM7tQ/tjLq+a/7s5/1y33ykMQeUbCz3AuMYiRithoHnQG1BXmCLSlcnoah3FZ8vibB+XU8O35p8dS+VBqElCdg+guJZxPhznE+NLP9BQOJ0iEczUscwi05oGeTXNMivPrkD9hzoQi0J5UIojDg2iX7tMdXCc49LYrZzOIf27OpQTUzHCeJsv05uaP2yFynYUhB9EQJYL7eSAQCISLQXJF8rMp/3xNU1/Nhf4dZZdefDtb7H1++f49la3FJ269nV5VffY2CfC3fmbxUigWYNKzU839b6cdit9+kpZJUFN315NBfXt2ck7VtUvtd0nY5KN2l18msyIB5hdlkZRWnu6kLcebemUv/e5vMnxye/Nuwo5TPB9LQTIsCzBpbcmxW1TE6m0nOMGy+HKf7zX2PDX22K3vxc73XqP1D79dm7H3DK3SIZYvkTYLMNmsrw6+KW4j/9fHJkLrLg1+f0yAKZlvivXW3U0553iSnETRN3F6ZejZxV/QXtLao+d9c9RkzrRX3AL9pQC/f58A0yGJX/juuxYCvCnvPK1SNX70B+PvBScgAaYuoj5k36aG0y5qNddna0ETH049Q6tUKM+3/3vM5/z/LCI/yKfVt1IP0fLJ5n7+HxYiKOeas77HoZeMafy/RmzdW9FC1k3Z/uXPLG6GHzf4r567+CvAvb3G32xGqZldmP9U+zMZYvl33XKvPJhgSEuO1LW+n1GuZG4ZziU6jFTkW/5kERLDF7NfBdQV5gi0paI4ggZSPFYTtRITGlT0uj3HxlL5UIZcAdU5iO5Swvl0KCHPyVhOv1iGwwkS4VwNyxwCqjlFiL9biklxfuVDErZVy03WNLgP4vAg2qX7dAfXCVrPZnD/3BxKoQiomWE4TQ7pzTPAfnaIkGRxCoJoiBLB/TwQCATCrXg6etvqzJNHzvbUXBjIP3r9jeSD33/Bp3O/fn3Pyo21r8aV//0La/7++TWRHxUsiS2jZHlH2n4cs838cSMhwOR41We6L1y/SzKWsP0UP7z6nV+m+iPAFH98J9f3+uibd09e6P/D2zm80VKASWUtBVgI6rL4sRngxp4n5/oEuPT4LVolbVsaV+57/fLNu7nVbVRtTqyEgwCLWeg3kliAB+wEeNGqEuqQ+suD76RXU1fwMlXv736dTnvHfQkWZcgPHlMb+S7ufQdaaDXr0NV/vPdIMCcgAabc/v43GWeuDFGfkBWvSK/i+e3MomYhtEKAeQaY2sh3rVO5tPrZ1uO0fLypl5+pFvE/X9p44kI/tTR++8k3Uw6duNBH2dIpUzzZ/+C/eu7irwB3dHQYR4yh1MwuxJ9/MUQISBH92Uvbxf8yV7h687Z8P545nEs0D1stkUc/Dq0LqCssI6CWiqYRNMwSQ2EWD9E0WpVTKloSUJ2D6C4lnE+HEnJxDnkq4U+fO1fDMge5D+1QJIQO8f9smkMu0bPn1+EQu1McRE/KIQ735yfEEUS7gqgkHeL/6Q6uE7SeTTm93BXO4Wcpgf57dyCU02T343kmZov8QC8XIddH+Wclh/iHKfIMoiFK2NUTgUAgwhA//MOGfZVXSX0PNd6OzTzxi2XGI52RH+TnVF/7cH3N2n2Nm/LOs8T+6rU9NU29lJ5MOOfw9d/ce70wh3gGOH3Pmf9YkDn3vTzyK7FXCDDtFRspzAJMseCTYt/M5E3fi6P+LWorbQlRgJ8aM7qi2huU3vcyrbE3SL2WeMDhA8KuCHDMysLz10ab2nyvnrpw3Xdn8q+llycHIcB7x/LPq27jJlPIAky9dLK5n8rylXjT58nzPy6SO9ZOgOe975ts/2yLT4DJdX8cbTzAzPHD369n6b0w1pCsyqvUrr+xug3ez+C/eu7irwATg4ODxkH+CbD8l178r275f5wr4wbnv+sOe396/xtHFBxGJ84l+jNSqTp5RR6G2o04A+0Ku/C/paJpBJUoKsYDPrGXdskp5RwCrXMQ3aWE8+lQQi7Oz96jcFACEc7VsMxB7kM7zMYS9O+WQi7Rs+fX+RDLBgbXkyLE4f78hDiCaFdwlQzuH68dSv66z6ac3vLEWYY/pRCB/nu3I8TT5E968a/ezw4JToBdvE4iEAiEu/HjmG3V524XHbu18NOSlZuPLk+ppI3kUTtKLpHkkPmQ2m0ruPDK6jLaLgR40WelNRcGP91qvLuYQwgwKZm8ncN5BpiKEELFprdoVYnv8dSbd+PHbJPsjgU4cbsqwKXHb/FLsKxugTaeAWYB3pznexszxbtrDguBtAshwGStXKL5FmghwPweaSHAG+8J8Oylu3julCpG6stNEyEE+NMtprdAv3mfAFMb+VjfO7Ru3qWKiRn4hB2+h4T5GeC/mp2Sf+Q69cnZ1hHqwO/dezJZBAtw+YkOrt6XM8Dv+2aAlycfpGUqXUy8c/z17BTfK69v3m1sHV74SbHlS7MDCv6r5y4BCPCdO3eMg/wTYLu/0+YxAYfz33V//ur/dvnurTknW66rHy4WI0IlnPN0HqlYPstn51eBdsW4MW5LRYkEbRRt4YJ4soiX5ZSWo3A/6xxEdynhfDqUkIvzf0rKUwIsItDfLYVcomfPr/mQvaUNQsksT0GIPWnXKIcIol0hVjKgf7x2KPnrPptyeg/OALtymsZNT79YcY7k+rgowK5fJxEIBMLd+LeorVVnb28ruvB68oEj5/vS9vmmZ380ZyMJ8D//YT15798/v+aTTUc/XHeEtj/32m5JgPtXbqoV+VAYn0G6dTdj731zvBxkXCzAyt5dpT4B3l588duzk//yZ0nkV39K9kk4BZknpd9VfoWWSW5ZgPkJXg5+BvjgqU6egP3b53xp6BAxQ8sCXHv2Dgvw/I+LWIA/GGuOc/x7zOe+52lv3SVtFgJcVHODtogPHYtngFk1hQBvuPflJLJ635vAbvm+DPz0vfdCixAC/Nm9D0fNez+PBJj0VXkGmJJxHfjDURTUFj4k6d4zwN9/wTdLb3x66tpozEojgRyrx25yrqzrYp2mNhoCPPZS6F+8upsUlw43n0Hfu6xv+iaW+fXRIQb/1XOXAAS4vb19dHSUD1NqZhniljwH5CG+89/1gP7q/9Xs5OUJxSwqhN2IzTlPeaTC9ZSf0SLM4x47vwq0K/wPu5bKgznOWdRBPI3Jgz85pdyiQOscRHcpEegpFpk7yIYSugXYn5o7hJ+/W4pJcX6VsT4nEB1ImE9ciD0ZxOFBtEv36Q4if91nM7h/buZS5AiomWE4TSK9mRvtd6pOXhFfOaKQO8Th36k4L6LTgmiIEm79/BAIBCKIYAHeUtj0wYYj5LTJu3yTt0/+cdMXpZdIqFZtOf5myqG9FS38TZ37Z4D7P9pUI/Kh8H1VaEyfquq7f78im+RN3kuyx69QPlTXxZ/S4eBXQ9eeu0OHk3ifuNB/9HwvmRjVgWWSX7n8nV+m+l68dNP3zaGYlYU/X+L75i25H09Lvjr2zqfv/iaj/ITvm0D035++vIO2+N7SfOvu2asj7605TAZOdfDlOfZi6o821FIlKSva9YuxjwAp8ZNF28mcKXHN2Z55Y6/jourxU8Sko3yT8NtphyjBhba7K9KqyN7JUTflnqctZcfbF31azHc7//GdXLbK3Oo2ktI/vJ1DtSJzJl3/3m8yyEUpQ0r/k0W+Ckd/WMh+m7Gvgd8snb7H96auxtYhFtp//O1arkPl6U5q9SuxZb6vQ40JMD8VTP12cGzLsfO9VNDv385++bNSauOsCN+MsW+6mHrs6jB/+Yl66cyVIdqyvfjiD3+/nrpo7f4GOpY2Uv+Qjb+39jAZ+A9eXPcvczb6qjr2yus3xrIlFX8no5pvUA80+K+euwQgwIT4ILBSM3PIf+YdkIcOznJi/qvvPLqiEP/33W7E5jySsMxfHvcQSrmWTQiiK5QIoqWiaaImIg0N5riSPNKSh31i7BVEnYPoLiUCHdiJwaX/A0EvCHAQZ9Mck+L8yofIw3rZ1uTtFIH+BpQI4vAg2qX7dAfaivCczSD+uTm3PfRudPE0UQSaftwOkessOj+IhigRaD0RCATCxWAB3lp04f11h2ua+pLuCfDu8iv/8Nu1pENHGnr+lFL5V7/wvTT4F8t8M8D7D1kL8MJPin3ydv0uaRKJk7hRmeOZmM+rznSz3ZG28UYyUpJVkljaSEJFqyvSq8iByTzJ6yirotobPHFKOv1G0gE+/ML1ux9u8BVNls5bVo/dk0xSSrWl3M5fG2Vjj/v8JFWGtmzOa+ImPDV3846SsaMo2dURyorce847993xy/HSOzn8lWCK5WOT0j9dtMP3GeGbvhdZcf4pO+u48ptzm1j4oz/yPfRLWyhncbP3K7HlfCBt50I35Z0npf/3mM9922/4pnz5s09vpviMmlJmHbr6vV9nkJHSifAdeP3up5uPcm7PLdvjuyF5rGL1V4Z8Lx67+aUAU/xsyU5a9SW46fsCMBVHnUxlfevnySS6XA2eJI/4IJ/qQ6sk+fyi7H/+w4bPC5vpEC6Udq3b38gT7LOX7vLdXz1WLmVLe6ka7O2BBv/Vc5fABFh8EFipmTnEH2ln5D/h8tSQeQRgHibKgwZLVTD/33clnEcSdqM3uZ7Kgc525IzDaCaIlopCRU3kajPcKHm7sJEg6hxEdynhfDrMIVdS8SgO6pamKx3yu3YtT5ASztVwPsX+1Dz03y2FKNHL59fuEHm7ciIC6klzBHF4EO3SfboDbUV4zqZcip//3OxK4QiombpPE0Uo3U5+63BmCVHnIBqiRKD1RCAQCBdDCPB7YwKcuNMnwD96aeP+g63/MmcjBYmTmMt9fvk+nwBXWQswaTNp4QvL9/3qtT1//xv1Evr9F9b++rW9lOAXr+7mNzBR/M0vU3+5bDdtJKkT72oij30toYIM7eVVJVQB3khBR0V96JuwnbMi5+/H3lNNSkbHUrZ8B/JYEXtoCxkgyR4Z+DPzM2n1N2/sI68T+ZBY/u7NrBUZ1WTpZLlUhOW3fH40ZyMda9TtV76XNv/Db9dSVrTlf728g/P/yaLtnP8Px74zTEHb//hO7vtrj5Bb8pPJHKTx1JyPNtQsjSun6nGGVOFfjfXJsy9/wfck/2vklt++uZ9kmHWUpJ3b+Nxre74ndSnVjWpOsk3JeM42t7pNTvDDF9f/8V1fNVakVdEZ4ZpQET9fspNyo15ip6VTRntpC51l8T8sqG4vvpX1wboj1D+Ukr+fxEHNnPteHmX7dtohX7b2rxBzDv6r5y6BCTAxNOT7I63UzBzOg3j5j70YS8kjRRoWr958SGyXP+Uiz2MIKybkW9Seidmyt7TB2GEzXKNwHkk4jN7kcuX6iHbJw/ogusIcgbZUNE3URG4OIZpsWYEg6hxEdykR6MBO/sEQ8uNzP73/hUOiUMsTpIRzNSxzCLTmIf5uKSbF+Q3ikEB7UokgDg9DJQM93YHmH56zGcQ/N4dSKAJqZhhOU6DplQ65evO2OLPKXc3yeQmiIUoEWk8EAoFwMXwC3Mi3QNeQ3O6pbCGp++6v05fGlrEjiSAT25h/nryXBDjmkyKzACPCH3/5bNK+g62X2u/uKLkU3Cd5JyT4r567BCzA/CospWZKWA655JCHDvLgQPxpt0PxFmUIYonDKMF5JOEwUlHKFXvNdhR0VygRaEtF0+QeEwNlQpRlrmFwdQ6iu5QIYmAnF2qHnJv5BJnDuRqWOYz7u2VEXwV6Ns0xKc6vwyHKiRN7A+1JJUL8CfnZLt2nO6D8w/mvVTlrlsgNcSiFIqCTFYbTFMSPR+58O5RLTXA9L0cQ9UQgEAi3ggT48Nnb20svRn5UkHOkraap/8CZrvfXH/mne1OaFE/N2/zhhpqDZ7pJenMOty2JLXt37eGaCwMr792UKwfJ8z+9uP6bYzL2V7NTKB/6L+/6h9+t/bux799SfP+FNf9r8RdPzfM9mEoJfjRn41+OzTR+9zcZ/BVih6DEf/urLz/t8ze/TP3PRdv/NXLLN8dmqmnXTxbtmBVBq769lCEpvZiM/e5v0p+at+l//nHjt37mK26s6A3UQP7Ok0P84+/WUTJqDmdLpVAmVAo1iiyUtv/NvRlsqj91Ai1Qi/495vNnFmRSKX/9y1TqFp5L/8ffruMEQQRlmLKzbvW2E4tWlcz/uGhTzrnmG3ebro+Ku8onRfBfPXcJWID5VVhKzZQQ/yfbQTPs0sj/F1yBUoppYRE/Xbjt3KVbRgoTDhWgcB5JOI/e5KGPOFxsFOWG0hVKBNRS0TR5uzwiFGNl8wA6uDoH0V1KBDewc+4WeVqGwnyCzOFcDcsc5I51QNa2UH63FJPi/DofItdWHBJET8ohDvf/JxREu4KoZHD/eJ3h/MP8rzWgf25+/gD8OVlhOE1B/HgoAuoQiqB7XkRw9UQgEAhXghTu0Jmuw+fvxGaemPdBfvLO00fO3eFp3qiPCsncfv7KzqzqsQ8Fn+n6bNvx6JWF8V+cOtR4u6ap7800dQxP8emWY/sOtZL10TLZ9eb8pqfH3hdFSpyw41TM2LuL57ybs73kYmbxxU355//++TXkruTViz4rpV1LYks/2ljD/mwZpM2U+K20Kl6lgiiTPZUtafvO/MucDf+5cPvmgqZdFVc25J6jypMJbyu6sLP88hfll1940/fU7uLYUqre5sKmpF11P/zDBmr+jrJLVBOqzwcbjgiJVYJUllpNmVBuKzfWUvXmvp+7r7L18+JmqjbZ7Prss79+w/dVZNq1clPtK/FlZLyfbj1G2a7LPvvjmG0/W7KLqsT5x24/yf0QRPzHgsysyqsNrcNnrgw1tAxduH73eFPvu2Ov+JKTeTz4r567BCzARH9/v1IzOSwnHMwh/6VXJi5oSFFU3ST2EuaXcMpBJS6LLWxovmmkHkN5Gs0ynEcSziMVCnnCjZsgGsUDzdC7Qgn/W2rZNLkg0SK5mVR60HUOoruUCGVgp3QL9T93i5JMOUHKXg7naljmIA5xRunPoH+3FJPi/DofIteE4Hs+g+tJEUH8hIJol+7T7X/+//z7dRPyr9XPf27OpQR0ssJwmoL48YjgDhGdbNchFCH2PEUo9UQgEIgQ42+eS31nTXXZyU6S3t0HW8gPKcgJabWmqTd9X0PkRwWrPz+xJqtx0aqS5SmV+UevkwxTerJf86wpKeXeytbi47deS/RdD/9jYWbxCeM9SWSGmSUXyQz/r4jNOUd8BvuDF9fxx2yfXfJFzfk7Rcdu/tOL6ynbjH0NPJdrGVTboqM3yWm//8Kab/0seWP++bVjhvnUvE3/9Pv1JKhpe+tJaylnqt6WwqaEL07RLpJqUvp/+N3aDzbUUIJnF+88UN/54ltZz8zPzDvS9vzy/S+9m1t2sn3hp8VKcRzf/nky9Qk1n8S17GQHGe+S2LLsw9d+/spOKuW7v8nIr73xx/dyKSWp8trsxnfWHH7yj5uOnL/zakL5d3+TTir+4tvZVG3a+He/zqCsXk+2+HvhZ3znl6lPR237w9s5iz4t+eM7udyHky74D5+LBCPA3d3dSrUQCAQCgUAgEAjElI+fLdlJ2lnT1Df2Iug6kt531x0uP01WTK7bsSKjmsRvc/75miafFafsrv/py9ZfOF/4aQntXfRZydbCC2Sn/xa1NbemjTSYdpEAUw6UD6kmWfSPXtoY83Eh5fwvL22avXTn9tKLa7MaP9xQQ+Um7zptNwNMqrk5v2nBp8WU/rnX9vzj79aVnergqVcKMm0q7n8t/oJXyQzLT3X8Yplvsu0/F24/UNdJnvxG8sE9la2rth1P23vmR3M2UOLdB1r+5SXfq7aozrGZvrdJm4PasqWgaUPuudQ99Ss3H/3ms4mLPiulzGnL797M+utfpmZVXf3DCt+rpEmAKQ2162+eS6MuzT96Y3FsKQnwb17fS1UlP9+Qe76irpO6SM5/Goahre4RjAATSrUQCAQCgUAgEAjEdIjv/DKVvHdfpe9u59JTHeSitLpmfyNbsS8u9O8sv/KHd3L+yv5uW7LKnMNtpLKHGrqfmrdpVsQWMtJ/n/857frLZ5M2FzTN/6T4d29nl5y8RXY69/28irquyA/zn13yxfaSi88u2UmHFx27+dnnx+1mgH/35n7yWFL04uO3SJX/Zc7GspPtER/k816y3Pza679/O5tXn5y7meydfJuWf/OGzz+fmrdleUrl3srWPQdbYjN93wH62ZJdtEwSTo5K299de5iPVYIEmOz985Lm7OqrS2L5Vu0yaik1h9r4N8+l03ZqF20ndScBfn+dL5+/+3XGolUlB+q65n2Q/8tlu4uO3nwlrixmZWHWvUymcxja6h4QYAQCgUAgEAgEAhFY/GjOelLfA/Vduw60jKldGjle9pFrJSdu/Sm18h9/6/TZm2cWZJLZvp1RNe+DAhLCN9MO/XvM5xWnO+K3+x79/affr/+8uPm1xAM/eHFdZonv6d+l8RWku39YkTN76S5K/w+/W/ur1/aQZifsOCUE+Ndv7CWH5OW//HlywhendlVcIaf9dMuxvCNtpLgfbz5acPTGO2uqX00opwon7TydX3Odiqb43m8yVm6uzaq6+mb6oZ3ll1dnniTL/WTL0eSdp8nJKdnc93L/c9F2EuNPtx5L39ew+0ALP65MQZK/NL782XuTyXQglUtbfvd2Fjk2FUQCTAcuS6z41et7//F366h/1mQ1Lo4t/Z9/3LQ2u/GDDTX/9OK615MPRH5UQG2kPnx++X6Sdv7+EzWfOpNznrZhaKt7QIARCAQCgUAgEAhEMPHM/Ez5G7Y/muN7WZRYtQvSxY821fB7nuZ9kL80rpwOJBVM2VP/4cYaMsMlsaXPL99He/8tauuqbcfXZjWSvpIYPzVvM/nqd3+d/s1nE8mQYz4uFN+knfNuzhvJB3mVciZv5BueKWcS9X+Zs4GOemfN4bXZ5z7aWPP9F9b8w2/XfrDhyNrss6S+3/558t/9On1FRvWarLPvrjvML5f+4/t5lD8tLFxVTGr91LxNKzcfTdpd98GGWmG/FFQWSTUJOa+Se7+WeJBcl5apOLJZamz8zlPUNGrUd3+T8d66w5QJOTY1LeaTQvLkv39+DbUxY18D1fmvf5n645ht7649zJ2zLKGC+2E6h6Gt7gEBRiAQCAQCgUAgEAiEF8PQVveAACMQCAQCgUAgEAgEwothaKt7QIARCAQCgUAgEAgEAuHFMLTVPSDACAQCgUAgEAgEAoHwYhja6h4QYAQCgUAgEAgEAoFAeDEMbXUPCDACgUAgEAgEAoFAILwYhra6BwQYgUAgEAgEAoFAIBBeDENb3QMCjEAgEAgEAoFAIBAIL4ahre4BAUYgEAgEAoFAIBAIhBfD0Fb3gAAjEAgEAoFAIBAIBMKLYWire0CAEQgEAoFAIBAIBALhxTC01T0gwAgEAoFAIBAIBAKB8GIY2uoeEGAEAoFAIBAIBAKBQHgxDG11jyAF2ExfX5+RJQAAAAAAcBt9w0EAAPAa+q54rglwZ2enkSUAAAAAAHAbfcNBAADwGvqueK4JMDE0NGTkCgAAAAAAXEXfcBAAALyGviuemwLc09Nj5AoAAAAAAFxF33AQAAC8hr4rnpsC3N7ePjo6amQMAAAAAADcQ99wEAAAvIa+K56bAkzgVVgAAAAAADrQNxwEAACvoe+K57IAd3V1GRkDAAAAAAD30DccBAAAr6HviueyABN4FRYAAAAAgOvoGw4CAIDX0HfFc1+A79y5Y+QNAAAAAABcQt9wEAAAvIa+K577AoxXYQEAAAAAuI6+4SAAAHgNfVc89wWY6O/vN7IHAAAAAABuoG84CAAAXkPfFU+LAONVWAAAAAAA7qJvOAgAAF5D3xVPiwATeBUWAAAAAICL6BsOAgCA19B3xdMlwHgVFgAAAACAi+gbDgIAgNfQd8XTJcB4FRYAAAAAgIvoGw4CAIDX0HfF0yXARF9fn1EIAAAAAAAIDX3DQQAA8Br6rngaBRivwgIAAAAAcAt9w0EAAPAa+q54GgWYGBwcNMoBAAAAAAAhoG84CAAAXkPfFU+vAN++fdsoBwAAAAAAhIC+4SAAAHgNfVc8vQJMjIyMGEUBAAAAAIBg0TccBAAAr6HviqddgPE9JAAAAACA0NE3HAQAAK+h74qnXYA7OjrwPSQAAAAAgBDRNxwEAACvoe+Kp12ACXwPCQAAAAAgRPQNBwEAwGvou+KFQ4DxPSQAAAAAgBDRNxwEAACvoe+KFw4BJoaGhowCAQAAAABA4OgbDgIAgNfQd8ULkwDje0gAAAAAAKGgbzgIAABeQ98VL0wC3N7eju8hAQAAAAAEjb7hIAAAeA19V7wwCTDR29trlAkAAAAAAAJE33AQAAC8hr4rXvgEGN9DAgAAAAAIGn3DQQAA8Br6rnjhE2Civ7/fKBYAAAAAAASCvuEgAAB4DX1XvLAKML6HBAAAAAAQHPqGgwAA4DX0XfHCKsAEvocEAAAAABAE+oaDAADgNfRd8cItwD09PUbJAAAAAADAb/QNBwGYQBoaGt59993Zs2fNmvXd//iPf6LlsrIyYx+Yxui74oVbgPE9JAAAAACAINA3HARgQujr63v33Te+973H3n33/753738tK/sv+fn/lZZnzfo/Xnppdmdnp5EOTEv0XfHCLcAEvocEAAAAABAo+oaDAIQfst9Zs/723Xf/e1/fDFISJTZufGDWrG/Bgacz+q54EyDA+B4SAAAAAECg6BsOAhB+liz5Y3z8f5elV4m9e/8fs2c/aaQG0w99V7wJEGAC30MCAAAAAAgIfcNBAMJMWVnZrFn/h6y7lvHSS/+vjRs3GseAaYa+K97ECDC+hwQAAAAAEBD6hoMAhJklS2Li42fKrmsZe/f+19mzZxnH+Ed5efmMMZ555hljk9sMDQ09/fTTVMSWLVuMTUAD+q54EyPABL6HBAAAAADgP/qGgwCEme997/93/Pj/LruuZXR2/m+PPvpnxjF+INSU+Na3vnXnzh1jRyAsWLDAWW77+voef/zxr3zlK9evXzc2AQ3ou+JNmADje0gAAAAAAP6jbzgIQJj5P//P//fFi+MLcF/fjD/7s4eMY/yAp3+ffPLJoAWVFXrmzJlVVVXGJjBB6LviTZgA43tIAAAAAAD+o284CECYeeml5zZu/L/JrmsZZWX/Zdas7xrHjIeYmG1paVEklsV4+fLltMyKy3p86dKlH/zgB7754hkzaMuhQ4ceeughXiV4Djk9PZ2yevvtt2kXH6XklpiYyEfNnj2bFoKeeQYK+q54EybABL6HBAAAAADgJ/qGgwCEmbS0tJiY/6fsupbx8ccPLF++xDhmPMhUyUL51mXlNmZ5F3syaWpXV5e4X5qgLSdPnpQFmJ8i5qwYlls5c3kvw2IMQkffFW8iBRjfQwIAAAAA8BN9w0EAws8Pf/it6ur/IuuuEhcv/u/f/vb/h3zVOMCRpqYmefaVjVee8hUTwpyS5JZNmLbv3LnTl8UY8oGEeKj4t7/9LecsTyBzViLncR8eBgGh74o3kQJMDAwMGBUBAAAAAAD26BsOAhB+Ll68+L3v/bmdAzc0/O8//OFj1dXVRurxMM/EEjyFK6Z8zW68fv16nvJ94oknLCVWOVbZ4qDZIHT0XfEmWIC7u7uNigAAAAAAAHv0DQcBmBAaGhp++MNvxcT8WVnZf+ns/N9ITPr6fM/9vvvuf//e9/6//tsvz8SSiyqwpoopX0qZk5ND20lTDxw4EBkZuXPnThJXll7yWHl2V86Zj2XkLbIA87J8LAgRfVe8CRZggn5qRl0AAAAAAIAN+oaDAEwgaWmJs2Z999FH/+y//bf/9md/9hAtv/vuG37e+UywtZJ8yvces6bK76ySoe0XL158/PHHjfUx6HCe3eVVs+IyZumVkVUZhIi+K97EC7C4owAAAAAAANihbzgIgBcgATaWAoH9Vr5LmWCVZQEWhjxz5sz333+fljkxHcjzxrR9/fr1fODSpUt5i/yOK1mt5S0i5yeeeOKjjz6iBVmVQYjou+JNvADje0gAAOAd+M+5MpKYwji3d9L1Rnp6ethuwAtnWYDRNxwEwAsEJ8BgqqLvijfxAkz4f5MDAABMK/j/NIfzlqrQlU++JcxT6qg8JMb/nz7MAizuxJPnEwSihkHPIeiQUrsTCgEOP/qGgwB4AQgwkNF3xfOEAHd0dBjVAQAAcA++g+u73/2uW5pB9qX7BZUkRXIRtBqe+8HGbRpbnNBONltz3XR3kRBgS6nm/99BhFmAHVrtcEKDKwuEgr7hIABeAAIMZPRd8TwhwAS+hwQAAAqkJSQYhw4deuihhywnDANFt92xsU/IK0Ccm8Yzq/70oe4u4vw/+ugjcynce2+//TZV1SMC7HxCIcDhR99wEAAvAAEGMvqueF4R4K6uLqNGAAAA7k1RknuIBWPHGAsWLJDdg0VFWBMfwnOJnEzewnCG7DDs2LSRcuCU8vykmJYknMWMq2F3wzDlQ7tOnjzJZRFspHbTnnblKnVetmyZZdNklO6SEe2lP0PmfMy9Qa5o7L6/IHOfGzvuh1WztLTULJZyu+T2+tkPvEuWUq6SXBlz5eVqM3KtnE8olyW/STW4Myh22fUtEOgbDgLgBSDAQEbfFc8rAkzQn2GjUgAAMO2RJy1JGJQJOsXoZAFmpRH+QFIhLyv5UM4kG/JGPlw4DxWk+InzPCo7j6W98C5RbWFHnKGSuUO55joT5qYJnKcxlfYq+Zj3iprwCRq3zxVE/tRA+QyKHORsiUD7gd2SsuUM5SLsKs+77HqPT5Nlc7gCogheDeUMijRK9YBA33AQAC8AAQYy+q54HhLg27dvG5UCAIBpjzAZWjb7gKJPsgDLywpmz2EVkRMryifjbJICViZCyUSpMwuPKNohc2WXuc6Eg8I5dAhhVlw5H3mvcFTeRYhz5FyEjMifz6lwQmW7ZVb+9IOoktLbDpWnZYfeI+xOKOUgH+XQCePW3Ll6QKBvOAiAF4AAAxl9VzwPCTBBfwKNegEAwDRG9i5aZX+Q9cNBgPlYRTAYs+coDkMoRcuYLcUOUQe5GkqdFQN0yFzZZa4z4aBwDmJGKO1V8pH3KhUmRGLRXrtSBMoholzqHLkUy3z86Qd2S0KxR4fKK8uWiAYSom6KoyrVkxm35s7VAwJ9w0EAvAAEGMjou+IFLMC1uyp2LkpzK7JXbDHyHaOnp8eoFwAATGPMFkSCJPuAgwAzlIB1RU5mlgqziihiJpsPY2k4lnCtRP4BCbBDuZbi5+BLXA27aivtVfKR93KFjdrcQ05s2ecKcv6iIfLpU059oP1AG6n0d999l1LKPulceT9tUzmhXJadAAdU83H7FjD6hoMAeAEIMJDRd8XzlgC3t7ePjIwYVQMAgOkKGYIhAfcjvGhcAWbYK0TKQAVYXha77EzSEiqRqs0m5r8AO5drrjPhoHBKbgrKXiUfea9SYTuUPleQ8xdnTTZJPpxPZRD9wFm1tLRQSofeVnDoPQX5hMrVJuTqBVpzP/sW6BsOAuAFIMBARt8Vz1sCTFgOUAAAYPqgyAOjbFTcQ7YmBdltzJ5jVhG5ICVbRWP8Qc7ffwF2LtdcZ8JZ4WRtU1A6VslH3mv3fxnMOFRG2UV9Qqvf/va3RevktgfRD+KHwbUV7XKuvHPvyciFirJ4Vyhn0P++neboGw4C4AUgwEBG3xUvmGeAhb4a666CSWAAwDTHztZIG8R2sybRLl6lw4X2KHanaAlhVhGz8glv4Vt8xaoZKtqsuPLhfgqwc7nmOhPmpilwJnKv0hZK79xFyl75FBCiqx36XIFSypWnVcpQ3iJXIIh+oI2ikzlz0Ra7ytOyXe9RGocTKpdFhHgGHaoHBPqGgwB4AQgwkNF3xfOcABO9vb1G7QAAYPpBtiB7hcCsHyQMBCXmW14V1WEUixC7OB+zilgKIR9C+VPdRAUsYekSyE6ltItzthRgwqFcc50ZpWlmLOtm9lU5H/NeORPLowilz2XocLny5vy54aLfAu0H2ih3MtdKtkrOilAqKbfa2DSGwwlVygr9DDpUDzD6hoMAeAEIMJDRd8XzogB3dHSMjo4aFQQAAAAAABBgMNWBAAMZfVc8Lwow0dfXZ1QQAAAAAABAgMFUBwIMZPRd8TwqwB0dHUYFAQAAAAAABBhMdSDAQEbfFc+jAkwMDAwYdQQAAAAAmPboGw4C4AUgwEBG3xXPuwLc1dVl1BEAAAAAYNqjbzgIgBeAAAMZfVc87wowgUlgAAAAAABG33AQAC8AAQYy+q54nhbg7u5uo5oAAAAAANMbfcNBALwABBjI6LvieVqAiaGhIaOmAAAAAADTGH3DQQC8AAQYyOi74nldgG/fvm3UFAAAAABgGqNvOAiAF4AAAxl9VzyvCzAxPDxsVBYAAAAAYLqibzgIgBeAAAMZfVe8SSDAd+7cMSoLAAAgBIaGhp5++ulvfetbwV1XQzx8sjBNmgkmI/qGgwB4AQgwkNF3xZsEAtze3j4yMmLUFwAAphMLFiyYMWPGM888Y6yHxsQKcHp6OrVFZsuWLcY+/ygvL585c2ZVVZWxrgcIMPAs+oaDAHgBCDCQ0XfFmwQCTGAUAgCYhvT19T3++OPf/e53v/KVr1y/ft3YGgITq3YkwLK+sg8H5MAQYDDN0TccBMALQICBjL4r3uQQ4Pb29tHRUaPKAAAwPSDfI/U9dOjQQw89FOhkqSWeEuCmpiZq1/Lly3nVHyDAYJqjbzgIgBeAAAMZfVe8ySHARF9fn1FlAACYBrCGPfPMM2LB2DEGySQZ2s2bNx9//HG+nVgxSb53mhG7ZLWjBMrEsqyXnJIPF8kUM7RM44CDADtXRuAgwLSLa0KIvrLMlhKI/5tgeZTSTAC8g77hIABeAAIMZPRd8SaNAHd0dGASGAAwfWA/ZFVT1JHg+4eF3fGq8DoSPyG9svLJaqeoIEFH8S5OJoSQUvKyfLhdGgeUVsh26lAZY30MSmYpwPLhsldbZmtZqHwUBBh4Fn3DQQC8AAQYyOi74k0aASYwCQwAmD6QLgpVM98trMgkPy0sJxDwrnENVs7BLjf5cIcS7WBLlxGlO1RGxlKAlWMJ0XUO2Y57FAQYeBB9w0EAvAAEGMjou+JNJgHu6uoyag0AAFMaxcHY3GQlk/WYMOucQN6lZCtbtOyWnIwEVVFQ+XC7NA7IxRFs9aLOdpWRsdwuT5UzcjK5oyjlI488wtsdjlJ6CQDvoG84CIAXgAADGX1XvMkkwMTAwIBRcQAAmLqYp3wXLFggu5+zAAs7FVgKsFyK+ZZj2sLHioLMZmhO44AiwIS8xbkyjIMAczUESrYsulSc0nYj9T34KAgw8Cz6hoMAeAEIMJDRd8WbZAKMSWAAwHSAVM1wsvsRSuwgwIq/jbuLVvllWpZzuSyKXJZyuEBOY2yywizAJLTUKLZTfyrj5wywDGdLuYkF3u5wlF0zAZhw9A0HAfACEGAgo++KN8kEmKChiVF3AACYilgKmLLRQYBZ7YTpybvMObOUfvTRR2axFPhzb7ClmiqYBVjZMm5lLEsZ92lkypbqfPLkSXH/M+FwlEMzAZhY9A0HAfACEGAgo++KN/kE+Pbt20bdAQBgKiLPi8qQyInttGwnwKx2vEzwXcp2AsyJKYG8kSogVuVD5GW7NHw4ZWh2S0V3WdRFPQnLyshYCjAh9wwh142ggkh9X3jhBSVbu6PMvQSAR9A3HATAC0CAgYy+K97kE2CCRidG9QEAYMpBymp5O7FsjA4CTHBKsjuCRJQytBNggg1Z8W2WQ0akVw63TEOwANsJvIxZki0rI+CcZUS58i6lgVxt2m4uzvIoy14CwAvoGw4C4AUgwEBG3xVvUgpwT0+PUX0raPyEgcsEQv1veVdh2BBjfa3QUH6S/sz8+QcSnj4EHoFO97iP7waEIucB4XplAJhK6BsOAuAFIMBARt8VL3wC3NbW9tRTT33jG9+4cuWKsSlY2tvbR0ZGjBaY8HN8P7GSNoWZ8L6lCkCAHfDzHwgEeJqg3C8dOpyh3RSuM65XBoAphr7hIABeAAIMZPRd8cInwLW1td/5zncefvjh/Px8Y1NQrF69miz6xo0bRguCAgLsP4GaHgR4CgABnj7QL9nujVPBEco/DdcrA8AUQ99wEAAvAAEGMvqueOET4Llz5y5evJj+O2vWLGNTULAAt7S0OEwCjwsE2H8gwJZAgAEAAIQZfcNBALwABBjI6LvihUmAW1tb//zP/zw/P7+2tvarX/1qQ0MDb+f7olNTU3mVIL8VhkyJH3zwQX49CUlvc3MzJeZV4pvf/CbpB3tITk4ObeEnx+Sxu/wmGMvnyuQE/vsMFSEOoQrLB1J9eBchqmHWCdoijhKHyFMflu0isRSJ5UI5f7GLyxKrSsMti7PMXLw5hpFLdEDJSi7d7nQEeha4YnalcG/wsmWJcgKG8hHlWvYPQwfyLkqsnHcHxv0ROmB+Qw9XVfwwWlpaqCvk200pgdw6cw7j9g9h7iIAAAATjr7hIABeAAIMZPRd8cIkwPv37+enfxXjdRBgcuZHH31U7Fq1ahU/PMwzwLTMTwKzrsiDdXnsvn79etnxlDG98qwaleWPz1A+QhXYH4QIybtY0rhEkhDZLuRy6RBxuJzMsl20hSdXlSflzLvEqlwNwq44h8zZuPzpGcYhK8vTIfcG4c9ZEGbOpRByu0TOhGWJQZwO3iVWlfPujPOP0AHqeSHh1OQlS5ZQccoPg7vCToAtcxi3f5RlAAAAHkHfcBAALwABBjL6rnhhEmC+/5mX5TleBwGura21fGBYCDAtsw/IlkLYjd0VnyFIYx555BEhAP6g2BpBFWARYimSd4n82VKErVFNxCFyBWSZGbddolxapl2yjNGqfKxcQ7viHDKXl/3BISsZcTqCOAtcc7kUOROlAgJRYhCnw+G8G+v+Yf4R2mEukaFy5RzkSjKUgJtvl8O4/UPLdmkAAABMIPqGgwB4AQgwkNF3xQuHACsqK6863wJN2jxj7OZn+cXRsgC3t7enpaUpHmIWMMqEMbsHJabt/puMWWCECJl3yQYi+xIVyvZFh3DFZHiXnJ4RRzEOuqIcSylFDY0yJDhPh8zNNXHGISuCcjMKvv+eZFr1vxTFYAm5q829wcURlo0SFXboH6UVREDdYlkHZ8wlMkq5DgJsl4M//aOkAQAA4AX0DQcB8AIQYCCj74oXDgEmZTXG1xI8IewswAxrsNgoCzCRmJioeIgYu7MUib12PkDQIVSEPyN+BxEy75KtTMwu0sJjjz3GyRyqpHgOITyNkY81K418LKW0q6HAIXNzTZyxy2rc0+H/WfBTgB1KpF1f+9rX6HSIBSWBgnmXn90ybqvtsEuplBuKADvUTaQBAADgHfQNBwHwAhBgIKPviqddgFlxxf3PjJBY817L10TLk8aKAMfGxioeIsbuigCQGDi4h5834pqTUXFcAdpldws0r1JKcjbhJ4T5EIHZr/hwY8VRV5RjKaVdDQUOmZtr4oxdVv6cDnP3WsLWJzdZPlD0hnOJXE9K48/pMFeMDvenW/xptSV2lVFOh/n/BYjm2+XgT/+INAAAALyDvuEgAF4AAgxk9F3xtAuw5aO8itA+8MAD/F7o/fv3i8leSvPWW2/5Uo9tnzlzJqenZZGeoMP5ddBGg2wEgJcV96CNK1eu5GWSAfNbf82wbwgDoaOowmKVihZFmCWNEj/xxBNPPvmk4lHyIfyaIlpWPIeglCEKMC3bFeeQubzsD3ZZ2Z2OoM8C9TznpnS16A27EsdS+cqi0/GDH/xAVkS7/uEi7M67A851cMayMuYfhiyuXDG5K8w5+NM/Ig0AAADvoG84CIAXgAADGX1XPO0CPHfuXOUhXoInfll0eZlG7QRtIaEVAiy+gSTsV07P2VL6v/iLv7h9+7bRoPvH7uQGnAM5Q05OjuIePOjnBP54F8MuxEdRQYqQiBIJ2QMJRaIEVGHjAOkQs+dQstAFmLAsziFz0V5zzS1xyMrydARxFrhKy5Ytk0+Ese/+3rAskXcFdDoI5/PugEMdxkUcS3BlzOWaK6b8GHgXwTn40z9yGgAAAB5B33AQAC8AAQYy+q544XgGOAz44yGaMAsJ0A0rn2ynQeBKJgAAAEDY0DccBMALhE2AK+suJ+yrSdx7OKvq7IkLbReudVy42t58rePyja6h4REjEZho9F3xpogA8zeBjTaFEUjUhOBKtzdJbyMDAAAAvI++4SAAXiA8Atze3bcwKXfR2oPzU0uikwvnxefMXb1v7mf7/vjZvsiE/E2FJ4x0d+/29A2euXLrRted4ZHRoYkQjWmOviveFBFgIjxzsKRes2fPFtaUnp7u/73TwC1CF2D8nwsAAACTDn3DQQC8QHgEuKC2KTqlaG5s1tzV++m/82Kz58UZEZVYEJ2U33jlJqfcXXmGJHlRct7KzIMfZx5MzaotPXHxZhfu+gwT+q54U0eAwzYJLD9UGdDznMAtQtRXPoN4xhUAAMDkQt9wEAAvEB4B3lhwIiat1Ge/VrEgvTyz5DQlO3vl1rtbyqOTCyMTcum/0clFMb4Z46LFaQXr848faWwZGBzmDIEm9F3xpo4AE3gQFwAAAABTFX3DQQC8QHgEeGdFfUxKsTEDbIqIuJxX0wve31oeFZ8dmZCn7J0Xm0Ub56eWRCbkr9hUtruyseVml5EvcBt9V7wpJcAT9SQwAAAAAIBu9A0HAfACYbsFOiqpgFRWkdt7sS8i3jflG+F7NljZ9WXMi82OTipckF62OL0oq/rsnf5BI3fgHvqueFNKgAlMAgMAAABgSqJvOAiAFwiPANeebY2Iy5kXl604bXARmZAXk1z09qay1KyashPNt3sHjGJAyOi74nlOgOfOncvfAQ4OOnwKf5RowYIF+OSS7k7Q8V0rfFYXAABA6OgbDgLgBcIjwFdudkfEZpEDKyobSkQlFcxPK41KLHhtTdG6/BOnmttGR0eN8iQsNwI79F3xpqAAf/Ob34QAT2EgwAAAAKYn+oaDAHgBUgBjSSe3ewcWp+Sbn+8NPXxPCCfmL0gro4VVO6urz7Tc6fPdGk3eW3/xxtq8k59sP5iafbT5WifXBDij74o31QSYmEpPAuuQsQnH3Ua53kXTU4Cn5C8NAACmGPqGgwBMHzpu9y1IyomMz1X01cWIiMuJSSkmx16+rvjDbQfe31oRGZc9P600OrlwQXr5ktSCrMPnrtzA27PGQd8VbwoKMDFlxvEQ4HGBALsCBBgAALyPvuEgANOHY+evufgMsEPMi82OSioY+4TSfa/U8r1HOq10UWrRnoMNg0P4lpIt+q544RDg1atXf+Mb38jMzJwxY8YDDzzQ0NDAG8e+pOtDNl5FgEWymTNn5ufnG1vt4cN5EpisY/ny5TSy5xz8Gd+LD8yKo+Qv/bIk5OTkyNtFSkKWHHYesZd3WWZLmDPhmhib7lVe9ijn1tFesZ360J+2NzU1PfTQQ+IoTu9/K+TD7TqNTuK3v/1tTkP4U6vy8nIjtakTzF00Z84c0T8Mlz5uKQ7dJRpLla+qquLESim0RRxiTs8J5ENEGkLe7vzz40zELj7QMiVhVw3zb8byl8bpAQAAeAp9w0EApg/7qxqik4vsPoMUtvC9PSu1ZOX2yvpLN4yagfvRd8ULkwDTwFqxXGHCbW1tTz31lNgrCzAtkzlfuXKFlvfv3y8OcUAcToN4Gu5TuTTip3b29fU9/vjjireYETLARxFmt5Ezob1CPPhYsddculg1p7TLhEqUhYRSOuRvmSF76bhWwzls2bKFV1NTUzm9/61Yv369pe+ZO01plAOUUvgbFbdkyRI6Ss6ckHMjW5Y9UGmUHQ7dRbvMmTuUYpmet1ueHaUPeVX0MCFnSMt+nguHaig5iEP8PykAABAQzTf76lp7RNwZ8E13tNzoO3aus665m9MAP9E3HARg+rCh8Pj8tBJFRycmYrMWZlQsyyh05Xbo401tFaculRxv3llRX1V/peVmd//gkLFvcqLvihcmAZbdtba29sEHHyTF4lWCtjz88MM8wSsMVt5IsCfLR1kiDm9vb58/f76dKdmhiARBRvTII4+wg1EOsvmwLMl+JSeWJYRX5WNFZZwzUepMmciSY9k6s/X503C5UBk/W8GrAlm6KI18COFPfQg7fbVrOC3z6RP2SNUYtyCH7lL6hDOnlHal2KWnZVFn59Pt/PPz81z4Uw1G7jo/TwoAAFgyODxKcltQ176j5npc0eUV+5qX7276Zeppc1AySp+wq+lHCyqUeGbZoYXxJynS9jXvKG0hQ77VjQ+K3Ie+4SAAU5XL17vqL9280fnlCOeznVUxKd4Q4LGISsxfklZYeLQpFF/dd6gxKqmA77hekF4emZC3IDlv+bqSzLK6I42tF9sm5Wu39F3xwncLNE/kEua53NbW1kcffZTlVhgsJZthYvHixWNH2CIOJ6KiooSlELKV2aG4DSELkiIJ5gzlxA6yQQhrcs5EOUrOk5YtW2fO0E+3oQyph5WUfraCV2kvnyZC1MFcup/1MTeEca6SvKp0kSUO3UW7jMZIcIaWpTikF3U2Fyefbuefn5/nwrkacuZyZZTcAADAmc7eoYPnurZWt5Hrzt3YoFiuQzgIsF2QEr+z4cz63EvV9e0DQ1PkJZfBoW84CICL9PYPNbW2Dw9P/L/WxpZbi1IL5sVmL0kv/HDbgZ0H6usuXo/fXR2dVKhY6MRGZGJ+dErxqp1VZy4Hczv0iaY23/PGifnzYrMoKMN5cdkR8blRiWMfZ0oqWJRWlLDncN/AJJsQ1nfF87QA+3PPs4IswLT8xhtvGA21cg8z01mAGcqWfEkuxZ9WcJ3FLrkO5tL9rI+5IYxzlagmX/va16qqqsQCb7fDobvsKkCIWVZaeOyxxziNQ3pRZ3Ma+XS7JcAO1YAAAwCCpvlmX0Fde1zR5ZitjYrW+h9BCLASkZ8dT9vXfOzcdPyOiL7hIABu0TswFLe7ekFK4QfbDmRVnWvv7jV2TARxu6oWZJRHxOX4DDO5KCaleN7qrPmJbn4B2K0gcSUHjkrI2VJ08vTFGwNjL8caHhm90z94q7u3s6dvZMT6G8Idt/teW1vsoPS+jzMl5C1ILy893mwcM0nQd8WbAAH2/xZoJZk/KAL86quvGg119BMBG4isGfINpYok0C7nW6D90RXnTJSj5DztZEY+nKGUAblNEK1Q+paSOZiVeYsl5p5hnKtEcM9QleRkdjh0l10FGC6FShelOKQXdTankSvg/PNzbrjDL0rAdTZW7v8X4edJAQBMN+4MDB8815Vc2hLQNK9DhC7AcixNOb2l8PL0eZZY33AQALcoPnZhflpZZGIeCef81NLlG0qLjzXz53DDzLX2noXJeeR+99lgXHYY3v8cdETEG99P+mDbgZT9NR9nHnxrY+kr6QXL1hSt+uLQmtyjn5ee2neoofREc9WZK3k15480tqRk1cSkjn9Hd1Ri/mtrCg/VX6m/dPPy9cnxBSZ9V7wJEGCC1FTM7jq/BEtOFh0dLWdiiXL4kiVLxDeBFUmzhA1kxowZ7A+KkFi6lshTSeynrtCyQyZKneU87WSGcxCZ03ZqzrhuQ9a0cuVKXqZD7N547I908bKotrnTlEY5oPSM5UuwzLnRlieeeOIHP/iBpQQqOHeXZQV8h90r5cknn1Tk2TK9XGcljXy6edXu56c03P9flFwNOwGWlwkHiwYATAc6e4eyT976IPuioq+hh7sCLOLZ5dWU56W2iZxrCgP6hoMAuMLt3oE31hZHSbORY0+lFq3YXJF75Hz3nX4jXVioPnOFVFzUZBKFbzY4uWh+WinJMHUm+XBkYj4tU3PIdWkX2WxEfG50ku/rSpEJ/n7QmA6hmBebHR2fk7zvyImmtv7B4eudPcXHL+worys82mR0nGfQd8WbGAEmaCMN9Bn5yV7ZYAlaNRL58QAwoQgwHSIbgjzEt4SVY9myZewhhINyMLSRUxKyXfivK4RdJsKIOLGcp4PMiKMISm9ZbQUWHj7E+fs9dq0QTaAtOTk5ojLm0pVGGVttMPeMUiVzbrzFn8wZ5+6i4ngXYT415lIs05u70Uhhlafdz8//c0HYVUMuzvI3w5lAgAGYthw81xVXdFmxVhdDkwCLeOH9mr0Hrk7Vt2fpGw4C4AoX2zojx54+lb3Lp3NJheRvr68ryTlyzkiqmabW9ne2HiRvlGsyNYL6cyyyff+Nyw7oe06+o3wnKIcnjV9JK1iQ5BPpBWll5Nu7D9Qb3ecN9F3xwiHAEwt/E9ho7niwBsiSMAUwK+jUZvKexCn58wMATAqudw9urW5z6z5nh9AtwCKWZ9QX1d6YYi/N0jccBMAV+geGV2YesH4e1TerSRpcsq3k1NCw7wFXfTReubV0TYnP8T7bp1YDcS/40ejIhFwSaVqlhYi43BNNbUYnegB9V7ypL8CE/+439QxkGjpVk/RiqskFBBgAEH7ISD/Ju6Roqr4ImwBzPLPs0PrcS7d7J/fHMAX6hoMAuEXZyeaopAJ2KnOQdEUlFsTvOXLlhq5H9291976xtni+b4YT9htYLMyoSMuqNfrRA+i74k0LAfZ/EngKGAg1Yfbs2UL/0tPT5VuapzyT+gxCgAEA4eTguS67r/XqizALMMesxQepxClwX7S+4SAAbnGi6ZrvQVP7F02RGy9ac/DdzWVDft+hKTM0PDxs8z5kZteBMwt8j/4GcGMwgiMqqXDFxtL+Qb3z8/6j74o3LQSY8HMSeGoYiPyI6biPPU8luOHyg7KTCwgwACA8lDZ0hPIpo1BiQgSYYwposL7hIABucebyTVLciDinTw3FJBcl7zsyHLgA11+8sXp3zafbK6/eum1sMvFFRX10ShEEOIiIiM+dn5TT2dNndOVEo++KN10EOKAngQEAAIApyZHm7pczzylSGs6YQAEW8eGWxmu3wvo2WrfQNxwEwC0uXOuMistS3oMlx9hLmHKPnbtqHOA3/YNDb64vXrT24PzU0jc3lB46c+VmV29b++3Kuiv7q84ePXd1ZNQ3M1x87ILDPdgIh5i3OisqsWBPZQN3+ISj74o3XQSYuH3b9v8VAQAAAFMbMs/w3/BsDi8IMEfavuZJ92ywvuEgAG5x4VpHpE+AHWaAfXs/3XHofGu7cYx/HKq7HJ1SxGZLiksW/Upq/pIU35d+F6ZXRCXmbyw4cfXW7SONrbQFAhxc+B7STirIC9fLup3Rd8WbRgJMDA1NkddgAAAAAH7S2Tuk44u+wYV3BJji2eXVRbU3uJcmBfqGgwA4MDw8cuVG15nLNxou3yBrvd55p3/QdkR99Ow1f/wzOqkwKj770+2V6dm16dk1W4pO7q1sKKhtIss913qr6/4vBo+O3m24fPOtjWXkZiKHebHZJL1jZfmeNyZzm59asjg1/6PPDzg8gYwYN6hXoxNyLl3vMnp/4tB3xZteAtzd/eUb51x83lL5QKuAtuv4/pD4Zu9EfaZV+ZwscAVNvWr343Rmun06C4ApTGlDx+/XnVEsdALDUwLMsTD+5KW2Xu4uj6NvOAiAHW3tt1fvqp6flDs31hCkl1Py3ttSsaX45IHTly9LmtR9p/9cS/vKzw9GJX6pqQ7h+xptSrGI6OSi6LF53Xmx+5evL91WcurouasX2zprGlvj91RHxvu+2TPui50j43NJiZWNiEBjQVpZdvVZ47xOHPqueGES4P3794+9kslg1qxZxo6wMzBgvP1ikgpwX1/f448/PlHqy0CAdQABBgC4i6cmfkV4UIA50vY193j+jmh9w0EALBkZGU3YU71ozUGfl8Zl+x7fjcshwyRZJWWNSipYmJK/+2Bj/+BQ38DQO5vKIuLzHJ7+HS+y5sZmzYv1FUE5U/60PG+1bwsV53hPNcLliEkpit992PgRTBz6rnjhEOC5c+c+8MADDQ0NvNra2jpnzhxaWL169Te+8Y0rV67w9vDQ1WX8n6owCLAOmpqaHnnkkTB/1kjRIQhwcDhbJQQYAOAie47deD6jTpFPL4RnBZji2eXV1fWBPZQYZvQNBwGwZGBo+PU1hdFJhYogccyLzSIZXpBetnpn1Yb8E5GJvvlbJU0IkcW+jfuZwx/RyUXvbC43fgQTh74rnnYBJt199NFHU1NTjXWJCRFgor/f91wBBNh/IMCuAAEGAISBlo5+L7zsyi68LMAcq7afGxzy6Gcj9A0HAbBkdPRu6v6amJQSRZDkIA2OSsz387ZnxKSIhRkVcbvD6hqW6LvihUmAFy9ebKyP0dbW9tRTTxn3Q8+YwRrMPpyZmUlbxIwxbeQ0hHzj9Ny5cylPsVcRadortr///vvK3o6OjtHRUSHANNbnxPInc8Vztsp2ory8nLcTLAmyY3BubDLydtYbUZbZLiiB2EXtstQPcTjBtWJRycnJEVuUZLL8cH3EXt4lVi2/GMy9xAkI0V67fmPErpkzZzq4unOTLVvBTeBlhraIAy3LpY1KFyn1l8vl/MUu5y6yLM4yc8tu5PQC5UC5LLtfo7zdMk+CW2Ss2NSZoZS8i7Ky+wUCADxO9slb3pz4FeF9AaaY8/FRbz4VrG84CIAddc3XYxLzx5+GxVuXp0pEJxW8van8yg28BOt+AhJggh8AViyUoEG2vJFtVrFcYcLszGIvKy57NTu2vEscVVtb++CDD5qL7uvrE05C1sF9QQIgBv3r16+XlUYoBPmDMAfKYcmSJZReJCA3VlxIHMh2wWXxc7yyltBeITZsNXb6ocwAs8/YZcVtdKiDWFVSKlApcn3GbYtITB2iSKPAucl2rVAylJ+ItivXsovs6m/eZddFdsU5ZK50o4LDgZa/RrntRGpqqmXOIj0v250a2iVWnX+BAABvMjg8Gld0WbFND8akEGCKZ5Yd8uALovUNBwGw41r77YXJuXiz1DSJyMT8V9ILL7V1Gqd/QtF3xQvTS7DElK/8MLBZgOW97K7yvdO05eGHH87Pz6dlslxZlUVW5juulVKY9vb2gYEBRfkUtxQIVVCUQ8COQcmogfJexT3ksmQXMmfrYEpmAZY1htVFzkpOL/sPr8rHOhSq7HJoi1I9lkZzjzk32aEVnCFbIkF9zkc5lKt0EeFQfz+7yKE4h8zlZTMOB8qIX6NSBztEtg51DugXCADwINe7B1/94ryimt6MySLAHF67HVrfcBAAOxpbbkb4nsXFg7jTIhakl20sOGGc+4lG3xUvTAIs4JlbFlSzAMur+/fvl32YkOWW8pFvqxaJzUdZCjDR1dUlqxShaAA5AFWVYeVQJs0E5Bj/43/8D8XZCFlpaFkuS87KnK2Dfigao6Q0ZyU3ylmx6Fi7QpWUzm0xukxCTsw4N9m5FXJKUROHcpXKEw7197OLHIpzyNxcExmHAwk61ihGuguaDqFVhzwJ0SKHOitlEc5VBQB4ClJKT33oyDkmlwBTeOp2aH3DQQDsONzYEplUMO53fRFTIKKTCl5fW9x5/0eYJxB9V7xwCzBBRsqOOrECTMP9f/u3f5OVQ1gWLwgBEHpg9gSGHIMFWM6NEO7By3Z6E5B+eF+ALbtIwbnJzq0QPUALjz322LjlmjvTof5+dpFDcQ6Zm2siY3eg3a+RkxF0IKmsXG0Z0SKHOpt3OVcVAOAdsk/eUgzTI7F8d1Nc0eUdNdc5CuraSX0p7gwMU7VbbvTtKG1Zn3uJY2H8SQ6yTcU/vRDPLDt07NwUvyEQADvKTlyISiqEAE/58L3MLKmw+HizceI9gL4r3gQIsHBUZwEe9xZoSwGW0zCU0lKA29raZs2aJWuDMCvFB0gGeJUSmKd5CXYM3is7jHAPXrbzIlEu7yIosZ1+KIkVUTHXUE4v14ewsztelVFSOrfFsosUnJvs3AqCK0C1Es1xKFepPOFQfz+7yKE4h8zNNZGxO1DOgaBM5FXG3J8C0SKHOpsPp6McqgoA8AKeeuj31S/OZ1S07jl2gxT3evegUcVgqWvu3nvg6qrt5yI/O6646ETFrMUHK07eNOo3cegbDgJgx7aSU9HJRYosIaZeRCbkvZyc1367zzjxHkDfFU+7ALe2tv7rv/6r8E/5XVbKbK15qpbcVSQwvwTLUoA5mciHts+wev8WIR5LZiXgRyLNqsDLsiCJZTpEeQkWJxYaI7bzsp0XcdHCN2gX1cpOPxRXsbQ7JWe5DmKZsLM7XpVRHMyhLYRSAe4i3iUYt8kOrSAo/RNPPPHkk08qzmZZrmUX2dWfdvnZRXbFOWQuL5uxO9Du10jLK1euFInNb3Vm5BbZ1Xnc0wEA8Bp3BoYn/KFfqsCGyqtHmrt5Ulcfwod/ueKw4qVhjtzqNqNOE4S+4SAAlozevfvu5jK77wAjplKQAC9Ny+/s8cr9z4S+K144BPjRRx+l8bRAiKtQUBZUy3uVaSMfRcjGayfAtCyyJUiYLbMlONnLL79MQ39OrJgPbyQNyMnJkb1F7CLYWGTHkOVBcQ8HaWQD4TzpELOzCcYVYMJcQ0auD6EcS1WyK1RUT7TLoS0EJeDSCTmlzLhNtmsFoQibwLJcc84O9Q+oiyyLc8hc6UZOIHA4UHQFHSh+jSzDvN3OfgmlRZZ1Jvz/BQIAJpwJtN/nM+qSS1vCIL12nLvSk7CraQJNeH3uJaMqE4G+4SAAltzsvLM4JR+vgJ4OQWf5FRJgzADbEZAATzh2AiwYGBgwOsMzTEP9gHEBAIA/TJT9fpB9sbShY3B41KjHRMMm/OzyakVQwxCrtp8zKhF29A0HATBzp29gTc5R3P88TcInwOkFt3s9pEX6rnhTXIB5mleeKzbT1TXxH3qW4bk4eXZuyjMNmwwAAEEQfvt9OfNc9slbnb1DRg28x7FznWSksxYfVDRVa7yz4cyEfB5J33AQAIXWm90f76iMSS7C66+mS8RmRSfmr8s/fqPTK9NR+q54U02AyXh/8pOfyM8Vz5w5U34nliX9/RN5vzvp3+zZs8UtxOnp6Q53tE4NpmGTAQAgRMJsvyv2NR9p7jbK9jy3ugcSdjWFU4OXppw2yg4j+oaDAMgcPXf11YyimNQS2O+0Cjrd81NLlq0pqr9oDNEnFn1XvCk4Ayw/Niy/ZMuBjo6O0dGJvK2LDNCosfSV16nNNGwyAAAETTjtl9SXv9Y76QizBn+4pdEoOFzoGw4CwHT09O2oOBOdmIcXX03bWLTmQNLeI8YPYkLRd8Wb+s8A+0lfn4ee+QYAAAAEnb1D4bHfT/IuNd+c9H8Nw6nBafvC+s1MfcNBMD0ZHBpuudl9oqntwKlLuYfPbi0+9fpa38RvRHyOIkWI6RMxKcWf7qg0fiITir4rHgTYoKOjY2RkAp7nAQAAABwYHB5dsa9ZMVXX4+XMc8cv3zaKnBKETYO3FF42itSPvuEgmFZcudGVc/jsmtxj720pn5+YMy82KzIxPzq5iMwnKjFf0SHEdIt5cdnRCTlfVNRd75jgW4H0XfEgwF+CVxADALzGhg0bli5dOrHvKZgQHBo+3foko6JVkVV34/mMuh01173zemd3IQ1emnJaUVbXI2zfB9Y3HATTgSs3u7IOn/94e+WilHxy3ZjUkqikgsj43Hlx5MDZeNwXIYIceEF62Wtriy9e7zR+PROBvivepBTguXPnOn/ZaFyUHGprax988MEZM2Zs3rx5wYIFE/U9HvFl1y1bthibQkP+ttAEtssZuZIuIn//1rNtDyeu/7qmPMXFxbMlnnvuubNnzxr7wogO2auvrzdaNcbHH39s7JgIBgYGIiIijKrMnv3888/zm/khwEz2yVuKr7obH2RfvN49aBQ2dSFBfWbZIcVa3Y3q+najMJ3oGw6CKU/xsQsLU/IXZJRHJxeNfdcXuotwjNishRkHcg5PwMhHoO+KBwG+1dra+uijj6amptJyT0/PRMlSX1/f448/7q6cQIDF8jQXYB2/rikPCfCUtCyyRyGZBPnnunXreNl1xu1D/r8MBw4cMNbv3i0rKzP/j4apei7G5fjl24qvuhi/X3dmEr3kOXR0TwXPWnywTn9/6hsOgilMT9/A9rI6kt6oxAJVchAI+4hJKcnIOWr8jCYCfVe8cAjw6tWrQ/RVrdTW1j788MPiU0lDQ1q+djiu5jU1NT3yyCPufgpIk1u6SxgEeMozIb+uSYoyZuUw9t3PlJQunm6VhVMrzn1YX1/v57z69BTglo5+clTFWt2K5bubvPxpX31onQr+5YrDPZp7Vd9wEExJhoZHio5deGtTRXRyUUQc3muFCCwi4nNjEnMvtk3YXdD6rngQYFWAb9/W8hYQCLAdEODQgQD7jzJg5TD23Y+ddG3YsOHjjz+mvXzLLt8/LFblyVVCbJdNj3M+duyYnJ6y5ZS0KycnRxTNxY0d51vOzMwUeSrVs8tBhgWYMjHWJfxvV1tb24svvmjeLreL2vvqq69yGsJcmeHh4Y8++siyJgzXh5MZudzLR+4TQlRS7mS5kpZd4XHuDAzHbG1UrNWt2BquB1a9ya3ugcjPjisXAbdieUa9UYwe9A0HwRSj7uKN7WX1H2yriEjIi07GB40QQcb81JJ9VeH+3ptA3xVPrwDTEOSpp57yfel1DKHB8qd6Z82axYktEU/nEuLwuXPnykfRqkjw/vvvy8kWL14sypIlXORg/mgw7frxj39sdM/du+Xl5cbuGTPYMcSzlIT8AVsyruXLl5OK8C4hJENDQ08//TRvJCxFRRxFUJ4tLS10iHzDKiWQb+i1LIihvWI7tU7slYUwuBwsCbQ3GP+L4N6Ts1I+Giy2E7LxKu2VdynndM6cOfJegvK0q5LcXk7DNbQ8WQ6VD7pdXDfSG9oufiqcjLCstpyVKMXP/OUqTQ2U0SqHse9+WOfM4sSeyeYmnl/lVbY12VdFDvX19cIVWdhkhaOUYi+bmzhQlj1z0fIuuxwU+AFg815z5nbtku9SlqtnbpddHxJUyZdeeslh+lfJWc5H3kXLYpfoZGWiu7Cw0LIOXkbTa59/v+7MFHvVc3AMDo2s2n5OuQ64FTtKW4xiNKBvOAimDH39Q8n7aiLjcxeklUUnFc6LzVaUBoHwP+anla3JnbC7oPVd8SZgBpgMk1WTltmQ7RxYfjqXWLVqlVmA5dzYlmUBpkE8OTAtc1byUWJZmQGmXf/2b//GvUMyMHPmTJ43I2NZsmQJ2cX69evFTJpiWVQcKQ0t8yOXZq+w0zxCnqNzcCrCoSDaJaSFVU0U6mdVHXKwJIjeCKgI7gqRFUGHy40SWXFKuRTLZfM5JdmTTc/hcVllF/0yqRoOJ8uh8kG3izKno8QqE9Cviwg0/6mEMlTlMPbdD+ucQFiWbFy8ap4Fpb2K4LFDspJRGvkQxdYI2fcU2bPUS+cczIhpVbkafraLVwWK2MuHEA7VcEWA7Tp53Mw9zo6a64q4uhKvfnF+et72bMfeA1d1fCRJ68PA+oaDYGowNDySllWzIL08Ij5XMRkEIoiISix4Y23RwNCw8QsLL/queOEWYHZU4bSE4p8ydruEviqGTMhlyZZL2O0yCzDtogGlgwgJysvLhUjIlkUoThKQojg4FWFXkLnCcqHyUcHlMC7+9EagRSh6RoiOYnmWs5L70LK9lueUixAiSq2wq4+ikYzDyXKofNDtosxlXWfGPU1yDkHkP5VQhqocxr77sZM3OwvlVRJCXuWJVgWeUDUf4uCNcnG0zDkw4kDnHBygDKlWbM5+totXaS+3iJAFWCnUoRquCLBDJ3PT7Er3Ms03+57PqFPcNfT4IPvinQF8616FTPXZ5dXKBSH00PcwsL7hIJgCXLjWHre7OiqpYF4cZn0RLkVsVlRifu7hc0PDE/AXRN8VL9wCvH//fjFhy5glVoZ0dMb9dy8TQl/NuSmWy9O/jJx4XAHu6OgoKyuzMwGSBKoVIyufkChCtkEiIEVxcCrCriClREIuVBHCIHKwI6DeCLQIxU4JIbHmrGS/VdrLy+ZDGKWj5OIUaC81U67wuAJsWfmg22XZXc59SMi/riDyn0oo41QOY9/92Mmbn6JollKB+ZCJEmCCUvKxfraLZ5vFLrloc6EO1eB85OYoyPVR8hG7zA1XoJSkwXK7PM7g8OjLmecUdw094oouD03Rz/yGzq3ugTkfH1WuCaGHpoeB9Q0HwWTn6LnWl1MLYlJL8DlfhLsxLzY7Ij734x2Vxccu9PaH9TYifVc8rwswwxoslDUMAkwLhYWFZlliVRCGILuEnfLxakCKMlkEOIjeCLSI8AgwHfi1r32NOl8sGDtsoAzpBylbruXJggB7EGWQymHsux87efNTFNvGHsSVb0sWKIeY50KpCJFALo6WLQXYOQdnRCZ+tktxTkoWnAAT8rFm5Poo+YhdDp0sGHeq2VNsrW5T3DX0yKhoNXIHNvT0DulwYB0PA+sbDoLJS+/AUFZV48KU/OgkvOwKoSXmxWZFpxQtWnMgI+do/2D4bofWd8Xz9C3QMnIy4ajmY2mXWwJ87Ngx5U5RQpEHsgWxaqd8vBqQopjtSNE5y4LkHBhKKQoNPQczQfRGoEVwV4iaEyIHWgj0FmjzIQKuMNVTLssBUZbDyXKofNDtsvwhBfTrCiL/6YmdvPkpirRMKYXgDQ8Pb968mbcrh/CTq2IL5SDfuysXR8uWAuycg8zAwADlphTN+fvZLtk5edlBgEUNjfX74dKVLyGJN2zJ9VHyUfrE3MlUsX379nECOtbPjy1NOHWtPYq7hh47aozrM3CGHNj1V0PPWnzw2i3132CI6BsOgsnLkcaW+Wll+MYvQnfMi82OSS1O3HekbyBM88D6rnjhEGBlnpYMU6zSMMXhJVikpm+99RYvUyYzZ85UBJgPl6eXZ9z/suhQBJiIiooSRkfGsmTJkpMnTwp5YJEYV/ksV83IEkLIMknHivlGwq4gdiphL3yUWBVWxstB5GBGVik/eyPQIjg9peFSeFVuiCjRvMtuWT6EX2xGy1STJ5544gc/+IFshgrUxpUrV/IypRcv07I7WQ6Vd9hFOLTLUlBF9xrrJpRfV6D5T09I50gjZYJ4VpYSGwffezaVMIsiqyAno8zlBIrsWQowLTvkIMM3HnMyRmTof7toFx9LW44dO+YgwKJWlpVhKGfOjREp5foo+ShVpVU+luDmsJnzlsliv4PDo65/9wj2GxADQyNLU04rEhti8I3QLt59rm84CCYv5acuRqcU485nRBgiIj4nMiH//NUO48enGX1XvHAIMGsqjfWFmq6WPj4kO6oCqan4BpKwX0J2VJE5QRtdvAWaaG9vT0tL48wJNjoyBF4lT5BfIExS4SDAQnjs7EJRFJGeIDmhQmU7sivIfJQojo4KMQdLguiNgIrgxMuWLZMPMfaNISpAyCUq7ZWPsjyEC3JuLEs+HyjslzC3iItzqHzQ7bLsLlEBu/orvy4ioPxBmLHTV/8JPQcQZpJLWxR9DTGm+cd+g0OHA1ecvGnk7gb6hoNg8nL5etei5LzIhDzFVRAI1yMyMf+1NUUdt8M0utB3xQuHAIcTWYBd4fbtaf3JxAnXIVY72dA0oaMghzzD1i4w6eDZTnmmN1BCzwGEmbNtvYq+hhik00bWIEDIgRfGn1QkNpT45YrDlKeRe8joGw6CSc2egw0LMiowCYzQHVGJ+a9mFN7pGzR+eZrRd8WbUgLMs8EOU8rBMTAwYPTWNMMLkha2OjQ1NT322GNixt4VIMDAH8hXV69eLR5wLS4uDvSu3dBzABPLq1+cVww2lPgg+yLe+RwKt3uHyFoVjw0l1udeMrIOGX3DQTCpudM/GLe7en5aKRwYoTXoBxaZkPt56enOnnBMAuu74k1uASbj/clPfiKeLqYhoHyntFt0dnaOjk6LwQRZ2ezZs4UEpqenyzf6TgjhEUVNpUCAgZ+QsvIDq4TDW6McCD0HMFEcae5WDDaUWL67aRD2GzKX2nqfWXZI8digw8W3YekbDoLJzp2+waR9R3yfQcJHgBE6w/dG6OSi19eX7q1sGB7R++dG3xVv0s8Ak/QaDzLOmCG/astd+vr6jA6b6siPhsrPME8UYRBFbrLyCK4rQIABAM64++4ryurOgGt3205zquvbFY8NJdz6LLC+4SCYAvQPDqXtryE5wTwwQm+QAycVzk8r3V5Wp3WKUN8Vb6o9A6yJ9vb2kRGMKgAAALhJ9slbisQGHc9n1J1t6zXyBW6wo7RF8dhQwpW3YekbDoKpwfDIaOr+2pjUEtVYEAh347N9CzLK31hXPDCk8bPA+q54EGB/6enpMfoMAAAACJnB4dG5GxsUjw06yKWNfIF7rNp+TvHYoGPOx0eNTENA33AQTBlabnbPT8jFS6ERWiMqMf+VjJJj568ZPzs96LviQYADYGgoTN99BgAAMOXZUHlVkdig45M8116zBGQGhkZeeL9GUdmgI/RJYH3DQTCV2Jh/bEFaGW6ERmiKiITcxWmF9Re1Pyap74o3OQR47ty57n7cKDgm5L0yCxYs8Mh3Wb1TkwlH+coxAAAESmfv0PMZdYrHBhdjj/5qvAltmlPX3K14bNAR+iSwvuEgmEp09/a/s7l8QXo55oEROiI6uWjVF5XGr00n+q54EODACP/bsCDAHgQCDAAIEbemf/HobxhYn3tJUdmg49i5TiPToNA3HARTjI7bfXsPNb6ckheTUqzYCwIRYsSkFKVm1Rg/NZ3ou+LhFujA6OjoCOVtWOnp6aE4ZIiHTxSTtNoyShMmiwBPgZ4HYEoyODz6+3VnFJUNLrZWtxmZAm0MDI3M+fioorLBRYivg9Y3HARTkis3uz/bWR2VVKAIDAIRSkSnFG0rPW38yHSi74oHAQ6YUHQCAjxJgQADAFzErZc/z93YgK/+hodLbb2zFh9UbDa4OHcl+Hdq6hsOgqnKnf7BNzeURicVKg6DQAQdMcnFhUebjF+YTvRd8bQL8Ny5c2fNmmWsjCHuZ66trX3wwQf5k7PyJ3xXr15NCTIzM8V2JRP5279ie1tb21NPPZWamsqrBCUTe+WyzHdTW+7lQkVZnJVYlb+R29TU9NBDD5m3s37k5OTQ9pkzZ37729/mNISdlpSXlxsp7qUh13rmmWf4s7HGjrFdc+bMUT5da2k74nuztJePtauh2C5SEnIRXBNjRUpGTauqqjK23t+EJ5544gc/+IGxcq9FcneZK8zYdSlh7qKAWmFZukOVzD1Pe1mARRFKDe16RsHcENpoWW2uw5YtW3iVoGRir1IZzsqy2pSGFuSOUs4pwWnkHgAAuM6rX5xXVDa4ONLcbeQI9LOl8LKissFFKJPA+oaDYApTWX8lKrlwXly2ojEIRBARlZgfFZ/dfK3D+HnpRN8VT7sA79+/X5bb1tbWRx99lDU1MTExPz+ft8uKy5IpVgl5Ly2LDFl6eZeDAMuFEqtWrZIF2G4vFUTVWLx4MS1zGrHa3t5OdiHMYf369cJzZKNgJ5EFw9kuaK9QJhKYJUuWUEolQ3E46ZPsXX19fY8//rjsSIwQITFjSRmKTMw1pL0iWz5W7JVrImci18SyCXK1lXpSt/N2BYcutczfz1ZYlu5PleQmEJS/6FI+fNyeUbBsiF21edlBgO0qo1Tb3FF+/ooAAC5y/PJtxWODC7z5OcwMDI08u7xasdngIuhJYH3DQTCFGRoe+TjzIB4GRoQeEXE5i1ILS45fMH5bmtF3xdMuwOyl7I0E+bDl66xkTyZxlZ2ZEALMU7VCVgna8vDDD5NIOwiwSMPbFez2UqFyVWXxJpKTk2W1ECg2qPiPIiQydu5BemPpMyxFQmupXMucZY9impqaHnnkEVYvpYY8ESrXQU4saiJvJISe2TVBrrZyrD+ILnXI389WWJbuT5WUEyefFELsVbIyiytj2RCHao8rwJaVUZZ5VflB+vkrAgC4CImrorJBxPMZdZ29+DJfuNlR2qKobHCRsCvIuwf1DQfB1ObKja6l6YV4KTQixIhOKQ7P+58ZfVe8cDwDTCIq31csZJjgyV5GFmBFkoUAK/PJhJi/db4FmnKgIizdm7DcKwpllFplZ2crajHWCB/CMRT9IMxbBMpcnMBOgJVVSiY0RkYxHEK2LyVDcx3kxKImlMxoqgQVYdcEpRTKh9Lb9YOAjuKcCc7Wz/zHbQVlqJQ+bpXMTZC7VJRo1zNGuntYNsSh2uMKsGVlaFmptrLKyBuVrAAArnO9e1BR2eAi++QtI0cQXlx5G9azy6uN7AJE33AQTG2u3rq9JDU/AgKMCC0iE3IXp+a3tQf/IoOA0HfFC4cAiylWWvjqV7/K+sriKpRSmQF2XYAZFl1lo0DZ6yzAVJNvfvObpA1sKUIhHPSDsDQQxlKKCHISOwGmor/2ta9VVVWJBd4uo0mALatqt92y1ZQb9bZomoxdl/qZv3MrGMvSHaqkFEEp7QTYsoYKlskcqq1VgKmUcX9FAAC3cOXrR3j31QRScfKmYrPBRXV9u5FjIOgbDoIpzMDQ8Gc7D+EWaIQbkRWdUrTvUIPx29KMviteOASYIJlcvHixbKSKytIufwSYFNr5Fmh5elkxWMbuhmdG3juuAP/FX/zF7du3FW8hx7DTD8LSQBjzHbAM6Y1QHfPhLD9UB0ttI9id5L3ybbpKhg534dKyqIldVe2227VazlzGrkv9zN+czLIg/zcSShF2zmlXQwXLZOaNojLm/4sh/yrsKkPLSrXtTsS4vyIAgFu48vUjTP9OLK5MAn+4pdHILhD0DQfBFGZvZUNMasm82CyTzCAQgQX9iiIS8kqONxu/Lc3ou+KFSYBJF7/+9a//8Ic/FOYpqywv+yPAvCxSsvSKXbJFU4liOpfyf+utt8aS+LbPnDlTFmC7veMKMK1SBWRv4WUHAVbUToE8ROwl5zG/BMt8OG3hNy3bSRe7E3UFJ1B82FxDpQ5yYrkmllW12y5Xm7po5cqVtEDQdvEiKBmHLrXM3/9WWJbuT5XkJhCUv51z2vWMgmUyu2oT1Eaxi4qTZ6odKqNU206AKZn8K5L7HwDgInWtPYrKBhHPZ9TdGRg2cgQTgSuTwLMWHxwYGjFy9Bt9w0EwVWm52R2TkB2VmK+YDAIRRMyLy54Xm1N79qrx89KMvitemASYTVXRWlJKGscTtD0zM9NPASbEgYQ85cul8HZKT8mEAIuvHCn2S9jt9UeAaXVgYIC8gg8nu8jJyRHKYfYNthpOaelFIiuCrYb0RqiO+XDeYpcbwQmWLVvGBxIiN8LSiMx1YOSaELRqJLo/mflwudonT54kueK9lqrJiEzoELlL5V0E5+9/K1jteKMo3XKjgtLzDs5J2PWMgmUNLTcSogIEnQVK5o8AK9W27CiCk4ldEGAANJFR0arYbBCxoTJMIw/ggCuTwEW1N4zs/EbfcBBMVWobW6PxDSSEexGTUrK1+JTx89KMvitemAR4CtPZ2Tk6OmHPYrG6OFjWuAn8RxFgMGVw8UcCAHBg7sYGxWYDDbz82SPkVrcpNhtELE05bWTnN/qGg2CiaLh0Y13e8VMX2ox1V+kfHIrbVU0CrDgMYnpGVGJBdHJRVFJBZEJe0LfEz08tjdsT5Gv8AkXfFQ8C7AJ9fX1Gd4adpqamxx57TMw9mnHLbeBIU5hxf0UAgNBx5f5nTP96BFe+CTxr8cFb3QNGjv6hbzgIws/Nrjtbik9GJ+Qu3Vz78XYtn5YpPNo0P71sLp7+nfZBujsvNnvFprLPdh56d0v5ouRcMuGYlJIgbg2ITMhdkl5YfzHgG1iCQN8VDwLsAu3t7SMjAT/JEzr+SKlb4qrc5QumDPhfGwCEB1fuf27p6DeyAxPN+txLitAGEbnVgc376RsOgjDTcPnm6+tL56eWkE5EpxRtKT7VPzh8u/fLf+A3u3rrLt6gZINDwT/zn3v47MI1B6KTCyPIc3wanBURlxMRn6MoDWLKR2RiflRc9qXrXaOjo4NDI9fae/JqzsfuPhwdlzMvLuDfA8nzgqScq7e6jd+ZNvRd8SDA7tDTE6YvYgn4YdFx70kOXW+4IIfndcHkxc9fEQAgdEK//3n57iYjL+ABbnUPzFp8UBHaQCPQd0HrGw6CMJNV1bh4fRXrBNnpWxtKX19bvGxN0crtB7eX18Xtql6SXjgvNmtBSnFmqe2t8i03u+uar9ddvH7hWufQsMVMzODwyN7Khjc3lvm+XpNcFJNcFBGXFR2fHYkPAk+noNO9IK1sY95x42dxD5LhL8rrF6SXq/cIjP2/EnnLvNjsqKSCmJTimJQiCjpkcUre1Vu3jYy0oe+KBwF2DVJNo1MBAAAACVfufy6oC+bLsUAf72w4owhtoPHMskNGXv6hbzgIwkxzW+fLqQUR8bksGKQoJBhRifnRyYWkGSSrtCUiLoe2zIvLPnvlpnHYGINDI6XHm+P3HH45pYBchTw5JjH3w20V+6sab3ZZvBK1605fw+VbFaculZ64eL61vfHyzdfW+h4EFXqDmMJBv7FX1xTn15w3fg33c7t34MPPDy7MqPA9G5yYT4mjkwrpRzh2g3QRL8xPLaVf45vrSz774lDs7qqEPdWZZfVXb4Vj5k/fFQ8C7BpdXV1GpwIAAAASGyqvKjYbaOD1Vx6kur5dEdog4tyVAMaR+oaDIPwcPH2JBGPcdxGRD8fvPtw3aPzz7+kbSMs5Sk5C20lLfJ+licv2eUty0YK0src3ld3otHBghZMX2hakFJBgK2UhplhExGXPT8rbU9lwrrWDfjnG6b+frp6+zNLTH2yreC2jcEFS/ruby0uPN+ceOZe078inOypX76zaU9l4/Pw1UmXjgDCi74oHAXaTCXwbFgAAAM/y6hfnFaENND7Ju2TkBTzDwNDIM8sOKUIbaOwobTGy8wN9w0EQfjpu90UnjP9ELhlyVFLBh9sO5teczz189oOtFaS+1u8uis2an1b6cWZly83xH85c9UUl5aPmgJhyMS92f1R8dkR83opNZdmHz9ZdvH703NUTTW399/6XiqCzp/9iW2dv/6Cx7gH0XfEgwG7S0dExIW/DAgAA4FkGh0efz6hThDbQONKs/XUjIAhCvwt6eUa9kZcf6BsOAhfpvjNwoula8bHm0hMXK09frmlsPdV8/fzVdvLSm1137vQNjox9PvNQ3eWYpDw/X0EU5bsxtch3d3TSON80omSvpBXmHj5nNhyZ5P1H5qeWKMcipmTMi82eF5s1dm9zkW/Vd9dA7sc7qhrvv7Xeg+i74k1BAZ47d+43vvGNK1euGOsaaGtre+qppxYvXmysS9y5M/6dJ9OZBQsW+P9GLkr8rW99y7lL/UmjGy/UwQ4v1w2AaULoDwD/ft0ZsmgjO+AlimpvKEIbaAT0GLC+4SAYl6HhkQvXOjt7bO/1O9/avqXk9MeZB1/NKJwbmxWTUjLmq0X8oG9UfPbCpNwlqfnLMgqXryt+e0NptG9eLoCbkH03S493vzRHVFLB4vWHio/ZvjZvcGh4xaZS1iHE9An6CUX4Xvvsu21+QXr50oyilpuefn5T3xUvfALM0qhbTYmJFWACb8NyAAIcZiDAAEw42SdvKUIbaOD+Z89yu3co9HdB1/k9va9vOGgHSV16zrGPPj+4ofDU5evuj5WHhkZabnQfO3+t9ESz3TOKXqC9uzdpb01MUv7r64o/2VGZkVO7Lu+YiKzqs7mHzy1Mzl2QXhadXDj25qocfj2VL+Kyxz4+lBuZkBeZkE97SVCjkwr1PYJLpS/NKD7RZPuRraKjTVGJefNiA/4GLGIqBTlwRs7R0bH7EbyJvite+AS4trb2O9/5zsMPP5yfn29sCorVq1eHwaKdcRZgt96GlZ6ePgXURWlFQAIMgmBq/GwAmEqQvipCG2iQQht5Ae+xNOW0IrSBxvpcf/8Hh77hoCXXO3rI9xZkHIhJKaax8ssp+S033fzwydX22599UT0/MS86uejldZV7KxuMHXfvHj9/dWPBiT2VDf48zqqbW929KzaWktySxJK7Um+Mhe81uRxUf4qIBOOVzhMbVMM31hVbvg6aId95b2s5NUE5EDHdIjIhb0FSXvcd735eXt8VL3wCPHfuXDJG+u+sWbOMTUHhfQEmXHkbFgQYBAEEGACvEbO1URHaQKP5Jt6w6F12lLYoQhto+P8YsL7hoJmR0dHPdh6an1bKY2X+EGjx8ebmti9vA77TNxDK7NGJpmuUf1Ri/tzYrAVpZdvLjQ/eHjx9aWFK4cKMipjUkpjE3IS9NQdOXZrAd/NUnr48P7XUdwfy/f4ghfrd1AkMsppXMgqPN12zm9m73TfwxtqiqER8BmnaR2xWZEL+2tyjg0MefYGRvitemAS4tbX1z//8z/Pz82tra7/61a82NDTwdjbJ1NRUXiXIb4UhU+IHH3xwxhgkvc3NzZSYVwnWYPbhzMxM2vLAAw9QzrJjyznwXt4eIkKAqXTLzGNjY3k78cwzzxidffduU1PTQw89xNu/8pWvXL9+3byd7KWrq+vpp5/mVYJ9RknjouHY1SpEhoaGzK1gASZJ441ycWxuOTk5Yjsl5t4TCwLaIjIUu5TMlV6ivWI7nThlbyj4WQfn6onthJybXcPNZ82uw+UcLEshnOsGAAiazt4hxWYDjd+vO2PkBTzJuSs9itAGGi+8X2PkNR46hoM3u+6k5Rz9vOTUyQtt1zt6Om73cWQfPhedXCRbHy0vSMqLjM9eml6QuPdw8r4jy9eXf1FRZ2QUOAODw59uPxid7HtiNiIu562NpTsP1O8or4uIzfJZ8VihEfG5PklOyH99bdGW4pNnW4y7IQaHhpta209caCMhH9b8/tHNBSfmp5WJfvB87KNOo5P12a7Dp5otRnTHz1+L8n1kGPc/I/bTv7uopIL6SzeMH4fH0HHFY8IkwPv372dfVYzXQYDJmR999FGxa9WqVTzry8YrZoBZQeVZZVmAExMTxR3XoU8+C7jaVK6YBKbMRa1omXyY/IT6l51EmMb69eurqqp4WZhJX1/f448/vmXLFt5OTWb3IBsRHmKXxhUsa+UWcisIyp/6jVyLlrlRoji2L8XKeLW8vFxWZbk35Ao7ZE67RA6sji46nv918Kd68m/GoeF2Z83c4eOWwrvs6gYACIUjzd2K0AYayYF8JgeEn4GhkdAfAzbyGg8dw8GS482vbKrhG2IXpeQtSctfklZAQavmZ0Qj4n2f7YlMzOfbgBekl7++tqStPYBPGSvkHTl/717cfb4bMtPL5qeWmh+O9c0/JxaMmXAOuffnpaff21oenZBD2+cn5X2UWXn4zJWRERceZeztH7zeeYf8/07/YP/g8MDQcM3Z1oUpBfwiq0kU1IcxqSVRCblZ1Y1G2+5RefpSTEqJ44Q2YvpEVnRykfz0gafQccVjwiTA5ITCFYXiEg4CXFtba/nAsFmAldlXO9ElCXdrEpirLZciastzztyi/n7fXfWkW4888ohwFYFwG7sEssnYpXEdxbhCx8HHCHkvLStFi8Rsa6xnBFVSHKUInmXmsjcySq1CxJ860LLdLhZyuXridDs0XEY+a0rTRKEOpdCyQ7UBAKGwo+a6IrSBRmlDh5EX8CqRnx1XhDbQuNTWa+TliI7h4LnWdtIkks95cTm+tzQl5nNYf2nWFOSlr68ruXKje3g4mGnYjJyjMSkBvIuYRJTG6+TMUUmFvnnOuGz6L3l4TELOrW6/+tCBM5durNhSsTSjaNmaouXrS97eVPb2xtLION9NxeTnSk0mRVDN6QRtKzlFPm800vdis1vRY/8jQ0mMmIZB/4IWppdDgP0iUAFWVFZedRBgglR2xr1bnXkLYRZgJYEiwJSAMmHcFWD5GWAxXy1rdkdHx+joqGJfpBZGbaQbgEk/aFVRDrPJmNO4hWWtXMHcCqFzhIO5EbKVyXvlTOQ0dpnLpTDmskLBnzrQsv/Vk38zdg0naJdxzqSzpjRN1M25FIdqAwBCIbm0RRHaQKOlw7tvKAFMwq4mRWgDjYqTfn2QU9NwcEP+MfGsbxBBRvqnDSWffFFdevyCkaPfvLO5LCbkr9FGJRXE7a4KcQb48JkrS9KL56eWkPyTNFKe0cmFFPre1RyeoPrTCaJ+PtLY0jcwNDI6erX99ivphdRMJSViGkZkQj79Nm50ujMedh1NVzwiHAIsK6iA7dFZgBnWYLHRfwFmKRV7XZ8BHleAiZ6eHqEZvCDkxOwYJCHUUkvlEyhpQmfcWoWI2cfsRMvcXiFvhJiupIXHHntM1FBOY5e5uVGWfRs0/tSBlv2vnqymlg13OGsQYAA8xYp9zYrQBhr4ArD3Cf1rwFsKLxt5OaJpOHinf/D9rRWL1hwMVvb2kS76vgCUmH/ygu2nd8yMjo5mltWRZPo522wXdPjitMJtpadJ8IysA6TmbOv8JJLeQiXnKRKxvttcaWHFptLYXdVvbyzFA8AICvpVJOw5fLvXu58f03TFI7QLsNkVCWGt5r2WNzDLk8b+C7DiopTSXQGW62l5CzTT2NjIAqNIBYmK2THku1LtJE1OEzr+1CoUzD4WnAATfCwlUzaOK5/mHqOUln0bHP7UgZYdqudwczLBB8oNdzhr5g7no5xLcag2ACAUQnwF9MuZ54yMgIe5dqtfEdpAY9V2v060vuFgW3tP7K7D88iUQpBAGk+/mlHUciOADxeRA+ccPhvpe2lTSErmuxE6o+KznVXdvcHcMbGp8PjCNRVKnlMs5sX53uM9dvc43v+M8MX8tLKdFZ5+yaK+K552AVbuf2YUoRVeSsoqJnspzVtvveVLPbZ95syZnN6stXYCLLsoL7srwFRVzlzxYaqAKIh3mQ2El4X/rFy5cux0+MSDWspOIkuIXZrQsasV7w0dRaUcRGtcAabETzzxxJNPPqmo7LjyyU/SisxpO5077wgwLdMusay8noowN9zhrMnZEkrd7EpxqBsAIBQUoQ00Psi+aGQEvE2I78GK/Oy4kZEj+oaDxMjISP2lG+9trRh75FUdK/sZ81NLP9haEdBM7K3u3uh436O8SlaBBtn7/LSSlZkH229bfzasp3fg2PmrFFfbja8ZDw4PFx69kLSvZnGq7xFoJUMEYmrHorWVW4tP8r8Fb6LviqddgMkGFUElZGMUMknQFhJaWV95u7BfOT1n6yDABO3lHChNZmamuwJMziDX3Ng3hiiXWLx4cW+v8WIGcjzeSPaVk5PDjsECw9tls2VF4cQnT560TOMKlrUy9oWM3AoSTgfRGleAFY9l5DQOmYtqEJTeXFYo+FkHh12EOAuEnIywbLjdWTN3uNyHdqU41w0AEBzXuwcVoQ00NlReNfIC3uaF92sUpw0onll2yMjIEX3DQUHjlVuR8TlBP/g6LzY7OrmoprHVyM4PWm52R5IAu+Sfi9Yc2FRoMaY/f7X9o8zK6ORC0vul68oq6y739A2kZh2NSS2NSSke0+9J+ZorBCKIiIjPWZBe/u7WikvXO41/IZ5E3xUvHM8Ag/b2dtISo8uBB3BXgAEAwJKzbb2K0AYaBXXtRl7A2yxNOa04baBxu3f8cYK+4aCg9dbt+Yk5kSHMx85PLf2iot7Izg/W5h7jJ1Rdiaikgne3lF9tv32tvUdE+cmLL6cVzk8tIT+nIONdtqZoxSbf+7fwNSDE9An6tUcm5MWklkYl5G0rqeu0uVfCO+i74kGAw0RXV5fR5WCi4TlSZZYVAABc5+C5LkVoA43jl417NYHHWbX9nCK0gca1W+M/vKpvOCjYVHQiKjE/aC2MiMueF5dz9JzvzoWevsHas1d3lNcXH2sesvpI0sDgcEFtU0R8ju7bj6lF99/XvS8iPhePwiKmSUSMfeGMPx62JC1/Q8GJ+ks3jH+E3kbfFQ8CHD76+rz+P1qmKmS8s2fPlm82dv02cgAAMLPn2A1FaAON691ffr0TeJkthZcVoQ00vCDAeUfORiYWhPKKYJ85f7bvk+2ViXsOv7amKDI+d35a6YL0cvNtyc3X2j/KPBT6K6CtIovyvC8wzYuYthGbFZOQ/XJKfsKewxWnLt3smkw3P+q74kGAw0d7e/vISDCfiQehIz/7iqdbAQDhIaOiVRHaQOPOwLCRF/A2oX8J6di58R/G0zccJC5d74qKz4lKdGFelN82HJmYT/JJq9FJBYtT8+U3Y3X39r++ppDEGGqKQOgL+vcVnVy462B9x+2+yfg9PX1XPAhwWOnuDuDbAAAAACY1yaUtitAGGkZGwPOQvipCG2hMuABvKjxBRqoMoF0J3zxwYu7NLuOFoMSW4pPz00qVZAgEwvWISSneUHDM+Ic32dB3xYMAh5v+/mC+UAcAAGDSEaIA/36dp7/QCGRC/xRwdf34LzzTNxxsudm9OM33hmRl9OxKRCcXfbrj0Oi9Gajcw+eik/LnxeOzQwiE9oiIz4lJzJssD/0q6LviQYDDTUdHB26EBgCA6UCIAhyztdHICHie0AU4t7rNyMseTcPBjtt972wuj0kp0vEpIN9NmClFVfVXqCDS7HV5x/iVPEoyBAKhKaJTildsLLvTP/neKKHpikdAgCeAnp4eo/sDZ8GCBXbf71E+5Tq5UD5XKxPEJ4sccgOWTOofDwCeJa7osuK0AcXLmeeMjIDnmdQCvCbn6IK0MmXQ7FZExGVHxmfnHD6XWVa3MCkvJrXErU/+IhAIf8L3de6kwtqzAXyd2yNouuIREOCJYXAwyP8NAwH2BwhwoECAJ5YNGzZ8/PHHxkpQUA5Lly6dhk9YODTcC32yYl+z4rQBBR1uZAQ8T+gCvKO0xcjLHh3DwYN1l6OSCvhtVfoiIj43JqUEE78IxATE2Kuw8mom3/9R1XHFY6aXAK9evfob3/jGlStXjPWJo6OjY1Q8DRMsihlCgAUQ4ECBAJspLi6efT+ZmZnGPrfxpgDX19cbLR8jxBqGyMDAQEREhFGV2bOff/55/rg6BBh4hNAFeH3uJSMve3QMB9/fWuGb/v3M/Zuf5cDbnhGIiYqI+NxFaw4cODX+FcZr6LjiMRDgCaO398vXIQYHBNgOCHCgQIDNkADL+sQCJrzLXUIXYNehKsmNpeavW7eOl11H6Woz/D8jDhw4YKzfvVtWVnb27Flj5R7j5hN+IMDTh8krwPsONcYk6fgYLwKBmPigf9pRibmbCk/gGWCZMAkwmSd/gnXmzJn5+fnG1lu39u/fz9sJoaYiMTFr1ixOSdTW1j744IO8nRPPnTtXTkAIxVUSNzc3P/XUU7xKmMuSK8bZil1chFh94IEHGhoaOGWIDA19+U08xdloVZFb3ssLdODTTz/N9SE4JTsM6SJv1Pe1Wz+rSojKEPIh7LQ5OTm0netpzpOPomTU83L+ZsrLyzkxIbpC5NbU1PTQQw/xXrlP5O0if8uN7mJuO2/kQul3WFVVxSntKjNuYrmZlsVZ9lh4fjwTziYrjH33Y7ap4eHhjz76SIepek2A2fZl4dSKs7jW19c/99xzZt01M/UE+NUvzhsZAc8zeQWYiN9dHZNSrIybEQjEZA/fK+iSCneU1xn/1Ccbmq54RDgEmHxSCCcZrxBIEhuhnW1tbdHR0ey0IgFtJGtl/2xtbX300UdTU1NpmVi1ahUllnMjRBrLxLRAJYqaEHYVo+3kAIsXL6ZlzkqsylUKHXkqiZxEWEdfX9/jjz8u9IZXt2zZQsuKXspexNLI83h8iKyULuJ/VUUyNna55lRVxXjFqnwge53cTAXKSpROpSxZsoR1TuS2fv16YYliu1xPgn4qdJTlRl52Ecu2iwaKvrWrjGViWrZsJmEuzq7HwvPjmXAM5b0fY9/9WNqUImOUhu/IlTeabVbci2uZnpAPEWkIOR/W78zMTJFAnqGVc6BlOZnSCtortufk5FgaIwuw3S3fXJbIn8s114quli+++KKykVNSoceOHaPt1A+vvvoqpyHMlRGtNtZNcGU4mZHLvXzkPiFEDeXOlytp2RUhEqIA4y3Qk4hJ/RKsg6cvRScXzV2Nu5QRiCkVEXHZEXE5p5t9A8XJiKYrHqFdgGtrax9++GExucoCaXZUhqdt5Y3icCUfhnNjNSVIYlloLRMTsgDbVYyWZTHmVVmzFYsOEXEjtCw8JDYkOXPmzGEhIQl87LHH2HMUt1EEWPEcB28MBX+qyuIq/I2gLY888gh7F9VNmBsjKq+IH+HQEHNiRukKgTBGuTICy42uo7RdKZT/TwG1yJ8aisS8KpDFWCnOzx7T9+OZcAzlvR9j3/2wpylGxL7EU6PkVyIBibFwPHmZELOpdukJoWq0ILYrE87C8YQNyhmKHHhZJOPS5V0if26LnfVRDe2c0Jy/WJXrLN+lLFePRVSsEpZdzVAlX3rpJfl/FigoOcv5yLtoWewSna9MdBcWFlrWIRRCFODnMybr/7afhpy70qMIbaAxgQJ8u3dg+briqMQCZfSMQCAmeWRFJuTG7qq+0//lPaeTCE1XPEK7AMs3OQtIWZXJW8a8UfZknphV5FPWUUogZHjcxHYVo110rDzHqxiv0GxeDZH29nbxWWAhIaQf5JPsliQhtCrkRBYVxVJoF1soI1uQ64xbVXPpsnopNSdEhuYDRWL2PeNUzZhBWdm1Ue4lgnIwjpFu7qU0tGquhnmjuyhtpyaM1es++DyaK+OQmLBsprk4ux4L249nYjGU936MffdjaWVCmRQxY/FjleJloamkW5TPpUuX7NITrGqyXTNyKbJbMvJeRfbkZKIhiu8RDuZJcIkkq7KrE7JM8qqcwDJPWfgpgZKhQzVcEWC7kzVu5qET4neAKYyMgOc5dq5TEdpAYwIFuL27d1lGYWRivmn0jEAgJntkzU8v21J88lZ3b+9kewxY0xWPCIcAm0WXCEKAGTZbIaiU4M///M/z8/PFAm9nlMSKAFtWjAinABPd3d18Msg6yFVoXPjTn/60qqqqaWw2taWlRZ7lk9VOcZtwOsy4VTWXHroAG+sSdm0UuXGh4nBzekpJvxDZlgnLjW7hp5EK5MrYJXZoJgRYwVDe+zH23Y+llQll4glSBSG98rGkYbTdOT2rmmyJjKysilcT8l7ZA7lEXiZEtub8HcxThjKk2gpzlssilEyoFLFKu7ilhCzASqEO1XBFgB06n5tmV3robKi8qghtoHG9e/K9tmR6UlR7QxHaQGMCBfh8a3t0SlFkIr5RhEBMwZgXlz1v9f5XM4re21Jx+sL41xnvoOmKR4TjFmjlrmbGcrt5o+XNzMpG8lWeUrZ8NFdOLKusZQWYMAswwWMv0pivfe1rmzdv/tGPfkTGwhOeGRkZtFHc9SrUjphAAR63qqTEzrdAyzUnRLuUu3wJ2qUkFphLYURuSidQueY+MZdIWG50BaXtdk2QEZWxS+zQTD+LC+ePZ2IxlPd+jH33Y2llDjIpI7SNFubNmzduelY1cxqPCDBBKcWxclmEkgmVQqvd3d1UN7FdLtpcqEM1uI1ycxTkyij5iF3mhitQStJguVFusaPmuiK0gUZLh0W3AA9C+qoIbaBx7FynkZc9moaDd/oHE/YcXphaGBGfqwydEQjEFIh5sdlRifkLMypeX1N0p2/A+JfveTRd8YgwvQRLzLXScJBfdmW3Xdko3jhFvvrWW2/RAkEKKt6exatf//rXv/e97wmbtUtMy/Ksr0PFwizAHR0dIyMjrJHf/e53hYqQvdCqYrlCgBVLCafD+FlVUQFOb6fuhGgXpxR7qRUzHO9JVkpRXoIl+x4vc2JaXrlype/4sSL4pVCWG3nVRSzbbm6CXWXsEls2k1b9LI42QoAVzFYmyxhdMV68/3ZlBXIqSkmZsFY5p6fElMychraI+c+AboG2FGA5PUMp7cxTQXZIuSxC6SgW4GPHjsnOSWmCE2BCPtaMXBklH7HLufMZc+e4QkFduyK0gUZda4+RF/A263MvKUIbaFxqG//jiPqGg6Ojo81tnUvSCqIScCM0AjE1IzIhLyJ2/43OSfNnRd8VLxwCTJBSksYw4jFdgtzS2Cptt9zIE7a8UbZfggYu5MmylNol5pS0USS2rFj4BZjo6fH9HElXZO9imZHNRKgdwa5INWfDCbPDjFtVgtJw3xLyLksrM7eLoI3mxArmUuTcxF7KJCcnh/uEa8vbRSssN7qOZXOowlwuwU1wqIw5MWHZTN5uLs6yx+QTBAEmFJtiiZLFj/xKiBnZ6ebNm2WFIw+kS8p7770nnMohvVA1JY1svLw6+96tyMpekQMvWwowHyIaRdvt7v4l1afcxHaHsgilo1iAL126JJyTu060y6y7oobG+v1w6cp7s8UbtuTKKPkofSJ3LHc+VWzfvn2cgI5VinCFg+e6FKENNCgHIy/gbdL2NStCG2jc6h5/WkbfcJApPtYclZg/Lxavg0YgplrQv+v5qaUZOUeH7717yPvou+KFSYC1wlore/UkxTwMBQBMFORp5IcCSzsirTJ2Sw/0MoptMnbpZVWTy5XTcIbbtm2j//Je2UIV2bMUYFrmTMThZhdleK6bkzF2tSUsBZhWRUNoVZ4QNhcqamVZGYay5dwYkVKujJKPUk9a5WMJbg6bOW/RYb9EXWuPIrSBRvbJW0ZewNssz6hXhDbQMDJyRN9wkGm4cuuPY59OUYbOCARiUgfZb1RCXlpWzdDwpLFfQt8VbyoIcG1t7Ve/+lVxY/PkRX4jNAAAyLDdySIaOnYCDNyi+WafIrSBRnJpi5EX8DYvvF+jCG1A8csVh42MHNE3HGRKjl+ISMidFwsB1h7z4rIjE/KiEguifC/fxpQ7Qm+QAEfG5aTsO3Kra/xHLbyDvivepBfgKTP9y4g3QgMAgIzrAqzDqIFCZ++QIrSBxqtfnDfyAh5mYGhEEdpAY87HR428HNE3HCQON7QsSiuO9L0HK4sc2PfmWNwLrSGoV6OTiyLj85ak5r+zqezjzw9GxlGHo6sRuiPr5bWVG/JPGP/gJwP6rniTW4D5aWHLlz9PXvr6+oyTAwAA9wjdVykHumaKR2SLi4s13fcLZOZubFCcNtAYHB418gJepa65WxHaQGN5Rr2RlyP6hoNE4dGmmOTCmNSSmJRifh10ZGL+/NTS6OTCiLic+0fSiICC5Nbnt2S5MSlFUUkFH2yrPNLQ2tM3cPlG9/ay01EJOfNw2zlCf9A/7W0lp4x/8JMBfVe8qXAL9BQDN0IDAMy4MmErnsslHN47BVzkg+yLitAGGmf9eDkwmFj2HriqCG2gkbav2cjLEX3DQWJ0dPRSW8feQ427Dpw53NB6rrW94tSl1KyadzeXz4vdH51STKPn6KRC3CDtZ0TE5/p6LLnIiJRiUt/3P68sOdHcPzh0vbNnU8nppWtKIuPz0KWIMERUYv6b60tvT55vIBH6rngQYC+CUSkAAEwNNlReVYQ20MB7sLxPwq4mRWgDjaLaG0ZejugbDjrQPzB86Xpn4dELKfuPvLmhhLxu7DbpfcrwGiFibKa3JCYhO25X1baS0/sONe491Lj7YENl3eXegSHu1bc3lb68tjIygewXNz8jXA++6eC+n1ZEfM6ilMLDDZPpvRL6rngQYI/S24v/5Q8AAJOe0L+EhPdgeZ+F8ScVoQ00zl3x68uc+oaDftLbP3iq+fqf1peOvbrpy7F10OG7uXriDdD6EdyopIL5qb6W0t55cdlRiQW++8NTS6KTCklcIxNylfuWKRk1h9LHpBTH7zlyvrXd6DUTPX2DS9LyKUP5cAQi9CDL5V+piOgU3w0IMSkl89NKF2+sziw7bfwKJwP6rnjhEOC5c+e69eFcV7JysT76aG9vHxoy/jehjOVnXfUhvka7ZcsWYxOwQvmObujInzIOGsokuF+LK6UDAIjQXwSN92B5nIGhkVmLDypCG2hQJkZ2jugbDgbEqh2VNJ5WRt5BBLsl/1fZpT3YaccU1ycJyUU+100q8Lnu2AvASGI/2HZgb2XD2xvL5qeWkPH+aV3JpsITG/KPf7it4uWU/IXJeWNWPKbHsVmUwCfG8TlL0gr3HWocHBo2OsuKoeGRdzaXRScXqrVCIEKIqMSC+Yk5WVWNhbXn82vOFdSep+WkfYfjd1VtKTyRXX224tTF2724BdoHBNi7dHV1jY6q7z4JpwD39fU9/vjjUF9/gAADACwZHB59PqNOcdpAA+/B8jLV9e2KzQYaL7xfY+Q1HvqGgwHxSeZB8kNl8B1oRCcXx+6qqrt4I2V/DcmnMpuqMcZewkwxd3XWik1lGTlHdx6ozz1yfkd5Ha1GJuT7VDa5MHHv4Z6xpyXbb/eWHG8+0tgq7l4eGRntvjNwo/POkcaWN9b7XhJG5rwoOX9fZcOZy7dudft1B9+uivr5aaVq3RCIYCMiPndxelFNY6vxC5sS6Lvief0W6NWrV9vJqsMuBf9Teg3zjdDhFOCmpqZHHnmkqqrKWJ/ShNix3hTgoIEAA+Air35xXrbZIKKu1a/7Y8GEEPoDwB9uaTTyGg99w8GA+HBbxfzUkGaAyRjf2VTedcf3EfL+weG1ecfJqMPgwGOzvkUrMw9kV58919red89pGVLcuks3q8+0HD13lWplbHWEdLfm7NXDDa2X2gJ7e8vFts5FKQURCb63bSMQocfCNQfid1cbP6+pgr4rHgTY6wwODhrnagwIsCYgwDIQYABcJK7osiK0gUZGxZT6n/pTjF+uOKwIbaCxw+/HvPUNBwNic9HJhRkVEfHBfBuJFJQOpMPzDp8zsrt7d2R0dFvJqZgkvfdCR8TnRicXbi05NTTsiW9tJO87HJMa6kQ6AkH/oOanla7YXO7w2PkkRd8VL0y3QItP9dLy4sWLyUhnjCF7aW1t7YMPPii2Nzc3P/XUU7xKcErOqq2tTdnFiVNTUzkrgoqwTCkyMdKNpTR23/9JYf+r6r9aywc+8MADDQ0NvN2hrI6ODrIR3k6GRmkC8jTxEC/xla985fr168aO8SAh5KMIcaC8URGk8vJyY8dYPbu6up5++mn59mk6Vhwi1ypQ7bSrAyuo2Ot/tkNDQ1RVPooQB4qsZs6cqfxfAKWxlF4pXe5q54o5NEdetUvG2P1ClEzM1bb7eSgHAgBCIfvkLUVoA425GxuMvIDHuHarX7HZIMLPN2AR+oaDAdE/OLy15GRUUkHM2BeD/Z+5pZS+J2bjsmOSCmrPXjWyG2NgcGhJan6kS+/WModv7jcxf+8hr/xTunC1fXFaob72IqZJ+N7HFp+7qfAE308xxdB3xZsAAaahNskeLbe2tj766KO8i5eFwa5atYoNkEbzsg3KWcm7WHTNAiyW7TKhZSGinEnQVfWHxMTE/Px8XlaqYVkW7xJmwrqiGJQz69evF/IWqNUoM8B0uKgJS6PIjfRMWCLtWrJkiYMAK48WU0/63xyHOtAu6kOehuUiAmosVU/uWMpNrJI3ynJobiwlcyjdeZdDc/xJRsh7lV+InIllte1+HvIyACBEWjr6FaENInAXtDfZUdqi2Gyg8cyyQ0ZefqBvOBgENY2tH2YeWpCUH5GQNz+tLCqxwPl7tjRSX5pWUNPQeurC9cYrt4bvn4a9eut2TGIu6bRylFtBrp6adcQozAOcvXLr5bQiEuD5qaW+V2Hjs1KIwIN+PwuT845Mqi8bBYS+K94ECLBYJoSa1tbWPvzww0IOBVoFmOdj5aPkagRa1UDZv3+/cG+7soRsixuhFU8LCEXkxkUWYDYrWWjFXst3ZbGnWQqw4tX+41AHWlacLdCOktMrNZTbYtlYwqF0u11+Nsc5mbk+lkXbVVtG/nkodQYAhEjM1kZFaAMN3AXtTZamnFaENtCgHIy8/EDfcDA4SGKvtfccqr+yIf/4G+uKI+J9HwFSxugiFqSXpWfZvu7rzKUbEXFZwd1WPW7MG3vXdO1Zb/0jutZ+u/pMy46yuojYrOikQpJ/Tc1HTMkg+41JLSk7cdH4PU1F9F3xJuYWaF4mFAmcYbqj2M5dCXlXcAIsl87Is7uBVtVPqDJ0LCNnaFmWWOjo6BgZ8f2/0kC9jqBDjPICvAtaFi2zPAunsvRqBwEmyK+oMoE2xKEOtEx58iwrE6jtyx1Lx3J3yXDmdtk6lG63y5yV0hzuLudk5r2WAmxOJrD8eYgDAQCukFzaoghtoIG7oD3Ire4BxWaDiPW5l4zs/EDfcDB07vQNlp5oXpxePD+1xPwob0xKkU9Bz9kqaMPlm5HxuZEWL4XKoo3kh9HJPkU07fUrSBWWpOZ39nj0HtGsqsZX1pTOT8yJTsiZ6ziLjkBQ0D8EUt/5yQUbC44bv6Epir4rnocEmGG3HNddiQkUYEap6rhw5qImcoZ2Zclpenp897/JejMubEqy19lZkCX6BJghy6IO9F+0HOpAy3aeaayPhyLAdsfa7XIo3W6XOaswC7DDz0McCABwhYPnuhShDSJwF7TX2FJ4WbHZIKKuudvIzg/0DQfdgjz23S3l0clFMSnFUUkFZJ7RKb7lP20oL6x1+qJ1T9/gZzsO8cd4fY81JuTxM8YUC5Ny395QsmJjaXR8dkxKSRDTpOTkX1TUGyV5kusdPdc6epqvdS5fX0ydptQfgeCYF5vl+weVmJe478jUe+WVGX1XPM8JMCHfYxyQAMs526UkxK5xb4EOqKrjouRAtRKrdmUp+ff395OZ+C/AivaQGpktyAFZgB1uxDXvIliAZfGzdCq5iHFxqAMtU/5uCbBlixi7XQ6l2+0atzncXc7J5GWGDjQLsDkTwuHnIQ4EALjCnYFhxWaDCNwF7TVeeL9GsdlA49nlgX22RN9w0EV6+werz1xJyz76p3Ulr6Tmr/qiMquqsbOnz9htz8DQyN5Dja+uKV6YnLckrWDFptI1uceq6q9cudFNefYPDpEfrsk7vjSjyPlhYyUi4nLImU80+TsemFjSs4/i+8AIq9jnm/VNK/1sZ9X5lqmvvoy+K55XBJhM76233hIbZ86cydanSKOclYNP0i55btYhE1oWu8wvwQqoquNCBwrf5mVRtF1ZXCVh71lZWdQu/wVY1h5eDsgJFbkiKRKHs98KR1J28QuWZKEi1xKTvZTtypUrfYeNbRdvZvIH5zqEIsBKessWOexyKN15l5yV0hy77pWT8ao8iyv/QhwyoWqfPHnS7uchHwgAcIXQvwaMu6A9RV1zt2KzQcSq7V9+Csgf9A0HddA3MNTe3Wus+E377b6Wm903Ou8MDll8rGhkZCR+d3VUUoFJD2wjKqlwbuy+KzcC+07vhNB1p/+NtcUOz1EjpmnEZkXE52bkHq+qv9I/cN/nUac2+q54HhJg8X0gWSnZAGkjS6CclbJLrBKUhnzYLqWcCUEp+ShCrlugVfUHURbVJDMzc1wBpmWlXfHx8f4LMEEWysfSUTk5OcJw/EERYELkRshSR5h3sZvxFrIpSsBOxa7F2wOyX8auDuRsdp7pD6K2sj1yKcS4jXUo3bliDs2RFdQuGWHuZ0sBJsyZiC3Kz0M5EAAQOjtqritCG0QcCeR2WaAVclfFZoOI6vrAZnL0DQcnC0caW6NTiufF+j6npEqCVUTE58xPLig5fsE43tvc7h1YllEYTcZuaghiOofvLW5JRReudhg/lGmDviteOAQYuEtf3/j3EYFpiyzAAADvUNfao9hsEPHqF05PUYKwMTA0MmvxQcVmA41nlh2ifIwc/UPfcHCy0Hytc2FKvu+rS0kF/KQxhe3LsWKzYlJLdx88Yxw8GcgsPb0woyImNZhHnRFTNcYEuPDslVvGr2TaoO+KBwGefLS3tw8PDxsnEAAJng1WpogBAF5gcHh07sYGRWiDCEwCe4HQP/9L8c6GgMVM33BwEtF45Wb+0QuVpy9vKzn5wecVn+yojEnMWZBWZvhwaokvxsR40drKT3dUDt3/wWGPMzg0nFN9lhoVGZ8zdqc3vg+MMAT4XAsE2DUgwJOSrq6u0dFR4xyCaQwZ7+zZs+UbqoO4qxwAEB42VF5VbDaIwCTwhDMwNPLs8mrFZoOIipM3jRz9Rt9wcJLCI6Hzre1bS+uS9x/5oqK+7OTFqvorRccu0PLWkrpr7ZP13ekXrnV8suMQbodGUPgEOLmo8UrAV4zJjr4rHgR4stLbG/CLJcCURH6yN6DHngEAYaalo1+x2eACk8ATiyvTv6TQli95ckbfcBB4kCONLdHJRXP9e9oZMUUiNsv3iHuc+pR7VGL+ZzurrndMr4/h6bviQYAnK+3t7UNDQ8ZpBAAAMBlYsa9ZsdkgApPAE4hb078Ju5qMHANB33AQeJC+gaF3NpXPT8VXkaZmkOKOvc7tXsRl8238EfG5EXE5ZLy0ShtF+pjUkrc3lt7qnkZvAtJ3xYMAT2I6OztxIzQAAEwiDp7rUmw2uMAk8EThyvQvxbkrwczk6BsOAm9yvKltfnIBboSeekFmS6I7Ly7H951qX+TOjc368PMDew6eqT7TcvTc1dITzSszD1KamNTiyIQ8nhNemHFgT+U0+h6eviseBHhyg5f9AgDAJMKtV2Gt2Nds5AjCiyvTv3M+PmpkFyD6hoPAsxyqu/xyWuH81NLo5MLIxHx2IcWmEJMlfB47NtMbGZdVcepS3cXrJ5vaKE6cb2u4fHNg6L533A4Nj5y80JaaVbMk3XcnPJ36BRnln35xaPrMfum74nlIgFevXs3f6TXWgX8MDg4qX5qVoV1BfBRHfKp3y5YtxiYP49D8UND0PSF8YheAaU7or8KiHO4M4FsAE0P/4EjCriZFaAONHaUtRnYBom84CLzMlRtdeTXn391ctjSj6OWUPN8rkRILFLNCeD1is8h7I+Jz5sXlLMkI7OtcV2/dbrxyc1PhyUUZ5Ql7D49AgEMGAjxpmDt3Lr/oSOaBBx44e/bs/PnzXRTgvr6+xx9/fFKoLwMBBgBMIppv9ilC6398kH2xpaOf8+nt7cUn8cJJ1xi8fLNrICb2hKK1fkZwr79i9A0HgfcZHhlp7+5r6+ipqr/y2pqihRkVC9cc8P1XiqjE/Lmrs3zvzfK9Qglvz3Ih5sVlRybkUcfSf+/drnwv4ilyIxMo8nyRmE/JfCkT802z9L75289LTx8/f/X4+WuXrxtXkoAYHhltvHKr847xJ2A6oO+KBwEOK660kUx41qxZxsoYERERLhpgU1PTI488EsqndDSpo0DJHwLsLrpPHwBg+e4mxWzHjZitjccv3+bDyXtramo2bdp09GiQd9KCQKE+z8rKoj6nnh8YGOCNx891PfPqIcVvx42gp38JfcNBMLloa+/JOXx+76GzeyobROw6eOb1tUX8GeToFN/rlKKTC8dMWDYxRABB1jovNvvllPw/rS9ZkpYfGZ8dST78ZWTNT8xZmJxHu5alF76+tnj5+hJK+dqaIjJe3yus7nU+nRTK5E7foHH+gH/ou+JBgMOKJgGmLcuWLTNOachAgBkIsLEOAHCbI83dit86xO/Xndlz7MbgsHHP2+XLl0nDBDdu3ODtQCsnTpwwenzTph07djQ2NvL2kdHRneUBvBYrlOlfQt9wEEwNbnX35tU07T5wZm9lw84DZ97bUh6TXEQazC8WJpeDDzvHvLjsmJTiyMT8uZ/ti04ipy061Xy9s6e/p2+wo6fvWvvta+09Y//1RVtHz42uXurzjtt9XT393b0Dt/sGe/oHe/oGjp+/9t7WiqikgvmppRRL0ksq6y4bJwn4jb4rXjgEuLa29sEHHxS37DY0NBg7pNt6SQvff/99lkNLweNddllRgsWLF5Ne8i5FMvfv38/bCbFLJJ45c2Z+fj6n5KLFLq6GWFUqb5eDZU3a2tqeeuop3kiYm6PU2QHL/qFCU1NTOSv5Y7Cyboknewk7wyH54QSEnI+8XfY3Jc+urq6nn36aVwlRijic+kqoNYtWTk4Obeeyxq3h0NCQOX8WYFGE+Vu4lqVbQllxSsqZTqJSB3M+ZpulLeIoy3KVQ0QaQmznZto1inMQu/goy5SEXR3kzEWFLbuXDwEAuMurX5xXRNcyMipaO3uNL97R1X7Xrl2GhN0jKysLN0Lr5saNG1u3bjV6/B7U89euXeMEvf3DH287q7iuZYQy/UvoGw6CKUnfwFBhbdNbm8pjEnPnxWZFxOdEpxTNH5sivj9IkovI90iSFSGcPhGZkDc/zffFqfg91W+sK1q45kBUYt6pC/eNJwOCOr/i1KXUrNp9VWcvtnUaW0Eg6LvihUOAExMTFcMUy0IpWQVZAslXZdVsbW199NFHye5o2SErGq+TBNIypxe7SGNo6M9HkYVGR0dTEZReCKdcnDkfscoGK5foZw6yrFJlxFFyu4hVq1bx9nGhIuQ8CS50yZIlo6Oj/ASvUCmhW8qTvVSunduYZ4ApE6FV7EjOeZJZye5Eh4vV8vJykRULmKiq/zU050/58CSw0nzCrnQzcjNZxcdthZKh3AS7cmm7fHbEdrljhYiKmW05N1pW2itW5UwIhzo49JjSvQAAHYw7CbxiX3PzTeN7j/39/cXFxYZ4mThx4gQnAzoYHh7eu3ev0dcmSktLe3qMDxq1tff/4aOjivHK8ezy6oEQpn8JfcNBMIXp6RsgATvf2n7m0o2TF9pqz109cOpS0dEL2YfP7T545vPS0xsKjqfsr3lnczlJ8oL08qikAnHv7jSJyMT8FZvK8movnLl8k3qs6Wr7ql1Hcg+f5Q4EE4W+K164b4EWrqjoHyHkkFWTHZKgQ4Q0yijaaemZ5lIIku2HH35YiDQXx2lkreVVWcVFts452Bmvsqpk4j9KEYTYcvu27wkxWWBIddhtzFprh5KSVVB+J5ZIYJenXAElDRsa50bJZHu0y82MWYDt/M2hdAVFvwl/8uEFoakkmXyIQ7nyGbHrWE4vN0rOUNZaXpW7UVTbnzowSn8qqwAATdhNAs/d2HDwnPGKlJGRkWPHjhmyZcPWrVvb29s5PXCdo0ePGh1tA/U/pRHz8IfrO+weDA5x+pfQNxwEYGh4pO7ijazqc+9trYhJKVZfNB2bNS/W9zoo2jU/tSQqyXdb9dhrn8iWJ/dnmSLisiPjc+sv4nESz6HvihcmASbxm3EPVkpZXxlZDuVlsjshw4Q5K9qopBGZm0shaKNxvAQf7qyvdCCvOudgWRNeVTKkxHSgvMUflEoScqEkcg7zjVTcuG6jiJMyyUko85zmPGWDosN9vXM/bIxm0fKzhsqBdJRQUEKusEPpCuZmBtEKUROH9JSGz4i5RNGxilcTSp876Ctly6vOdZAzV2piPi8AAB2YJ4Gfz6jbUXNdPO7b2tqamZlpaJYje/fuHRzE61Xc58aNG0YXj8eOHTuam42PMw+PjG4puKLYb+jTv4S+4SAAgr6Bodya86+tK5mfVrogvWxBWhktkPeSJb6cnJ+098i6/OPvbi6bn5izLKPwrQ2lZMLswxSTceo4KjH/tYzC3n5cQj2HviuedgHmOVjheEIIFTMkZDkUs6O08NWvfpWT2WVFy3baaS6FsNzIKG7pIMAOOfgvwAwdQmaiOK0DSiUJudD29vaSkhLhM4osEbSFilM2ygQkwIySp6KOyuECO9Eat4bKgQ4651C6gjmln60Q3UULjz322LjlijNiTuO6ADvUAQIMgBdYsa9Z2G9c0WXxuG9nZyf9+TDUyj9KS0v5WOAWg4ODDjc/W5KbmyteS3a7d2jF+jNCgEOf/iX0DQcBUOi43bf30Ln0nGNp2UfTc2p3Hjhz7HxbZ4/xXMbA4DAl6OkdIG/MOXz29fVlC5JySYnHpoiLKCbR48Sk91uLT3G7gKfQd8XTLsBmA+RV8w3AZHGyHLLUUXohe3ZZ0bJsgIRISaU8+OCD5lugzRsZxS3tBNg5h0AFmDD3hgNKJQml0OzsbOEziiwxiuIqKHtp1e5OXWN9DHmjbFDmwwUOomVZhEA50EHnHEpXMJdI2frTCoIrQLUSXe2QXpwRcxpRh3FvgfZHgJ3rAAEGwAvwN4GX724629bLWwYGBioqKgydChA8DOwiw8PDRUVFRs8GCJ3Bvj7DE5qv3vnDR0ddmf4l9A0HAQiFjh7fB4qvtd8+caFtR3ndh58fmBebFZPs+xqT7/VayUVRifkR8Tm00Rdx2Xz7dKQHZowjEnKpYk2tHUZLgJfQd8XTLsCyK/IyCyE/NytskERxxv03A9OWr3/96z/84Q+FFtplRasO2km7xDIVKl6CZd7Iif0RYFp2yMFBgOVVasJbb70ltvObuuQ22qFUkrAsVBFg0qGVK1eOnXSf8MjvBFaQXYuhTIQgyW5ml6ciVMrhS5YsYblSRMv/Gprzd9A5u9IVuF2iPpQJ/SDl6jnkQ4mfeOKJJ5980qHTRHraLvRVSSM6lpepAqyv8i5CzoGwE2BadqiDQ48pqwAArYiv+46Ojp46dcpQqGC5fBlf2nCHyspKo0+DYuvWrSdOnOAHg0dH77bcMHw4RPQNBwFwkZHR0cYrt/KPnF+bdywj5+gn2w8uW1MUEZcVlVTgu1k6Lic6IXtJWsH8xJzopMKYlGJS0DB/n8mQ8IS8RWsOJu87QhU2qg68hL4rXjieASaNpKE8QfaYmZkpeyM5MO8io1NsUzFkxi4rZ+0URxEiGR1ibLp/o58CTNjl4FAT0WTKp6KiglyXDxfvqXZRgHkYJGSJ5wNFcXZuSZgFmCDL4mMJ4U52eQp/k02MkxHicLMA+1lDJX9nnSMsSzcjsiWo08wToXb58IFKYsIyPW1U9NVIIaXhDJctWybXh3cR5hzkomUBJuzqINdf6THz6QMA6Ib+Ovj5uK8zlElXl/ECLRA08ld/Q2HXrl3u/i8JfcNBALTSdae/8fKtQ/WXK05dOnr26oWr7Te67lxs66ysvxy3+/CC5IKY1JKxiWIy5ALfdLHOO6jZt6PicxYk5W0tPtXTh6d/PYq+K16YXoIFwk97ezs+DjlJYQWVHRUAMIWpq6szhMkN8EKsEDl//rzRlS4hPhccOvqGgwBMIBfbuvZXNa7cXvnmhpIVm8qWryuOjMuKTiqaF+f++6XJsWMScg6fablwraPlZrdRA+BJ9F3xIMBTmc7OzlHc1DEJgQADMK1w/tJsEGRlZcGBg6O1tXXr1q1GP7qBuy8n0zccBGDCGRwa7hsYoujtH2y62pG8v4YnhOfFZrvyqHBEfE5MaklkYn7ZiYtGkcDb6LviQYCnOOID/WASAQEGYLrh/+d2/AQOHATt7e2u3IguoNzE27BcQd9wEACvMTp6t+Jk87K1JVGJ+aTBMSnFzkHJFOO9F/si4nOjU4qiEnJWZlYePddqFAA8j74rHgR46tPf32+cbTBJgAADMA05evSooU0uAQcOiJ6enl27dhl95xKNjY1G7i6hbzgIgDe52d175tLNuovXj527euDUpZzDZ7+oqN9RXkf/lWNHef1bG0vnp5VGJxdSyDJM9rs4Nb+g9nzztY7hERdexg7Chr4rHgR46oOHgQEAwPu4fiM0AQf2kxs3brg790sUFBQYubuHvuEgAJOd9tt96/KOf7C1YuXnB/60viQyIY8FeGF6OQmzkQhMKvRd8SDA0wI8DAwAAN7H9RuhCXLggYEBowBgRXNzs7vP/RKUoY5HkPQNBwGYGgyPjNCIt7On796EcNG8uJzz+Mzv5ETfFQ8CPF3Aw8AAAOB93PoAj8yuXbvwbSQ76uvrjW5yldOnTxsFuIq+4SAAU4yLbZ1vrCt5ZU1Jfu15YxOYbOi74k28APOXb2fMmOH88VtNzJ07V/nUcJhRPjWslcn1MPCCBQu88B1a5aO7fuKRygeN+RvIAIDwMDw8nJWVZViUe2RmZra24tUvKtXV1UYHuUpubq5RgNvoGw4CMPXovN13oxMjmUmMviveBAsw/T1+9NFHJ0R9mWklwO3t7SOT5+l/CPAEAgEGYAKha7Xrd+Qyrr+TafIyODhYVFRk9Iur7Nixw903P8voGw4CAIDX0HfFm2ABrq2tffjhh/Pz8411DSiGGU7h9Icw16erq0vrw8CaxGkCfcxPAZ5ixggBBmBiOX36tKFTblNdXW2UMY0hQdUxzU5s3br1xo0bRjEa0DccBAAAr6HvigcBnmDCXx+tVgMBNtYnORBgACacyspKQ6rcJjc3dzo/Enz+/HnXX/gs0D3Hrm84CAAAXkPfFS9MAkyaN+Mes2bNMm984IEHGhoaePu47N+/3zhsxgyyx+bm5qeeekq+j5pyplLa2tpou5Fuxoyvf/3r3/ve94yVsQNJO+fOnSvqQ8uLFy8WtTJ7KSUQu95//31ncRX5zJw5UzF8h3yci3DI0xnxoDVBeXZ0+N6Gx2pHqsPbWfPE6le+8pXr16+P/UjuNjU1PfTQQ+btrEk5OTm0nar07W9/m9MQgepTeXm5ceS9Y7l6/EVcY8fYrjlz5ihGGpCtyW2RjxINJ+T8hQBzTbZs2cLbCTrEsoai8kY6x8yXL18u9sr1savnuNidLIeyGEogdtEvLaBCAQCuMzw8rOkeXWLr1q3T8Hbovr4+fV1KhGF2Xd9wEAAAvIa+K144BJikTvgtS6lwziBmgGloLvSPcouOjrYTYLEsa6SySnWTBZhG/+TAtMwPJ4tdhNwK9knFTmUosdhLui7rvUM+zkU45OmM8qD1qlWrWlpaRkZGWHhIiuh3QMOCxx9/XKyy1AlVW79+fVVVFS/Lasc2pZheEOJER9E55SKo6CVLllAOSkEiW1Jl2eu45rKXOqAkpj7hPKkskafSdlENOwEWy3LD5co7Z66cAt5lV09/sDtZdmUxciVZoSHAwEU2bNiwdOlSy/fwOewCg4ODrn8ZWIZskK4GRmFTHa0Tv0Rubm4YPrmvbzgIAABeQ98VT7sAs8jJdipLr7zsD5YvzWKpljcGLcCy8copzeUq+cgojZKr55CPcxEOeY6LZSd3dXWR8yjOJoulncrK/klp5EMIu6McUGRPIMubnC07JIscQfXxv0RSu0ceeUT4IcO+J1dATiaqEZwA+5k5IzKxrGcQyCfLrixaNp8CpTnTk+Li4tmzZx84cMBYl6B/gC+++OLHH39srE8o9fX1VE/BxNZqYGAgIiLCqMrs2c8//zzfagsBDpqenp4dO3YYjqUBcsLm5majsCkKXeK0TvwSWl98JaNvOAgAAF5D3xVPuwCb5ypl0wtUgC1nPl0UYJ7+ZeSyzOWKfLj0GfegalBiY0WCc3bIx2EXLTvk6Q/UNEovN5yIioqyMyJCEUvay4USsgArmhSEOCkzugI7AVZWKZmQYX+g9NQEOTdzBWQhFNUIToDHzVyuvOKrSj39hyozdqJ8yBnalWWupNKc6QkLsKWbkbO98cYb/qgmZaLV7qgmQjIJ8s9169bxsuuM2xbz/zIoKys7e/assXIP3X0y9dD3UmhBQUGB1lc3TSC6J34J3S++ktE3HAQAAK+h74oHAQ5VgI11CctKMg75OBfhkKf/sAbL7f3xj39s/BBMzkNSxKssbGKXLEtmTQpCnMz2xQiHJJRsqUpf+9rXqqqqxAJv9x/WSz8ddUIEmJHr6Q8OJ8uhLHO5QZzHycIvU0+bw9h3P+Rp77333vz58xWFI8mkja+++uqECzBPt1rOUevAuS319fXPPfecWXfNQICDgP5uGrKlk9LS0p6eHqPIyc/ly5c1vepZhuyXzo5RpH70DQcBAMBr6LviTbJboM25ESzAsrvKWuuKAJvrSYntBNiykoxDPs5FOOQZEHIplP+//uu/ktfxT0FxHpIiXlXsiJKJVbMmBSFO5puEGeGQhDlb1jmqm/9yqCBuM/bzLmXl1mvCoYZi17iZOwswIacfF4eT5VCWuQhKHOh5nCwo6sth7Lsf8jRS3A0bNmRmZhqbxhDbhQDzHdFj9/x+edPv8PDwRx99xBsJUj7qT9oi+ypnJZYpzbFjxyixyIQ28uGWbskCrFRPwDUUOXBBYlWeN7asPyFXScasr9xYu5oQXBlzn1A+ck8Sdk2WK2muwHSgsbHRUC7N1NTU9E3yB4PDo75EmO2X0DccBAAAr6Hvijf5XoKl5BYdHU2KSForNpK4yvOcytypskq5+SPAXG2ho1yEnQATlpXkZbt8xi3CLs9xoU5+6623eJmyFa8Q47Z3dHSMjIzQT0FROBIkXpUVjpcdBNhS4caFdEscRZ5pfgmWOVva8sQTT/zgBz8wm7MDVP+VK1fyMuUg3rylVIBEVxQtV0P2STpcnptVaigf5Zy5pZTa1XNcHE6WXVm0zLUSp5KbBgEmEyMxo39r8+bNE05ICvfpp5+SmMnaJt/oa9Y5YWusfw4CTGonH0tZiWPr6+tlNRXwA8CWQkiH0y6WUvFoLq9yTcatv1IluS0K1EsvvfSSWdEFSrZyPvIuuyYrc92FhYWW1ZjyHD161BAvzZDXVVdXT8bZ4LCpLxF++yX0DQcBAMBr6LvihUOACRJUGlIzsmQGIcCEOTe2R95CUkcJhNaKXbJnilU/BZgwFyHbqRnKjRMTcrYO+YxbhF2ezvDsMR8l7JcQbe/u7h4dHbUTYFqmXXw4bcnJyRHiZBZgVilOGZA+iSII9jTZIc3ZKs7mJ+yEXIpileYKMJbVIGgjHWJXQ/kowiFzOwG2q+e4iLKoJvLJchBgwty0QPt2sqCoL4ex736EnZKVCfUiK2NDk7VNRjFVWfbGFWBlVlZWSvOxAt5FpqoYsiyTvGpXMRm5/kqV7A4hlNqakbtLyUfscmjyuPlPHyoqKgz9CgtFRUWklEbZHmZgYOD8+fNhU19iQuyX0DccBAAAr6HvihcmAZ56jCvAoROGIgSTTnVY2GSjA8AfFPXlMPbdD3kai5mQXlomW2Mlk42OoMSkoIydNI4rwLIWUqFGdhIO9xgTVCVKI/I311DJX161rL9yiLIq44oAOzeZW2dXgWlFTU2NIWHhYteuXXR2SDKNGniJGzduVFZWko4adQ0LE2W/hL7hIAAAeA19VzwIcDDQaO+p+586dp0wFKEwuR76ampqeuyxx8QEJgB+oqgvh7HvfsjTWMxIXPm2Z/pX+c4777CACW3ju3OFmJEnuCXAcj5+QpmIo/wUYIf6K4coqzKcybjPAPOyko8swOM2mTVYbtf0hPrKULHwUlpa2tjY6IU/FlQHqonWjyTbMYH2S+gbDgIAgNfQd8WDAPsFDXx/8pOfiNuhV69eLd9L7AphKMKZ9vb2oXsvxPI4mP4FQaOoL4ex737I04RokW/QMm2RJyQttY3SKKtC9liAZUt00EK6ILz44ouyLfuDXBk5c0LJn1LyqkP9lUOUVQX5QDMOLRW7/GwyJcPt0ERzc3OYpz1lCgoKJsSEyTyPHj0azludFSbWfgl9w0EAAPAa+q54EGB/ISPlJyQJ+dlgFwlDEc503HshlpfhZ1zlJ2wB0AF5mnC2gbFPH7311ltC8Cy1jZdlD3TQS9olT2aa9ZKKEIlJnjdv3qzIJ9WKDhcbWbBFhn4KsEP9zYfIbVHg0pVXN4vXa8mVUfKRd9k1mSq2b9++sSS+w/383tKU59q1a5mav3A7Lnv37q2srKSTou9DuNRMyr+0tHQChZ/ZtWtXe3u7Ua0JQt9wEAAAvIa+Kx4EGNwHDT1HR0eNXwcA0xhZgAladZi89T2uOvaE6rFjx2S7Yy3kXeRyYpWgw+UiFNtkqBROTJhvMOYbj43dY9jVkFDyJ6MQq3b1Vw5R2sIbFShbzooRKeXKKPko9bRsMps5b4T9ytCZIisz/MwDFBQU1NTUnDhxorW1lcSVfqJGRf2GRLq5uZlyKCoq8lTTsrKyvHDvt77hIAAAeA19VzwIMFCZku/+BQCAKQlZ2QTeEuwPe/fuJTF2wOP1JyoqKoaHh40en1D0DQcBAMBr6LviQYCBBV74/9wAAAD8YXBwsKioyHA14DZHjx41OtoD6BsOAgCA19B3xYMAAwva29tpRGX8RgAAAHib4eHh6upqw9iAS2zdurW5udnoYm+gbzgIAABeQ98VDwLsRebOnTtr1izzsiVtej6Y5PxCrP8/e+cBHkW1huGlJKFKkZ7QexEQwYK9I4iCdBEQRFS8iiICioiCCiIoNaH3DoFQQxKSkEY6TZAaOqGn97b3nz3DYZjZ3WySnexs+N7nv9yZ0+bM2eEwr9PGjh3bqVMnK94sjRc7m2H58uVWHG2r/3YAAI0QGxvr7u4u2hsoGrt371bvzV6FRr3TQQAA0BrqzXgQYC2iBQEmzLwQCwJcnECAAQAWkpmZGRoaKjocKCxHjhzRyEO/MtQ7HQQAAK2h3owHAdYiGhFgIiUlhR0o1nUwJYUWYLU7pgUehX0EAFgRXAouNNq88MtR73QQAAC0hnozHgRYi2hHgAn2QiwIsA2BAAMACgouBRcCGjFtXvjlqHc6CAAAWkO9Ga+YBHjevHk6A46Ojj4+PiyR1I60jWe1b9/+2rVrLIvYu3cvSyd4Fi9McC1kBrh06VK2SlAxnkvLVH3r1q1UpUKFCmfOnDl8+HDVqlVZIyyFlSSoSyydqsyYMUPaJaO7IG1K1n8Zlu8OYUqAjfacCzBvTbZThKkNWTI41H6PHj1YCsFMbOzYsb169RIPIoOhidk6nTSdipHT8lwzFscFmBeuWLHi7du3xWzJJmj8w8PDKYVVYYkENf7ZZ5/Jti7dorTPytYYRtMt34sLFy5Uq1aNFZP1PygoiKUTvAUz5WmjLJ0K088k3aipTtLe8Sy2p3xV2rh0HMx0AABQAsClYAuhUaKxEkdNw6h3OggAAFpDvRmvOASYFI4rH3kg1zNmm+zSJf3D4+LiIrVW7pkkYGPGjKHqVF5mfax8vgJMW5Fan5ubm1TCeZa0feaBvNtGd4H1mW93zpw5rICSAu0OIesVXzbac1aXjyTL4r1lq6Y2ZOHgxMXFLVu2zJRM0jJ3Jyal0ixqn13XTU9Pb9CgAc+SwW2WXwSmunyL0mUySamqkeMZzWKb44rIVjdu3EjLplozk27hXqxZs0ZmpGyZOsl7Qns6YcIEthVT5WmZb505ar5DoewkX1X+KHzZVAcAACUGXAo2z6ZNm6Kjo+3lwwfqnQ4CAIDWUG/GU12AySRr1arFnUoqq1K1I0jGmLbJxJLBjFSayFuWtsmQCTDXPyWmbJbg/TG1C7J0UxR0d2hZOjKyUeLwnsuclpA2ZX5DFg4OLS9YsIB7F8FliekZE0sGpdSpU4dplcyppLIqQyZpBG9H2iDBSvItStuUWi7JIaV/9tlnTAKpkfr165MrmmrNzFYs3wsp3E6lvTKDmfJ8i+Y7Ke0VrXI3JqR9lu0OR6rTAIASBv1L5OHhITofuE9wcDB/1YVdoN7pIAAAaA31ZjzVBZgkSqeAXaskteMXLQmuW1Lv4igTuVjmK8DSy6EMShS7cv9GX2X7vKL5XaBlZftSCro7tGxGgJU9Z7svHUlpU+Y3ZOHgsMSOHTtK/YpJlNKapP5GxfgVXcKMYjGXkxbm7VAtsTcSeEmZjvKOUTqVobosl1Z5h8UmJLCS4ooEthXL94KgDYmV799UXPTyfB/Nd9KMpVNFUwKs7ICYAQAocZw6dQp3RDMOHDgQFxcnjov9oN7pIAAAaA31ZrziEGCl/jFsIsCsFk8xs1Fe0Wh/pDANlmqqlILuDi0bFWBTPbeiAJvaBC2zkrTAjhsuUUpbU0OAzYiZUdNLTEzs27cvu3pcv37969ev8yulplozsxUL94J1mHeGFyt6eakAG22KKIQAm+qAUAEAUELJycl5xDV49+7d9I+dOBz2hnqngwAAoDXUm/GK4xZo2S24HFMCbLSKmVt5lQYoFUiZ48mEkHL5RmX3M1MjrKKZXeAoq3OMVlcmSlswKsCmes52n5cnpE2Z35CFg8OWWUn2oBSXKDJM87dAF0iApQrH21FuQorM9EjqmjdvvmHDhjfeeIMSWbMrVqygRNYlU62Z2YqFeyFLp46xVVMtmykvvc+ZoA6wfTTfyYIKsKkOsFUAQAmGZvLjx49v3bpVlMJHAw8Pj5iYGHEI7BP1TgcBAEBrqDfjFdNLsLhHka2xV0CxdKMCTMtGq8gSpdYnVTVqR3o9VuZ4UiFky6wia5CXZI3wVaP9oepTp06lFILK89dcKSno7lCWctl8z6m3LEvWFGFmQxYODq3yXycuLi43N1eqW7TMxUnmsZRVIAGmvWB2p2xHugn+EilC1iar2LVrV75d8jpaldqgqdbMpFuyF1I7Zcu8mNGWTZVnu8A7TJujYZHqq6lOFlSAzXSY9cGoaQMASgxMgzdt2iQKYsnFz8/Pfq/6SlHvdBAAALSGejNecQgwQQ5GJ/EMLr2UaEqACXIzsYKkitFEgksgQXZHxUw5HsEbofStW7fK5JBlsUakFZW7wBSRpZixX4bRnhtNJLj0ypaN9px1m6xG2nlWnmNqQ7J9JIxugtL54FD6jRs3lLrFahFSV6RiBRLgSZMm0Z+sHWn7BDXF0glpm6wiJXLBo87wVy4TTO2kVQhTrRlNt3wv+DhQZ/bv3y8tZnSITJXnO0XQOFAxqc2a6mRBBZgw1QEaNPbOMFYMAFCCycnJiYmJ8fLyEmWxBEFuHxERkZiYKO6q/aPe6SAAAGgN9Wa8YhJge0Qph4CTlJSUl5cnHkSgxEHCLPsPEACAEg+J4pEjR0rG48EeHh6nTp2yl48bWY56p4MAAKA11JvxIMDGYRc8pRdLgQz7+nQEKBDLly/H/c8APLJcunQpODhYVEm7guw9IiLi5s2b4p6UONQ7HQQAAK2h3owHARYh4+3Tp4/0Bux872oGaWlp4nEEAACgZJGenn727NmAgADtPyS8e/fu6Ohoe/ysUUFR73QQAAC0hnozHgT4AdIHZaVPIwMzZGRkiIcSAACAEkpsbOyRI0f27dsnGqc28PLyOnnyZEl6xDdf1DsdBAAAraHejAcBBkUiLi6u5D1kBQAAwCjp6ekxMTHBwcEeHh6ihhYj7u7uAQEBJL0l+CZn86h3OggAAFpDvRkPAgyKCjlwTk6OeEABAAB4NKCZn0T01KlTERERBw4cECXVqpDxUsvR0dGXLl3CiycI9U4HAQBAa6g340GAgRWIj4/Pzc0VjykAAACPJImJiVevXj1+n+DgYNJXhmi0D7N161Yx2wCJNNWKiYkhr4buGkW900EAANAa6s14xSHAo0ePLsT3hErYV4hK/EeV6LwHH0YCAAAA1EO900EAANAa6s14EOBiosQLMJGcnCweVgAAAACwNuqdDgIAgNZQb8bT7i3QRTFGDdrmoyDARGpqqnhkmWb58uWdOnWypCQAAAAAOOqdDgIAgNZQb8aDABcTj4gAE+np6eLBZQIIMAAAAFAI1DsdBAAAraHejFdMt0B3796dL48fP55skH1uV+aElMvTZ8yYwXJv3brVrVu3pUuXioUMMskbPHz4cNWqVXmtS5cuUWG2SrAWmHxu3bqVUtgHfqVdYpgXVOlWpJ8ILsTuiHkPY6Ykb5yQDqOs/5TCa/Eqjo6OPj4+rIDRQTDVedY+z2Lb4quyjyQrN5eZmTl27NgpU6aQ67IsZrzZ2dk9e/ZkKQQ0GAAAALAc9U4HAQBAa6g349lAgMl8yLtoOTY21sXFRZrFzYoJJ1MyMwLMWuBZc+bM4QaodEi+IWLv3r1Si5O1o8TNzY2bZBF3h+VKMVNSmsXGgbVvpv9UhVeXFlMOgvnOy7L4qrQbhNHNxcXFffPNN1SFHJgOsvT09AYNGvTq1Ysdc7gCDAAAABQC9U4HAQBAa6g349lAgKUOxk1VqaA8y4wAky7WqlWLqymH1+WrUl0kWJvM6AgyN2l580itshC7I67fx0xJJsPSLL6/pvovGxDp0CkHwVTnaVmqtWxVWlfaQ1Ob+/LLL99//33xKHtYeiHAAAAAQCFQ73QQAAC0hnoznm1ugWbLBJdJqVUyuGWZEWCCGtQp7j2WupxylSFNlPXKKFSeNsSQCnBBd0dcv4+ZksosqS0b7T9VEbsogWUpO2Cq87RMWabcmKCSvIfiNiSwNqmFiRMn8g8jBQUFVaxY8fbt27QMAQYAAAAKgXqngwAAoDXUm/HsXoAZ1CypF0+UCZvS/QiSySZNmvj4+PAFMUMB007egkwUC7o74vp9zJRUZkkFmF99pQVnZ2dWTFmFo+yAqc7TsvQnI2R1qaSpHnJY40lJScyBIcAAAABAEVHvdBAAALSGejOeVgRYdjMtQSWZZclu9yVkesaQtiATNlPyyTpDfVC2JkWmedSaVBQLujvi+n3MlKQsU7dAs1W2deoP77+yCkc5CKY6T8uUZYkAm9kcbzwlJYWOMwgwAAAAUETUOx0EAACtod6MpxUBZpbLLYvSdZIbm6XOybJYgyRgU6dOpQWWzt9CzJtlWUr3Y1CxNm3aPP/880zhlJeaGVLNY8tSUSzE7kgxX5La59tiJaVeyvr/2muvyfxZWmXMmDGsKTUEmJZNbU7aeFpamlSApcsXLlyoVq3axo0bDUcjAAAAAEyi3ukgAABoDfVmPK0IMC0zwSP9I6i8VLqUWaxBpqMsXfrJH16etWBKgFkxnkWt8XuJZVALbCtUeOvWrVJRLMTuyDBfkm+akG6LkPWfQ70SK0iqKDtgpvPSn4yQ1ZUKMGF0c7LG/fz8uPTyjyF16tTp5MmTEGAAAADAEtQ7HQQAAK2h3oxXHAKsWZhAck8jr5Nan60wo8r2S1xcXFZWlnjQAQAAAKDgqHc6CAAAWkO9Ge+RFmDZJV8yT6OPsxYnMicvSZADZ2dni8cdAAAAAAqIeqeDAACgNdSb8R5dAdaIalI3+vTpI5Vw6b3cJYz4+Pjc3Fzx0AMAAABAQVDvdBAAALSGejPeIyrA5Jm6+2/SsjmsMwz+FG5JJTExkX8cGAAAAACWo97pIAAAaA31ZrxH+hZoYBPgwAAAAEAhUO90EAAAtIZ6Mx4EGNiApKQkODAAAABQINQ7HQQAAK2h3owHAQa2ITk5WTwGAQAAAGAB6p0OAgCA1lBvxoMAA5uRkpIiHoYAAAAAyA/1TgcBAEBrqDfjQYCBLUlNTRWPRAAAAACYRb3TQQAA0BrqzXgQYGBj0tLSxIMRAAAAAKZR73QQAAC0hnozHgQY2J709HTxeAQAAACACdQ7HQQAAK2h3owHAQaaICMjQzwkAQAAAGAM9U4HAQBAa6g340GAgVaAAwMAAABmUO90EAAAtIZ6Mx4EGGiFuLi4rKws8cAEAAAAwMOodzoIAABaQ70ZDwIMNAQcGAAAADCFeqeDAACgNdSb8SDAQFuQA2dnZ4uHJwAAAADuo97pIAAAaA31ZjwIMNAc5MA5OTniEQoAAAAAA+qdDgIAgNZQb8aDAAMtEh8fn5ubKx6kAAAAAIAAAwAeJdSb8SDAQKPAgQEAAAAp6p0OAgCA1lBvxoMAA+2SmJiYl5cnHqoAAADAo416p4MAAKA11JvxIMBA08CBAQAAAIZ6p4MAAKA11JvxIMBA6yQlJcGBAQAAAPVOBwEAQGuoN+NBgIEdAAcGAAAA1DsdBAAAraHejAcBBvZBSkqKeMwCAAAAjyTqnQ4CAIDWUG/GgwADuwEODAAA4FFGvdNBAADQGurNeBBgYE/AgQEAADyyqHc6CAAAWkO9Ga9IAoxAIBAFDa8/NovTDwAAgIKg3ukgAABoDfVmPAgwAoEo1oAAAwBA4VDvdBAAALSGejNeYQSYcdgjWHZei0AgEPkGBBgAAAoHPx1EIBCIRyfEGdB6FF6AAbAteB4YAADAI4XspBCBQCAehRBnQOsBAQZ2DBwYAADAo4PspBCBQCAehRBnQOsBAQb2DRwYAAAAAAAAYCEQYGD3wIEBAAAAAAAAlgABBiWB5OTkvLw88aAGAAAAAAAAAGNAgEEJISkpCQ4MAAAAAAAAMAMEGJQc4MAAAAAAAAAAM0CAQYkCDgwAAAAAAAAwRYEFWDffC2GVEAcUWBs4MAAAAABAoYneHCguAVASgQDbLDp88A8CgUAgEAiELMRzNAU7xi1DIBCIRy3EGdB6QIBtFrJ/7RAIBAKBQCAoxHM0BbKTQgQCgXgUQpwBrQcE2GYh+9cOgUAgEAgEgkI8R1MgOylEIBCIRyHEGdB6QIBtFuKAAjVJTEzE88AAAADsAggwAoFAKEOcAa0HBNhmIQ4oUBk4MAAAALsAAoxAIBDKEGdA6wEBtlmIAwrUBw4MAABA+0CAEQgEQhniDGg9IMA2C3FAQbEABwYAAKBxIMAIBAKhDHEGtB4QYJuFOKCguIADAwAA0DIQYAQCgVCGOANaDwiwzUIcUFCMxMfH5+bmisc+AAAAoCUgwAgEAqEMcQa0HhBgm4U4oKB4IQfOzs4WD38AAABAM0CAEQgEQhniDGg9IMA2C3FAQbETFxeXlZUl/g0AAAAAtAEEuNji6pEYcUxNcPfCTV5454QVhzcHptxJFPP0+qRb8cd2HNozeS0vQ3HKK1rMfhgqHOS2V1qSBSufl5sbusJbmS7NMtUyI/VeEvWE79GliDPS1ih41r+7wqTpFnbYVD+NRtgqH9ZITnbO/t82sUTL+2bJntLPEXfltpgkgXqoHGoqfNbvWGpcMi9z+9x1oz8HQsvBfj4rAgG2WYgDCmwBOXBmZqb4lwAAAADQABDgYgvLBXjXj6uSbsaJqQ+TFp/CHY/CjLwZtUejYskbkaZbooXUz4yUdFqVNej/z46cLOHGN1aMp1NY2GGj/TQV0oHlvm153yzZU1MCzJBuwowqy/5bAELjIf5y1gMCbLMQBxTYjoyMDPHvAQAAAGBrIMDFFhYKsHnXIqRWaYm8sZLS8lJh45dPZaJoYcu8GLd33n9ZgywK1KzRFmTBRZchvYpuYd8s6VK+PwrfhJnWpBeoEdoP8WezHhBgm4U4oMCmpKWliX8VAAAAAJsCAbZJcKGSChsLblAkaSf3RXKDjdp4kF26JPhtvaywzKx8Z7sbvfhJwcrzdFP2y0vm62xSM2RXOHmbynuPKSzssKyfZoJtjkreOnNN1rKFfbNkT3lTsv+moLyezP4zB/WHfjtWhvZO1g2EXQT7yawIBNhmIQ4osDWpqani3wYAAADAdkCAbRKmBJinG3U/U7fvKuXNlEBK08kGWWu0qhQzS7SQhbRXnr+uZ/03VdHCDpvqvzKYcNKmgxfvY92Qyq0lfbNkT00JMAXvgFSAZa3xbhj9jwIIbQb9XtYFAmyzEAcUaICUlBR8IhgAAIBtgQDbJEwJML+hV3llmIXMr4zKW5DrHtaIUuq4WJ7YG8GUjDBzqdYUMmHmhflbu0xd6rSww7yf5gWYDxftgilHzbdvluypqcZN/ScJgjp/4dCpkKX7eWGEfQX7Ha0IBNhmIQ4o0AZJSUlwYAAAADYEAmyTMCXA+V4qlJmheXlTXq40Wl7pyaZKcmQOyXeHYcreKSzssGw3TQW//9nMdeN8+2bJnsoaUcJ/L6Ml0+JTlG/wRmg8xB/PekCA5dFhtd+Pe0PcgyNCo6Ijo6O9QiPnHAh9b3OA4wJ5ySKGOKBAMyQmJsKBAQAA2AoIsE2iGATYqD3KyvOLooXTQmnwx2vNW6uFHZbtpqmQ3X5savTM982SPTUvwDR6Mrk9vDmQfwaJI3uDN0LjIf5s1gMC/CBqL/aZdyA0+j4HwiL3HYoIjxJXPUMjX17vL6tSlBAHFGiJ+Pj43Nxc8S8HAAAAUIxAgG0SpgTYwlugucgZlTfKNfXhWWn5k/sipV4nc1pW0ujFYaNhao9kYWGHWTHzAsx1V4ns0rf5vlmyp6YEmF3alRXmQbWCXPfEhJzk/TQ/OAhNBfvJrAgEWIzWK33JeEl0PUIiem8JqLbIh6U7LPTuvMbvT69DJMIUn+wI4lWKGOKAAo1BDpydbXwSBwAAANQDAmyTMKVkPN2o+5l64tRyTeX+yd9RzK+OyhopaMvmJZOHhc2yYuYFmO+LUaQ+b75vlnSJt8BGnlbPHTwubOZh2TZzAd/oy7EQWg7Dz2tNIMBC1F1ywNdwqfeHfSGOC71Z4hceQesDw/mdz8+v9QuIEMr03RrIUooY4oAC7REXFwcHBgAAUMxAgG0SZpSMex3pH/8MEpU/vDmQX0jkfmWhT/IwKpbMzQhpZwrasnnJ5GFhs0b7KQ2+OVNIu2G+b5Z0ibcg1V1WkeDN8gv41POY4JO8JP+EFQTYjsLw21oTCLAQi/zCyGwn7A3hKRVdvdcGhFPiU2v8XJYeKGVI7LDaLzQy6lBkNKXwkoUOcUCBJiEHzsrKEv+WAAAAAOoDAbZJmFGyfNVOKlEF1VSjYim9l5hfOOV2ZxTlFs1LJg8LO2x+6+T/vM+yzfFuSDdhvm+W7ClvQXZzNf9vBxaOm/nBQWgqxN/MekCAvZ5e40eiuy04wuH+td9PdgSFRd5/9tdAv60BLGvkjkBa/cXzEFstSogDCjRMRkaG+BcFAAAAUBkIsE3CvJLt+nFV0s04Nv4y0uJTlM/KFlGAebq0KUu0UNpCMQswLyB7dFlal2epJ8Dcw/ke8ZJK8t1rhKZC/NmsBwTYa9r+Q+S03TcdZKtPrPKl1cCIqIW+YSzm+Ya1XunLciu4egdFRIVERpW7b8uFDnFAgbZJS0sT/64AAAAAagIBtknkq4tUIGrjwYTr99ivQKTcSeR3RPOw0Cd5sPJKAeb37hLs/mpLtFDaQr57xMLCDpvf+pWoc2xbRttRPiltvm+W7ClvQSbAFMobyKmw7C3Q6YmpFw6dklVEaDzEH896QIC99h2KiIiKJrNlqwO2Cdd4PzX9squ/vAVhfmqNnyy9oCEOKNA8qamp4l8XAAAAQDUgwAgEAqEMcQa0Ho+6ADsu9I6Kjt4ZEsFTOqwW7og+GB4150AoxXSvQy+ue+jrR5/vDKICPTeLV4wLHeKAAnsgJSUFnwgGAACgKhBgBAKBUIY4A1oPWwpwqfle/bcG/LA3uEDx1a6g6ouKevsxjwqu3mSzW4LCpYmfeQQZ3vcsQotvbHygu8O3C5eIP9giPhVc6BAHFNgJSUlJcGAAAADqAQFGIBAIZYgzoPWwpQC/st6fGWZBme5lhXdQsSAJD4mM8g+PYu955vGYm3fT5QeaLT/Qc/NB2qKrbyjPmrg3hFKo8zylcCEOKLAfEhIScnNzxb86AAAAgFWBACMQCIQyxBnQethSgPttDSCT/HlfSNe1/hZGj01ClWX+YbKmihIr/IVvIDVfLr7miqLJct+nVvux+MhduN67wPfBFrcGCZ9HqrPEh6cULsQBBXYFPhEMAABAJSDACAQCoQxxBrQethfgYdsDZelmovZiHy7A1Rb5vLLef+C2gEHbAl7fcLDG4kIa6VDDLc0T738EuNZin0hal0Cr5N4s9ynDN5PWBTx0y3ThQhxQYG+QA+PzSAAAAKwOBBiBQCCUIc6A1kMTAlzB1XttQPi+QxEUs3yEm41neh9iqzz2HIp4dq0fE+AdwRF/+4TKNDXKcKNy+1UFfjnzY27eARFR4VHR7FtHped7fbUr+BfPQz5hwnPAtNBhtdim4wKvTYbLv29LHgkudIgDCuwTvBoaAACAdYEAIxAIhDLEGdB6aEKAK7l6k99GREVTLD8oXFxd6h/GVnkcihQeu2UCzPAKjfxpX8hH7oGD3QMn7g2hFigxMirqmYJ/oKjvFqEnnqGRDZcd4ImufoIBV18kXlh2XOhNck7FSLNlDwwXLsQBBXZLcnIyXosFAADAWkCAEQgEQhniDGg97PIW6JDIqIHbAssueCir9HyvdzcdJHNuKnma1/Igl6aWD4ZH9dp8sIyh5fpLDzy3VnTptit91wUI1363B0dUu6/ERQxxQIE9k5iYiNdiAQAAsAoQYAQCgVCGOANaD9sL8Pd7Qlqv9LUwXlgnvDjaui/BYlF6gffonUGRUcJtz/tDI3/cG+K8xIcc++PtgWsM6kss8QvjF4SLHuKAAjsnPj4er8UCAABQdCDACAQCoQxxBrQethTgNzcIXxgqBOw54UbLDvzpdcg/POpgeNQ/PqEtVzy4e/mZtf5f7wpmF3ILFG1W+s45EBohWHD0tuCIL3cGGzYY7R4c8d7mAJJkWfmihDigwP7Ba7EAAAAUHcsFWFwHQB1wjAEtoN6MZ0sBLj3f6zOPoJnehyyJVQeFy7D7QiOneIY4Lz3QaoVvkMFTQyKj2EJoVPRT999W9bvXIUp5YV0hP9VbbZHPIj/h20jEocjotisL/FCxJSEOKCgppKWliX+rAAAAgIIDAQYaAccY0ALqzXi2FOACxSc7gkhHB7uLDwyvCRAEdfTOIIeF3mUWeLGv9e4MiWAXadnngsftEb9sVIhostw33HAdmBRdlmWtEAcUlCBSUlLwWiwAAACFAwIMNAKOMaAF1Jvx7EaAf90vXNTtYnjDc+0lB2h5S1CE9G3MSwzXbFuuEN6A1Xy5Ly3P8y3So8JDtwfO9w11WihPt1aIAwpKFngtFgAAgMIBAQYaAccY0ALqzXh2I8DTDXc1P7FK8NumywUBJjuVFphmMOSnDIZcf6lQwM3P+u/KsmKIAwpKHHgtFgAAgEIAAQYaAccY0ALqzXh2I8Df7xHeR/XGxoO07LTQKzgiiqLOEvGdzFXdvA+ERUZERdMCrT612o8K/77/EMstaFRyFd4IvSEwYntwBHl1s+UPXq9lxRAHFJRE4uLiMjMzxb9kAAAAgAVAgIFGwDEGtIB6M57dCDB7rPfHvcJjvaXne7F3YnmGRg7fHjh0e+DOkAhajYyK+nRHEPugEa1+dP+B4QJFtUU+5L1UnRMaFc0/CGzFEAcUlFzwWiwAAACWAwEGGgHHGNAC6s14diPAj7n5HIqMDoqIqrXY53fD3c6B7GtF93H1C2Ovg553INQnLCoyOrruksJcuf3FU2j8H5/QOkt8Krh6D3EPpEa9wyKt/jCwOKCgRIPXYgEAALAQCDDQCDjGgBZQb8azGwGm+Ha3cBe0v+HtzLtCIpyXHmi+3HfQtoCP3APZl4oaLTuwJUi4Mkz86VWY+59Lzxduria1JvXlidQUNfi8tS8CiwMKSjqJiYlwYAAAAPkCAQYaAccY0ALqzXhaF2CnhV7tV/lR0EJVN+9Qw0XfsMiohsuMXN11WOg9eV+IUCI6OjQyqu+WAFmBfKOiqzfVJYuWJn6xUxDvdzcJjx9bMcQBBY8AeC0WAACAfIEAA42AYwxoAfVmPE0L8IBtgQH373M+GB61PlC4usvWd4dEkN/WWCy+BKvaIp/3twSwZ3e9wyI/3xlEAkzL0/YfKi+5lmtJ7A8VXqbFBbvMAq91AcJ2260UXkBtxRAHVBvcunWrW7duOp2uffv2165dE1OB9cBrsbTA8uXLK1asePv2bXFdQlBQEB3/GzduFNe1TXp6eoMGDaZMmSKuAwBKBBBgoBFwjAEtoN6Mp10B7rdVeOsVeexsn1CKMIPQ7giOaLzsALsnmREYEUVuLK4Yvo1U2/Dob9uVvnsPRVLKlqAIo5eLTcV3htdN7wuN7Ls18I0N/q6GzwuvOhgu/eawVUIcUCsxb948On1X0r17d7GEWQ4fPly1alUq7+jo6OPjI6ZqAy7nnPHjx1N6bGysi4vL0qVLWTENwnoodvo+9qJYasMUzuhoXLhwoVq1auJ4GejUqVNqaqqYXQQeEQHOzs7u2bMnGzqGXaiymUMCgEcECDDQCDjGgBZQb8bTqAA7LPT2D48isWUf/qVov8qPVimRsmi19Urf8XuCNwaGk/2SA28NCp+0L6Tj/cIsqrh5kw+TvlIB9v2kfKPDKl/2Ji0pW4LC+feWrBjigFoJUwLMYMZontGjR1NJrV0BZmYu1XhKmTp1KlugLM0KMBtPWffoZ/rhhx/wSDDBLNeMAPMs5kVWcWAzAmxfmBFgNnq9evUS1w0ps2bNElc0jJlDAoBHBAgw0Ag4xoAWUG/G06gAt1xxgMxznm+YNHHeAcFmKUuaaD5KL/Ae5REUGRVFUjt2d3DZBfIC0mi70pe9WXqIeyCZ8Jc7g7/bE9xt40Gm3FYPcUCtBBdg7rqyC6davlJqCrYLppxcywJM9luhQoUzZ86I6w+DR4IJywWYsNbl2RIvwOzar7UumBczEGAAIMBAI+AYA1pAvRlPowLcYoUviejChwWY3Y3cfHmBn8V9dq2fr+E26RUHw2vdf2xYFuTV/uHCLdMjPYJkWSqFOKBWQinADHYdkuAayVNIHVktyjp37hy7WZe07eTJk9ycuV7ye6R5OzLBlm7X6CYKcWHZlAArb4pmZfbu3evo6Ojp6clypRV5lwiZmrJaPj4+vIzyPnDpzcyUu3v3blo1dV2dNyiuGyMuLo4chv4Gjh07ljVLSN2M0mWqpnQbaV2pC5EuUgdCQkLYfbCsCksMDw/ntdiqWOe+HF6+fJnMihVgVxGZfDKUxmW+D0Y3p7xBVyZslgiwdLuyHWHQ7ojZkoGVCTBrlqXwDvMsU/3nMAvluQEBAaauyhJmOmzJtqSDZmZb+Qqw8j8ByFyaF5B2WDry+RZgSHNlW2T7Kz0+ExMTzR8SADwiQICBRsAxBrSAejOeRgW47AIv9i3fZ9aIHx8iiaVV77DIMmav4pqKOkt8VhveZeUTFtnF0GbT5b4fuQcO3x5Iq82WH2CGPHpnMdkvhTigVsKUAHNxpTNOpmRc83788UfutFIBJjnkrfF7j2Xt82al8MJGN1EIASZYU0Yv8yqvADPz7NChgzSRuatMhvloEFTL0NkHW5EVkLXA992oAJu/ai2Fmq1fv770RJ+cgbbLzIe5mdQrpFrIpIXXZVncYZhgPPXUU9LqrEFpm9LNEcwYuauw8l27duUprACvnm8fhI2Z3pyZy33KLJm2UYERI0awZULWMpNAaQo1xXeBt8O2wm8VZoPGq+Tbf6O7T+WNCrD5Dlt3W1RX2pQM2UgSSgGmTUsPHtnvnm8BWW8J5f7KWmCw/ZIlAvBIAQEGGgHHGNAC6s142n0JVo9NwkuwIqOilvqHUdACrXYvwreIHBZ6T9grfCSJRHqBb5jQ3H3YY7/f7g6WVVE1xAG1EqYEWHqxlAket1OOUoCV13tZLTptJS3kbbJVymVb56tGN1E4AeaXXpUtGBVgKil77xd1RnbJl7XJi7Fa0nFjLfMUZQvKKhzWuNEsGazZmJiYnJwc9reRmQNTMukyQ6ou0mWGNIUJlbQuwRKlysR8Q2o+VIDrh1IjZV2ypA9mNmfGdmRZrCkzXqTcEWm3pfAesipSSWNWJpNSM/0nqZPtvrKKKWRNWXdb7GeiXOnecZS/GivPm6ICspZlV5XzLaDsrezIYZ2XHZ8E22sIMHiUgQADjYBjDGgB9WY87QowRbeNBz1DhduSCVqgVZZear7XD3uDdwRHeIQ8CFr9bf8h80/5UnTbdDDY4Ls+YVEjdgQO2Ba40fB1JffgCPae51fW+1M7vz8cn3kEFe7Ks5kQB9RKFEKAua8S3DOZ6ckUV2ahXI+5Q8ouihrdRFHgeyfVYFMCLE2RuS6HGuROS7Vk/ZTWMtoCSzRquTJ5JqQ/AaFsVvqFJKmfSEWCOQZzBpmxMEgquL8xwZCJhLQAI1+hlZmM1HMs6YP5zZmxHZbFhouhlCUp0s5IB0oJ20d2m7fMD2UdNt9/2b4wjI6JUWQlLdmWrNl8t8U0lZDtpvJXljVFBWSdIaSJ5gtIey5Ful3aX+qY8qeHAAMAAQYaAccY0ALqzXiaFmCK0gu8Gy47QEELPLHJcuEJYaN0Wi3eMm0qyHK9wyLDo6Ib3/82UnlXb/JnqktbcVzgxT4grMTC90hbHuKAWolCCLC0JPMxSuRayBukWjK/ZZ5pFGZ0RjehhBdjmC9MsC7ReTaTVaMCzHMZSh1lUFO8pLIWGzS2L0ZbKJAAc8w3m5aWRn8hpXYh9QSpGyj9kCGtyJc5ykSZK0oVhUECLNUnqQAXog+yzZmxHWUW9YQalxWmDrONMpjCmTdDXkWmhYSsw+b7z3pYaCll8JJqbIvBtihtXPkrKwVYVoCQ9tB8AaO9JagWb0G5vwwzhwQAjwgQYKARcIwBLaDejKd1ATYa7B3Rs30OlVngxWPyPuH2Zv7MsKmovsibiq0NCJcmjt0tfPuXFPcxNx9a2B4c0X6VH49JhpZ7bbZLAWaixU6CmeNx7VReKaVELsC8IgmbzDwtF2DpJqwC6yfrJOth8QiwbEfMCDDLYnVl5OvVSUlJy5Yto84wN5BaEPkDdzZTjsExKhjmLYtQik2+AlygPsg2Z8Z2lFnSTdMqdZWOLr4qVbh8BZj28cMPP8x3fMz332jnzWzaTIcJ625LBivJf1nlryxrSlmAkPbQfAFTBwbV4i0o95dh5pAA4BEBAgw0Ao4xoAXUm/HsWoBDpYmTPQ9RYr4CXG6hd0RUtFfoQy/T+stbqPv0Gj8mwBsCI3gWxUiPIPsVYO6iXMksFGB+6bhNmzbPP/88LfDbj6VubKgtRz0BJri7WiLApkyVGjFzC7TUVI22YMqrGVK7lpJvs8T8+fOldsFk4/r166RDXCqYsXCTVGJUMMxbFqEUGzMCXIg+yDZnxnaMZvH7sZXuJ00x3zHpeMq6J+uw+f4r+0CYcj/zHSasuC2jSOVT+SvLmpIW5khrmS9gtLeEtAXl/jLMHBIAPCJAgIFGwDEGtIB6M94jJ8AUcwzfE/5pX0gFV+/S8736bA2IjIryCYtyXOBVkgSYGyzBZY+wUIAJ3iaDt8wLE7wR2tyYMWOYIVtLgKlNd3d3ceU+1LjlV4AJXl5cv99/bu/mBZgty17BxUbGlACz9pVv7ZI2S5jqWI8ePcgi2N9PpgTTpk2rU6eOVBi4DYrrD2NUMMxbFiFVFIYZAWa5BepDUQRYummZsBG0Lfo5eIqZjsk8TdpDWYfN9182FAxqXNoNTr4dtuK2qLC3t7e4ch/pgCi3JWuKrUoHn42V9DgxX0A5/rICyj4wzBwSADwiQICBRsAxBrSAejNeyRTgx9y8O6/x6/Jw1F4iPvTrvMSHdJcKh0VGhRie+A2Pin5pvb+hohEBHrRNeB/1W3byDLASmWVZLsD8Si9BJ6xSRSRpZOlSuPJZUYBl8sm2y8xT5pOEUQFW6qjMPM0LMME2Klvl3TAKGzpZszLxNt+xlJSUvLw8Jj9du3aV+Q9TBWkipfAP7RgVDPOWRZDYyLzFvAAXtA+yzclWpShFiHpCA85SjHaDcrnCMd2S7svPP//MlqX7KCsm63C+/acCtFHZqrQbnHw7rN62CFZYNjhmOsP8VtofGnzpar4FZJsgZEqs3F+GbK8BeASBAAONgGMMaAH1ZrwSKMBOC734u6OlBEdEOS8VHZhk+Od9IftDI/3Co+b5hj2xypelGxVgx4XeT6/xKy1JsUqIA2olTAmwUkEtF2Dmgayw8nomr8LhDVpLgAlpHwg6b5YqJVd01j2jAkzIGpE6M5GvABPS/xZA22JfjTIjwAzljyL7jxHmO5aYmJibm6u84MZgmsEqEvkKhjJR5hsFFWCiQH1Q6g23L2mbBE/nyDom3S5lsbc6y2yQOTODty/bR74hGl5ZhwvUf7aJu3fvKrvBMN9h626L1WUlCVnLhLQpZWfYELFEXkY6+PkWIGR9kDmtcn85vG+yQwKARwQIMNAIOMaAFlBvxiuBAtxwmZBLDkyKy2NrkPCto1fW53MV16gAqxTigAI7RHn3tUpIv5AENA6TN3u/g1f530Fk5FsAAFBoIMBAI+AYA1pAvRmvxArwQt8wae64PcKbnAsnwKXme7ncv3RsxRAHFNgh8yTv0CoG2BeSgMYpGWYIAQbAhkCAgUbAMQa0gHozHgT4oTAqwL23CM8As4eErRjigALNQ7orvduZPQOc7/3P1iUpKSkvL0/8Wws0AHmg9A7koIcftbVfIMAA2BAIMNAIOMaAFlBvxoMAPxRGBdgu3gIN1EP6ADDhaOwx42IgPj4+KytL/IsLbI30SVrC1EOtdgcEGAAbAgEGGgHHGNAC6s14EOCHAgIMNE5aWhouBQMAQIkEAgw0Ao4xoAXUm/E0KsCOC7yWHxReWyWDEh0XehdRgL/wCNoaFO4eHCGNP70OlVvoDQEG2icxMTEnJ0f8GwwAAKCkAAEGGgHHGNAC6s14GhXgJ1b5knMGR0TtDongQauU2G6lb1EEuNoiQXGN8tqGgxBgYBfExcVlZGSIf4kBAACUCCDAQCPgGANaQL0ZT6MC3MEgwL/tPyRN/N1LUNwOq/2KIsC1lwi5K/zDnBZ68RizK5gSu22CAAN7Am/GAgCAkgQEGGgEHGNAC6g34z2iArz8YLg0938QYGCf4M1YAABQYoAAA42AYwxoAfVmPAiwEBBgYNfgzVgAAFACgAADjYBjDGgB9WY8CLAQEGBg7+DNWAAAYO9AgIFGwDEGtIB6M17JEeCf9gmK+8xafwgweDSJi4tLT08X/2YDAACwNyDAQCPgGANaQL0Zr+QIcMdVvlM8Qyq6ekOAwaNMUlJSbm6u+PcbAACA/QABBhoBxxjQAurNeCVHgHlAgMEjDt6MBQAA9ggEGGgEHGNAC6g340GAhYAAg5JHamoq3owFAAB2BAQYaAQcY0ALqDfjlRwBJrld7BdWfZEPBBgARkJCAt6MBQAA9gIEGGgEHGNAC6g34+ElWEJAgEFJJS4uLi0tTfzrDgAAQMNAgIFGwDEGtIB6M17JEWB8BgkAU+DNWAAAoH0gwEAj4BgDWkC9GQ8CLAQEGJR44uLi8GYsAADQMhBgoBFwjAEtoN6MBwEWAgIMHhFSUlLwZiwAANAmEGCgEXCMAS2g3owHARYCAgweHeLj4zMzM8UJAAAAgGaAAAONgGMMaAH1ZjxtCfBza/12hkTsDonwCo0k5wyOiKJlHrRKiZS135AbEvlQbpAh1ycsytOQeygyWpobKOZG7jsUQQuhD9cNMOQeCIvcS9Wio8Mezj0YLuT6hQuJu0Ii+m4NlHW7cCEOKAC2AE8FAwCA1oAAA42AYwxoAfVmPG0J8NsbDxpUVLtQ7z7dESTrduFCHFAAbERcXFxGRoY4EwAAALA1EGCgEXCMAS2g3oyn0VugH4UQBxQAm4JLwQAAoBEgwEAj4BgDWkC9GQ8CbLMQBxQAW4NLwQAAoAUgwEAj4BgDWkC9GQ8CbLMQBxQAbYBLwQAAYFsgwEAj4BgDWkC9GQ8CbLMQBxQAzYBLwQAAYEMgwEAj2PsxlpWVlZqami4hLS2NznAys7LMREZmZrrhLCjr39PZfiEZ/ofMR6ZfSPalq2yLlpN5+N8sRePpfiHp3gF5t+9SAeo59VaK5edm2dnZmQ9D+y7m2SHqzXgQYJuFOKAAaAxcCgYAAJsAAQYawa6PsTt37nwyYmT3bj1k8W73nu/37PXeu++bjJ7vfzL8U2oh4eNv9Lr6CTqXeNNBuZm6+nc/Gcs2aiHpvsE3yjZIVbSWpasf6/KUPvbmH3/OfOftHj26PYjub3ennp8+fVpswjSXLl0aNODD93q8J92p4R+PELPtEPVmPAiwzUIcUAC0By4FAwBA8QMBBhrBro+xkOCQerVdXOrWd67jUqCoX7dB/z4DqIWUv1xv65yv6+pdNRt3dc43X+3LNmoRaek3n38/TudyRdIILcfq6t0u2yBrl3eePu+Fri+51G0g6xjty9w5c8VGTOPt5e1Sh/b6wY5TxUEDBonZdoh6Mx4E2GYhDigAWiUxMTEnJ0ecKgAAAKgMBBhoBLs+xpYtXUbiV6+2c0GDai1csJBaSNuy+2ppF/JSslMzcYckuWnX3NQ0tt18SZy9iJz5mqKdBJ3L3cH/owJHjh1v2bSVc20XWcdIZXt2fy/fu/P+nvUPlZRWJB9euXylmG2HqDfjQYBtFuKAAqBh4uLi0tIsndkBAAAUBQgw0Aj2e4zl5eWN+fobEj+pB1oYDZwbHvQ/SI1kRhy9Ur7JDZ2zzFRlcYtstka7zJNn2KbNk3X6/E3nTrcVbQqXmut0zD53kcps2bRFZrAsKLF54xZHjx5lTZli6EfDlAIcER4hZtsh6s14EGCbhTigAGgeXAoGAIBiAAJcwslJ0GfeEJfzJ1ufIUiRhVy7di0pKUlcKTL2e4wlJCS+9MIrRjXSfFCV55974eaNm9RIzq07ZLbktzJZlYVwidixUdpub7Zp89z56KsEw83P0rhmuIycOE8c7Z9/mmLq2jV1b96ceayYUZKTk5/p/Kx0x2n5yfadrl+PFUvYIerNeBBgm4U4oADYA7gUDAAAagMBLuFcHae/0EZ/8y991jUxxQwpwfrT9fUXh+tTQsUU06Smpr744osvv/zypk2brPLWX/s9xk6eONnAuSGXQB4kluajfr2GA+8/LpuXkXGjwxvKq7WyIH0lSU6ct5zVMkP6Tq8bZRvEKhqM0znfeqVPXprwk2VkZLzfs5cpdaf0Af0Gmnk/S3RUdNNGzWQCTA3mZNvxBQz1ZjwIsM1CHFAA7IfExMTs7Gxx8gAAAGBVIMAlmbR/9Sdr6S/q9Cd1+hNN9Tem6NNjxCwleVn68+8Lhc/o9P9W018crE86qM8z+e/v4sWLdQZKlSr17LPPrlixgv7JFvMKhf0eY+vWrJM5JK12frLLrJmzXRe4Lpi3wFTMnzs/ODhEbCUv726fT+/mJ8AUyTqXuG+niLVMkHsv/uaTb7F3X0njps45tkKzjGDxFuVr1661aNZS+QAwD/Lbkyf/Y4WVrFq1WrHj9b/7dpyYbZ+oN+NBgG0W4oACYG+kpqbm5eWJUwgAAAArAQEuySQH6s8/of9Xpz9l0FrS4ON19FfG6FMjxQJScpL1MX31Rx2EwqcNVQ476GN66RN2GNXgefPm1a1blzkwo3PnzgsWLLh165ZYooDY7zH27ZhvZR7oUrf+/774Ssy2mPjvp8VZIMDC+6v6jMwz+3qqxF//pqbYC5950Gq8zjlu3FSxkF7vtd9L2m1l0H4tclsillYw/vvxiiefXciKxWz7RL0ZDwJssxAHFAA7JD4+Ht9JAgAA62JzAc7NzaW5PT09PS0tDff7cHJycmhMaGRoWIr0nfysW/p76/Xn3tYfrag/azBbMuETj+svDtEnHtTnPXyram6qPilIf2WU/nhd/X/3Cx8toz/zsv7eBn12vFjMAPUwJiZmxowZbdu2FQ3YQKtWrX777bdLly6J5SxGvWNMVehn6vbWO8orwK4L3MQSFpO8aK3ykV1lCF9C6vJOXlyCWE1B5tGT16u2Vj5OfE/nHNvqxZw7Dy7Uz/h9hqznsqDcPr2Nf3WJdrxPrz5SAXau7dKofuMjR/J5b5bGUW/GgwDbLMQBBcBuwR3RAABgRWwrwBcvXuzfv3/37t3feeedTz75JDk5Wcx4tElISBgxYgSNCY1Mv379YmOt8UqhJD/9ZTLbmoLZsmvCh8vqL/bRp4SJBaRknNXf+EN/qoP+ONmy4dLxMZ3+/LP6u6uEF2U9DPV29erV1NWyZcuKEqzTubi4/PjjjzduWP7+LXsV4BP/nmjbqp1UI8kDmzRsGhgYKJawmLS9vrcVl22VcVPnfK3WE9nnTfwnhpyc271GxCtEOpailHPqlt1iMcPLq4d8OMTF7NebaL9aNW/933+nxDoSLsTEtG/X4aEdr+PydOdn6DxNLGGfqDfjQYBtFuKAAmDnpKWl4Y5oAAAoOrYV4D///FMUJp3u66+/xsTOWLp0qTgoOt3IkSPFVKuQdUN/b43+eGNBaI/o9FdJbtvqc0y8yZnSkwL1597RHyVbNlwNPqvTJweIuQpOnz49ceJER0dHses63ejRo8U8C1DpGFMb923uzhJjFD3wqWfi4x+6YG4JGZFHr1Runu+XkK7p6l3X1csMjRKrPUzq+u03SzlTAVmtBJ3L7QGfk/WK5fT6mzduvvDci1KDNRpUYJHbIrGOhIMHD9arIy85fNiIIt2woAHUm/EgwDYLcUABsH9wRzQAABQdGwpwSkpK69atmSlVrVo1JsbI+5mozKlTp86cOUNydejQoZCQED7zp6WlnT9/ntIpVwYlGr1qeu3aNdaaKajixYsXTXk4/dNz9uxZ5RZZCuWK5R6GWrty5Yqpfl64cEEmDKmpqa+88goblipVquzcuZPKiBXuQxVpX8QKBSBHeCr4+q/6487CRd3/dMIF3itjhHSjpJ/W31muP0mahRQAAJaFSURBVPOicMWYygvPBj+nzzD+Gi3afXd3908++aRMmTKs87Vr1/bw8BCzLUCNY6wY+HXKr7KLqOSBHw0eImYXhOzL1643f/5OfgJ81fAdo9R17mI1CTm37l5v8YLyTVq3dc6xdTpm/XdWLGcgJDikcf0m0p4bDZc69YcMHpqVlSVWu8+C+Qtl8kwl/579t5htt6g340GAbRbigAJQUkhKSsLnggEAoNDYUIDXrFnDTIkYNWqUmHofOuHetGnT888/7+zsXLNmzRo1anTo0GHWrFmUFRoa+vnnn9Nqw4YNXVxc6j8MpRDNmzcfMmSI1BJv3LjRvn17ak0sZwyq2Lhx41dfffXgwYNiNeGW0pzt27f36dOnTZs2rAwrzGEplDt58mSpJ1y9enXatGkvvPBCkyZNhD4Zq9ioUaOXX37Z2/vBZ10PHDhQunRpNiwODg60j4RY4T5UsVmzZgMGDCAhF6uZJ+Oi/vY8/amu+qOOwlXfczr9sSr6mPf08bv1esX1uux7+nh3/YV++n9r6S/o9Jd0+qNl9ac66W/N1mfHiWXuk5GRERYWNnbs2BYtWrA+EzTIX3311bFjx8RClqHGMaY2tPu93/9A5oG0On/ufLFEQcjLyLz1Ym/l3cuyYAKcMHmmWE1C/He/UnXZTdTXDI8NJ/29WCx0n5UrVipeYSV0vn7dBrLE5k1anD93Xqx2n5HDRyp3fN/efWK23aLejAcBtlmIAwpAyQJ3RAMAQOGwlQCTObz55pvMlypUqODv7y9mGPDz83vvvfdYLlGrVq0ff/zx3LlzqampM2bM4H6YL1OmPPhazMyZM8VUC3j22WdZLfr35bPPPhNTLYBf84yKipK9HcoMHTt2zMzMZBX79+8vplrA559/zmoZJy9dn7hPf/lT/bHawvXbi4aruP+10V/9Xp8qfgjnIVKj9bHThEd/T+gE9aU4Vl1/YbA+Ybs+N0Uscx/S++XLl/fo0YNf8iVef/31+fPnX7lyRSxUENRQDrW5dvVaq+atZR5IVhl6KP8PKRvlTr/Pkix4DxYJ8J3+n4l17pMRGh1bsdlNReF4nfPNlz7IS00Tyxmgsybly6tp9dkuz336yShl+qqVD73bmf5edH2mq7QYLbdv2/6UsaeF7QuVZjwCAmyzEAcUgBJHfHw8P3sAAABgIbYS4ICAAP6wKJkwv5fn+PHjQ4cOJSVmWTVr1pwwYcL58+LVp8uXL7/99ttvvfXWu+++21MBJQ4YMKBp06asLvHnn3+yinFxcZ06dWKJ5cuXp0bef/99sZqBXr16de3alRUg3njjDVZxwYIFYpJO16ZNGyomVlDQvXt36sChQ4eoVlJS0nPPPcdq0b5Qh2Wb6927N+8P8eqrr7L3O/77779VqlRhibVr1ya9fO+998Q6BtiFaFaAGD9+vKGbCjLO62/9qT/1jPCmq8s6/Xmd/mgF/dm39PfW6jMV904Ll3y36M+/pz9RUx9juOR7mDy5vf7m7/r0E2KZ+6Snp9M+fvXVV82bNxc7odPVrVt31KhRPj4+5EViuYKjhnKozX5P+WeEyAO7dOpy9cpVyiXJNEquAdaCjLhxv97TOV9TSKws7uqcb3R6m5oSqxGZWTdf76/8itJNnfOtyi0yAuRCnpaa9trLrytFd9iQYf5+/k0aNJXJ7YcDB4s1DRw7eqxF04c+IEza3+Odd0vAs2kqzXgEBNhmIQ4oACUU3BENAAAFwlYCPHz4cFGedLrt27dTSkxMzA8//FCtWjWWSAtffvnlf//9x8ozaIY3P8nTvwLPPvssa6FOnTpnzpxh6Vu2bGGJxMCBA1mijG+++UYsodNt3LiRUqi1J598kqVUr179xAm5DZpCurkPP/xQTH0Y2hy5caVKlch4N23axBJJaMVqOt3ffxt5nJIEg2yZFaCKJMxiBifruuGSb03hI0YX2ed/m+uvfqtPCRYLyLg5W3+6nfBOrAs6wX6FW6P76O9tVF7yJfz9/d9++23pJd/nn39+5syZhfjokRI1lENtfpv6m8whKZo2avbyC6+QXr760mtG4+UXX/Hx9hGbeJhkt9XXDe+4knmsLIRneut3zrnx4JPLKYvXUqKsIvvw771vH9wHwTl37lyThk2lBktB+zL99+np6elvvPamTIDbtXki5vyDx783rN/Ac3mZr7/6Wsy2Z1Sa8YgCCzDxff/piKKHOJoAlFzi4uJwRzQAAFiITQSYTr6rVq3KDIqE6vbt2yR7jRs3ZimkhSNHjjx8+LBYuiCsXbuW3yDNbw8mZ+7WrRtLJHmT3W7NuHDhQs2aNVmZtm3bslf4btu2jaUQ5KusZL5kZ2f36NGD1XJwcPDz8xMzHobcPjIyMjo6+siRI8zqr1+/3qRJE1axQYMGRt/jtWvXLlaAGDRokJgq5doE/S2DzR4ppz/7uv7OEn2maTtNDhTudr5m+MrRiVb62J/1qUfELAXJycn8pu7q1asPGzbM29vbit+8UUM5VIXONAb2H+SseIyWgmzQVLjUrU+GfOJf4/8xJd3r4OWyDWLzew+W8CWkx1pmhESyWjmXr12v31n59izhQnGrF3Nu3WHFpGzduq3ew/bLur13917KnTL5F1qWZa1cuYrVJSZPmqx89deypfb3nzCUqDHjMSDANgtxNAEo6dC5i/KNhQAAAGTYRIB//PFH5lGlSpV69913X3vtNbbq6OjYv3//kJAQsZyCO3fubNmyZfLkyV999dXXX389RsK3335LjtqyZUvWlJOTU3h4OKt16NAh/onaV1991ei/Dj/99BMrQMycKbxeKDc396233hKTdLr33ntv3Lhx4sbu87///W/ChAnr1q2TfsE4IiKCXyN9+eWXzV+yluLm5sZqEbQ7YurDcJOnPfL19RVTOWnH9Icr6s821l/+TJ8SYOQFV1JykvRnXtf/56g/31N/b7XyBVcy5syZQ9t99tlnp0+fzi+tWxE1lENVrl279kznZ2SimG9Q+Q969TF1C3T2uYtXK+X/JaTrunrXSjmnrhdunSDiPpsQr6gSS55c2iV18y5WRsaPP0xSKm6Lpi1PnRIe4g0JOSTLdalTf+SIT1m3MzIyBvQbKC9Qt35khCjkdo0aMx4DAmyzEEcTgEeDpKQkU//GAAAAIIpfgG/cuNGqVStmcSTAbIEgtTtyxOTlR8LT07Njx45i6fzo3r27WE2vHzFihJiq05GsiqkSbt26xbtUt25d9kGm7OxsflE6XwYNGsTfQzFy5EgxVadbv349S8wX0nJ+u3WFChVOnjwpZkgICQmpWLEiK/Paa68Zed7y3nrhLVbp58RV86SfEG6NTgoUV82Snp7+ww8/rFq1qhCft7UQNZRDVfx8/Ro4N5RKoCVB3vjndCMvcGbkJSVfb/j0rfwE+Krhu75Jv8+lKukHgm6Wa6J0ZlLiuwM+1xs7C8rKyu7Tu6/yEm6Pbj2SDJf0k5OTZXdBU7Rp2fby5cuUe/nS5ac6dJbm0vKT7Tvdu2v8S2D2hdVnPA4E2GYhjiYAjwy4IxoAAMxQ/AJMEsUUTsZLL7104cIFsZCCwMBA/nYo0uby5cs7SShXrlzlypX5ZV4qsGPHDlbx1KlTtWvXZult27a9c8fI7aArV65kBYgvvvhCTNXrly9f3qJFC2rf0dGRbYhDHaAtinUM76lOSkqiKmfPnq1Tpw5LpM3dvn2bNZUv1GHef9Jp5X+9pX/IvvzyS1agdOnSS5cuFTMekKfPK8jLIPMKcJ9UTk6O2v9BWQ3lUBXXBW4yh7QwDoUIb0ozSl5W9u1X++b7KWCKZJ1L3P8m6TMzb77YS/nuK+Eh4Zrts08Z/08hly5e6vxkF5nf0r588/WD+w7++G260pA3b9pCWcHBIbK6tDrkwyHZWcKL3Owdq894HAiwzUIcTQAeMeLj49PT08UZCAAAwH2KWYCzsrKkL1tu3749v+xJkKkeOHBALPowL7/8MitTpkwZ8tVDhw4FSwgJCVmzZg1/rrhLly5MR4k//viDJRK//PILS5RCYsm75ODgIHv2+NKlS9R4UFCQuKX7hIWF8Ru5idGjR7Py0s39+uuvLDFfSC8/+OADVotke+9e4TlMGdSTGjVqsDLNmzeX3nRdMlBDOdQjNzdX+bkgpoJmwqVO/S6dn46LM3e3+b0RY+9ZIMBU5m7vTxJ+m3vDcEFYmnWNsnTOibMWiS0q8D3ga5BbucQuWfzgv6oEBgQ2qt9YVmD4xyMoa/GiJbQszaLWZs4weVnbvrDujCcFAmyzEEcTgEcS0uAS8IJ+AACwIsUswJ6envz52FdfffXGjRtXrlx56qmnWApRq1atXbvkTy36+vqWK1eOFTD+5ie9ftasWfz1V7TMEmna51/radSokdHrsV5eXvyDTL169WKfI7KEd999l9UqX758RITwWV3aHH8ImTZ369aDl/Ry/vvvP5JkYurUqTt27GA3KEVFRfF7m5999lmjTylL1XratGliaglCDeVQD/qtn35K/gAwrc6dMy8iPCIoMMhokFWePHHS/F1pib/NSbDgU8DXKB5ve7VCU+Uro+N0zjeffz8v3eQJz8IFrqTisp43adg0LEx8bJ5ITzPyLuhOHZ66Hhs75qtvlDu+08P4w8Z2h3VnPCkQYJuFOJoAPMIkJibi/VgAAMAoZgHu378/U7hSpUpx0Y2JiZFeB65ataq7uzvLInJzc4cNG8ayqBbJ7alTpyIjI0kaGUePHvXx8XFxcWFl6tWrx81zxYoVLJGgTZ88eVKsY4C9gbl79+5iCZ2ObTc1NfXw4cPktGI5BSdOnHBzc5NqM/tnRbq5vn37KjdHXX3nnXfEEjrd4sWLDd3Uf/XVV2KSTrdsmZGhTkhIaN26NStQq1ats2fPihklCDWUQz2iIqPq12sgu4jaqnnron8RKnWduyUCTGH0g0k3dM7XyzdRfviXQ/qtvHZNq106dZG903var9PkxerWX7Vy9Xs93pem03LbVu1Mvdfa7rDujCcFAmyzEEcTgEeepKQky/8zPwAAlFSKU4DPnz/P71J++umnU1IefGmWlJILHlGpUqVVq8RvrpBR8KdqiYoGykuoUKECd1Hi+++/ZxUzMjJeeuklMVWnK1eunKwiQXXFbJ3u3XffZXcJkZlTSSovFlJAufz1XdWrV+evreZfPyLy3VzPnj3ZsznXr1/nX2Bq2rTp3bt3WWtSpA9Ojxo1SkwtWaihHOqhvA2YVj/o1Ud6VBeOdL/ga2XrxyrM1pIQP/w75mexLWMkJyc/2+U5ZeeHDB4qlrhPRHiErBjFKy+92qZVW2kKlXn7jbeLvuMawYozngwIsM1CHE0AgAH6Z8DyD1QAAEDJozgF+NNPPxUdTqebN2+emHqfI0eO8PuHGZMmTSIjTUpK4t9JyhfSTv4Qr7e3t5OTk5hhFio2ePBgElFW8ejRo48//riYZ5Y2bdrQVlgtYsqUKWKGWWhzgwYNYpvLy8sbM2aMmKHT/fyzEXUhJeavv3ZwcAgICBAzShZqKId6fD7qC9ldxC516//4wyQxuwhknTxzrW7HfF8EbTTusQ//xhq5955z9MjRxg2aKAV4zt9zxBL3Iad95+13jH7oWBpU4PPPHrw6zt6x4ownAwJssxBHEwAggaZ4fC0JAPBoUpwC/OWXXw4fPnzo0KG0EG/sazrh4eEjR478+OOPP/nkkw8//LB3797MZq9evTpjxowRI0ZQdcoyBVX5558HO0IbYtJIvPvuu9SyWO4+tKFRo0b9+eefoaGhsscyIyIiJk6cSAVoo2Lp+1AKpZO1rl27VvZQcWZm5sqVKz/77DO2CzKo85RFOyLdHBn+Tz/9RD48bNiwL7744vz58yxdSkxMDOVSdbL03377TUwtcaihHCqRkJCg/EoQrW7cuEksUQRy78Xf7PimJe/BksU1w7d/UzZ6iA2ZYOWKVbI7t1n4HVB8VlqvnzH9TwsE2MXN1eQLt+wOK854MiDANgtxNAEADxMXF5eammr+vRQAAFDyKE4BLgSFfmXDqVOnKlWqxOy3ffv2mn31A/7d4djqGCsE0VHRzZs0lwowLbds3urUf6fEEkXj1psDEwouwFTlTr9R+vwe7/p2zFiZ01LnO7brGHNe+Py1jJDgQ00aNpUWNhphoWFiBftHvRkPAmyzEEcTAGAMfDQYAPCooXEBLjTff/89s19Cebs10CB2dIxt3LBJ+Y3c11553VrvFrk7/Nt4nbPs40bm47bO+WbtDlknzohNmCA1Na1nj/ek6m7ofP2+H/Qz+pmM7Kzst9/sJisvDcpq37aD5d+71j7qzXgQYJuFOJoAANPE46PBAIBHhhIpwKdOneJv23J2dr58+bKYATSMHR1jP4yfqPyM0A8TfhCzi0zCtH9uFUSAr+nq3dU5J8xcKNY3zelTp9u2aicTWvNPL8/440/zAjyg36CS9HEN9WY8CLDNQhxNAEB+kAYb/a+hAABQkiiRAuzr69u9e/c+ffr06NGDf2oIaBx7Ocbo3EB5UZRW5/wz99q1axcvXDQfMTEXYs7HJCQkiM0ZI3XDDtJa5SeOTEWczvlG1/fyUlLF+qbZt3efUZvdsH6DWEJBdHS07HK3NCjrt6m/i0VLBOrNeBBgm4U4mgAAy0hMTMzMzBSnLgAAKHGUSAEG9oi9HGMXYmKaNm6m1MiGLo0aN2jSqH7jfMKlcZOGTXft2i02Z4zM8MNXHBta+CWkGxTlm2b4HxIrm+XPGTOV6t68SYuTJ06KJRSkpqYq75rmQenbtj74ancJQL0ZDwJssxBHEwBQEJKSkkrS7T0AAMCBAAONYC/HmPu27TIJLFC41KnfrvUTZ8+cE5szRu7N29eqtb5p2Xuw4nTOcV9PFmuaJTc3d2D/gUoBfrHrS+ZveZs1c5bslm8WVLdV89ZHjhwRy5UI1JvxIMA2C3E0AQAFJzk52VrvtwAAAI0AAQYawV6OsR8nTjJ1OdSSoLq93/sgN9fc6zbzUlJvtH/9tgUCfE/nEtusa84Ncx/+5dCZTPt2HZQC/L/RX4klTBARHtGscXNpLRZkxa+/8npSUpJYrkSg3owHAbZZiKMJACgs+GgwAKAkAQEGGsEujjE6AfigV58iCvAvP/8qNmeCvJycO71G5Psp4FghnFPXbRer5UdQYFAD54bK/ixbulwsYYKs7Kx33u6h3GtK+XTEp2KhkoJ6Mx4E2GYhjiYAoAiwjwZDgwEAJQAIMNAIdnGMxV6PfbJDp6IIMMV+z/1ic6aJH/tLfH4CnKBzvt37E73F326cP3e+c215z+s7NzgUkv/zw7NnzTYqwNSmWKKkoN6MBwG2WYijCQAoMvhoMACgBAABBhrBLo4xfz9/l7oNXOrWL1zUr9ugYf1G165dE5szTdLcZWm6+oZrvMbjns45tka7rH9PiRXyIzc3d/DAwfXrNXyoP/UadHii4/Vr18VCpjl8+DDprnzf69QPOBggligpqDfjlSgB/nHIX1M/n0tBC7IsDYY4mgAAK8E+GgwNBgDYKRBgoBHs4hjz9fUd8fEnnwwXYviw4R8PFWL4sBEsJd8YMfyT6X/MyMjI/+sSabu8b5dvetWp0dVyjY2EU6O7FZsnWvDhXw6dq/w27Xd5fz4eOfuv2bk5OWIh0yQkJE78fuLwoSPYLrP47NPP7965K5YoKag345UcAZ7yyT871u2NNuCxYd+Ukf/ICmgtxNEEAFgVfDQYAGCnQICBRsAxJiUvJTXz+KmsY/9l0Z/KOHoy88TpPHyfQgXUm/FKiACPHzhj26rdpL5BB0OC/ENoYdvq3ZQoK6apEEcTAKAC+GgwAMDugAADjYBjDGgB9Wa8EiLAcyctDw+LCA44NPXzudM+n0caHBEWMWfSclkxTYU4mgAA1cBHgwEAdgQEGGgEHGNAC6g345UEAZ40dJbXLt/o6Oilf65nKUtmrKNV7z1+k4Zq92FgcTQBACqDjwYDAOwCCDDQCDjGgBZQb8YrCQK8as7mqKgoT48DP308e/qYhRQ/DZvlucOHEilLVlg7IY4mAKBYwEeDAQAaBwIMNAKOMaAF1JvxbCzAv4ya89d3i/4at7jQMWfS8iB/4YZnWp4w6M+I8EiKiYNnUrOUSFlzf1ouLV/g+G4RdVLWbauEOJoAgGIEHw0GAGgWCDDQCDjGgBZQb8azmQCPHzBj+piF+3ceiLYGm5bsIPulCAsNDw8Np4XxA2dsXLJDzC4aXjt9qavUYdkuFDHE0QQAFC/4aDAAQJtAgIFGwDEGtIB6M57NBHjS0Fn7tvswvdy5ybMQ4bFhX6BfMLUQ4Bs07Yt51OYPH/0VGhJGDvzDRzNpderncwN9hQJUjArLqlsY1L2oqGjPHT7UYd55q4Q4mgAAW0AajKvBAABNAQEGGgHHGNAC6s14NhPgKZ/8Q2IZ5B9SlPdU7d7qRX67ZMY69sUjmQBT4uLpwtuw9m7z5lUKGuS91EnqqtU/LCyOJgDApiQnJ+NN0QAALQABBhoBxxjQAurNeLYUYMPF22BaJsl0nbq6oLF5+c6oyCjPHT4/DROvzcoEWGh52CxPjwNUbMvynbLqlgST84M+QdRV6jBr01ohjiYAQAMkJiZmZGSI8yIAANgCCDDQCDjGgBZQb8azsQAHGgR4+tcLabkQhIdGzB6/hLdJ3svSf/zowVXlWeMXUzGWXlCmj1lILQQcgAAD8EgQHx+fnp6Ox4MBADYBAgw0Ao4xoAXUm/E0IcB/fCUIcNDBkI1LdlgSm5d5BAccoiq0/MNg8WIvxcQP/1y30H3dwm20wBOpwIbF26lwSGAoVZS2YyaC/EOoCnWMWoAAA/BIgceDAQA2AQIMNAKOMaAF1JvxNCTAe90tfVL3r+8WkS0H+Ab/Nnq+LMtoUDEqTE5LFWVZpoI6AwEG4BEnJSUlOztbnCwBAEBlIMBAI+AYA1pAvRlPQwLsucNHWsBU/Dzib08P4eNJS/5cP8Hw7iseEwb9ueLvTSv+3kgLD6XffxsWbYKqS7NMBZWk8hBgAAAeDwYAFA8QYKARcIwBLaDejGd/ArxqzubIiMh9230mD58ty/rxo7+oHeLHIfI3S//08ex9272pIlWXZRkNCDAAQAoeDwYAqA0EGGgEHGNAC6g342lUgGeMcd2waLsQiw1hWJ4+ZuGkYbN89vqHHQqfPeHBu694GK70rl08fZ3sCjCLWeMXh4aEHdjn/8unc2RZyoAAAwCU4PFgAIB6QICBRsAxBrSAejOeRgV48R9rKUUGme3Uz+cG+gVTFOKrvLRF2hzV/WvcYlmWMiDAAAAz4PFgAIDVgQADjYBjDGgB9WY8jQrwwqmrKWWvu7frtDUUe7Z60eqi39f+8NFMr52+UVFRlLJt1e4Cxe4tXlFR0VSdfzfYTECAAQD5kpSUlJmZKc6mAABQNCDAQCPgGAPFT+y/l055RVNErvMLcttLwWc8lk4FcrJzxNJFQ9MCvM51G1tdNXczrS6evpaW/5641GevP60WAqpI1Vmb5gMCDACwEDweDACwChBgoBFwjIHigYSWtDZ6c+CeyWv4/GYmdk1cSXp89UhMVlqRLj9oWoA3LtnBVtctdKdVJsAUv42eP3fS8rk/rTAWy//5YdkcIZeFJGvScgs/m0QBAQYAFIi4uLi0tDQ8HgwAKDQQYKARcIwBtUlPSju+M4yElk9rBQ3S5tS4ZLG5AmKXAmw+pn0xb/yAhz6PVIiAABeRW7dudevWTafTtW/f/tq1a2IqkLB3714an6VLl4rrwNrMmzevQoUKZ86cEdcVyH4CWnV0dPTx8VFmFYgCPR4cFBREGw0PDxfXC4isehFbAwDYFggw0Ag4xoB65GTnnPKKtvCSb75BFk0uLTZtMSVNgMl+/bwCfPb6r5qzeernc2W5lofGBXj06NF0di7D/Lm+5cTGxrq4uHTv3l1cLxSHDx+uWrUq9YobhYVYZesE74AUTdm4egJc0JbZmJc8FbeiABdiiJKSkrKystg8m56e3qBBA2qQU7Fixdu3b1MWBBgAwIEAA42AYwyoxOXIs56/rudTmVWCXJqMWtyAZZQ0ASbp3bvNmwpHRkYd9Anatnr3vMkrJg0199ar376cz0RXGvYowERBbVMJO+8niq6grJMFck4rbp0JcMmTOkuQyVu+lNSxyleAZUgFWEahhyghIWHMmDH0c2zcuFGcdPX67OzsQYMGQYABADIgwEAj4BgDanB8ZxifxKweYat8LH8w2F4FeMPi7d57/Hz2+h/YJwQte+3y/enj2RMGzvh5xN+zJyxxX7MnIjySah0KDvPbH0AmvOj3tb+Nni+7O5q64bFhX4Bv8D8/LJOm24sAszNyfr8xUUR1tKKCFgIIsFWAADO0IMD0V5X6cO7cOVOPB0OAAQAcCDDQCDjGgHUhNZW+1Vml8Pt7h4VPBdurAHt6HKAUGb98OocXmDR01u9fLlg2c4PXTl+WGxYaHuQfcsDz4PZ1e1fN3bzw11V/fbeIyriv3k25gX7kwA9eEG1fAkxwdZRecZWKMTF+/HiWTsiyCDc3N1kKwVqTbo6kgqcrG+H9YbeMUgo3EGUjDFZF2RRRlDuWzRsLU6Njx46xThJMufkwEtLhYvBdIKS5TJw8PT3ZLvBu80EgqMDu3btplVeU6RZf5VuR5jLMN8hhe8H33UzLymGXjnlB95eQVpHJJ9dRaRnlD1TQjUrL8/1i5LtFPjLKVb5sdIg+/vhj2d6xYtKhIKgRKs+3GBcXl5KSkpPz0Bv8ubKOHTuWtU9ILxcT0ixWWMywTICl1adMmcISldtVVpTeuU25AQEBtMpbYBhtnLF8+XIxQ6fr1KlTamqqmAEAMAEEGGgEHGPAipCUHpi5jU9fqsaeyWsSrt8VN2waexXg3YYvAy/4ZdW0L+ZRkNlGRRl31EnDZv02er7bb2u2r90TdDCEahER4ZGhIWEhgaFUMTQ4jCXSMv9Ikt0JMFdKfu2UGSBL5LBcqUdxLBHgH3/8kbXJ0qUey2FdMiPASqhK8Qswtc/7xkTl6aef5imsAK/Odof3hzUuU9kOHTpIN2e0CrVpRoApV7pRGjFpgXwb5Mi8K9+WlWNV9P0lZFuhIZXVKvogU5nBgweLKwXfImtT+hPwVVmWbIgoV9oOoRxDo0rMkD4eTCIq/DYS6SWlpE1zF71w4cKIESPYMiHLNS/AzGC5fFJT1apVY5qa73aN1qXy3HLNNE5Qa/w55+zs7AkTJkCAAcgXCDDQCDjGgLXISsv0+mMzn7uKIciB870ObN8CPP1r8dldf59AWuWOOn7A9Ikf/kkxfqB4wzMt/zRsFhWgbS34ZeWa+VvJh/fvPEAVDwWHkTwTEWER86esZOXtS4CZOdAqnb+yU3bukzyFnfqzVbZMSO2CNcXO7AnpTch8cxx2Wk/t8DN+3geWxVeVAqxM4dsyuvXCoRQSKTIRYsPFx4pg/efdoPK82wxpCuu2rM+0d7IqrJh5AZbarMwA822Qw9L53uXbsnKsrLK/yjGUdUOmiIXYqAzZfuW7RWpT9hPwVVmWbIhku0YoO68sIyMxMTEjI4OJqPTaqcwkZchyzQvw8uXLuYUyeEq+25UaLENWxUzjzI1N7QIAwBQQYKARcIwBa1EMdz4r48DMbTnZD91wJ8O+BfjPsW5sVeaok4fPppQg/5CQwFAWgX7BW1fuYrkU5MM/fPTXpKGzqOR6N6Hx8NDwxdPXTRw8kxWwFwGWojxfp0R+/s1TyAeYGBCyU3aCaQYhPXHnm5NuQgkrxto0I8DcIniXpELCypj3HEvgjUuRqpFs32X+JjUlti9SjyJkskSNSwXSqPzI2pEplmyVkDZiSYMcWX/Mt0wYtbui7y8hHWdalnWD4ImF2KgSWSPmt0jLspGRbU6aJRsiQnrAsKNFtvusivLXkeHp6UkbCg0NFafk+1dWe/XqJa4/jMwtzQiwUQvlBWQVCel2jfZB2qD5xrOzs3v27InbngEoKBBgoBFwjAGroOpbr8xH2CofsRPGKJkCPGWk0DgRGRFJERUpXOHdt/1B+zyoyq7N+yPCIqjx8QMepNujAEtPtZktGIVO05VyKJUlliI9m+ebk53NM99gWRxmBTyLS4K1BFi276YEQ2ksUqRixqBmeTcIqQArh4tB5/pGZYkwKj8yPZPVUjYi1SpLGuSwYZT+pmZaJmRjZa39JaS2qRxzgjdViI1yqGWxtAHeDfNblC2bz5INESFNUeYSpn4dGXxDiYmJZJW5ubnMHmXyKX2elrBEgPlNyzJYAaUAS7dr9Cq0VHrNN04FqH2WAg0GwHIgwEAj4BgDRedy5Fk+ZZmPw5sDxToWEL05UFbdVJj5NlIJFeBP/omKEt5rNWnoXxR/T1xKuXu3ebNcWVAjs8cvkSXaiwDTOTeTGbbKz7bprJqlKGHao3RXVpdXNCrASgFg6VLUFmALMeoknEIIsBmTkckSYYkRyWopG1EKsPkGOWwYeWHzLROyxgu9v8oqBRXgAm2UYOrLfzjZgKgqwGwM2bZoQ9KDhyE9hMQkYyj3KyEhoUePHlyAmfpyjZRdes1XgGUSy7FEgGXv4lIKsKnGOdzbZT4PADAKBBhoBBxjoIjkZOdY/r3fE3sjyJb3TF6bb1AxKiyrbip2TVyZnpQmduhhSqwA02qAoXGKGWNcaVUqwD8MnkllKH4e8Tf7k4Lf/0xhRwJMq+zsnFb5mTRPydckmUIQ7EydTsfZar4CzCuyRHa6T6slT4DZvpjpktJhjKop6xJPlNVSNiLVVEsa5LBh5PtuvmVCNlbW2l9COs60LKtF8AJW2agsxfwWaVnWpnRVlmX0cKKm6Ai5dOkSDaZy3wmjHZCh3C/265ADk/EmJyfL7jS2XIBZSVPmaV6AZVthSKXXfOMyZK/XAgCYAgIMNAKOMVBECnTzMzntxdBTbPl8wL8pd5NkcS7gX5ZLxSwXYApTN0KXZAFmjVP8+a0brUoF2O23NcKt0YZ3XxGRkVER4ZGuU1fzAvYlwASdarMUqbOxFF6GTqzHjBlDuVSYJ7Ize16Rr0r90BIBpvN4tir1Gb5KBSwRYKNbLxxGjYVDnZdtwowAs1wzXTLlMNIGCTZi3JRktUw1wpzQkgY57Lfg+26+ZUI5VgXdX0JZRea0rLfSrcgKFHSjrNvS3Wc7LhVg81uUtSldlWUZPZwosVatWkuWLKE/ZaPBYJuT/WoylPsl/XXYdidNmsS/IUziSjtliQATyhdZccwLMFuW3b3MLufyTZtpXAbrs+x6MgBACQQYaAQcY6AopCel7Zq4ks9X+YZUgG+fvU6r/nM8eNAqJbLcggowhdGvIj2iAkxNUUp4aASVoQgPDafVRb8/aN/uBJgLJ8EEgMmADHYuzsRABmuKnXyLSffLKzdHsFNzli6FOQzvD1caZSO8BW4IRrfOChcUo8bCoRGQuRZ1T7o5mXCy1qQFKIV/gEfpMAQbf6lrsZ0qnAAT+TbIYVl83/NtWbZKFGJ/lbInE1p21EkrUgHpakE3avQ3kg5IvluUtSldlWUph4hgibQJaZ9lsF5JmyKoYp8+fdjImNovti3pPiYlJZ0+fZo9eWuhALNrtlKPpRT2USXzAkwwa5WtSjdtpvH09PQxY8awRMJyVQbgEQcCDDQCjjFQFAr67iuZAEes8eVZFLRaFAE2ehH4URXgPwQBXue6ja1uWLydVl2nreEF7E6ACTqTZon8fFpqxQxWXibAMhWU1mJn3kY3R0i36OnpyWSgKAJMKLfO0gsKb1wKH5mCCjAhG0xpdaXDMKR9oKbOnTtHLRRagAnzDXLY72K5ABPK36IQ+8uaFSso7mNnY37s2DHerOwnIAq6UWl53rhUgM1vUdamdFW5OaOHKxWjFNnfCyWyv3EE74lyQ7JfR7aPx48fr1+//uTJk9kMbl6ACXavMqtOcBHNV4AJprisIonu3bt3ZfdFm2pcli67kgwAMAUEGGgEHGOg0GSlZRbo8i+FqgJMkXQrXuzcfR5tAV7ozlY3LLIzAQb2CDOofGXJcqzeoKoo/6NDCcCGOxUfH5+WlpaTY+4zd9aF+TDuZAZAPSDAQCPgGAOFxvKXP/OQCTAFrfJgKSyXVgshwMrXQeMKsLBqd1eAgT1idVmyL6UseQKsvJBuE9j3k/Ly8sRJXTWWL1+OO5kBUBUIMNAIOMZAoYlc58dnKgtDKsDBi/bRqiwokeUWToAD5u8SO3cfCLCwCgEGVod8T3pzMrtXVnm7suVYvcFipuQJMO2R7O5l25KSkpKRkSFO7UWGdFd6tzN7BliaAgCwOhBgoBFwjIHCkZOdY+b+54yUdLGcAi7AFGErffz+3h7kuoeCFmiVZ1ExsYICapwXU0ZqXLJYzgAEWFiFAAOrI31elyi6KVm9wWKmJAkw7Ytmf4K4uLjU1NTs7Gxxji8s0geACdkDwwAANYAAA42AYwwUjqtHYvg0pQwq4PXHZtmnfSlOeR+WCvCRbcGBC/eErz5AQQu0yrOoGBWWVaegZqlxXkwZ5wP/NXRQBAIsrEKAAQAljISEhLS0NP79JACA9oEAA42AYwwUjlNe0XyaUgYVIFmVJVKcuH8LdPDifft+WR8wfxcJre9sdwpaoFVKpCwqQMWM3gJNzVLjskRpRG8ONHRQBAIsrEKAAQAllaSkpIyMjGJ4SBgAUEQgwEAj4BgDheOoewifppRBBcwL8IVD//n9s+O//dGHlnkd3hpEQQu0SomURQUKLcCHlu43dFAEAiysQoABACWbuLi4lJSUrKwsce4HAGgPCDDQCDjGQOEIW/XgeV1lUAEy1UDXPWf9j9Gq59QNsf9eogUuwAdmbts9abX39M17p6zznLaBghZolRIpiwpwAaaKVJ0WqClqMF8B9vt7h6GDIhoV4Lk/raCUdQtFQV01ZzOtkhXzAjs3eVLKb6Pns9WDPoKj/jB4JludMOhPWqVEtkrFaHXX5v1slWLBL6soZfXcLWyVNkSr835eyQtAgAEAJZLi/34SAMBCIMBAI+AYA4UjYP4uPk0pgwqQqfLv+pLZZqVl0AIX4BsnLgcs2B0TcjJynd+JPREUtECrlEhZVIALMFWk6rRATVGD+Qqw56/rDR0U0ZwA/zJqztKZ67ev3SOkeBygZYq97t606rFhH1ul8PcOpJSNS3aw1UPBYbRKQstWV80VhDk0OIytsgu8VIWtUuxYv49S9m33ZqtMd2mjtPzrqDnUDQgwAKBkU2zfTwIAWAgEGGgEHGOgcHj9IUipqaAC5gV496TVHuNX7Ppx1c4JK3b9sJJCWPhxFSVSFhUotABTGDooojkBXvircG3WhrgarjNDgAEAjwjW/X4SAKDQQICBRsAxBgqH56/r+TSlDCpgXoDjr90NXrzv+rELR7YFn/U/RkELtEqJlEUFSqwAT/ti3pp5W1fP28KClpWrpgrwXFkKW5YWkKVIV6kD1A0IMADgkSI+Pj41NTUzM1P8xwEAUOxYLsAIBAJhd0GTmHkBzjcKLcB7Jq8xTKIiGhLgve4PXlJl82A3XUOAAQCPGux1WXhxNADFj+UCLK4DoA44xkDhOLR0P5+mlEEFzAvwnfOxQa57Lkeejd4UcMormoIWaJUSKYsKFFqAD8zcZuigiIYEOMg/ZMPi7RqJoIMhEGAAwCMOe04Yb8wCoHiAAAONgGMMFI7ozYF8mlIGFTAvwJ7TNuz6YeW+X9bvnrR6789rKWiBVimRsqhAoQU4yG2voYMimhDg6V8LAqxBpo+BAAMAwL2EhITU1NTs7Gzxnw4AgApAgIFGwDEGCscpr2g+TSmDCpgXYB6hy71vnblGEbrcS5peaAEmMzd0UMTGAhxgEOBJQ/9ynbZagzFp2CzqHvvGEgQYAADi4+NxgzQAKgEBBhoBxxgoHBcO/cenKWVQATLV4MX7WDHPaRvYjc3ktFePxOyftpEVC3Lbm5macWRbMAUtBC7cw9K9/th87egFJsBUkV0TpqaowXwFmMzc0EERWwpwVFRUkH/IpKGCZGo2qHvUyaio6CkjIcAAAPCA5OTk9PT03Nxc8d8TAEDRgAADjYBjDBSO9KQ0Pk0pgwqQqcoSKc74Hc3Nyc1Kz7wccYZWL4ae+m+/eCWZFpgtX448SwWoGBVmWdLIV4DvXbpl6KCIzQSYxJK9adnT48DOjZ6aDeoe2S/9aXVRF0cTAADsnMTExLS0NNwgDUARgQADjYBjDBSaILe9fKaSBeUyAT4wc9u5g8ePe4TunLiSVjOS0wIW7N7902pa8Ptnx1n/4/xK8oVDp8h4fWdvz0hK2z1pdeCC3cyxqeLxnaHUCDVFq+YF2OuPzYauPcBmAjx+wIwZY1y9dvqSA2scr12+1NXxA+S7UMQQRxMAAEoK7FtKWVlZ4r8wAICCAAEGGgHHGCg05wP/5TOVLCiXTHXflHWZqRnnA0/cvXjzUthpSk+LTw5f42t4JDjTZ8aW/b9tpALXj12gyExJ3z9to/eMLVlpGeSxEWt9U+OSqcrliDN3L9ykRqjA3inrzAvw8Z1hhq49wGYCzOLXUXP++m7RrO+XaDaoe9RJWbetEuJoAgBAiQPfUgKgEECAgUbAMQYKDRNUo0G5ZKqHlnnFXb5Nq35/7yD13fH9smvHLrC6afEp+35df8r7MOnulahzFKTEtEqJlMXKUGGqQqt+f2+nRuKu3A5Zut+8AN85H8vqcmwswI9yiKMJAAAlmqSkJDwqDIAlQICBRsAxBopC2CofPllJg7LIVD1/XU9+S1p768y1K9HnaCH+6p2Dc3d6z9hyOfJsWkJKelLa/t/EF2Lt/21TRlIaJVKW9/QtB+ftjL9295RX9JXo87dOX2WqTHpsRoBJsw2deggIsM1CHE0AAHg0SEhIwKPCAJgBAgw0Ao4xUBQSrt/lk5U0KItMNXpTQHZG1u2z15Nuxifdis9Kyzzwlzsr4DF+BbnuSc9IXoXiP8+otPgUymKrvrPcqQpVTLoZR41QU9SgGQGO/feSoVMPAQG2WYijCQAAjxjsUeHMzEzcIA2AFAgw0Ag4xkARMXoROC83l9yYlPXg3J1CyvfLYkJOUmFa4GWE7/qu9eWrFLTKvhssxvfCwRkTfJLVoqaoQWqWGn9Q5n4YvfxLQIBtFuJoAgDAo0pcXFxycnJGRgZukAaAgAADjYBjDBQRMtJdhjc8S8N/jse5g8dvnbnGU7ynC+9n5qsUggCveViA1zwswIaD0+uPzXyVcqlZ/3928BQeN09fNXRHDgTYZiGOJgAAAMO3lNLT03NycsR/nQB49IAAA42AYwwUneM7w/iUxePItmDhLVb3V5W3LlsowFSRr1KD1Cxf5RG2ysfQESNAgG0W4mgCAACQwL+lhBukwaMGBBhoBBxjoOjkZOcEzN/FZy0WZKqxJy6RvrJgX+jlqxR3Ym6wZ3p50ColSlOoClXkq9SgUoCpQFZapqEjRoAA2yzE0QQAAGCCxMTEtLQ0PC0MHhEgwEAj4BgDViE9KU16rzKFcFXW6v+e58kfOd4zeU3SrXgx1xgQYJuFOJoAAAAsgGQYr84CJRsIMNAIOMaAtTD6MLDaYerRXw4E2GYhjiYAAIACwmUYb88CJQkIMNAIOMaAFSEdLU4Hvhx5VtywaSDANgtxNAEAABSBhIQEkmG8ShqUACDAQCPgGAPWJeH6Xc9f1/MZTKXYM3mN0a/+KoEA2yzE0QQAAGAlIMPAroEAA42AYwxYnfSkNOU7sawYXn9sJs0WN5YfEGCbhTiaAAAAVCA+Pj4lJQUyDOwICDDQCDjGgBrkZOdEbw7k85gVI8htr5l3PiuBANssxNEEAACgMpBhYBdAgIFGwDEG1CPh+l3yVT6bFTH8/t6R7yuvlECAbRbiaAIAAChGmAynp6fn5OSI/xICoA0gwEAj4BgDakPWSu7K57RChNcfmy1535VRIMA2C3E0AQAA2AjIMNAUEGCgEXCMgeLhzvnY4zvDZN8KNh+ev64/6h5i4cuuTAEBtlmIowkAAEADxMXFJScnkwxnZ2eL/0ICULxAgIFGwDEGipmE63fJhIPc9lIo3xfN0qkACbNYoWhAgG0W4mgCAADQGJBhYBMgwEAj4BgDWkC9GQ8CbLMQRxMAAICGIRlOSkpKS0vLyMjAndJAVSDAQCPgGANaQL0ZDwJssxBHEwAAgP0AHwbqAQEGGgHHGNAC6s14EGCbhTiaAAAA7BapD+N+aVBEIMBAI+AYA1pAvRkPAmyzEEcTAABACYJ8ODU1FT4MCgEEGGgEHGNAC6g340GAbRbiaAIAACi5wIeB5UCAgUbAMQa0gHozXmEEmE/QiKKEOJoAAAAeGZgP4/3SwCj8DEFcV6De6SAAUnCMAS2g3owHAbZZiKMJAADgUSUxMRE+DDj8DEFcV6De6SAAUnCMAS2g3owHAbZZiKMJAAAAGIAPP+LwMwRxXYF6p4MASMExBrSAejMeBNhmIY4mAAAAYAzy4ZSUFPLhrKws8R9tUKLhZwjiugL1TgcBkIJjDGgB9WY8CLDNQhxNAAAAwAKYD6elpZEP4xPEJRJ+hiCuK1DvdBAAKTjGgBZQb8aDANssxNEEAAAACgUpcXJyMr5CXGLgZwjiugL1TgcBkIJjDGgB9WY8CLDNQhxNAAAAwErEx8cnJSWRErMbp/Py8sR/7YE9wM8QxHUF6p0OAiClOI8x3YeLEbYN8ZfQHurNeBBgm4U4mgAAAIBqxMXFsW8v4d5p7cPPEMR1BeqdDto1ubm5Rv9bT26O8f8ERKnGM0wgLWy0YoFaswuK8xiTyRii+EP8JbSHejMeBNhmIY4mAAAAULxI753GG7a0Az9DENcVqHc6aL9I5fPu3bvnY877eB/YtHFT6KEwSsnNydU/LKdUnlXZvn37n3/++fvvv//111+zZ8+mhT/++GP16tUJCQmsJCcnJ4fSp0+fvnnzZunmOJR469atuXPnUlNhYcJ27Z3iPMZkMoYo/hB/Ce2h3owHAbZZiKMJAAAA2BrcO60F+BmCuK5AvdNBu+batWs//PDjRx991Lv3B2+/9fbLL71So3rNp7s8Ex4WQbmmjuW33367dOnSjRs3dnJycnBwcHFxqVChQt26dS9cuCCWuE92dnbv3r2p8PPPPy8mKTh58mSrVq10Ot2UKVNYCvtLZP6vkqlcm/8FLM5jTCZjiOIP8ZfQHurNeBBgm4U4mgAAAID2YPdO473TxQk/QxDXFah3OmjXzJ+34O03u/X9oF+f3n0H9h/0fs9etWvUqe/c4PNRn+flmDTJnj17tmnT5u7du23btq1Zs+adO3e+++67atWqXbx4USwhITU1lYp17txZXH+YXAMeHh4kyb/99puYaoDSxaX7kNxa4rcWFlOJ4jzGZDKGKP4Qfwntod6MBwG2WYijCQAAANgJsnunbXiCXiLhZwjiugL1Tgftl5TklI+HDu/Vs3f/PgP6fdB/YL9BPd55t3bNOk0aNR31yWey+58ZzC3DDNAqaa2Li0tmZualS5cOHDhAB7a3t/ePP/44bty4HTt2sCpEp06duAAnJCQsW7bsyy+//Pnnn48ePcoSfXx8dDrdzJkz9+/f/9dff9FCYGAgpdNflg0bNowZM2bKlCl+fn6UkpOTs3LlSiqzc+dOKjxhwgRXV1cqRgo9ceLEFStW0LLSnIuT4jzGZDKGKP4Qfwntod6MBwG2WYijCQAAANgzZMXs9ml2rRhiXGj4GYK4rkC900FVIZMTnsQ1vKoqS1gTVliWsCgu5zFZpRV2swE7iCQl5bDDbLHbkvd79BrQZ2Df3v369e5PCz26iQL83dhxyiOR1eKHaHZ2docOHRo1anT37l2WMm3atCpVqtStW7devXoODg7ffvstS3/yySefeuopWiD7ffXVV8uWLdukSZMKFSpUrVrVy8uL0unPUqVKLVy48I8//iATJqgp8urevXuXKVPG2dm5evXqjz32GOXS1p955hkqQBuidEqkAm3btiUPr1atmpOT0+bNm6lB3snipziPMZmMIYo/xF9Ce6g340GAbRbiaAIAAAAlESbG7AXUpAEQ43zhZwjiugL1TgdVhH51wWLzcvMEC87JycuTXNsUrZd5b15Otp4OkmwqSznC/0xLIEsPCgzq2f29D3r16fNBXyF69+3fd0D3bj1IgJs2afrNN9/ke8jl5OSQeZLuxsXF0erp06fJabt160YHbXp6er9+/Wj1zJkzlNWxY0d2BXjOnDnkrjNnzqTGY2JiatSo0alTJ0r39PQsXbr0r7/+ym6lnjVrFh3/8+fPp8JTp04l046Nje3atStJ73///Xf06NHHH3+cxDs8PDwyMtLR0bF+/fqU6O/vT+VHjx5NDdqQ4jzGZDKGKP4Qfwntod6MVwIFuOuH898ZtViWqMEQRxMAAAB4lJCKMbuV2rZ3e2oHfoYgritQ73RQPfJys9hV3FyDizIfTU9Nyc5MNyw+hODD9w+GHD2ZsJ7+MEV4WPi73XsK9tu7L/3Jol+f/u+83b1OrbrNmjSzXIBJPpkAr169mvyTVtu0afPcc881b96cVhcvFgzhySefZAI8YMAASqQCTz/99Ouvv161alVyYDqkDxw4UKpUqRYtWkgN9pVXXnFycrp+/TpbXbp0KUmyu7s7+TDV6t27NyVeuXKlYsWKI0eOpOULFy5UqlSJLduQ4jzGZDKGKP4Qfwntod6MVwIFeLrrzsCQ8Dc/WSRL11qIowkAAACAe/cSEhIecTHmZwjiugL1TgfVI1Ofk0sCzG59JvWNuxfjOuvEE+3Sn+4aP2jwzZm/pezanX3qdE5iMlfdHIP2sovDOWI9OUGBwW+/2e29d9/v/f4HLLgAd3vrHSbA/O5lo3A37tKli7OzM1v28PAgiX3++efnzJkzc+bMefPmzZ8//8SJE5T18ssvP/vss7Tw+eefUxn68++//541axaVJK1NT08PDg4uU6bMtGnTPvnkk+rVq+/fv58KDx482MHBgT8nTLmkxyyLBLhfv360cOPGDVoeMmQILV+9epUE+OuvvxZK247iPMZkMoYwEoMW6wa66fq76QZQLNINWiQvULQQfwntod6MZ38C3HXw/NeGu8kSpbFkvVd0dHTv/y2TpfPo3H/um5+4dewjTy/mEEcTAAAAAKZhn2hi76Mu2WLMzxDEdQXqnQ6qB/1UeWS0OfrszIyLa1Z4tWgTodOl6nR6p3LZlatkOFTU162X07RR2ssvXn+/R/z/Pk+bP+9ecLBQkww4Ly87T/Ri7quZGZkL5i/o3KnLKy+92uOdd8mB3+/Zq9d7vZkG9+ndlwlw08ZN8xXgCxcuTJkypWbNmuXLlx87duzZs2fj4uLat29POuru7n7kyJEZM2YMHz6cDjw3NzdyWkpftWqVj4+Po6Pja6+9RsYbEhLy2WefkSfTITp06FCS22+++eb27dt16tSpXLkyyTMVpoXOnTvv3r2bPNnJyaldu3Z0VFPLZNEuLi5BQUHLli2j5ebNm0dERFBTtNyhQwfbfk+4OI8xmYwh5DFIUN/yw5bW/HRlzVGrHxuxUjdwka6vq/CnrGRhQ/wltId6M579CfDspXsCQ8LfGGHSgV3XeJIAv/+lSQGetsAjNCzS5rdJi6MJAAAAgIIjFWP2+WJ7d2N+hiCuK1DvdFBFcnPZS61OTf19i04XqdPdKlcht1ylvEYNM1zq6mvV0Neuqa9VS1+9mv6xavoKVXKcKoRVKJd40EeoQw4s+UEzMzP9/fzf7dGzaaNmHZ7o+OLzL73x2pvdu/Xo2eM90mAW5MBvvv6WJQJMkGTWq1ePtLZWrVrVqlUjR6XEwMBAcuAKFSqQ8datW/fdd9+9cePGW2+9RcUef/zxV199lcrMnj2bqpA5k+jSwuTJk//7779WrVrRMvmtl5dXy5Ytq1Sp8sorr1BhV1dXKlapUqWKFSt26tQpKiqKEl944QVq7bHHHiO1/vrrr2lbVatWXbNmzUcffUQ9ofJz5syhYraiOI8xmYwhZFHqw8Vv/LZ7md9/O6Ivrgs594fH4SEL/VuO3azrZ7garChfiBB/Ce2h3oxnfwL885zt5LcTZm6VpfMwL8DPDJznHxgaEhph/jJyMQQbTAAAAABYHXJjrscE0+PsbNNPlGoAfoYgritQ73RQVQyXbrN8WrUN0umOVyqX5OSUV712bquWeXXr6evW0dd30TdopG/cWN+4ib5hk9x69a/odGe+/oJVFF6ddZ99e/ZVeaxqlcpVG7g0bN2yzVNPdiYHJt3t9tY7pMHvdu9JJvx+z15vvfF23dr1mjZp+u3YfK4AZ2RkXLt27ZKB69ev09HCrjOTaYeHh5PH8m8C37x584IB/jRvbGysr69vcHAwHWy0SlXIk6n81atXqR36MyYmhheOi4s7ePAgqW96uvDkc05ODitMDcbHx9+5c4cKX7lyhY7YW7duUWeoemJiIr/oXfwU5zEmkzHEQ9HX9a0Zu28mJO+KvvDKr7s6TNj2+rQ903ce3hF5Ydiig2UHL7XKdWDxl9Ae6s149ifA3T9bEhEZ5eEZaOoeZvMCPHLSOsqdv2qfLL34QxxNAAAAABQv7Hljgukxu7OasKFyEPwMQVxXoN7poHqwIU0MDHQv7RTtUPZS+Qrp5SrmNW6a3bZVTv0GemcXfcOG+qZN9C2aCdG8eXajJrGlSp178ZWsu/FCfckV4KVLlpUp5VC96uN1atVt1KBxqxatuzz19BNt2z/d+RmS3rff7PbO2917vPPua6+8Xq+Oc7Om+TwDbBTqrewmAmUKrZo/TqS5yurZ2dnmq3MsLKYGxXmMyWTsUYyBi8Xne2XpFL3mL/c/SaM0cWMoLev6LdT1c9X1WfjWH7v9Tl77anWwUFFWpeDBfggNot6MZ38CTN671t2XJLbvmOWyLBbmBXjxOuEJ4Q+/WyVLL/4QRxMAAAAAWiIuLo7pMXsjF8H0WO37q/kZgriuQL3TQfXINUjc0ZGfe+p0Rys43StfMbtStbwOT2SRADdupG/QIK9p47xWzfPatsxr20rfrm16o0ZXS5e+VLdR4kFfqpiTm8OuIBOLFy0p71ShSuWq3IFbNm9Vu0adDk90fKHriy+98PKrL7/25utv0bJwC3STZmO/GyvWNAbpJUNcN0A/MfuVeTqtsmVDWcFmZSl8gZAtK+FZ9Ce1I02UwhJZrk0ozmNMJmOPVgxaREJbfsiyxl9trDh0mXBXs6xAr/krAk7TKB25dKv+l2sNj/66CQ7cc86Xy4POxN5rNXZj0R2Y/RAaRL0Zz/4EmGL0LxtIYqe77pSls1i6weRLsF792DUsPNLzQPDTA+bJsoo/xNEEAAAAgF3B9JjfX82+clz0+6v5GYK4rkC900FVyUu8d6BJy4AyZU4+Vj6tXMXcus65Tz+Z27JlbpMmZL/6Fs31bVrlPdE694m2+g7t0xo3ulimzPny5a79+TsJouFd0KIKMgGuXPExcuDHq9WoW7seLVR9rFqrFq3JgZ96svMzXZ7t+uzztFC3lnAL9Lhx4yzRSPrhPDw8du7cmZ6ebtDPgplnvuWZM9NBIq7bA8V5jMlk7FEJUt8BbmUHLxk4z2f/0Usnrt7z++/6W3/sFRyYv+R50GLdBwsGLzyQnC4cPCsCTlUevlw3YFG5IUve+G3XobM37iWlvvnHHl3fhQ+aLVSwH0KDqDfjaVGAnx00/+OJa54ZaNJRXxq6MDAk3C8gtOvg+bIsiu//3Lp5p/9LQxbK0ikoi9x46nwPWbo0+o5Z3sv0G6StGOJoAgAAAKAEwS8gE8yQCSbJ5i8j8zMEcV2BeqeDqnJv3749utJR5ZwuP1Yp26lCbptWWc910jdtnde4WW7LZvrWLfVPtNG3f0Lfvp2+45Op9Zyvl3aMcSp1vU/fjDQmjfcF2G1xOcfylSpUfqxSFVLfCuUrVChXkVy3Yf1GTRo1bdGsZZtWbZ9o2751yzZ1agpXgC0UYH9//8qVKzs4OPj4CG/eMvMDmeLff//dt2+fqf8CcuzYsc6dO9v8y0YFojiPMZmMPSoxwK3cR0smbwnfc/jCiEV+8/cfo6E4dvVeu3GbSXrFMoMWlx28tNyQpasMF4GJbeHn/9l39NC52KT0DFqNirnp/MVa4/dOFyRY4xpEvRlPiwI8bMIa0tRF6/ab+VLR/FX7qMygsStl6Sye7DtHlsJi7Tbh3umeo5fK0nkM+HZlWETkll3+xfCRJHE0AQAAAPDoofRkfoZgypPVOx20IsJXf4UvGN2/fKvXnxjysZ9Od6xC+TtVy+VWqZ77XNecTk/mtWipb9ZM37K5vh2z3yf0T5AAd4irXedGGYfrpXUX2z2Vcfa8oUmRxYsXO5R1qFC+YnmnCuXLCfdC13duQNJb8/FadWrVda7r4lKvPskwJdaoXtMSAWa5Q4cOrVix4mOPPTZs2DCWboqcHPZCazlfffVV8+bNxRUFFy5ceOONN6ZMmULLyv6YatO2FOcxJpOxRyX6uv5vZfBS/5PNvt6oe3fukz9svZ2USqMxdMEBXe/5ugGGMgPdqn629unf9jX7duPmQ2fYcHH+vXqnz9/7jdw1XfAQW9Qe6s14WhTgF4csIAUlU/19ofGbnCm6fbr4h7+2vfDRAlm6+fh44ppvft8sS+Tx9shFPv6HaLv/+3UjBBgAAAAAxYnRMwSpJ/PTQUuuJ9uMPOGxXcF984Tnf7Nu3trfoEFIGd2ZypWSKzvluDTMe/Gl3Pbtc1u1EOy3dSv9E/ftt11b+vNOlcevOTpcL1PqTPV6Wfu8xDYN/P333zqdjtSXdLdFs5bPdHl2yaKly5Yur1zxsaqPVXu8Wg0KkuHHq9eoXvXxZk2aW3IF+Pr16zVq1Pjyyy//97//1apVi723OSUl5dChQ8HBwVeuXKHlIAOxsbE02jTmW7dunTBhwpYtW8LCwu7cuXP69OnXXnvN2dl57969ly9fPnHihK+v7/Hjx6nu9OnTjx49GhUVFRIScv78edYZWqB06pu7u3tycrKhF5pDDeUwhUzGChmDDK+SouD3D0uDEs3kSkMsuUj4+q60MKsutCApXOj4YMHTP21fEXCq1bjNut4LaJUW/rseR6Px9eqQx79YW27ockNJ6syiMdv//XB5aN3PV8/ac/TQ2VueRy8vP/jft2uCWwpP/7rmv0cWBPshNAif8cR166HRZ4DfGOG23zeEXNSMr5qKrh/ON3ON11Q8/9EC9z0BtMXJf7vLslQKcTQBAAAAAEwIsBR+OiiuSzB63zV/uzVRfKqck5OrzzP8T1i7sGK1RxldaAWH69WqZlYsn92+Y95zz+W2a5dHAtyqpb5dO1F927TWt2mT07LVvQqPXXVyuuJY9mqZSjcn/EQtcIUNDAwcPnz4Rx9+NGrkZwvmLbx2VZBV963ulSpUZvdFs2APBjdp3HTc9+YEmGXNmzePpPqIAVqYPXs2JV64cKFRo0YVKlQgU42JiXFxcaHllStXUtZXX31Fy61bt65du3bp0qU9PDzInKkiUalSpbVr13799ddOTk7k0qTE5cqV27hxY8eOHSll9OjRVD0yMrJ69epUt2nTphUrVnzvvfe0+WywGsphCpmMFSZIAvu7iaG4H7jUh0uEF0eRKwoFFgpm+3CBB0Hey9sZ6FbGkFhqEMUSXf/7WQMXlZJWKUQMWlS678LpHtFTtkXq+rgKG+09v834LZfvJNBojFh88MU/vbr8ulfYKYq+CztN2bX+v/hRG6Lrfrm+5Xebm3+3teUPHi1+2C7slzXsl4L9EBqEz3jiuvXQqABT9PrfsqCQ8MjIqGET1siyzIfrGs+w8MgCPcf7VL+5yzd5k/3OXbFXlqVeiKMJAAAAAFA0AS4QiYmJoitLbJkQXbmIL/QymDZ7U3KePjekx/s+Ol1k5QrJ1WukVa+c9/xL+qe65LVrIwgwSe8T7cmB89q0zm3ZMq95i8yGjW47lr9RrvyV8uXu6MpceP1tfWYaa9UUG9ZtrFCuYsXylZgGV674mPCWrEpVhZdg5SfAtKedOnVq2bIl7Xt6enqzZs3at29P+56Tk+Pm5kZO+/PPP+fm5s6aNYuWN2zYQFUee+yx+vXrx8bGHjt2jPTV39//5s2bb7/9doMGDUJCQm7fvn316tWuXbtSeXL1w4cPU7M7duwoW7bsF18IXzYOCgoaN25cWFgYbXHAgAHUWlRUFOuPplBDOUwhk7ECh2C/rhM3hXsevbIt7Pwbv+0SXpXMc/u51h29do7nkf1HL1OBxX6nqnyyUnBOXoBHf7eG/1vv5n2Ciu0/emX2nmMVP14uND5gUdWRq1YdPO1paOHnzZFVqYUBRTDP/q61P1+9NvjsgDneuu5zhFc691041NU3KycnNy+32x97ey8KHrXpsFBygFu5YcsfG7Hyf1uOel7LXBB+Y6pvzKzgKz/uPd3pl10Og0mAJc1SV4UL14XpmPhLaA8+44nr1kO7AkzxyY9rSUqDD4Wb+qaRMqgkOTPVWrRuvyzLVDzZZ86sJbupytptB4rz7dDiaAIAAAAAFKMAFwjptWX+4mvC6OVl4f+Ycwo3QuvTLp31fLxucOlSp6rXya5SK6NZHf0rb+S170jGq2/VIq9tm5wn2ue2a6tv3TqvWbOcxk2Sa9a55eB0o1zF2HIVb5bWnW3UNPPIUaE1BcI2DNtZt2YdezMWea/UgZs3a2FegInQ0NDSpUtXrFjxySefbNeunaOjY5kyZchRKcvT07NUqVKTJk2i5U2bNlH6ypUrqbWvv/7awcGBxPW1116bPn36nTt3qMCwYcOcnZ35IHTr1q1u3bpsmSBVpurffPMNLZ86dYpMuFWrVi1atKhdu3b58uXZm7e0hhrKYQqZjBU4+rm2Gbfx0m3h8imxPvhMKbJT7oGGd02tOHiK5dJB03+ej+HO4YcbodX3532+/KBYSq9f6vtfmf6GRvq71Rm9NjFNeOkU4XsittbnawVrlVYvUPR1JdP2PHZlhseR9t9vG7zQZ+Ohc3eShP/Qc+ZGXKtvN32/+9SvPudrjVrtPHqdw4dLRi8PfHayx8S9Z7acTfor+MrAZaENx2x64Lrsz/7CpW/h0vQAw2VqtiGLg+2aBuEznrhuPTQtwBTsvc3fTbf0Rmj2EeDwiEjLLwJ37j/XLzB0r3fQy8OMvDhavRBHEwAAAABAqwJcIOLi47MNb3VKT0/Pyc2NWbpwj04XVs7pSv36+oq1c57tlPvii3nt2uW1biXc/9ymdU67NnntWsXUrnuuTr3s+g3uVKx4y9HpZrmKN8pVuF5Gd7py5Tvz5lNrpLFCo8ys2f8Zlog1q9eQ9LI7n/ld0JTSvGnz7777zlBODrfiL7/8klR2xowZf/3118yZM0loK1Wq9Omnn1LWzp07yVopi5bXrFlDMrxt2zZaJoNdtWrVuHHjXnnlFSrQv39/SiQBrlevHi0w3nnnnSZNmogrhirkzBMnTqTl5557zsnJiTbk5uZGCk3uTRJO6eZFvfhRQzlMIZOxggWJa+8Fk7eGC9+LNnD5btKLv+wSHqzlZXoteHv63rtJ6Yb8vF2HL5QZbLjbmReg6OdWdfjK3UcuGcrob8SnPPOTu66vwST7u9X+fM3Ve+LT2ruiL9UctbpIAjzArcLQpQu8/qXWsrKp2+J/Nzkde2/wPO/G325acfzuNN+YV6d5fLfukK7H3Dn7jv6952izbzd3+MH9td93d5iwpTR1nj3P3H+R40dLdQMWVflkZb+53r+6R41aGlDrszUF7R7rgAbhM564bj20LsAUPb9YauaTSBSvfuza/9uVn/607td5O8h+t+0++N30LbSwZaf/mN82DZuwhlro3G+urJY03h65yOhnk1QNcTQBAAAAAEqEABPZ2ZlZOdmpqal52dn+b7y5X6c7UrFiQpP6OTUa5rzdLafLk/q2bfLIflu1ED6A1Kp5TsumaxwcdlSumlSr9i0HhztO5W+WqxBbrsKtsmVjnBwvD+ifR3KTk5NN7mIwBeEd0xJWrVpdtXK1qo89CDJhEuBmTZuPHTtWLGQMX19fst8WLVqcPi1+Y+bSpUstW7YsV67c/v37w8PDSXrff/990l2SW51O9/3331+7dq1Vq1a9evW6desWFW7YsCGtUsXhw4eTDP/zzz/nz58/cuRImzZtqlatunfvXspKSEiYM2cONdWtWzcy4ebNmzdt2pSqX7x48dVXX6V0qpWRkUECrCkHVkM5TCGTsYJFP7c6n68JORMrtmVg5u4jZcldueL2d6s0ZJl7xAWWeycx9ZWpD98mTdFrfo8/98Wnipd5t4WdFxJZCyTAX8gEeFWRBJiir2u7cZu3R5y/mZh+NzkjKubmNPeo1t9taj1x+8yAiwfv5H7j8V+PmXt2Hr5YYdjSzj+6X7wd73n0skfUxZUBpzpN2Kp7by670tvmxx3tftxRfeTK1YF0DAv/CSArJ2tVwKnHPl4hFJBt1HSwXdMgfMYT162HHQiw+Rjw7Ur/wNDIKOG2Z8aoyespfZOH8B5pRkhoxOL1XsXwYucChTiaAAAAAAAlRYD1ublpKWmJiYm552P2VHz8gGPZmBq1sus3SuvYKa97t5wnhCd+9c2bCd9Aat5U37TJnYbNvi1dalH5irdq1blb1umeIwlw+ZtOFe44OF4qW/Zsu05Zly5mCndZ56Wkp5NPxsfHSZ9hXr5sRbUq1atXfZz+ZEEOXLniY/kK8MCBA0mAq1Wr9tlnn7GUUaNGlS9fvmzZsqS4tIk333zTwcHBxcXlxRdfJKGtVKnSgQMHnn766YoVK5L6EjVq1Ni4cSNVPHjwYMeOHanM0qVLv/32W9Zsly5dcnNzg4ODnZ2dq1evTilkwrNmzaJiZNStW7cmGa5cuTJVvHLlCuuAdlBDOUwhk7GCxfvzPnb1Tc146JH10zcS2o/fInxMSCy2RNd7wfDFfinp4vvG3A6c0PVZ+OAu6AGLyg1ePM/rOMvNyMl+b+a+BzcSW/0KMPWHop9rxY9Xvjx195u/72n01bo2P+wctfHYmpNxK/+9+8Xmo43Gbhm52O/Etbi232+lzo9bG7L/2JVJm8Nrj1pDZvvqNI8an6549nfPqb4xbX/Y8dPmMHYZeU3A6WGufp7HLo1celD3/gLLX9bFdk2D8BlPXLcedi/APb9YGhQSTpa7xzto5KR1fb5eztJfGrpw8LhVvy/cyRz4n+V7IcAAAAAA0Cz5niHw00FxXXvExcWlZ2bE3YvLyMi4tXiRh07nV87hZtNm2c5NUt99O/eVl/Vthad/9U2b6hs30TdsSOH/eL23dLop5SvGtmx9u3yle47lSIDvOFa66+B0tUzZC1Vqx61fSyaZk52XlZOTlJgUHxfPtkWOSptbtnRZjeo1H69Wg/1JQTL8WMUqzZu1+O6775KTk1mvRF02kJaWlpmZeebMmdDQ0MjIyPPnz2cbuHjxYlRUFKWcPXuWTpHj4+MDAgJoOSUlhc4kKZ2aOnHixOnTp729vb28vE6ePEnF2JVb6syxY8euX78eExNDjVD5I0eO5OTkUPrhw4cphf68efMmlaRlqhseHk7tU5tHjx6lseLtaAQ1lMMUMhkrQPR3qzp82eZDwo8l47u1h3T9Fj64CDzQrfrIVaFnhdeGE6eu32tNYskvAvee3/FH9ytxSSw37NwN4TVXUgF++ApwjaJfAWZB3ftggSDqgxY/OXlXz/kHX5ju+eyve977a/+MnRGX7yQeOnej8VfrydXLDF5cecQK3XtzK3+84u+9RydvCXt26t5F0beGr43uNNGd9W3P4QvVR67Qvf3PF8sOLvY94SDcJv3wbd6mg+2aBuEznrhuPexegClIev0CQiMio76etkma/tyH89e5+9IcNH/Vvs79zd0CbZMQRxMAAAAAoEQIcGJSYnpWRmpqKp1i+r706l6dLqxyhZQO7dNbts4a2CenU+fctq2EC7+NGunrN9DXq6d3dl5QteqLOt2nZRzPP9P5Rs2aNx2cbjmVu+tQmf686lj2ikOF2NFf5ublZGRm5eVlJycnkc6ybZHKMgGu+XitWjVqs6BliiqVqzIBpjKssAyqKC7du0e9TUhIIFOlP0mY2SpVzMrKIk9OT09nCwzyZMHGc3KYrwo3LpsWVzNZGkcN5TCFTMYKEL0WvPnHnvhU4fVRNNLHLt+5m8Ie9NWHnb/Z4Kt1wkeGeOHeC37aEp5jeFEZ/YSTNodTdeEi8EC3UgMX/bAhnFUk/rciUHjJM3+NlkKAHy/qFWBjQQ1+MF/Xa371Ecv7zDnw87boT5cGtB231eGj+6937rOw8sfLFh/4N+h0bKefdvzsc37jmcTm32+buk14i/j1hJSuU7YznX7+Z/e/9x5z+d96yzvJdk2D8BlPXLcediPAHfsIF3VliTzIgQ8cPESuy68AU7AXYs1dsbdT3zk8UTshjiYAAAAAQIkQ4ISEeNJFOr+8Exa+s1JVn9K6U/Wdszt1Tnn55aw+H+S2fiKvTYu8pk1zyX7r1tE/Xj29WdM9H330tq5Mb12p0Befu9uyxfWyDredyt1xrHSjfPlr5RyvlHU49+zzWbdvGV45nU7mGZ+YeH9bCeSxK1asrFfHmcK5rgv9Wbd2vTq16goC3LT5uHHjyGZZYQ5VIeLj4+nPu3fvMtcl+yWY/RK0TAUonXJpgVLYAtsi/UkFKJdVZK3RMntFNhU2vCRb+K4SCbPQawPstJuQObM2JVkN5TCFTMYsjQFuDh8u+WffCdZIRlb2EFc/Nx+2SmOaN2Shr/AWqwce69rim02XbouXeQNPx7qMXidcBO630Hn0miNXhLd5EzG34pp+s1HXd+GDDSluga6hhgBTPwXRXVxh2LIan66qNGylro+b7n3hInapwYYCfRa0Gb8lNTP9D4+oFuPd3WOSFkffqv/V+p3RwrPNe49erjpiubA7fV1bf7fpF/eoNuO2QIDNYDcCPGm2u19gaG/TL3ZevM6LdLfH50tIlV80vNFqoUGAC/RB4OIMcTQBAAAAAEqEAJMNpqULr3Q69ctv23Q6X4cysU91zHjy6bR+g7LeeEPfsq2+RbPsxs1znRvoa1bLrlD+5jvdYiPDh1Wq8o5Ot6J9h8TnX4ot63DLqdyNcoYngcuVv1a2zLk6dXPDI0kvk5KT0zMz2IaYjtLC6lWrGzVo3LB+I/ZnA5eG9Z0bPF6tRvNmLcaPH5+RIZZXQi1Qm2Swfn5+bm5urq6uu3btOnHiRGRk5J07d9i90zJo78Slh5cLBHWbyTNtgqkyIVqy5INStkUN5TCFTMYsjT4L236/+dIdUWgjL9ysPHz5c1N2pGVlkgBTivfxK9U+Wanrd/9O5oGLyJndfIR3LxOZOTmDyZDfX0CJA+d7sUTiz52Hhe/rDpS8QcrILdDqCHC/hbpe80i2P3bznb3nyOStEc9N3i685JldAf5godOQpX/uPhJ2/sbTU3aO33t6y5nENhO2T9wovEX8TnL6G7/vEq4A95r/0q8ec/cfr/flWuFrT9JNmA62axqEz3jiuvWwDwF+aehC/8BQstnF671kWSye6jd36+6DYRGRoyavX+vu6xcQSsLMvu77xZQNssI8vpu+2YZ3R4ujCQAAAABQIgSYvDAtIyMrPcX3xbd26nRhjz2W/sqr8c90TRvxcVanzvpWrfXC5d/GOXWd9dWrpJRyjJ88Sa/P/aPT0/11ut/q1ol//70bFSrdKVvutmP5W07lSYOvly17oVzlxD/+JpXNzspOTRav6HIBXrN6bYtmLSmaN21B0axJc4paNWq3bNGSBDhVcQWYQy1cuHDhlVdeKVeuXKVKlapXr05/Pv74482aNTt9+jRr3IaQYDNPJqRXlUVRllxSVgM1lMMUMhmzKAYuKjVw0TdrgsUm9Ppv1oSQElcavnxTqPhIcGZObrcZe4RHednLrujP/q5df96ecP+LvhtDz5YftrzsR0v2HxO/fhSfkvHyrx7CrcjSbaknwCSoveeT9JLidvl1b/9lIT3m+T89dffrv++ZsC7k9PV7Ry/fbfbtZtqv8sOW1ftiLTlw2Q+X/Lw16qetEU/+7DE3/Prnm4+0+37z+Ztx1DH//665fLlG1232mNXBiw6cLNtfchd3fsF2TYPwGU9ctx72IcCT/3YnlSUiIqPe/9LIFd1XP3b1PSgYMiMkNEJcio7+bYGHrDALqhJ8SHh71pe/bpRlFU+IowkAAAAAUDIE+N49MtXkw5GbHCod0JU+2bSp/tU3k7u/kznkw9w27fQtW+Q1aqKv65JTp7a+auVbTtXvBfjm5OTs/Prbz3S6b8qWPftej7su9e+UdrjrWP6O4XXQsY4Ol8s6XenWKyf1XnZ2dlZmVoLhFmguwOvWrnuiTfsn2rZv27pdm1ZtW7ds06pF6zq16rZq0YoEmOzR0KkHsDuWiStXrnTt2lWn040ZMyY4ODgyMnLFihXkwNWqVTtx4gRVpJK0CXY7NEEptMxW6c/k5GRaoDK0zIpRgZSUFFaS/clgxVh59qfYFStBW2cbMnpJuXC3WKuhHKaQyZhF0d+t5meroi/cYi3E3Elq+e0G3XvzdO/N7TVrX1om+68DeZvDz5UeLLzkWaw1YFH5IUt3RzPdzYtPS39+yo7Ok7Yn33879MZDZyoNXyE4M98QheIW6Met8hKsvgtqjlrda7Z3/7k+7Sdua/Ojx0crI1b9G7fpbPLEPaeaT/T4cJ7XsatxrcZtIQGe6h4Zeu7GHM/jTcds0H2w4JnJ7tVHrnpi8s6fPM888dPOb1YHsY9v74w6P3btId8TVz9y9RWecJZt0XSwXdMgfMYT162HdgX4qX5zXxq6kHSXBDUoJNwvIHTKXOEzvxs9/D6euOadUYuf/2gBL9zj8yUG243e5OE/dMLqN0a4/TpvR2Cw4LdLTFw0Zh8NJjz2BdjkIWFxNAEAAAAASooAk6ae+/lnD50uqFTZ2FdeznrptbQhgzPf7mb4+lHT3AaN9bVr59SslVu+3J32nZMT7uXm5l7w3DOuVKnROt3+J59M6NghtmzZ2073BdjJ6UrZMqcbNk0/GkUul5mdTepJWyGNZAK8Yf2Gpzp27tTxqSc7dOrY/skOT3Rs366DS736rVu1mThxIjmhoVMPYC5Kujh9+nSy3wkTJpAuUgpB6r5y5coPPvjgkgEvLy8fH5/bt2/Tn8eOHSOZpLq0vH37dhLm1NRUauTff//ds2fPwYMHaZnK7N69OygoiL012sPD4/Dhw9TO1q1bd+3adePGDRoZqmV1AbYE6rmgyPcfVOaGTF0SheBh1FAOU8hkLP8YtEjX37X/HO+8+7eLrz90tu33W5p+vaHJl2tfmuIRGSM+0Hs3JfW5n7dLZbVUP7c+f3vnCR8NEv67wOw9R9eFnGOF07OyhJuie0me/mWhuAJc1M8gDRK+A9zlJ3ffE1dSMrLTM7NPXrvn6n2884/bGn6z6SfPswdv507Yc7rnzL3bws+XG7z45V89LtxOWBt4al3Q6ZUHTz9Pe9Rrvq6/MAhNxm5uMcH9seHL5uw9mpkl/JS5eTnzvY5XHLJEuGtatl3TwXZNg/AZT1y3HhoVYPJb9z0HpRdyf56z/ck+c7btPshWwyMiDwaFzVu5r3M/4QbmZwbO+2XuDlJl6beO3h656A/XncMmrOEpLEh33xu9NJCkOjCUdJpaG/vHZvJtWTG1QxxNAAAAAAA7F2BSLEZ6QqLXc89763RRVaul9uqV/Prr2SOG53Z8NqdtK33TxjnOjfJq18ypUT1bV+rWsKHsTVEZ8bF/N240RqdbXqt23Atdr1YsR95LDiwIcLlyN8uWjqlcJfavOWRr6ekZTCC5AG/csPHpLs90eerppzsLf3bu1OWpJzs3cGnYpnXbH374gbTW0LsHUEWyUOKdd94pV67cf//9R8tcgMkMaZVEccOGDVWqVHFycnryySfLlCkzduzYkydPdurUqXLlyg0aNChfvvx77713584dcmwqQ+mJiYnffPMNGXWXLl1op2i5dOnSjRs3btGiRY0aNSpUqNC+fXuyZdoKDZHYFS3BLyMzPaZjjBlyMTyTLJOx/GOgm+NHS/YcFu9bJu4kpZ2/nXjhdvKF20kXbiUlpLIruoLiLjlwUnBFfjNwX7e6X6wNPRtrKKCPT01Pv/+fAIJOX3f+Yo0Rs1VcAa5ZxCvA/d0qD1u+zP809TAuJT0jW7yb/Xpc8uhlAQ2+2rD08J1pB2Je/nXnlyuCdO/OJaH9ZVtEs7GbOv+y6+Wpu1uP21J6gPA8s+Gmbrcyg+lP1wrDVrzxx+7RK4N7/e1VZcRySpdv1GywDmgQPuOJ69ZDowLc84ulkYavqPkHhv46b8cXUzY8PWAepb/5idt30zeT9xosOHrDdl/Ln+B9a+Si6a4712w7sN83hFWfNNu926jFbNk/MGzDDr9/lu8dOmG1rKJKIY4mAAAAAIB9CrDhBmDBSLNyMnJzc8idLvvu3+HgeFBX6lTrdjk9eid+8F7Wh4PzWrbOadksp3Ejfe06eTVq6qtWSCtb9sbqtcJdzdnCC549Bwwcr9P94eB09cWXr9Wud6es0z2HCjfKVRTehlW27CWHMjF9++ekp2VmZcfde0ggN23c9PxzL3R99vnnnun67NPPPdPlWYpGDRq3btnalABTIm339ddfr169+vnz52n1ypUrw4cPJ6ft27fviBEjAgMDr127NmTIEBLa+vXr//PPP8ePH3/hhRfIexctWnTkyJEvv/ySssh+qToZsouLC8kwlWnatCmtsivAb775JpV5//33qfyff/5Jy59++inZPo2Y2BUNozzG2D3eNFYGQU7LyDC8ltsajyLLZCz/6Of6wi8e95KFrx/lS8yt+LbfbRaetmV1By4iORwjeXiYkZuX9/OWCOO3DSuuABf1Fui+ro2/Wu957PLEjWF1P1v9xh97XH2OXzN8hfjSncS24zZ96/HfL97nq32yosaoNU5Dl33sduCZnz2m+V3cdSltcfSdT9cdbjHevTS1w6ye/Uk+TF0S9s61oPZLwXZNg/AZT1y3Htq9BfrjiWtCQiMoRk5aJ8v6c9Eumlm27PJ/9WNXWZaZ+GraRoPqRgeFhAuuu2xv1w/nU/q4GVvWufvu8wlmuau3HpDWUi/E0QQAAAAAsE8BTkkhIxJeNJWckpSdm0NeFPH1t+46XXjp0vde6575VreMj4elv/VWXssWOc2aZDWsr69ZK696TX358neaNIk7e5qE0PBV3ZxjC+dM0el+0ukiOnS807rtjbKOdx3LkwDfLFf+Xhmny2VLXWjdMeu/k9R+fNxDtxBv2bzlpRdefvH5l17o+iIFmTD5cOOGTZgAk7OJ5e7DBJjMrWfPnmXLlo2JiaHVc+fOka8+88wzzZs3J1OdN28eVZw2bRotb9y4MTU19fLly1T4s88+Yy+OppQmTZq0aNGCRHrAgAG1a9e+efMmJb788stt27alulRs9OjRlSpVonTqM622atWKqpAn26kAmyfu/i3WNAikx+xlXfSzirZhFpmM5RODBAF2O/BvnuECb75k5+T8tj1SeK8Vvwj8wYInxm8+fzNRLGHg3M349uO3Cp8R4hviYUSAi3YLdH+3GqNWrQ46O2iej+6dfwRl7bOg999emYZr0e/M2PO+a9An6w8LHR6wqNywZZWHLx+38799VzP/Crw0ce+Z3/0u/LDvzNPT9gpvq+Y7RUEjQ6v0J0+xONiuaRA+44nr1kPTL8EaNmFNYHB4ZGRU/29W8ET+JPBLhm8dKePFIQv6jnnwNWAezw6a77Z2P9XdtT9QWXfmYuGV0Z4HQnp+sVSWpVKIowkAAAAAYLdXgLOzs4T7hlPSsvPysu7e8WnWZp9Od6TmYxn9B6e8/VbGpyMznuykb9Esp0njLBcXfY2aedWqZ+nKXOj9QUZOZnZWbmpSCvlSesypfxzK/6LTba5d516XLlfLlbvlWO5GuQo3nZzulHG65FD2QvnH41avzsvLS0x4IJBks1u3bH315ddeeelVipdffIVkmEIQ4FaCAFO/xKL3Yff6kvRSLvntjBkzyE7Jw0nbqHBUVFT58uXnz59PJadOnUoFdu3aRQVOnTr12GOPffTRR8x+qTAJbcOGDanj77//fp06dahZarNr167sdmiq8umnn9aqVevGjRtUnrLIluvWrXvr1i3qM+uJlrHiMUb7SwNOA2JKjGUylk/0c23x7aZztxJY3dOx8d9vCB27JuS7daE8xq4N/nFz2PW4FFbm8MXbDb5c90BZB7o5DnSbvfcYyyXy9LnL/U8K9mvUHh++Bdo9IsbpoyW6HnN0789XxDzh6VzhE0pL5I1Ig7bSZ+HU7VG/uUeVoo0OWKTrvaDt+C0Xb8dT+58uC3h+ulfHn3cZbHaRru/C5373XPtfwuDlEbU+W9N63MYW4za3HO/e9Ht3IVf6uaYiBNs1DcJnPHHdemhagClmL91DXjpkvHBbMrvbeZYh5aPvTd6ovHCNZ1RUtNSZeXTuN5d9HHjzTn/2rWAWk2YLb5ne6xPc4/MlPFHtEEcTAAAAAMA+BZjELzszIzc3Mz1V+PxvnI/3dl0p/9Klz3RukzFwQHrf/plDPsxp1VLftHFeg0a5dZz1j9fIq1Lpnq504nxXEqG01IzUtHThVUy52WtbdZyh07mVdbzasePNqlViHZ0MXwN2ul6uwmVHh/NlHK999nl2TlZy0oO7mkmu1qxe+2yX59gt0M8/9wLFC11fbODSqFHDRqNHjybvYo8KKzl58iQZbJkyZaZNm3bkyJEzZ87Qn+TDpUqVcnV1JVMdMWIECTBpMC3fvXu3S5cuDg4OW7ZsoYrsluZRo0aR0fXu3ZvSt27d+ttvv1WuXJnEOCwsjLbLbpP+3//+R+WpQVr++OOPSYa1+QywjGI4xrgYy2Qsn+g1/+fNEVk5wuXf7Nzcqe5Rum5/63rOM7wC+n68O0fXY+5CnxO5ecIDzJnZuWNWhwiCKmnkjel7biWkGlRIfzc59Y3f9xi//Evx8BXgczfjF+w/Pn3n4T93HZEFSfXkrZGtxm4SnjqWNSKLPgvbT9yyKuB0xx/chfuuey9oNW7Tqev3qP1v1hyqNmq1w5ClQrFBi0oPXPT19n97uQa7fLl6ie9/x6/cCT5zfVvY+SnuEZ1/cqe+lRpkBQdmu6ZB+IwnrlsPrQvw6q0HwsIjh01Y8/vCndt2H/xq6sYJM7eSrNKCrCSL979cGh4RSQWWb/KWZbEgi3bfI7xJ613JlV5KIWfuN8aIM6sX4miCokH/LHXr1o3+XWnfvv21a9fEVPAwe/fupSFaunSpuG63aHNHYmNjXVxcxo8fL64DAEChyPcMgZ8OiusaIN4gwHRCmWNwkuBhw3bpdBGOFRPeey+rxztpo0Znv/ZGbrPGeY0b5NVpoH+8jr7a4/oqTpdLlbq9y9tQKyedaho+1bNnyLDZOp2rrnRE7brXK1W84egUW77czXKONx0r3izrdMGh1KWnn0u/fJkLZFKy8IWhAP+Asd989/X/vh454tOB/Qf16dX39VfeaNSgyYsvvOTl5UV+ZUo4yb78/PyeeuqpSgaqV69et27d8uXLkxXv2rXLx8enZs2aFSpUoOnd39+fCpPWtmjRglKoJP354osvXr58OS0tjf5Jevzxx2vXrt20adM6deo4OTk999xzycnJn376KYlxvXr1atSo4ejo2K5du+PHj1P6o3YFOF9kMmYu+rvV/WxV8GnxFVYxtxM6TtxKMikvNkh42dUzk7ffThIV1/vfK7WlD+4OcHMasnTL/S8Gex+/4vDRUpOvTX5YgM2TmJb5zox9Jl1aGn0XjljkuzbodIfvN5PAd5nkHpciPNU8aP4BwdXZpd2Bi6p9tqb95J2tx23ee+QC2wQn5lbisIW+1L3C3fYsDbFF7cFnPHHdemhagElW9/kEk5qGGZyWwT7eO8Ntl6wwi4WrhQu8IaERkZFRfb42ciM0hce+AP/AsDdGuH0xZcPkv91f/dh11tI9tJWeo4vp5mcW4mgWjXnz5pEPcLQsgUwSunfvLq5bicOHD1etWpX2nf51oX+uWKJK22LYo0yq1OfRo0cLh50xVLLBYht8dgjRKc6ZM2fEJNNAgGWwAbGvvyMAaIF8zxD46aC4rgEMAiy8dJcsNv3apZ0NG3iX0p2o0yB38Mfp77yb+cWnOU90yGvSOM/FRV+znr5aLX3V6nnVKl4sU+rs2z1uT5qUOHXq9R9+uDH229hvvo14ou2BUqX8y5SJKlvmgqNDrFO5G07lbjo5XndyulO64rUyZc5Vq5m80zM9PT0jMyM1My07Q/gssPBUsOFDuwkJCTdv3Lx65eqFmAvBQcEXL16kdDO2yWrdvHnT09Nz6tSpkyZNmjZtGi2fOHGCskhuDxw44OvrGxoaevXqVUohB75+/fqSJUsmT568fft22lzifej0Y8eOHVTl33//DQwMDAkJIfEmASaFJumdPXv2/PnzqT9UhSH2QMMU5zEmkzFz0XvBqOUBTGCItcFnBKc1qn8DF5Ue5LYl7LxYVK//eJF/qd4SVX5/3jBXP5Y13M1feBDXlEb2d6szes295HRW2DwpGVnd//S0SIAHLHL4cMk3q4P3H788fl3o+qAzVD3sXGyLbzZKlb7sh0sqDVvmHia4em6ucKv25E3h+45cvJkg3OB9/Mrthl+tF96AxZstVAhd1yR8xhPXrYemBfitkYuY+h4MCvvhr229/rds/qp97O3Qa7cZeVVV7/8to9zNO/3/96vwvqvlm7yfVHzg98UhC0mhA4LCduwLoDKEX0Dojr3C8mc/r5cVVjXE0SwsXPyUaPBEnHkLoYaUMg3j8q/qtgh7FGC1YdfhS9JFePqV27Rp8/zzz1vyQ0OAZbDZCX9HACgo+Z4h8NNBcV0LxMWRg+bkCK+/urxh87ZSpQJK664+/UzWwI9SBg7OGPRBVrNm+gYN8+rU0z9eW1+1hr5a9ZwqlZMeq3xVpzul053R6c4Z4qxOd0Gnu1jW4ZJDWYqrTk4kwDcdy91ydLxazuFWmcrXSYBLlb0+6dfMrKzM7Oy0rIy0lLSUlNTktDSxJ/chUyUptdwzqWSyAWa5YqohndqRKjTlktnSn7KSDIMLC9BQeHh4tGjRomzZsr/88gsZOzUlbUf7FOcxJpMxkzHAzWHwkhm7D5+9kXAmNuHwxdtv/7FH109x+ZcF2Ww/t9d/2/3v1XunY+PP3UyY7nGk4rBlD1xxgFutUat3Rl0MPhNb47NV5hzS8M6qg6eun45NoKbMBPUq5MyNF6d4WPSKLOrhABL1xbQXW0LPRl+4syMy5rnJ7KvF969FU5kP5o9a4pdu+MbvAq9jjkOWkDmX+XBRpx+2eh+/cjc57c0/9ur6mhgEi4M5oQbhM564bj00LcDPDJw3b+W+P1x3vj7CjSf2+Xq529r942ZsYQWGjF/9/Z9b/1m2l5SYtJY8dtRkwWOZ03rsC1i20fu3BR5fTd34ruH53n5jVgjWa2DhGs9pCzz414Z/X7iTbaJ4QhzNQiG1X37aLU3U2qmn2lIqBQJc/JQwAWa7Q3+zRo8ebclRBAGWAQEGoHDke4bATwfFdW1Aupmbk0sE9h+yT6eLLFc+uV+flJ690z8fmfPi83mNGutd6utr19U/XjOvyuN5Varqq1RJqVzlUmkSXaerDk7XHJ2uOzhdpz8dy9GfNxyZ9wp/Utx2KHeDEh3KX3Eoc6l06ZMvvJwSH5eVl5eRmpGSnp6YTLIrF9ECcffuXSa6/OlcU6ZKxagAeW++tzGTAM+cObN+/fpNmzZ95ZVXzpw5Y1/2SxTnMSaTMZMxaJHTkOUNvtrQYuzG5t9ubPT1urKDF5firqiMQYvKDl7SZMz6Zt8KVRp9vaH80GXCi6N4gQGL6ny+tt7otazwg3RZGNpp9PV62mgzs9Hi242Nx6yv+PEy0lp5I6ZioPD5olIDF1UZvqIU1VKac6/5qwNPk7CFno0Vvj/c39VQZaGu59wxq4P/vXq3yZgNwl3QsloFDOaEGoTPeOK69dD6M8Dmg3/ZiIiKEr5vRMLM3pX14Xerdu0PDAt/cO+0l29Ip75z3v1i6cGgMLLlQWNXskbeGrlo5uLdgcHhP87axlKKJ8TRLBT81lPZOTd3P37rJivJbg+W3rAqPTe1pAxDdse1zA14XarISpIRXbp0iT2jK0WaLr11WemuyjYZvG/MPSiFdvnkyZPKbbHreGzZaC1L7nGVIhNgWpUNnXSPONLO842yup6enqzbUoGU/hCyX1mapdyWdEO8Qd5JVsaSPvMhYrm7d+8243imBFjaVdlQUz9lKTKNNDo4sh0hjO4va/zYsWN8F9gRRdXZKmHGV8nfatWqRVvhC2LGffiT54RscGiXZfslGxwzP58lvwth9FhiSBuX7mDhBsRUa2b6KR0ZhvRHEZMePtQBAJx8zxD46aC4rgESEhMycrKFD8LeuryjtstBne6/Bg2yhg9Nfq931qjhuS1a6Rs21Netp69RW1/18byq1fKqVNFXrR7nWC62rNMNpwo3nQTFlcad+3GLCjg43RSCCjtecyxzpXTpc4/XSPTzyc3Ly07LTsnOIO9OT00Xu6Iypp4lVkKqfPv2bZqcz507d/HixTt37ogZ9kNxHmMyGTMXwlVTwwdvyQDFm5bNv2/Z8F1cKkxBFYXyPAzGO2CRboAFV2sphHYsCKFXi0qZ75U8DF8zGkghSzdE7/luPv+SsH2//pCu9wJdPzddHxoBt/5z9wecih3q5i9sVFal4MGcUIPwGU9ctx72LcDdPl281/D93i07/cljuwwQ1JcH6e6zg+Z/N32z4abp6F/m7ujYR0h/aehC5a3RLw9b2LnfQ9XVDnE0Cw6/0qs8OZZKCzM06SmsDK5wlpSRtixFev7N2/nxxx9ZD+k011oCrIT1TaqyRgWYtjVjxgy2zJvlY2jGgkzBOikVYEPbD42ndKeYEkhTqCQbNCYSHTp04HUJtkfcEFhXeT9pdfDgwWyZkG2LVvkvQtsdM2YMa4Qbi6FU/n022gcqb2q4ZI5HyFogZJtgSiaVN1aFb8Lo4Mh2xNT+MtfiWWx/n376aZ7CCkhblkK5rOdsv2R7bX5w2LakLbMCLMX8z5fv72LmWDJ/2BR0QMy3lm8/pbvMMPVLAQCk5HuGwE8HxXUNkJScnJ2Xl5mZGbN0iYdOF1BWd+2VF7L7DUr66KOcXu/lNmiYV99ZX7uOvnpN8l59lap5VatmVnqM/PaGU8UbTuVuOToZC8NF4LJOFGS/NyjKlr1R1uFSWcczulK3pk7L0+tzMnOz87L0+ryUVPkt0KDoFOcxJpMxxEPR3/XFX3ZcuB1/4N8rff7xfv333f3n+izwPrEx7Pz7f3uRwJcy9e6ugoQohdqDz3jiuvWwbwGmeHvkot1eQeS3U+d7yLIoun+2eI/pXNuGOJoFh599Su2CQyeaLJedrfJV2bkvwasXqIzslJowI6u8Om+QF2an8pRiVACUbfK+8RRWhp2pSwsoG2Gn45TC+8M6L9205bD2+ck9W+XDQijdw9SGWF3eTwaV5/vCUKZwpNuSCaQU2pBynM30mQZZtkVlFSns15QekMoWWPf4zip3StZ/o4Mj3REz+8t+X/4bKb1R1hkpsmapKel+EeYHR9myhT8fke/vQk2ZOpaUW5Gm0HKBBsR8a/n2k63yzZn5pQAAUvI9Q+Cng+K6BohPiBc+75qWHtD9Ax+dLvKxiikfDsh+672U0Z9kPfV0XsMGec619TVqZdWslUcC/Fi13CrV7pWrIFzXdSx329HxrsP/27sT6Kjqew/gN5kkkwRURBHQWtv3rK/H+jwuiNY+N8QWLU+sIMEFRbRgS6VKxba0uC9tpZawhVVECIgQiAYStpB9I2AftW5YZU8Iy0xm35P3u/P/n38v905mJuFm5iZ8P+d3PPnfufO/9/7ncs//6yw3vSWd4m4WhWGqJrP5SKa5OSO7Jb1Pc7q5JT29KSOjKd1MAfiYyXwgLesbSfpq+PC2EEVfWSAUdGi+AwxnLpHnmCqModSVs+iGPxa8tenj5eWfzd/6jxlrGkbN2nLplHz53WA90i8V+9dkQOKKx9v66fEBmIoy8IcllZRyVZ9hHvZ43vayWvber3K5QYqPZuex2SdRzcsZkQ/ZdFM0VXNfWiKmvzHXYfNXairnxGIdsVD0o52ji30WM2ztbhDtatp9Y3NrWsIOX7tv2k4I64dtS2w64gDGxPoX+0NN1fEqswTblnJPlFRdkYhRQbsJQbk+21bEg1L1EH2flX8LEXdMUG06Yg9EFcmUpxNRbUI7OES551GOV9s5nQDKJfGPVTxZTrVQua3oJ4D2kKO8LlG6irhXyt46NSAxe4u+n0Q1aFFGGwCUYs4QxHSQtw3AZpd/88n62Wfr+g8ul6SvL/+v0PjxrrtHuh7P8X3nP9sv/nbw4gHt/Qe4BwwMUfrt16+1z7lHM7KbzVnNFHozKPFS+s0+ltGHEm+LKeu4KaslI6PZbD5u6ns8jf4wNadnNKWFK918lP6WUj6/eNDJj//u8Xr9oWAgFAr6fXxXQD+JPMdUYQylrvAHudMeWXzuE8vPm7g8a8Iy+YPWZ/zDV8riodB4xBWPt/XTGwIwVc6zyyno5q3colw4asoSWrh6Q6lyoXGKj2bn0eyTggGJOKEUiZHNX5XBj61AVAtjriMyp2ryHbEfopo6E7HPogc2J6Ylyu1qVxN9isl01wKwWEj7JnrQ7qfYHKNdgbCuxP5QUzV0yqASMUsI2ueKfVNRrUZ5hj8QJvoXh6k6N1Qbir7PbB9U+xz9QFQJJ2IPhHZbbDeeAKzaSaI9kIjHGzHvKdeJEskirinOpXgGh+0VO0PY+uJsYaK8fFFelygvQczTplMDErO36PtJtEfd0SsFAEoxZwhiOsjbBtDqcIRCoS/zFq6XpOq01BN3jgjeO8b9cI532O2Bwd9uG3SJ9+KL2vpf1H4u1Xkn+2Udy8xolVItUspJydQsSUfCdTj83xZJapKkk5J0PN18JDP7ZFqf5vTs46bMZkUAPpKS+k16ZtO8hR6PJxQM0UTW7/PyXQH9JPIcU4UxVOQat1D+GjMV/XHal5l1KJYJDUhc8XhbP70kAE/4/UrKur/9yzr6e+RTix/97YrrxsymqqnbtWFzBftZLKMVH83OE9NT1YyWsGkom2iy2SdLdMrZqlhHLIy5jtiimOAyqieyJlFN94mY/ooetLtBtKtp+xQ7w2bSLBVQM3oAFpujZ61bt47+0I5enFj/Yn+oqTwEwrbFth49N2qfy46uo/UJy04iRUTsX+QrMQKqDUXfZ216IdEPhD1d7FVHR0E7JrarjWSqTWh3kkRcqD1ebed0Iimjl2qHBXE6qYje4hkc5WDSnii3wna1o5cv+usS5SWI57SJf0Bi9hZ9P0nEUSLaVwoAlGLOEMR0kLcNwO5wtLW1VYy4p1iS9vY/3/3go+5hd7snPuy94vvtAy8JDhwUumhg+wWDgudeaMvOOJmR1iJlHD3vgq8HX7J74MDPr7vu8MiR++76373D7vn7yJ99PfWZ5tdf/9dz02dl9HnNlPauybw/NbslLa0pLZ29CSwH4LS0gxSYH36UprB+n9/t97XaesBtdXucRJ5jqjCGSnyxTGhA4orH2/rpJQH4xdyNFICn/3ndzLcLGsK3Dl77YdmkmfkFmyrqdzXe/tgC1fpGKD6ancfmmmweqZqk0sSULRdTW22AFFN8MSGOuY5oKmfM8fQjiB0TE19xFMqZtHY1bZ9sbk1L2M5od0PbCcMm37TamDFjtI/Gj/Uv9oeaMUNLR9vSPjf6+uxR5YuuXSLQ0InOVRuKZ59VfUYPRezp4vToaK+UMUwbyVSb0O4kibiQUR5vp/IeW8LQE7X9K3cszsFhO8B+lU0sj/nyxfO6RDw3ojzEdGpAYvYWfT8JGxDtdYBRvlIAoBRzhiCmg7xtAE6n07//m4K+/cpM0qEfXOXPGdd690/9P7s3cNHg9sGDAoMGhi4Y4Ol7fktW9tGsdIuU+sn1N51obHQePmQ5vN/nsgeCQcrPNB/1+/2BgHyzU18oNO36G8dJ0lRTyscZ57RkpJ4egNMPS9IX3/2uv/lIKBRyB3097g5DPUIizzFVGEMlvsKR0IjEFY+39dNLAvDCVVso9LJfe95RXrtyfan81549LAzfP3WZan0jFB/NLmHzSznkKTKwcqGYetJcky0Rk12xRMxWO7WO2BxNqdkS7Traia/YN+UsXNUnm3azJVH6FF0pJ+vUFD1H3BZRjg/paHYeE83+lU+PGQboEFR7IkSMc1HWZ4egTFBsZ5RLBOV+qjYUfZ+VWYg9StjLHXFDRPsU7VGoYpV2H1Sb0K5AIi5k6CFxvJ3Ke2wJibiQKJfHOTjslZoxY4byLkoxXz7t0bHNxXMuRXmIdHZAovcWcz/ZkXb0T0z5SgGAUswZgpgO8nYyWCwWOXPKd8S1tba2+ny+I/PyPpCk6sxM64h7AncNdz6Y473hh+0XDvIOvtDV73xLVvap9Kxj5qyWDPM+STq+YY0njOKux+v10vN9Ppfb7QunX0J5+KPnn39akp5LM5X1u8iSkdFskgPw0bRw+jWlHUiR9qelH1tTwNb3uvERaP0l8hxThTFU4ov9UzIgccXjbf30kgBcWFxBQbeqpuHVeYW3PjqfljwyfcXqjTvDKXjPL19arVzZIMVHs6vYJDIi5cySJrJ86emUs9t41lGmU6WI/Wintmx+zB4lbJ4d5RCUM362RPQpcizrRBuAI26LPVf0FmVyH5Nq+h4zDLA9VG5x+vTp7G/tcwk7QOVu0xJ27xxVShFDwRIUbWjy5MnyE8LoYMVGVRuKuc/sGFVNsSEt1Y4RdtSqwVcOgmoF1bGQiIOjXBjleLsWgNk+RAxmyu3GMzis/6FDh0bZaDyHrHpdopxLrDfl5miJuOVSZwckem8x91O72x29UgCgFHOGIKaDvJ1wlH79fjm1ejzeYMBH80iP27l56I1lkrRn8GDvQw8HbxrqHnOf47uX+8674MQ5fY6Z+5ww9ztpNsu39pVSDlz+PefB/fw92/Bdda1ympabVgrTdrvd4aBsfHjbtudS056VTJsuvezUBf2OppqaTOnNqelNqWlHUtP2myQK0kcmPUtbDwaDdptN7gh0lchzTBXGUImvcCQ0InHF42399JIA/Mzra1+bVzh8Yp5y4TWj/zZpZv6c5cUjJi1SLjdI8dE8MzSVZJNvRjlhZdgKNFstKipiQZFop8Ix12FUm1PFIfFoxAjB5u5sBbGfIjwQ6k00xdRZ26eIDawT0a1yhyNui2j77wLWSfwBmFEOnfLwVc9llPtPOjo0Wr53715qshdC9SzVgSs3FM8+i3FmXX311VdiQ1qq+MSwhawHoh1z5SZUx0IiDo5yYZTj7VoApnVUzxLYtsQhxDM47G1h1b+FKC8fied1IRHPJaIaEOWxdGFAovTWqfNHjA/rhyi3AgBKMWcIYjrI28ng93k9fr/L4fKFP73cvLNyfXpWXYp06JrrQvfm2G7/kfuuO+z9LzplNjf1zTyW3bcps2+LWb6bEaXW5scf8XljvGFLKTjgtL9x6WXTJSn/skuPf/+Ko1Jqc0rasVQ5Ax9NTWtKMX0pSV987+p2r8Pv91Nw5s8E/STyHFOFMVTii4dC4xFXPN7WTy8JwFTXP2DEX7qKUnw0uxmbK2uDhFI86/QOZ8+R6o7lmYj/awMAAHQRc4YgpoO8nQwulzMYCngpegZDFIDrfj29SJLqszNdI0f6bv2xc8Tw4FVXWbPOacnOOtjXfCTLfDDLfMyUfjDV1CBJjlUr6Hm8ow64/fI9flfeN+olSZrb/9zD19/QnJLeLJkoAx+VTIdTUo9IGZ+kSGVpJkvtTtoBiuL8maCfRJ5jqjCGSnyxTGhA4orH2/rp8QH4wWnLZy0u2rC5YntZ7eoNpb96eY1qBcMWH81uhgAsKN+SwhtQnaV9CxEAAPQVc4YgpoO8nSR+vyfU3ubz+73HjxVedZX8+88XX+J7aKzzppv9dwxznH9hc2bmoT5Z+7Mzv8nM+Doz/Uhq1peStDPrvNZP/unz+cKffe6Qw+Wh6Wld7pwXJSk3Pf2f37vyRPY5R1NMVJR+96ekfm5K35ci7ZKkT6e/EAgE7A4HfyboJ5HnmCqMoRJfLBMakLji8bZ+enAAHvnU4kX5W9m3fBt2NW4trWF/P/9n+WZIxi8+mt0MAZiwD6MyePs3HjRiyg/0bg5/6rujzz8DAIAuYs4QxHSQt5PBYXf4gv72UCgYDP5r3dp1ptTy1NTD194QeOB+79VX2//j8sNZ2fv7ZB/I7rM/I+vLzIxPqdLOrZak3f9zi9fl9gUDFkvkCEzL7Xa7/PtYodDBhl3T+/R7S5KKM7NazJlHJOmAJH0tSZ9RP5JULkkfSlL1zNe8Ph8CcHdI5DmmCmOoxBcPhcYjrni8rZ+eGoCnvbG2vkH+hefC4oqnX1lz58S8mx+aO3rqsvKqeqpbxsu/g2Xw4qPZzRCAiQjAeA8zTsrvuBL8XwMAgASIOUMQ00HeToZgQP6Icrt866L20kcfpyDaYM62/eRu37DhzgGXHjj3vC/7Zu/Lzv4qK3ufOfPTjPRP0rPqMswlkrTv5Vfa2tpCoZDX4/V5fB6Xx+v22m0Ol8NNodp6qtV6stVhc55qPvGPvZ9uK97x+sSnpl95zZsDLy47J6tqQP/qK68sv+320lGjSh/7ee3Lr9Quyms5etjp8fDdAl0l8hxThTFU4kv+x2xI4orH2/rpeQH4tsfmz1tRQtGXAvDv3lo/NGeO8tFl72+jh+L81asbx80ZMjZp3xzmowkAAADQEwKwxWLxyF8ADshfvv3m0AcDLi2VpP8bfKHvsdGWq39w9Pz+BzMz95mzPzX32ZuRvScje1d6dmNqWkOKtFlK+XhV/oHm4wcPHrG1OvyeAIvQ/L9MsN16ytZ04PChrw/uP9jc1GKxtZxo+fzzk198YT9wyH3slNPi9AXlFSlF2+32YDDodDo7ej8ZzkQSzzHoiNVqdblc/vCX5M8S4orH2/rpSQF4+MS8P75dsL2sliLuuqLy+361VLtCZXUDrXDzQ3NVDynr2jGzJ7+QT1G5aGtVwabyl3I33pCThBjMRxMAAACgh7wD7PB4Av4gRdCmz/bOvXDgFkk6dt2Q9nE5LYO+tS/rnH+azB+nSHWSVC1JZVIKPbpRklZJ0sIB31qdt7RoU9nexr0nT5xqaT7eapHf73U53OF3g70et8fn8znCaJbP7jBMW6GpKv2XYTNXCgBOh8Pj9/n8fkq/NtwGqRsk9xyD6Oi0dzqdXq+3rU35P5B6IXHF42399IwAfO3o2b97a311bQNF34Zdja/NK7zpQXXEHT112cbN8t2AZ8xar3pIWRSb8zeU0mqEOqzfJX+O+k95H42YtGjSzPwnZqy8Y8IC1VO6qfhoAgAAABg1ANM8m9+5N8zn8rWF2iiMtlpsHy1cvOiKq7684geHBn6nQUqtkkwfnJe99juXb/zvIUXD7ioam7Np0pO1L73YMGf+xzvKvj52wtnq8fl91CHlW5rEC7zrMIfb5W2Tb24U8AfcborGXrff6w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Austria Smart Cities Market Trend Analysis
Strong Government Backing and Support
- Strong government backing and support are significant drivers of the Austria Smart Cities market. The active involvement and commitment of the government to smart city initiatives provide several key benefits that contribute to the growth and success of smart cities in the country. Strong government support ensures adequate funding and investment for smart city projects. Financial resources become more readily available, making securing funding for various infrastructure developments and technology implementations necessary for building smart cities easier.
- The government can establish a favorable policy and regulatory framework for smart city projects. Clear guidelines and standards facilitate smoother project implementation, allowing quicker decision-making and reducing bureaucratic hurdles. The government's role as a central coordinating authority streamlines efforts across different departments and agencies involved in smart city projects.
- Strong government backing and support act as catalysts for innovation, efficiency, and progress in the Austria Smart Cities market. By providing the necessary resources and creating a conducive environment, the government plays a pivotal role in driving sustainable urban development and improving the quality of life for citizens in smart cities.
Increasing Tourism Advancements
- Increasing tourism advancements present a significant opportunity for the Austria Smart Cities market. By leveraging smart city technologies and initiatives, cities can revolutionize the tourist experience and contribute to the growth of the tourism sector.
- Smart city solutions can enhance the visitor experience, offering seamless access to information, navigation, and personalized recommendations. Tourists can easily explore attractions and find relevant services, making their stay more enjoyable and convenient.
- The implementation of smart mobility solutions can revolutionize transportation for tourists. By optimizing public transportation and introducing smart mobility options like electric scooters and bike-sharing services, cities can improve connectivity between tourist destinations and provide eco-friendly transportation choices.
- By capitalizing on the opportunity presented by increasing tourism advancements, Austria's Smart Cities can position themselves as modern and tourist-friendly destinations. Integrating smart city technologies with the tourism sector will not only attract more visitors but also contribute to the sustainable growth of the tourism industry and the overall development of the cities.
Austria Smart Cities Market Segment Analysis
Smart Cities market segments cover the Solution and Service, Component, Level, and End-user. By Solution and Service, the Smart Utilities segment is Anticipated to Dominate the Market Over the Forecast Period.
- With the increasing global emphasis on energy conservation and sustainability, smart utility solutions offer the potential to optimize energy consumption, reduce wastage, and promote energy efficiency in cities. Smart utility solutions enable real-time monitoring and data analytics, allowing cities to manage their water, electricity, and gas resources more effectively and respond quickly to demand fluctuations.
- Implementing smart utility solutions can lead to cost savings by minimizing operational expenses, reducing system losses, and optimizing maintenance processes. Smart grid technologies allow for better integration of renewable energy sources, smart meters, and demand response systems, thereby enhancing grid stability and reliability.
- With smart utility services, consumers can gain insights into their resource usage, allowing them to make informed decisions about their energy consumption and potentially reduce their utility bills.
According to the graph, the revenue figures for the utilities market show steady growth over the four years, with the total revenue rising from 4.11 million Euros in 2019 to 6.06 million Euros in 2022. This represents a notable increase of approximately 47% over the timeframe. The growth in total revenue in the utilities market indicates an increase in investment and infrastructure development in Austria's utilities sector. Strong utility infrastructure is essential for supporting smart city initiatives, as smart cities heavily rely on efficient and reliable utility services for their smart systems and technologies to function optimally.
Austria Smart Cities Market Country Insights:
- Vienna, Graz, and Linz are three prominent cities in Austria actively investing in smart city technologies to enhance urban living. Each city has its own set of initiatives aimed at improving efficiency, reducing environmental impact, and enhancing the overall quality of life for its citizens.
- Vienna, as the capital city, leads the way with various smart city projects, including the development of a smart grid, the deployment of smart sensors, and the implementation of a smart waste management system. These efforts are geared towards creating a more sustainable and digitally integrated urban environment.
- Graz, the second largest city, is a pioneer in smart city technologies with initiatives like a smart transportation system, smart parking meters, and smart water management systems. These innovations aim to optimize mobility, parking availability, and water resource management within the city.
- Linz, the third largest city, also plays a significant role in the smart city landscape. It focuses on smart energy systems, smart streetlights, and a comprehensive smart city platform. These initiatives contribute to energy efficiency, improved urban lighting, and data-driven decision-making.
COVID-19 Impact Analysis on Austria Smart Cities Market
- The pandemic has accelerated the implementation of digital solutions in Austria's smart cities. With the need for efficient management of public services and healthcare, technologies such as contactless payment systems, remote monitoring, and digital communication tools have grown.
- Ensuring public safety and strong health infrastructure has become a priority for Austria's smart cities. Smart technologies such as AI-based health platforms, temperature monitoring, and crowd analysis have been used to effectively manage the crisis. The shift to remote work during the pandemic has highlighted the importance of strong digital connections.
- In the Austrian smart city market, there was a greater demand for reliable internet infrastructure that supports remote work, e-commerce, and digital services. Covid-19 has had a major impact on traffic and movement in Austria. Intelligent mobility solutions such as traffic management, intelligent traffic systems, and bike-sharing services have become crucial in managing limited mobility.
Top Key Players Covered in Austria Smart Cities Market
- Kapsch TrafficCom AG (Austria)
- EVN Group (Austria)
- Telekom Austria Group (Austria)
- AVL List GmbH (Austria)
- Siemens AG (Germany)
- ABB (Switzerland)
- Honeywell (USA)
- Schneider Electric (France)
- IBM (USA)
- Cisco Systems (USA)
- Ericsson (Sweden)
- Microsoft (USA)
- Huawei Technologies Co. Ltd. (China)
- Nokia (Finland)
- Thales Group (France)
- Bosch (Germany)
- Infineon Technologies Austria AG (Austria)
- Wiener Netze (Austria)
- Swarco AG (Austria)
- TTTech Computertechnik AG (Austria), and Other Major Players
Key Industry Developments in the Austria Smart Cities Market
In Sept 2022, AVL opened a New Hydrogen and Fuel Cell Test Center in Graz, the company’s know-how covers the development of a diverse range of vehicle applications, in the fields of marine, rail, and aviation, stationary power generation, and efficient hydrogen production.
In Nov 2022, With the "Green Gantry", Kapsch TrafficCom introduced a gantry made from local and renewable resources that pave the way for sustainable road infrastructure with its positive carbon footprint. The gantry developed by Kapsch TrafficCom, made of Austrian wood, binds more than 20 tons of CO2 and thus has a positive carbon footprint.
Austria Smart Cities Market
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Base Year:
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2022
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Forecast Period:
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2023-2030
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Historical Data:
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2016 to 2021
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Market Size in 2022:
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USD XXX Bn.
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Forecast Period 2023-30 CAGR:
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XXX%
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Market Size in 2030:
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USD XXX Bn.
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Segments Covered:
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By Solution and Service
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- Smart Mobility Management
- Smart Public Safety
- Smart Healthcare
- Smart Building
- Smart Utilities
- Others
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By Component
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- Hardware
- Software
- Service
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By Level
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- Emerging Smart Cities
- Developing Smart Cities
- Mature Smart Cities
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By End-user
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- Government & Municipalities
- Transportation & Logistics
- Energy & Utilities
- Healthcare
- Education
- Others
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1. INTRODUCTION
1.1. RESEARCH OBJECTIVES
1.2. RESEARCH METHODOLOGY
1.3. RESEARCH PROCESS
1.4. SCOPE AND COVERAGE
1.4.1. Market Definition
1.4.2. Key Questions Answered
1.5. MARKET SEGMENTATION
2. EXECUTIVE SUMMARY
3. MARKET OVERVIEW
4. GROWTH OPPORTUNITIES BY SEGMENT
5. MARKET LANDSCAPE
5.1. PORTER’S FIVE FORCES ANALYSIS
5.1.1. Bargaining Power Of Supplier
5.1.2. Threat Of New Entrants
5.1.3. Threat Of Substitutes
5.1.4. Competitive Rivalry
5.1.5. Bargaining Power Among Buyers
5.2. INDUSTRY VALUE CHAIN ANALYSIS
5.3. MARKET DYNAMICS
5.3.1. Drivers
5.3.2. Restraints
5.3.3. Opportunities
5.3.4. Challenges
5.4. MARKET TREND ANALYSIS
5.5. REGULATORY LANDSCAPE
5.6. PESTLE ANALYSIS
5.7. PRICE TREND ANALYSIS
5.8. PATENT ANALYSIS
5.9. TECHNOLOGY EVALUATION
5.10. ANALYSIS OF THE IMPACT OF COVID-19
5.10.1. Impact On The Overall Market
5.10.2. Impact On The Supply Chain
5.10.3. Impact On The Key Manufacturers
5.10.4. Impact On The Pricing
5.10.5. Post COVID Situation
5.11. MARKET IMPACT OF THE RUSSIA-UKRAINE WAR
5.11.1. Geopolitical Market Disruptions
5.11.2. Supply Chain Disruptions
5.11.3. Instability in Emerging Markets
5.12. ECOSYSTEM
6. SMART CITIES MARKET BY SOLUTION AND SERVICE (2016-2030)
6.1. SMART CITIES MARKET SNAPSHOT AND GROWTH ENGINE
6.2. MARKET OVERVIEW
6.3. SMART MOBILITY MANAGEMENT
6.3.1. Introduction And Market Overview
6.3.2. Historic And Forecasted Market Size in Value (2016 – 2030F)
6.3.3. Historic And Forecasted Market Size in Volume (2016 – 2030F)
6.3.4. Key Market Trends, Growth Factors And Opportunities
6.3.5. Geographic Segmentation Analysis
6.4. SMART PUBLIC SAFETY
6.5. SMART HEALTHCARE
6.6. SMART BUILDING
6.7. SMART UTILITIES
6.8. OTHERS
7. SMART CITIES MARKET BY COMPONENT (2016-2030)
7.1. SMART CITIES MARKET SNAPSHOT AND GROWTH ENGINE
7.2. MARKET OVERVIEW
7.3. HARDWARE
7.3.1. Introduction And Market Overview
7.3.2. Historic And Forecasted Market Size in Value (2016 – 2030F)
7.3.3. Historic And Forecasted Market Size in Volume (2016 – 2030F)
7.3.4. Key Market Trends, Growth Factors And Opportunities
7.3.5. Geographic Segmentation Analysis
7.4. SOFTWARE
7.5. SERVICE
8. SMART CITIES MARKET BY LEVEL (2016-2030)
8.1. SMART CITIES MARKET SNAPSHOT AND GROWTH ENGINE
8.2. MARKET OVERVIEW
8.3. EMERGING SMART CITIES
8.3.1. Introduction And Market Overview
8.3.2. Historic And Forecasted Market Size in Value (2016 – 2030F)
8.3.3. Historic And Forecasted Market Size in Volume (2016 – 2030F)
8.3.4. Key Market Trends, Growth Factors And Opportunities
8.3.5. Geographic Segmentation Analysis
8.4. DEVELOPING SMART CITIES
8.5. MATURE SMART CITIES
9.SMART CITIES MARKET BY END-USER (2016-2030)
9.1. SMART CITIES MARKET SNAPSHOT AND GROWTH ENGINE
9.2. MARKET OVERVIEW
9.3. GOVERNMENT & MUNICIPALITIES
9.3.1. Introduction And Market Overview
9.3.2. Historic And Forecasted Market Size in Value (2016 – 2030F)
9.3.3. Historic And Forecasted Market Size in Volume (2016 – 2030F)
9.3.4. Key Market Trends, Growth Factors And Opportunities
9.3.5. Geographic Segmentation Analysis
9.4. TRANSPORTATION & LOGISTICS
9.5. ENERGY & UTILITIES
9.6. HEALTHCARE
9.7. EDUCATION
9.8. OTHERS
10. COMPANY PROFILES AND COMPETITIVE ANALYSIS
10.1. COMPETITIVE LANDSCAPE
10.1.1. Competitive Positioning
10.1.2. Smart Cities Market Share By Manufacturer (2022)
10.1.3. Industry BCG Matrix
10.1.4. Heat Map Analysis
10.1.5. Mergers & Acquisitions
10.2. KAPSCH TRAFFICCOM AG (AUSTRIA)
10.2.1. Company Overview
10.2.2. Key Executives
10.2.3. Company Snapshot
10.2.4. Role of the Company in the Market
10.2.5. Sustainability and Social Responsibility
10.2.6. Operating Business Segments
10.2.7. Product Portfolio
10.2.8. Business Performance (Production Volume, Sales Volume, Sales Margin, Production Capacity, Capacity Utilization Rate)
10.2.9. Key Strategic Moves And Recent Developments
10.2.10. SWOT Analysis
10.3. EVN GROUP (AUSTRIA)
10.4. TELEKOM AUSTRIA GROUP (AUSTRIA)
10.5. AVL LIST GMBH (AUSTRIA)
10.6. SIEMENS AG (GERMANY)
10.7. ABB (SWITZERLAND)
10.8. HONEYWELL (USA)
10.9. SCHNEIDER ELECTRIC (FRANCE)
10.10. IBM (USA)
10.11. CISCO SYSTEMS (USA)
10.12. ERICSSON (SWEDEN)
10.13. MICROSOFT (USA)
10.14. HUAWEI TECHNOLOGIES CO. LTD. (CHINA)
10.15. NOKIA (FINLAND)
10.16. THALES GROUP (FRANCE)
10.17. BOSCH (GERMANY)
10.18. INFINEON TECHNOLOGIES AUSTRIA AG (AUSTRIA)
10.19. WIENER NETZE (AUSTRIA)
10.20. SWARCO AG (AUSTRIA)
10.21. TTTECH COMPUTERTECHNIK AG (AUSTRIA)
11. INVESTMENT ANALYSIS
12. ANALYST VIEWPOINT AND CONCLUSION
12.1.Recommendations and Concluding Analysis
12.2.Potential Market Strategies