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Perfect Fracking
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BLUEPRINT:0,21,1120,1109,0,0,0,0,637783969968200433,0.9.24.11209,Perfect%20Fracking,IN%3A%2020%20Oil%2Fs%0AOUT%3A%2020%20Hydrogen%2Fs%2C%2020%20Graphite%2Fs"H4sIAAAAAAAAC+z9d5RUxfMHDN/NZJacgwiCZFhcou7MXcwgSBZQUFBRVFRQMZKERQRBUIL6JUqSHN0ZVHLOSgYVkSwZJcM8Xbe6umt3ivnpec/7PP8w59zZDzp1u7u6urq6uro6ynGcR9WT1cHPcPXk0zjKCTnOOv2f8zlvx+v/fi1Uyc3rJPqjhhWpzXGCs9CF55eEck5j9buQ+kTBa8z71CfaWebP55T2R9X55XuOvw4tcOEB4pwx4cTR8HUrtNVfSJfGcZQqNUqXvF0gjkHiGDer09sf9foL33PcYE/FuvAA8Xux4cSxWPxoRTDMK43jKCctFR4gzhMXThzneMwd7y8B7Vw3szbHFVSVK+hqJ4ZVO9rpGIvIY/y5UCl/dl0qx7Gq9Fhdg8IC1xO8/vvgSX+/x5r7+yQtCdwMpfhbtmzuXz7moeCabGmpB0IDUn9NqOQMVCSdVFGhOCKO8kAWgDdDk9wCTm8fMIzjp5xaqfBA6XcLnPfk6lIozZ/oOB63ryn8yqj9vrr5Ti+5GkpKdRQxlN5VlfyKekFCKGPp2QBeDo3yl3Z8Xns5plLGZKnslQwfh32yw1e2CqPdRu+M8fVJWh5wnJFuxWFjfMvHlAquzJmWmk0xDkp/WJV8CKqvio1lpefAti/1F4DqqxI53q3EdbcW2Q+jwtueExmQ7s+lZZzjGNXvMbrvo4Ruy4UdP9pfXMs4x9GKMFoTjxKIc6P8fOtaAosPqCof0NU+Jch7Isk7tZNjR5Xq6JLXRhDZPPC1as8Ed0t8b98b9+RbAkLzdeneivNNgp3WL3CzqZcA50G65sOLYjP2e15qf2FgmG4/4e9V9b/XTYgT2q812Egjphy3UhLXSotsjND+/PB1RfVzhVBuNUgqBBOUmnqnVk1/3eanlgxqVCBQ6NEataHqnVTRrRwtsiGsOqipAsiKo0pJDPRknmOuMFyh6gXhK86Z6HqCogg4/k21+Tfd7joCcSGsxEGlhqk0i3OpUnPpkkcL7QbloZRkbj/pNo7jFWG8Jn5QKLkIfMU6X7meWlK6jWNOHCsQF0WGTfNbibP4iGrvEd3mcQJxMS14bj+nd0rUsiKLM+K01Ghd8hyBuDh8XQ11V8Lxuh8IOF56Pms9eID4RUG3lYCvm6F33C/Pr6kNBBxfUVoVHiD+SOB2Sax2LSYkFt9ShLc08VSh2qXg63qovFsUmNQ5vg7H+xWz9muGfSyUXBpLPuDGwgToTcMWL/rjRjI8QFxB0Gl3wVcO1T3EYY7/VlX+W1d7hcCwMsjtoX5qJ8dcSOaGtdlqlrup+u0cx4fCYnF2Na6z67E9Mzq8BmWROIv7XflxtZHrFvMaVBS4Xg5H13A3hxldFt9U7b6p275OIL4HvkZXW+i+603DiwKxznz3IW8aTs0wDW9W7SwZFz4Nl3e8tw51aQbhmBtAPqHbKsDXjVATpXaHedXNiAek3tBVrytU/V74qpcS8v8Y3dH/xtHEJWqku9/n7Kiq3ij45o4F7j4lbVD1G+p3SVD1qIxVr4j9HmM4zfFpVfJpXfrnQumV8M9gt6wyepaPqRUE/Cqo4wWnltSeNzXY/KNPk6H0BkriGkeFWxCVse2j/DQ0OeYK4mNBZKugwNRyvffpYUr4rKr2WV31N4WRVhW+LofeN1MPx2D4wBObNSWT7VLPoXdUg6/CznhfXqepp0k5fnfYhCA8UPovAuOqw1fRplmM8QNGb0HP+CmXwfh5XLV7ehwaP5xxNQDGOO3d72B8q9F1NdTOrT31wwBMileU7dZV224j1QtQu+ILWsbiC2rCP+KcLm4+M5dZnFOJa04tsi8K1U+Cr+uhrm5Jp6M3EXBMP4rEvFrYdQfcjo7PKArCYHrC49mtQun3wdfNUJIx9DnmA6aaMNqSHe+N3UxbOV6vBst6rZ7LCxJXGzugqREUjv+N0NTBdn/rkrXEMZ8cWghVr4vEjVTX0GLH4pxKYHLqwdJbqHo9/NPAvR+qq0YXx01UtZto1fy4MFjqo7TFurQ64niBqvICXe1Cgl5vgBwf4uYzytFivi4tL/T1/Z4kqZGVqCd+jpc5FYLwAHEloc0PYMlLlHBQyRZfVlW+rKs9RiBOga83W21za3umZrlg/Tbb3O3JSrclzVny0qK9weobZtwPI+wFNTzjFFk8021gavoAwpLKM+4VozjmtvpxgeN++LoV+sRNhDnMM/g4tibIK5o4mhG7+OewmwUIvL62+JoivKaJNwklp8JXnLPOLOA5Pq8Ydl4zLVrorobwVcM56CulJ4SSCtOEcDIwLXgi+ndvQvhWlZwYm9E+h7c8iNDx20W8xXxsPyqU/hB8tfuoKk6GU/IsOaGW09P0ZPiGmgynR+HCZrf6Xduo8MnwYYCJytzyVsSKWRyvUe1eo9v+iiAwjyDj5vpJJXPMTc67hKpDc9R6+qCP2soxnwgXCCU/Bl/HQ92MXc5xcSVlxbWkPSyU/DhK2lK3ICzcVTs5ph/dbhHfCIlT0dj5pkg6x78AszTDZgjVbozE1YyTiuNtinCbJu4hiOkT8HXDm7MdLRwWl1HtLaPbPFHQpE08MX1xta+CHtuL+632rdVje2SJfcFBemyDmN4VGz62mzoeJ+e5vZa8VhtnEYu5uTla4PiT8JWgOEx+F47PqDaf0e3+Tmh3M/iKdkqr9o33odFj8TNKhz+j9bhfUMXNsdrblSZByeI4q5KwrFrKvhKq3QKJu7qkDDg+rap8Wlf7VaGvW2K1jyo1NMysuwnHqFJjdMlthZJbIfEyvyccnmVo8UVV6kVdcqpA3Bq+YpVIelOON4NYzBft3wjEbbDk0biU0P4WwnxNclFQw0/BV4xTGFe8akBwfE4JyDktJE0EhrXFP4eNYcMxV4RvCdVuRyWTSHLMib8ThKQ9fN0MbXV/1roLsLvipTDTcqb6XV8n3LR8Gt8z2CwjOL6uSr6uS88qyPczOMhG+5OMiWVxFVVyFS3fSwWmdcA/B/2kRTgupxRCOa0UDgkld4Sva0p/kW8pxmnokju0kzbuoN031e9qRoX7lp7FF/Rzq3gvqBS8qTA5p3rcLBL41bnLc079rEovlcmfCi94DkfYEqMEOeZ6PF7QaZ3gK7syO2DKSeqU3oDjOCWmcVpUfxP6vDN8vdVqoWl7SpuF7iZQiL/MXvLRyT3BoptQIcLqd5YTrhCfBxinTMqcenBwzH0PuwRxfQHFdRealGpYcnxWDc+zeoj+JVT9RWRaV2bQW/y3IvxbEycLJXdB4tbogFWlccw1yyCB4y/BFyzcyCnFcZPxvwbg8TyZQskvwxdY/6T4Of5LlfqXLvmQ0OauWO0hTBVbzGfObQLxK/B1M1SMzVcWc9OyXVi1o9UYR/Qq/llh1h8c822PRGHj5TVkXJpL45rjUmqUldJjfLAwTLvBV7yyy6iPOeYOyR8E4tex5O5GtwGu17RPAIbrWaXb4AE5B7fgLSdct72Bcj6XWccWH1UlH9WlfyH0+ZvwFev43NJA0Dm+Dsd8KqoZJm3RTlvN+e7Yfe+YZSPHVZSCqKKVxB/CS8hR1wO+rikbnTx8HPPue0SQe5hxlEwfMtMRx5x4o8CDt+ELLET4i65vi/nUdFUo+R34Or26qj8IOxdHYecixd9B71w8t36B62oDf6kiORIbvnPREyD410jPwQKeVHTtG4UCc7rn91T0YPXrztHhKvpd5P4Q1246WZxPcT6f5v41YeS9h+/p7Nq9UYv/VH3/p+7/vkLb38c/gw0Bx1lVqVl1yV0Frn/geP9xsnEXcZxHdVce3WVTosPtmA/ha8WeEWa/KM4Z6aZ5XH/U43p+vV8EWzvLosK5/hEKn7WcEhT+NjRU9UCN4I6tFQO/DJ9UD14A0tlGGHW94B/ZnOpoJXurI4v3Kqbt1Yx7Umh7b/gaUe03t5vn3V0bAF9TkufdbZbBu1tckTwgeHf74D9i3ceiFMPUUOWYu0iHCRqnLwpMRmuK8AVFeEETfy1YkP1opFk7zmJufn4qtPtj+LoVetj0M8e85HpCtfvDV2KFFW4rz0G5NhDjLNMOygoZHJRFFcOeFhyUA7DPD7iFzTqF41qp0VrHbxCqnobvcfztdHU5vqyqfVlXvaUwygYicR3XI/AsSItPKsKTmnhlWMlWQX4CX9dD9d1iejubYyrpdqviQfiuoEtV5pibYtuFcf4pVv+g6WeO+fR8UWDcYPiq+XTAjw75qsELHQP+7dqOa7vxRCBqC9pxsD8Ke+DxmRzyQwDeCH1uVoUc86qHhNI/gy8w/MgVzHG31pcD8ADxCEHihhLwRLTOL99z/MXoGovhAeLxQsnD4EtNBj5vW1MNS465x+tzQWBgZwNUj1qjlKqNK0SLlTCmOrrN58KIrUE0HP9swRHmEW4RLYuF6lc41jPquBHwjxhnE77AG+sWn1LVP0VNiLC1D1aHF9ZAfkaOyys1XV5PEq0EJn7pOGgMF4JdDG+SsHhIh5t14QHiYwITR2IPfMomRothE2qfVtHvCiWPwh4Yb6rKcSlV5VK62sXCrElrGI3G6s9hPpk5orK8ElYD241jND9ZgIXFx1QTjulmNBF48BXyYKsZMBxzQXpSIP4avma06uverU2Tn1r0dSd8o5afI+YsOaWEp0QhXH5+paoao8iyZDJNwH/hTZL5tDHI8SpV7VW66kuF0fc//JNuIhIyYlv1s4LKGkucJ+cGx9zzGS0MIBLdcfhnrt+Gs1icQ/V/Di0D+YUVxXgCD6tFb1Kx8Q04HvPZq/fB46ktoe0T8M8K5q/g2Lb9fsHlMBG+rql1OnUbrNlf1RblC18WDryQbYzn8a4ahwv8zBblJIQLTUQGx7z07cLA+Ra+Ypxtfm9q8pSGxfSj201Tk+HrbKiXWb9wzFfOPqHkKUgc8pEZxnFp1YTSurtaC7IOcROe55c2JTjm8/tpoeRp8HUjNFXb8JWCgN8GP82CUxn8NH8qjo8S3CzTUVwv+3MZj4HFfA23WJD17/DPFtyM0XqeMDcG/YKkzYAvmBRJq3J8aHfxuvAA8WdCu8Hd5mkXb3/cW7dzbH3OCwXiWSRlhbRW5biQh7G7GoZV22rY2fAV61wxLjWO+RKkpMC4OSiqdseaY77w2ysYwhB04u2l5TDrVYv51mdOoeR52PamuEpW3cTxH6qv/9D9nS6I6nz4aj7nUd/l4qX94ErjuFK1hS48QDxA6O8F8PX57EZuVc8cqxTsMbeRS+bYhvMnA+O1Ww2Wm4Njws2xhSRti9zsdXBMW/wLMEwzrY9Q+iLsvVXG+OWYa5b5ArHe+llhugiwFGAA2nO+YM946id7hUGuq1cQ4OTJIawgDqlf14gOX0GkU/Vz6NHFcW5FnFtXf6yglgPwVb5Dex3SsyQAtkxTIbIWjJ6xetHHo0uDWPoapYqpdIsTVMkJuvR0YbQtga+HWu8ycTEN2uxyd+l+X7L8cKCW3l8KxqH3M3O//4D/SGSLfYt5dEZPoet+hK8456BZIXO8Qcn6Bi3vDYXB8hP+6W1cqBzzwNi2QslLkWkHjC5PUHiqt9CvGvzw7LfpLVosDEK7G6r+xhC2jEKzDP4BW/z0Ap/C9IK2Feek1y6JLzir+jy38ILl8A/Y/qTtIY5vqnbf1G2fLHTbCviKcRa7uHtdIwiY5vK7908LLpje7z7ygl8QAqJXYvtrgTPTM344zqIEJosWmgcEzq9C4r5os3qxfxbz4dpS4Pxqx8Gtg3hgnGeCWcz3jxOEwbIGviCGl/zPHHOB2SCUvNb7CoVSyNTmmOv1QkLJ3gmGa6GhrvVDWsyJXxYYth7bbB1Z1xSWVFRaNHrAMgvLBhLXUjoOhuOL6gUXdRRSLUFYNmK3H2THDQ6yzTrbXYsFpm3CPw3cPM4yHTzEMX5uZ7dtxj8d/eRO4zjDZCiUvAW+sigrkcIyOc6qGJZV+2ViBTN7K3K8tTsQQrWU5cAxcPyKZtifQsnb4CvWWWcCgDm+qvr5qu7rFgLxdix5nuEwx5z4oNBVP2M/r2GRpRZzp0acYAD8gtUe7yuiHRkc1zv6fgAeb3UglLwDiX0mdCefwtO1Pgv+WSlQshl6PleqwfGrIKI78QXzXbsytjiPUsV5tDqeJZQOe23KUq5tFnIccxEtGUZs12UQK+NAII3XZtVVHL//2cMBeOAlN4Vu2wNfYOTSBgXHfGdvkTC+98LXgia5fYuzl/Y//0KBBhx3HbTAhcezX6DCSlyjsodXfx98RTk7zH4ix3tU6Xt0DV4QGLgf33XUBPlzzDdsXhfafgBL3sDMTouvKcJrmvhrQTH+mllwOOYzyfNOuLX8G3zdCo0w8zbHV1SpV3TJ+YQx/ju2OQuLMrSYL+afF9oMo8/zBFD8Msd8pFWJ4Er7A/9swb1UbfQSPpfrZG144CWFheF6iAZMdsM4i7nM5xEk7k8tM+Y8Dsf11Eirp0dbNqHth5Hruf02nMlibnoUEko+Al83Q7PYQa5Z/ymy9Ch8QRiu11VKwjjmM+lAgWnHsNtaG/Oa4z8V4Z+aeIFAfBy+3vdn8w059aYPIubh3xPf6u5LSh3TYF2OtNSR2tTur4j/grabYYrr8RPY9hRfIzWTNFBt5phKuS9LklfyQ4o0V+7cuegF8DkJX8HQ7767tUfgkMJS5Mb/1EhbFhseufEXMq88BlsozcpxRdXnFXW/I58ytv8U/knHGcXzCFjM/Y45BOaBg8M7tJlgDCCL+YApJQjNGRLXAjpEkWNe7S2CuJ6Fr2xqZUC2GscZqi0Qn4Ovh1uvMwvb+9usMwvbVmtOBtpuxgXOUqVhvo4KX+Cc996iiGldwjHXrL0Ejl+Arxgl2+Qe5Jj7IdYIxBexD39lbmKL+bbYcKG7/sYWLDQLHI65djnkhKvlf7Dah8xWEMc8LqqwMCFcwpJPuhSOynGXwwtceID4LkGnX4av+4N5/bSw2bc8r5/iHR+ZcSzQeiN2FwTFfid0F7jM1UiZbRjFMV8N5xKYdhW+EtTMWdIbnjWCMIvSsurNOd8Heo0r6blIH1RVXx0V7rC7BjDeOecnhxXHRVUPFNX9PVvo7+vwxSeBeIVp89l5cF76xS9xSQkmJnZbRhPsBnZbrEtGH8cr93wahAdKf0koHWLFvADZAibUJfU/6fVb+IKMESuECyquF9ScPyMM0xDK+lAzf3PMXYaPC9rFQz8rgSGtCkOUum3nlIKBJS/+lkxCU0jotij8V28WI2Qx38nsJAhNtGf9hpb6aIAAxv20jIu77Ip4fXR4t8EWibecJms5I7aHdEsJoy0WEJzu9LSKIuCYny1+WehzOAzgOWpL69I4PqcIz9ExUWEnj3ytEOKn/utPJv6P43XqBev0S3IL1U+IclDHEfM45mdN6RweV1NZsPpDzAqJY67jnhbanhXQsj0/mlgRiBugWBE4W9xRR+jMVj9cBqVnihXJBl+5nPF+MnbLKzxVD9f6FaoG7v8HV0xZVLu/FPo9O3xV6JBFe/6WB2C4thUO8+VTP3xdOFOfA75gKySv3j/mmO8l9xPENicRk/XE8RlFeEYTB4RuywWo9aK8ZsT9PTmvfxRsAV7MuAUIoU1gbmbeAgSPWAb3GcfcCMwjnS1H4p/1nF4jCMHhFBuV/sW04JStE5LpwEuRqPCzG3lQ6uYYBw7HXHBeibANmBf+y4OtD7v3atfpA20OuzRVFd5bNpi2DqcqmCzGRIdPVfm8wa/6nPZVOP7xvaz14IFa3BDENz+g5Xv2ovgezbcEPEIveeLbzAt1+kmHOoHr6Me4cPEtgP+qziKQLeaRmXUE4SmIVX/EjDaOeWDdWaH7QAN7IX02/YfFPKC0gKDrC6OyPGDmNY4bZy24GB4gfl+odhHs9+3sgNd28YDXPoHjRVHPdTZOPI554HAxgbiYNz+H7maB8XeLPrg9QrWLU5vzauHgeMPe+XXh8cwxgWElALWald9s+/adnt/s1p9WQ7WkHqr3KSEBJ33moVoS2+0w/W5xUHVVkPS7UHVYDHjrFbJpOM6r2pxXt3uioGVKA1ob6pUCx+iS3k9vwPFKVfWV2on3qtDuuxA1YCtki7lD502hu8ogqoBTkWcxW8wNgp2CfN8NaMy45u4KfbgL1qi/e4e7Hgp237HA7adPOkN0CuynhTId7iqLFkWKr5xaWsKBfI4Hv/laMjy0zOwTFb7MLIdynoDml+f9tJifYenjhM+q9wC6Eiqluul17YexeHFS77rwAHFvob/LE+rVaqkvKQnDGwi3XDJqETxA/JHQ3xVIzmki4PiS4vglzfVpQn/f602peh0OVeWYd9m+MGLr0KmIem28m8/E91t8SXXbJS00BQWhqYQDZaFLoSwcF1a4sNYuFyLERVXGlzRlQXUW8zndlc6ZA8rpbPMT0zjmp6ZiBeKqxEBSSxzDFmg2TTwsrO2WgXCQ2YuXsOk/qjFP+IDUEMVLCF1YHdEWTMSg3WmEr6uxfl2P96+FUVfDm1KddHOQkWO+r/SI0HU1sdqprs0LZTEPOkgSSk4ClNW54qdAIo4vqvZe1G1OFYhrAQKbnTRqRrzQjdMl5xaqfR+gTU/1MBuPFQb38L0T/MDTNA3UsqPdaQzlmxGL/RudSbcnoyW1zgSOcZzdC+/B0osIY702TYjksOWYuxFrClWvg6iFCRzkmMv5l8JwpcFSF2swzczhHO9Upe/UNagvcL4e9nkMW/BaXF8xr77eXzosnTPHkusYHzvHPAvZHqHtDQDdVFqVMlBxPCXXufvgud2e2v1A/NW42i4dHYZ5bRqbXUrqdQtE5iwT8mg8QEM0SXObY+7ceVbo8xRU0cVZ1CHHdq2aJmgYHzJtOBMYizcqhm3UTPtNYJofmbbfpaAxjhO6bFoEz+2Y5gLxCbUuJ3XMMd+cShSCikjaUrHt3xqnBmApcHaXYtwUYcHXEGeX435an3PMdzvGCcrxQUCXQ9X8FO/LMR8wb4cxz6rnh5CJ6LROUD3CMZVElsVfgmXxMCqMr4ysc8yjTgsJg+YRlLzcfhtMx7GdovcIxI+ilh1vdPo/oXF+aQ99jeI85g3KyP3H4AusKNigiVdV5jhz21vEhLf9cbSqhjAf1RC292RnmHlC9zUC9HqrQebIZd02g3C1qMzwKv/bE9ytA20gAc2LUeHnFhvjvwazcJfB4lZZA2HwPAFICcv3sFJKenx8A47Juef55oSqNwEEByKsLWMx73NXIG4KqGKHnszJ0UOHNz2awclRXbU7m+DkeBIlbr6xpDjmE2QlofRmSHzctXGAFu9S1d5FiwBBXTXH4brMbANzzB1bzwni2gKFZbKxHjmuoapcQ1e7boT5rSX+l3QT/8gxP8PVRahBK6xBayaurZmD0y453xMY15pMsYE61Q3H8UpY4rXAVBeI2wA6FxrnowgVjp9VhM9q4t8E4qcAfV5tm9tPCwyU3EHwivVUP3xBiIcDJ6/nXiCvAMdUSiRHdjtkXD7cDva6zmI+zscL1W+PGvZTE/MLw5R2+J5jO3wQSAgn5TL7op/GSXKA8QBzzDN7NBdE9hlSUfb03BAWF2n7fIhQ9Q6Asjs5TKgLxzkUYQ5NXE4g7oiT4xpjNXNcSYlpJS2qN4VqP4vDdLyPqsox3+EbL5gkzxHD7H6TxTx7TQmh5E5I7Jj+5Zg7ddIEw4Bm1c7wXyqEeqVQaBPHZ+/pmAqP55MSGPc8oLhOa/3WD73Nn8YceV9rb8Fzqu2zBUfeC/B1KtTBT/43jnnA0Sah9BdxSv7ESBjHfM36vnP7HYAu8F/+nOkzMv/+XB+eyU+as6RyzX3BaWtwbusTh0eLM89tL6HknUN7Rq2aOOZLz2xC/79MMp/dhARYzDem1wnt74r9b7dG4xWmPbc+myoHvik62XPiw+GHv51wq+IV+IK0KHRikGO+ilgqlA5+K8/B5U3F2sFFuIQiLKGJvxWIX8OqTzOhu4DJCz6x1bRgcGkO74Rwu1hcKWWOAe2G81usCefj+NKTgxfBczuL+nUg/mNmT23PVA2+O7ensWfa5dgbfFnvq8OcPllITPMG/msPTkmePcOxVVWHhWH7JiqM0n46dscx9xTtERjXHVVVX9d6Byz+RxH+o4m3CcQ9yBgi3cbxMjVUl2n1fJcwJb9Fs2oJbUVwzMNXVwklv41tXseSF6wTExn8IpT8Dg6SYyaTDcefXxuQCg8QtxTGOem5nlR9b5NCnyghnPvQe+nwwEvihWH6Lk6MKX5aPV1UWFo9bVbEl6LCR9p7+KoW7JxaC3b4024ZVYjQhPdJVXt5u7WqJgze8NPaxVRa6IEPAGXpFPLb4+Wx7kpPVTfytgzv1ktvcC2sF1Q15Hd2sjnrTKYujosozVNEa9sRQukf0YD5TruWOObOvSSB+73QKOqH+V09w6CfK2XQhjN7NYWA8d6obT4wuzwc8+FaIoz7jgM+auPQrqw0DMf0I1p6QZBV5qVXX2+SdLq4NpmFxXzjpoVQej/Uc9v8lJ6W48/GHqkLjxfqJ3D9Y2z3HpbmzWLe7mYC1/tjyeONzc4xr3YtoeQBgH5se95PGzfxzc+Le6wgaRB4knnjJg3n9kJmkHDMPQbthNIhj7sDQ5Q2JDl+sMb6IDxAvFvg+CfYXYeN45pjHoTTTyAehExrb/KNcMwztZWJEJTwqZ1dBvrxWILFfLB8ICjLwdjnTc2JcI7pR5FWEEPwz2B2hsliPj1NFua2z9AYyuHm0kcrOeYS97vAvKGo5yezaNwpJoz7mTWVA6PenujZM/Gq5K8ELTsMvi6HPtfzepkg+Og8q+LiX0uOpRUJrLrw1CJ4wRXFuN+jwtcvn6Oen2X8sBzz7psgSN1wQPHOQbeoZ9PUDsJRhU5QulJTl2tPC5bIdcU71wLZL8ZEhe/sg+L0dkBIq3LMk+01F4brF4gSTewzxyFV7ZCuenuB+EsSGjJDOObd9pJ0Jp0Q+KPQJ8Ox9c88ITBtFBoGEDfmaJ+cxTzo7FNB2kbjlHTQz9I5stzt1if3sVDyGGzzQZOqlGOeBqyiMMq+yiyqHPN1S3RM+Cbl12QM5TN+SIu5lB0QBsk3gA5QGKfnPi2F10l0zzgZQvQKxH9mngz/h//qzQ69WcztuBiBaWNRvy0zbmTAkiEEh7jjBEcmeIedomqFRFGoGbHt7+tC6eNJxq0nKFH0Cn0mEE/ALpvD4icszq1Kza1LflIgnkhMs8fmLeY5hY4KYjoJ57JxJooBZlIK8Tv0YOHA9lHzvMVOeixOu5nVEqygvKUWxE3QUovwrvU1U+GB0g8Kw3MyIFglWG9vX9H0jhLaPYVKJrcCx9y5sVcgnorC0tAsaDnmK+NfBTmfhmgfhjZ5ashifvzq07CSrQ9yOnI+DU/6e456i/lcPkzoNojQdbKogUFbBBznVcKSl87eC9WfgTNJKbM255j74boJ2mUmlrzNeP44Ln2iawAeIA4K1Z6FXB/vJpqwbYt5ZuFYoctm0/imvUSOwW47pZcY9QVJm4Nt7mcORHDMleJkoeS5gCAvPS3iOT674p5keG63oJ9HNotVBoPFGNjWArfnk2IoYJYXFieqPk6ke2aEai8AlMtJ91MWRo65tfSE0FULseTWxnHBMf3odm1ehLOIj+1mWdxUVbmprnajMPG0A2QxToIO2wq2eJMSlE20CS3IOPzYS06RU5/85ZjvoR8WiNOxv5swz2dTcVEHRmur6PB5LABfcI6D9lM45tuiHYQ+D6Kcb3Lt2YZNYp+3EoiXINNymBTMHPOMHl8IAvMD9vk8c2EHx/NUu+fpEbZVGGE/AloXGuej9QjH/NTYvULJPwHKqvqXlAHHPL3bPOnMOY7tFL+XzN7b9rfYp7rKp42814VqL0OGDWcJ/Yf/p/D85fiCg6a6HG9R1d6iq/6AUPUVOAl0d+k4Jccz2k0KwgPExQUxXQkI4v5oUHB8QZV6QZccEDi+Cpm21STx55gnkSwSYQ5bjfP3UbP1x/EtVfotXYNmQg3WAILbmyikh2Me3lNDIF6Lg2Sb37sywlvMWlxEdVkR3edbBMatI5VMYdkcZ1eTX3Y9AfoF4vWkkm3mVYt/V+39Xbd5p0C8AdDnM3xu61shH9ilfaf7XPI9/MV8D3BqpGJ0Rt8DgI3YbUmmnznmu9X1BaZtQqY1NVsAHHOObxYGymZA2SpMMReWwJ1htbxsHsUzZPO4VwnHn0I+wC0oLB3NcoJjuHAsm5a42kLVt+IoO2ky8HE8P6qC99xuOtqGr+nNdux6s508GzxXVZgItyNKN6cnOObJBAcLTPsZ0RaT25Zj1XWpN7VGbS20+Rfs61ksodosMw1dU4RRtJxSv9sdFT4N7YCveGeP3x58spibHuSg4yvBnVQ6yTbH/Nj0eqHqu1CvjWBxfyPYoo7tHQpn1XZL7ZYO980XSt6DJef226hii/k0lCYMz72EaBnB8aYaHVPhAeIfhb7ep6chn82qbDHf5l0rlLyfBKWYuXeBY/zcTr4PIPEe44Tm+JTqplO6q84IJf+Ktkqa3wbDWswt46tCm3+jSZ9SQHC8QonoCi3feYXJ73eaem0yXIv5LQi7hH4+iLpsmdHbHPPU+i8KJf+BJX/AAuYs5ibWTwLDDiHxQLxzwbMOLeb56V8TiP8ENLPVLu0GrBBc0WKXO4OdGqAJAI6WONHhzufD2O72yoQcqF3fFvO0AMec8DF9BBXCaLNXxDFf9dYWmHYUJ755Lk2zHPOr3X4QuusYDsvdbikTQLAHU7Zlcg1Buw8Iuuw4fMU6r7h2Z9JirsvWCDr8hPeGUDeTJZzjw0rKDmtJ6yZ02UlAsMqlkyEcV15WqB48QDxTaDfE+nnBcXV1jA/HvhMvLoaHdmjgk3mH5pTHuOeGmoTXcBsC3xtrpvfG4NoEuKY1897YaRzflUy0OMeccZOF8X2GkOfR0ccOLLb+06cFrp9FUV1sfAscc1H9W+D6OUSJbM5OdKWw8w4C189Tm+kQPsf8js/dgpxfoFkzl/ZQc1xTKYaaWjn8HVaytYwv4mD51az6OIZYiHj9kjERXgIFeGm8yPXLMTevg0LX/QMITkPZTEwWc4fkP9JZcz2X+W3Oaov5LJoglHwZx/oi41MELCVjqK/GekMhGcOVKAezJ9ukKxYXVIwrqJn3gCA4V3G4JqJhqxjFMXcLrhb6/hqg5j/t0dcxzwnANod0DyQohf8JmcKvo+RdNuHHHPN+/0kQ2xvI9UluN73m5niiUpIT9Ww6ReD6TVSQWdgOlcVc5ukWbT4x3EKOr2Ih5xbzZAxXhJJDOKeNdenQ6uoWY12+oUon4eAm4cLCSTjv61ZopzlGxjFfGVQSuiwqWss5DdGMeIF7Q1d9ZYSRBmlpvewGtP7kmA+WVsJgiQFiCL+lxBsc8yv9npLOmUdn6rZcCtNp58OVKwWK5vzW21j8Xfdx5l2LuGjddTa11Sp2cNue8J8gDJZ4j/3K1PR8Dnp9QjiYo0pdeID4D4E4AYmr++1uLMeWaW9G4HwW7L7sJsYt3slhcrnyuE64A7OzkMs1KzJwnWsvr7CYH7sICk3Ihl133G/T61vMic8KxNm91DWhpcbI55i3/0dhrOfAkhezxP6LRfVcVxCanNEOOmfJ4M3qtDFCExg6Pz3hXsxoAbHKaAhmFJpc2HUzWXZBi7lR8L0w3nPjcI1hw9ViLu9xwuIukSQu0UQSbtEb6TWCDw4IpNfev8CrOmTI/k6oeh4vsYQSEtqJ5ZhPikUEZZEXiCHGxeZ+6yJG2/QQuJ4PiJv+NN5PIfdgPWPIfaMMk0Nd9cNXhZD7/PCCbGp00SDhmOczHSBwvQAQw06N55D1HHYW71ZadreeHDZJ58qBePPWjeboLPQA3YsIh5tq6lPtoBCWCoebCpGaIhchxzzsfkmEsV6Y+j47BAlpbUN46oVydeGBl3wnjLYi2O8bcGHrxW9bzH3qQWG0FcXRtsysijnm4Qs5hH4vBsS1U9b6iXmwACDm9dhhw9NgAdBJYF5xGq4/G59Ta3Fnurdi1F4hk24JfME8c5iNY6rm7bwDJbHtu1jbLeYD5oDAuFIodUt9tBXCMT/t/UeEs7el4SUQmmYzuVicT8l8Pi33nYR+vwuIN7T8za3ruUxrBFe2+E10mTZXnK8muEzLYBP2u+X07hXH/xfz7gZivkrOrrDUdXCP9RFhei6L3P+C7eZYzHMAFheUZTkgHlFtij6zsSQAJ+NaCjmM2ytOQzhyZo1zj2dOh2aZ2RVcaRTL/MTGooH5v9yTBC+oE4sev8yza3kv+xLZsGqhD2dwpa0wCJa7HhW+bq+AopuPpQSxmK8kigsj7160bfqae+Q45juYDQSdVxFVls/cqcbxQcX1g5rz4yOcTawEL7ka6mVOx3HMT/wPEmpQmQxDGwhucbY+/ZPhuZ3kVUGxncV2rC3m65iAUHJV5Ho3xnWLOfHaCIlYquFLfjW7WRzzvYblEXR+dVTbJ00uEY7jKvasAw+8pKwg/zVwwhjMNuQG/6fNuZpY+gAWPGYxT/U2IwIfkkiB2sAijq0MdBF6ohbWoA6Gdnjtt5hfdHCfE14Diq6+D8fBMpPwnmPenQsEFZ4MxPeOH++njRuIXsCLnEpl2LjZoX74Sjxu3PCDX7XRaGpg1jQc8zs1Kwrtr4NinOIvbrYRLOaHHAsL/V+XtG9xcLd5K2iL65SNCsLjxREIyqMecn6HMU055ienHKHa9clgIGc2x7eU3rulra13hZIboNj2ZqmPLObWdUeh5PuBeEarmeaCuh9azBRvgYFdn5Ix4avpB+CrRNP2+uIuTHyPaffLZejvFEVcJSZ8oy6F+puiVDjmBwJqCdX3IeO2sRWVxdzpt1VgnB+nq1KYgtvTMhY/pMb6Q9rdmE0QFhf7e7Q/q7YoOT47cV5deIB4ulByKnZZC5bC02J+dqWyoOtomDbEYXrAtdd2W8wVxViBcQ+inbPQTfXsnKrBH1ssdKWwdPCafRoTbuc8hE1Y4dob5i3mXpT6EeK7HyZ1TY59jmMU92N0D9wjMPERIO7UfrUvVZtqJx9f7ZOaAFlYSwmm2qPYhES2JLOY67mBwtruMVrbkXXFMY+J+0bg/uNADAf8KJ0pZFQnQ6nngGnB+FaJXhxkJ6UgA7Hhdk4jeMGKPRtN2jtY20zWfno4bthIr7BgS3iDcIalMbxgVLUV5r4K0DjSge4dqvSKwuryCVyWj8M2d06uA8F1fLuYTDVww80STLUm2PedDdM45pu2jwkMbIpdd1DfO1cpCL5qCiSdkTot2LlPbo+B4DX9Wyj9SesYoDi5LeKpipOC5DUjrWNHm8X8rGITQXCa4ywDW+OOnlEt5nnT4FqN2xkJLdDafMX4cDjmNcgrMA8uMXQuhX73UboQjvlmx3qBuBV60Gy0WkZsHaD5hLbD3UwOROwkmoFi8XFFeFwTnw9ru+O0wTY7bqyOfeWYe1OKRVgcPgUvyVlhm56u8Fx6aWG6mq9++ER8+HTVNoNjwFNZG8RoPRh14EXILHntaHlOgRkc802urQIP2tv1TWl97YbFPJVAa0FsnyYz3bvEybOwLeab2C0E85RmnWc8BrKEVMUVNnerFl6afvRtdAbCIKkiLFE7wAsSnEZmrHPM4y1aCdLXEaXvfXZnh8U8lmqdQPwsri4rmXgajrlxXEawa5+jMW/jgS3Oq7osr+62tQJxJxSaD4xdwzHXNn6h2zojcVMWuGBxFu/QMzJsqDDinkfisezWEIu5gfSxwLAXyPVaUCfo4Tgtf4lF8NxuRfkiEL/ZaoWxLB9os8IcLX6ux97glfV4tBhmF7AmMh8t7kIWNS1+OOZbDZ8L7X4JjaNGJl8ex3wt/7Ewyl5GEZ3mpy7imGuaLEJ3dSXvmXeDgPaeEa768LAgPED8tkD8Ci3DabnFMe+uWUJ3vUqriBxm13uZ8dPX2fFDelw3HJpwR/pBYWi+hhr2dZZHzOKrSjVfpQMxQundgPjLGe2NRTlgevsMKwnal4NFQA/BHIN4Wed3tV4bqA1AjiH4LEqPsI+E0t/Aqtt8E3Cge++mfmGeM9gdeVZo+5vwgja+J826FU5K4sRQJsPEAKkCPogLX7d2R4t6imn/Ty2miO2HaMVD1P4Y+4Ie2H3t2caexdwgGhMmsnZ+e4tWU3RfNGDJg/isIkgSjiW9TYZRcR2+zjE/GR8n6Ll3yJ6ngBWOm57bUwceIK4udGFP1DZpxgTnmB9RqSmM93eBGOJsiIBjPmRfEKr9HvnubJRmimEaT0o1V/3wnOAxf5+WYpRgk+P1hWZ6D5ReWtA2HyDxNL+9h8tiPi2tEZj2IRB/Pa6Y2WqJdkq7a9hWy9+3MO/Is6qvvxN2C2AwedfteJs7+rodwgtU2xdo18MlgXG9sMu2muMpHBfq9FkyPLebIHrT8jter5oz4I971IXH85YJJfcB4mzOQR+7TcJnk23a+IPsAtP6Yn8fx408L221xXx/5pLQXZCF27mgpIsmBI75zHJA0O8f4wD5hk3H37D1uzW9iwgl94/WAMwOunSWcOKW0snweMaPMEAGoHZpytzJFvOZhfo5mhGnoeU02aXw7YzY2i+7BG4PxGp3YUeSuohHkvYJxJ8A8Zatx9x0Ld+gUcZq+X5DyXdOvdAFjfKgIN+D0GLsZtrK8VlV8llden6h9E+B+Gyol492/jgeM2+hCw8Q9xT6ejByfLHJOMwxb/cWoeQhKCg/sYxGFvONjCcjZDT6DF4yvNogt4e3yMcrMaVLKb9WP4SMdZmTcA0lvWatqAOuNKvC3SWY2z+jYhwGL6AMfbeUZuGY2koBiZDaL3NAItyf7t32R4OEYx4yMUVQEsOp+vYWEYv5amG60AMjgLh7qykmdrZ+mykmHdJ9m/cGm+lUf7ATdkpIjfMFfG1qucIYBKtarECDINNW4tNKbHMILja4bSDD1QQc8wmRXIx8yI5E1dydhU10FxNnTxaUxSjkeq8U8MXRMVvCJW9WDMLjuRYF4tGoXX8wEU0cc7kf5IQTj0H75bBrgxAt5of39wvEX2F/HzXbRhxfVoSXNXFfob+/JvOD0mNwPO2d3XXhAeKWwlgHJ593GxZZyxzHKhUVq2eU14SS/0c2G+015laY7PbtXRelv1tikWe3g6sc71/LOMrGoobdh/kl9L1MhPlZgDfCBolVFuPgJQNmd9EXIdQIvja3i7liqf6W3wOD9Z09Sep3kAs480UI40lZtjPa1eJ9qs/36X4vLbgXyH6dgOr6c8M8jnn4QFmBkROB+I+ZWUx2zh5zs5gl55h/9gar6CUnXMMB4UKZh+wk1LoHWZL8g2Ia50aC3H9LAkQHKTg28n27u9GxCyuw2wQqMCPB2jPFBD03BeU+Y0pbwn8prv+lOV9WEN2ppCQpipHjBqq9DXSbLwolT8tsVewPNfHjBFE1g+UMh8EGCBPEdBJda6tbzC0LR3Dqkeh+hxonvzFJOOYW9KOC0MzA9Xo/s1HLMa9Bd6H9M6UJkjA/zjJHKHkWtn0mOxhoMd8Fyid022zSdTaG1GLuzPtVKHmO4bqJn7SYZ0L4SFAYNFTnIuNSTCQfx3zj7llhsMzzJsete921Zt1ywN3Jopx+0+sWuAwjKNh182md6p2F8TzAHFs36s9Cty1A4hZsy9RivnW2K0KwxkIa795Cz4tktLjgV0XqwOM5s4X2LyLnVlGz+2FxeTXiyutRV1LovsXkTixr8ut84HbR+XWGPDgtWKp5ejJl7YPTR5l90N9j1aezpbbFp1S3naItY0Hy0ol5Nr+OxXzn77BQ9QDJvF0MWMz33KKEkuHggZPFOc7yUFjMjYNuAvESMks8NnhybjE/jjpTIP4B/XI8cUVpk2Cy+11L07PoEFi4+AXXqxn1HBzhg9TNtekFHHNxvUso/ScgBp87HenguJTidim6kkKQ9aUZTBMvlvIVt7cOeeYbFm/Gox2TWViW4ThfYkJhOP5XZ9ZRXIcbZxZgactkWRQaAJlrsMKIq7mTzmLuCb4kSNxKtK4qGLsGZlbaKowuMz24clVlb6vw9Tg85J45GdUqFJyv9C3ttYOAKZvV072nB0vVjlsML9gXi5nVM1d/NbZ/A3PgW5xDdV0Oyrcj9P0a5P44c3KaY75ur+yEE6+lvs9hItQt5ip6r8C4dTjD9DTn/TjmxDeE5QdsHYZdp0eYm6TPRoUTb8DRdsSILMxtksCo1YFn9Gfm+EZ4wfxWw8zew7IWw0RfLEjctujwqJZNNN6tlJUSz3D/KTAOzrN7SfdoMuSYEz8oDNctKCwLzcYUx1xBUlYMzritKKrzTVU55iWPFYRlG0raUJZqwGJ+u+vvQrW3oyE4luXasZhnApklEP+cuc2wh0xuhqvMioTTCVsEK/IXfIHjZ8lbDAYPUU5d9e+E0ncg8Wh/ZbAePI5bXFqVXFqr5mcEpu0khx7docsxtx6/F8b2LpSySewAzSQ2JduV8jaBeDct8MlZy/EqxbRV2nF7S6g2TFOe75WWGBxzKashlLwXNWoXYzFxzF1qzwjE4ORz4p3ObNLvLCbhmilYTftRRPuzQFOLufu0YIQQgAM0tmljguM5uRoE4fFUk1D9X8k/QaLKMZ+K/hG4/hsQQ6AFDMmkTukNOO7z3thUeLx1inR+PbM6TlCYvASNQ1UDTgk8ugV7yOuEQQIp0Zx+w/qn7Gzj8/KlcZwyuWYqPFD6aKHdfwDxrFbrTGj3yhbrxHgxCHu4KcQJHsKum2xiojnmQ3RuhK77E7uumFmrcMzzvD8Vxn37ksOoJNuYSyA45qcPzwq6/YjnGWs5SJ8PqBpc2mKQyAcIJj4dHe7UO4oK4ydjenLMV4xLBC8JLXiPITNbm3SmHP++sVwdeOAlp4QmHAfiZ2d1MblBB07v4i6CJiRlbAIYhJCyN3NXnoCvMTOyaMdmpWD/6Vkwq0BSRscmHKK7ERvOg5PwAvIE53eW+Th+veuLyfCQV3iWcIfLX7iK2INngvT5fsI8zLexIMqniHkF9AYdx3u2VA/C423gCKPwNGrdT4zocsxzOYyMIIFnUAbqsCROFh9SVT+kq19b6L6zONO2N+ehOK6qSq+qa7AlbK6zNTiHY+CKnySPY+5Wf0mYMM8jDwqxdCsW81PHuwXuX0AFOtJ4SQBLWwp5lfCsEjaoL8ILLofuNhmYOeYBaH8JPUCBp39jD5w04b4cx8J6Rs/5Dws98A8R2/1Gi0OXlZV1GZkXJwjQJSSeZq7k4JhvVH8QVn3VbCBe8tReP2rhcsFzHff6N2kfbZaH9wYnaB8thD1ujwl3cF7BSWQNO3ltMU9Ulyz0+1Wsem+/TR5uMTdX3hWYdg0lbhjzig8THbsTBOLrKDQNzPF0jjcrgdmsbZ0kQeJuEMdt8NU0MfgqXiC+SQyzaaQs5lsKXwsMu4XEqxixxTwB5U2hzWDYO0/PamTyGnw8vZG4hoEjecnCjIuxJZBdXq8WM2IraZ2EdoP7xVty241ai/k0dUOoOqT69fzR1jSzmPtjtwoDJAaIwTACZx4ZSYSHT16TAg8Q95POt8d4grLOb01Ti/lq+T5hdiXlCNl6w1L7EuZWxgdCDUCIPDvH3tc0WZS2L4W2JyDjgszNZDEP6/2foBwgGM3bLqTSOOYlbxGqnRWIISUe5a7gmI/tHQJxNpS0kSZ7I8fTlKhO08NzlUCcPcZBbVpGX7fC8Q1FeEMT/y1IWg4seYWZgjnmttytCJNhTnzJOr+9z8Nibk38JNQgFxDfDHUwhjHkmePpRyhtGoS9lYkJTz+Sm6SNNmc53q5K3q5Lf0goPRGIczjTcLGruopjrs//FqQtD4rqEhP6Alj0y6mS8wunEPLCC7IpVUyrZY7TFHGankXrCeKajzQM5UHmmK/lnhOEJj8QQyhAFr1lynEuRZhLE3cW1HIBHGWrWB5ojm3JrwrVLohM64dV1dtFhHnJ9wrdVQir3SuFrAWO+eK3mdDmwjhQDpoYEo65Py5BaHMRIK7Veq+/sT4sE918r18617w3Do8oZLbZi8IL1m+dYwLNwLU0iwWaPa8vuNqkfgjnezNv2EBUvne/Lqljjnk6ggaCqBbHIZrINmws5oy7IBCXQMYNNIqBY56y/LTQZSWx5Jksn6DF9yhD9x5t7O4UuF6KhMW61CzmF/M+LRCXxgGS5trgurR/nRP5rhgNIKCOUmkRLqOGZRk9NEcKJZfBAdKR3QJncbKqcrKu9nvCALkbFeIkc36R4xyq1By65BtCyWVx/p5ortngmO9kH4/gJShHs6gNrLOYz2WPCKPsHpqOaP7imOfQvC5IWnnssu7GncAxX9h1FxhXgYTFLCUY5q6lVQLxvdjmRmb/mOMzivCMJm4rtLlijCccG0xpHPPVYGehzZWAGK6GpNBNjlPfn1kXHiDOLfR3Zezvg37rTuPYGjxHhGpXITGlSyk5/jcbU5CA1TtN0s9oUYt5KGeMcAC0Gvb1J6yvLQZndpQeJI0jmB7VcfLvYQKNOD7Yf1YQHnjJCoF5NXCkFcNQH088LeZTUZpQA3Il1SSpsznfLebH7p8TapCE3Zcx2pwwD0IYKIhsLSAu0nqCv652I4WaTfDTAodPSXBKfIPgRrqP9Lr1+lt8UlX7pK56NUF4ktHgbWTOrHJ8SRFe0sSdhUmhNnK+FMtWazEnvigQ10GObzdGHsd8O7CeQFwX27yQ5Re0mMeFNhU4Xg+rvRVdyF61ObYahjLi8L2l+mQ1EZM43qrau1W3uaMgKA1wOhrs5jeZvyx+ql7pxfBEGqr3k5VM/gaOecTCUYFpDyDThjOHjcV8ZXRL0G9wbl27i3FNwnE7pWHa6fmsnVCyDy3kgyYPMsd8G3SHwDQ/dtc7xjblmC/g2wvy7dKEYE8VNHKlTciCQsmpQNxvXnNzvBhcpN3Z8eIN2tiDNoP/IfPx4obwgpzOcXMqlmO+Dh8tlP4gDpA0k56dY+4+qCRw/CGavz1LyRsgFo9usHIRPLezmh5GfTbS9C/Ho1Q/j9J9nU8YXY+gjKezEL508ahdBeledE8ZNvWZfOdqzLjS8SNYc0G69szHjx5DYUkye+Yc8zRpZwSmPY6jK9a0leMk1eYkWsgJ3dUIrYfRftqA4PhYvat14QHi8YKYNkam7VMrflp7W1xP6bZ6WhlOFar9BHbXXL+9J9Zibre8L3C8CUpZPrY/bjG3mM4JbW4KxP1n9HQp98B703uK20BV1e+eigmfu55Ejm8yswbHPIjqbaHdzci49xw0OrqU8NG+Y1PhAeKhgpg2p2WFDQy3eKcSkp1aUF4U2t0CiGm3RtXMzzH9iHZuYJsn885NSyrdXkFh8fcffBaAB0pfKLS7Fa3FbJZei3l+nRUCcWssuZBxwHL8g2rzD7rd3wjC0oZMje/M+Y00l+Jc+a4FHGI7I+xaPEW6vKhxtlvMj1Y+EdZl1lpsi0LzCAtVfEQMW5wqdF07IK7SwWcyPoCt1tY7DOLLcBhkhvpdH+FG9va0uLEu4e6iZzNFYCBkbFYiOu770y183hqU47JKu5TVGmagoCSeQe53Nm3lmM+inwgld0D1dM5vwxss5t6ehkLJHbHkaey+VIu53yFNkDiIH/CCLPJr+eb44D/fp8MDxPcI3fUclWzbPE1s81cCcScUlF1YVe+uVItLKsKSmvgtoc2dseQcLFzNYr7F+UOYqDrO8yjnS/02j5jFPLAkWuiqF7Dkn9i+qMWT1ACZpAdJUYHbL5J4eikedTwM4c35/qkLj+d3ENrchbqKAt855pfxRQklvwTEU1oFTbTZTy2CZjLgWfbBj9pFyEj8MryALtOtqErlmEohrVo2KlyrdvXcwE3LGusBqi9ZD83U734SDi+/Ai84pcwsWvlxzB1VF4Q+fxVn0m7My2XxEdVlR3S3jRSY9xoQX1VdRSe9OT6mmHdM+1t2C8QQ5+skqvFMqz6Oued+ulDt18lSpH7m+O0jC1x4gLhVfDjxG7QCpOkHOC5tY0O+801CNM6bVLodZRZfOazW3Yex9K6C76G7J3G9V/hcr7/XBsDnIvX3MdXJkP4oc3/3II1q9ZrF/OjBCGGwvIXEO9xFbvY6SGwx16iuMMbfRmGZh0NzGKZHIPzeuP714AHiQ0KXvYMGwAqTvjqbwhQDtfeXewOfdpjkxUCB536sMA3DOU3v3nfSKhzXUjJeS8t5KUHa3qU1KEXZcRyv5q94PYfFCUx7D31Nd6NTzhtVZU0EuVP73sDJq1h1OOAzUaj6++iwWGWC/mH97cUxLzi1ZPz304KnvtmdTPk0bglBsR+QdiV/Ksd8W3N0hL3RD8kEs5maZorb+LuFaekjY7c23e9bP3N9fY7rda1QCx5vctAynyA4rHqRf5mSrXEc9XLvevB4LxF6oTdZUGS3cMxXDCcE0e2DM8x01l6L+V1cHwol90XiEcZZwzH3vTwgeLap7bDl7ZSpm5bSrcNS7ywmx3Wvb0qBB14yV6j+x1iDoX5K+cPxeVX6eToxFNZ1tgb9aZlJUQnRTi0TTf9xWvHA3KIbvKudl6ku7CHctjAgsw8qwdmmM3LXCo7/4J7AP6twHHzloMMq8zhIQ8dGaZOFm2NunpwUeDCQJPCX1jX9JIGE+Z2D0WFa1/LgE3zJFjcB3Ar66JHF+Lmdi2EQ6oHs5jQBWFd0duejd6YHz3zwaDKdUYT01pmH8afkAbQZyS3mUrgkwtmlweT9pAUQxzysZZ4TzsQhQPxGq9+0vVM1eH+b39wfIQpJ2TsfntsbbLEOo5Dgeu9rMeFRSJ/RUoyOInDMR2EFQQsPBeIvZud3KfXb+3Pzm3OqdV/+K1B9LZYO2S4gX1bmc6rDsAf6G1c5x9yynhNhHHxOWybkl+KY++a2CQwcToqkNMz3ys7hmG8TlRQUyQiU/47sBoaO4pJkpED8BRBDQnG6QYrjS0r2L2n5f07g/JdkpuZR5lkZx+fnmH5EZirYtJnN1JGofdszJ67FfL+lt3QmnRZE1mCa5kqXvA0X2g0hzc6yzf1TdrSr6X/+hQINOJ7wR1IqPHzcO8KgGUMTqN1vsHix6rLFutuaC3PfV0A8YnZ1Pe6rBt+bW92l0L0WV48G8utBA4qzQ2y42H5NHiMaphxzB99bQunfAPH6rf3N7j34L3iamPE6jQb4Z34Wdu/BiHQOhX73eQe/lJ7j+N/stY3NbLpxzA84H4wK33sYhz74r8xZbI6rqapX031fTBCc8eSfLKqTcHG85ey3QXg8c1WQ+QlkbVCAMMf/PDk3CA8Q9xKkbmJmm49jrudmCG2ehIbyGDPTApbuNToUgwwKuysdmZbxMBBmNaqQYYkCW0VbhSXKZFRTn7Bjd5+Il2KdiQmv/hQgntvqsFkUr2pxWPSQwhmuUEz4ongqvGDTl7l9JfMmetMzxyPTFrjwQOmr1Q9h2EZls0OW4nynwUuOzCzrUsBsz7llMSNA0pwl41/cG2y8WWcEiMPI4sxT1XQSnuwm/7XF3Ggq44T3/3dAvP2pCX6KDbvQcYKfUoisfndP8LhOIQLXd4xywkufQeaqHfMW8/CuwYL0zcSJIuhSGB/HfG/9lFB1iLp3Gmnnbg41zjl+Z+r8++AhXV83NlzXz4YXwOEYypPJcbQartF6yH4ljLo52O5YzIixbmbtnAqbdd4jS9JrPIbHbZ9XJb8nJOSaS5OFTS5rMXdJ9BEYN4+GLQVXQYQ5DRye1AAuPdsplD4fqz+e3R0//j+dmF0AL4D7fchPyTHf5T0rVH8hED81q7q5IKvP9OriyNusZL6xkzERHUjdIm+qGteNTRbddahXE2+y2KcnCwhKgGwgmSeLxfCCh1sPM0du67UZZky0K3WOBeLWoNxfUcwr74TPdd+Tvk8wIV4W51Vim1eLbhtBdNOBOGuFhS45R7zrSwTnyHL1w/rC1cEBHPOv++0VBhxbH+ZmofQg9v02fyJMEp6TwOLpi6fXgQeI+wnT9BJqt40JtDjDRXjCPPcD+jCTTEZmWJpJ4ZzQ74/FhK8sfoQXLGob8NOME9s84Jdywc9WL/hCEJyfAJ8PdTXaFo4bU1rrIeWKBApNmZlMKWRaOOGLw6U48kb5KV6MYxh5V7R5ep/Q/mVAvHHrj5gq7IW8S8A9M1/bOG8qsX1Oi+0XiriqkFJiOU2YFMLK8QDFvAHav9NYKH2FJ3XOeJMJhWO+IDgizPUrsWQfOwjpEyNSUwRluQo1bcYTNYS5ZXVZUBYweTq/5nnMt/buRD/kkeO4w2MLXXiAuKzQ5jVYchdWchcxyWpRQdbXkqyT+43je1VX3UuuOKHkdV61Z7Y3UddvzW1vknMNidkb7LgVNcxY1c+DosJn1vXwgtTWM80qsm6bmUZFjXrjeGCjNschlHVPTLiK2oCGYYpJd8gxVfN2ToCNNDXbRFUW8xzI+YW2byIx9bZNvYQOFhefMiIIj+c5FoRlM3bZXHNuh2PuhvpAIN6Cs+povz1JYzGPcGguVBtuYHCuh9b6yenFMc+/kTWCA2wbVn+iS7vdHPPr0fdGeMl2bMYeP50a45hnIe/ghL+ELMuf0TxPMPJ+ReFrs3oGQO9xI6Gs+l25qHAj4RdygpCBHOMUNsoy64TCgbvKv5RMfozz0eHKcgdqnHSTDYJjvh+7WRj3O3GaGmsMQo55brmrAvEuZOAGvFnGWwhbzF0QbwvjfjcOnGIsds5inimgtlDyHlxFznTpjAPHfCH4uVDyXjLLPB5qs4wwd4DvFEreh23+AJed3m6RxXzI/k8oeb+0kpKEJWssLrsyCwvkEnVg65hGG8d857+AMPJ+RW0z2twIzDEPOHw4rOrW+fEbcj7dqCmOeQDDRoF5v3trueS3fQXXDPRCJpLPvOXrWzGnDy66Pdl5Zr3QhQVe++EC63sFdX0QXlApZajfSxd1NHEJXIy20ZvbH/XSRdXT6aIgGKmbMLfDhXFevliqMsd832JK2Jh3vBW2txS3GXDG/Cd7/k94wbXQdremnq4g5JNy8PC1PNw4UCcmfKwfRgHaaa6o4JhH880R+v8I2rN7/DaNiMV8uMbGhZsmR1F4+rIToxbzixBrCv1+jLxGFPLIcVZValZdcmmh2sdpuJJblWN+3uWKUPIJNIaXmtuQczjL/G8LWY/Als3hhBvDJ8ndlsuMMou5bbMrwkzzF9k4ltsW8wmzqND+U0D8aOuxblHtMUxpM9Z4DP+pfjzwtrZx0hXxdcFEOY3LsKB+QQ1l4wSN8+Px8ccCA7X7AYzhK1HhLziDOs9GPXHMl2E1pXPqQAz70t7EoHqAY27TVhUU5jkSWRKWogrTbmm3spUC2afiLtHHimSHMLuehxdcDr1vZlfAkvcMAvT2Cd6zC9j/i83tGhzzmxQfE7ruIhBfCv1uVlLXFZZKh9NWHZzw0v+GF4ysNtrtpjP3gk2fJFz+OlGVDnmnMl/P8w/Kfym2erSYb/C/4oRX/xKZJnSvC8d8wkgRuu4yEo8wORQ55sO2ZIT9qStkntBg4TjDDQwC96+i2H7Dwr2/ES87XiIojmuo63817mWOc6t259ZtnyTskpNxeJ2qn8v47Sw+oATngBaeigIDbyADu7M73CzmUY5VhVF3EzXOOmNRcRyjqh6jq79aIL4FxPObZvedfLSTlyMaDMLoFzr5kz4d02Bg1rTUxVrqnlAkM4DzWTOKbQiNhMPIMO9SMIt5GtzVQrvhbh/FtIZmZxTwmzrAocSFqcETffp5edYgOLGRE56ozYtwgZicPHovlmMq5HZLMohHUzVI99sluMXc6fOHdGYd+32kDlxKrsNxETXWi9BNcoLExcZ6LRhgHLsc86Sz9wnEkGJC/cdjxo7lmC8CskbY0I7HGtTBMGDvtg2LeUjwXUK3gSvKsy5tkm2L+XjPKwQyZYnVQ9VmO7OYTxJ/CW3PitUfxHLHDmJbi9Yo7inIejas9gF2xtFifu7pmlBydiC+FEozeTgAfwCievGvJdU2FAm0LNLSyykIpqjPCdfvObDde/xWRVnMjyj6hKrnBOKroSYmFzjHXL9NjQ2353KhnB83kT8cc47PjhAFlBv+crWUxelh/POHp6an7yyI/nmIGb4hrGcS4QVggpNS5Jhv5v4itD8PEK8N9TKWJMd87TouwgyTF/kw3kdnOzNimwHmWUHm4W4zJ85pYSZFjn8BwdHC84KgLPLjkM147N5im8X0BUHyClDf21wcTfxS+rT1QskFgfjjebXNsR4IAU/zjvU85B3reVCvomDlslm4NbAQDVe7A24xv/TwulD1wkg81rVuF4vhQNEG3e7+AseLAPH1UG6WYN1ifmveu0K7i5KKsprF4kKKYYU00yg/BR8wxajNNie4xSdUqSfoSlnp3Hrmkm+GRolbSaBFiwpbSSXgBe+0Gm1SmvvajDaxNhNu7Q0m660UMAKrx4avnEti9YezO4mHM9PMapqXheqXorbbgGyLeXztdmGYwprO28SiHW+OuR1DB4M51+/CuXypjwSEY37CcpkwxskMK4MWxTITBs7xHzP6BuDhMQe8+neTjrtfnyjm+BHVbY9oBfGaIOvgLXdUSb6cUOXX4bYJi7t9udCFB4h7CCWXA+L1LUe71XSOueUtRrv8YCxl/gG/hOqNsMNF96CCDKXk0pE9HI/avmshPLczhMoj86r7ab+NYz6f93Bur10rIOcXs/toLeYvmRT2Ese5FwfNty4FJnH8ieL6J5rzWQTiiljyIWZ6W5zhFi1BZCth9fewy68s5l6iP4WSK2OfO74scH5bEXA8eXFoETy3vX8diOGQJF1oyTG3ZXyCtFXFwZLityGxFk+tXCwIDzcIOHE1IM7btKc5OwByXlC4EfNT2DZznLBY8uqk48hi5JjfTzhO8JTQUK1BFjRlDuDYl/ejevDASy4KTaiJM2p/drGlxfwoX4UIvpokFJxH2GrJ4nOq389RajShB2qhsniYhQY/7Er3f3QQpA42M70YE8poxjHPbnZEUBbJQHw+VN6ECV1SWHI1wLEPSImX2bVYGy2KoX7Ko8kxP8P/oMA8Gu91UAJnmSSUHFNVI3lIIYTEO1gIW+UJqu0cG0bpeJMZQrxJPVo9ki3LMd8FPScIUH3svukuZX3imDs89gh9D/lqvEMolKiLYx4iVEUo+X4U3XkmsQvH39SuXBue2ymNB0jX2aTLFp9R4npGi+xsodopWHI349TkmF+OdNS5/aDxwd91Lbe5jXUOh+Uttom5RMGx/U5s+KWHfmzCJnaM0WI+UayIYMu72JTt5hAKxzxZ3cywpjhOKnUfmWgc812hgsL6tSHNc3mN0rCYb2a1FIbugyh1aSaTIcf7FfP263F/Rui+h2iSJGHhmH5023PuQLwl1EH7J2sopdFB9E/CRZeTYsPXr4+Q24EMA457XBuQCo+3HyUID3UbZDn2Mv09rNpMmf4I3yzRPgAPvGSUoDQfw5ekm40sjtcqrq/VnL8icP5xJG5g8hJxzDl/XSi5EY062+cW8+3jkNBtjWm8U54ajrlVeVSo9hOZF/53KeuClt2jKlYK5FmDXnFYJeYUVhNNsN3r/Nn0Zi3HfD/m+QgTZdPMdn1HJXVYi6rBvXdVCiQ+g4moIYqttFCLJ2kBTPfZcczHfDmBgc2QuB/2tc6/Rnij4vxGzf1YQds2x64b5k80ZqnFvP2LBG1D7W+BI28NC4Vdw44B2iCtRWGy79BLejOflcU8KLO30P+tkHgLWhYescV7VLv36La/I7S9NWqbT9jxbYv5htZ0oeQ2OL930OEytYKA39TBCk8MmBY8v6V0bYq3gcTDmX2zTyHn25vs5TkVJtEd/Mm9gYlnUXQXqB8ejgoXmrbI9b5mt5/jXGp6zqWn6GZC29vhOnaaMUk4ph9FMk/ak7al3Ewcl4/OWxceKP0lofSnkXkrXdK2cHKvt6Bt4SLA+sJe1DNUekF9mxjHVMrtdH0HVBrVzCKI4yTFtCTNuI1Cv3uqesC8bu4p8BjpUNDJnsfoUc9jtDoKY+pgtQz5wjN7jJ5Fv019k3qGYx5vlEuYXZ9DeV+B49trq8U8ROxWBF9lJ/i7eesIE80KW2nTdOgA3CD6lA4L7KV+CAGpmUMHOqOncB27Xcxi7jH92QlvwvNYi1iWtydWTJrQSeD+C1hyG5MogmN+h2MP6Tw8yvxP7GYKi/l4Xx1Wbcu8Lih5QTO/ZcQ2ivs5oe0vkdjSSON43otjg/AA8QRBz7+Men4oS89iMZ8knhEY1xVlfreJt4B1/AdaXV1vXDjgjDzjxVbBzWKVBPvmFTLNKIUex5x5+wXOv0p9TpnQAEt3cFdUv+rjhOu61+AFK/ccM35aOBv+ufbTPqtGXR0tspAS93vBT9sNNU4xY0lzzEX2swhrutdR+o4bZcFxWVWDsrrvXxe67w0g7j+vmGkC7MV97TWhiac4GuomQOaY+4QmvIk9UM21uyIWg0sim27CeaH/u6Pw/GrOD2R1fjOHrSc/UyXgW4ezzWL1w9GCidIDGZhkZJ1jnlc4XtD3b1Hp7Yzo/io6fS+q3yUIc93btJ6hsc7xalXyal36IkH63sGqbzWGAccXFOEFTfx2hBVVT6xBPhPhxnE51XXldN+fl87Jo+DkNzsiHBdUhAXpem1BcN5DQ8Ee/eD4tBp1p/XIayOU/D5qnGnor9RXqRPma9ovBeIPUOJ2slOpFvOpaorQ5x+S/4pufed4X/0pQXiAuIZA/BGqq+5mYuSYb+g9LVQbpi0v/LuI1qwcf3ZwZBAeIP5QKLk39nNr194uZjHfHUgVSu5Da3calhxzQ7hihNVEXzJLaU0T5wzS58GrBvfvrhi4eRyHKtivfid8sPSDF2zdOsH90dwk+a2e3/G0yhC9qQXTUbowv3+MPKhksqVxzMV1gsDA/kC8bE9/o+dgokBV3dLTc2N06a+p330VG67nBsAL4KZc0qwcb++50IUHSm8i6Lk0IL4Wuuyn1RPHvPs6CCNtIBoIOUx/c8zlvawTTvwJjrSOLN+sxXmUuObRIntYqPYgWn5nNc5ei7vuKVkPHm8ZKpT8KUpdD7MjwPFLSrO+pFfQdwvdNZjm9Y6w2NcuF8InlGo+oRf+DwrEQ4A454Hcvk8LO97BYY5PfLzAhQeIf43VJxKzhmvWz8go4ncjTNPyfil6Qbq/A26dw/0A0cLW+VB8UQt29tlibhR2EZg3DIiVmW48oxzzNJpJYd1mm/A5TU8/61BAjrlN21eowXCcnt5hK+Z3jHHEJ8cS0M1x4e0fQcKTaDStxWcn3VUXHih9kNCFX6DwLDNmKMcr521Jh8fb0BSIv8SqTzK+Co65p3C5QDwSiB9s3detqqM567bpa06sdN93NJCsr26B09ew2M0cjDkKXpA8fo+fjrXB0X3pWBuc8d8rHGsbndko4phvMVWICt+PHYNz+hU/HSrMpTDl/cj5cv7A6Ftt8WiXKnm2E25Rf0V+GxtD3e8/xVB/Tc4PCkDlmNu0IwSp+wZHXXF2EwvHdh3TRVCU/0OlsZQlYl/6r12tY4G4QqhXCjj5wLHJcdreQkF4oOQYoWQIYPF2RSi6hWOuovMLxONR1huafSiO+YZWLUFcJyBxdTMRcsxPHj8mlDyRTBLvVj19Io3wxu8+qwsPEPcSSp6E/dzRb/WbxTwV23Khn78FYoglojR7HNOPIknZZFJPlI6DY176vgibmVNwZt1hrEeOeYDSNqH9sEfr3R5KsynHXMuUF4inAfG9HcqaJI+w7HrIixtOzRA3DJcgvq6TPCKpvo8dXnAj9LtbUvuq4JIJaWegOewMRIeP8+/QlgUftaPdTRbzxKZXIyw/ZpDc08FZjqmttBsIn8y7gXB5pJOgTJK8oJ5V13HMLeoFAhNnAfHstn3Msf0bzfr4pQPUXdXsOdkJT10wmxwAlByM4yPqBUe0ldFHEOE5JDy59MzCMddzzQViyPvkPHR9QMqbT+33gVnC8ZlzC1LhAWLKc5JF4P48qr69VMdiHr18Q2DefPLZ2bOvFvM4WkqSxmeZBah12rP0XO1Fb1krwapciIw7aUoDLKbkU0VeFxb9i9CaTvPnMiVazH3zOYTSF9PsmtVsp3JsT+g0FFZS36NZZk/lQDio5DGAuNEjglGYjowbbxZ+HFMpkfReAF5wKtTBT1spHPNw2BNC24NUOhlDHPOF4PNC25cg8WK2iW0xd7X8Jsw0P1CX0f3zHHNnR07BvfxjZk1bzPH5aen5faP56TWboCkOsZRTBYH5KbOXMMYZaDY18nz3Y/q+bPgC2FJ5RXjBUqoB3RvBMT9Ut1IYaRD5BodMfOSX4phPVd8LXbYcp+iJeGzTk2+LeRxpUFDTtHZfgSNuA5vnLM4QfC70+0qaKPKZ9lrMUzEGIkwUq3Dg2JQsiQpTF3atPj9918kFXg/A0eXpwsBZjcvvkI/8FhzzqbqP0IQ15D0ppvdiOKYf3c4wXAvEYMOTusqpsKSuIAQ8VlgIrdM8cLzL8YrhFT+ES1d9YjE8nqEg9P96tHNS/PZuAYt5aqJLguRtwMXAeDOvc8yt6aLO7btuIw6e7oZhHP9fzNuESuOQ2dDgmEd8FAqrgeNsxurPN5c+c/xD7tg68ADxJkHjbMGVxAHj0OSYR3pVEwRmK7Z9ohuvfZIc8xnmaASZ30bLb8qgyHGiekGifkk9ofrbaQFMOaw4bp6/YF14gLiM0O8/o9D0Y1FeFt/dt3EyPJFmmV+QeWvQnvHOAXJsbZsCQtV3UNXtXTkW1x14oC48QPyFUPWdaNfezS5Ms5gn/dsUHW6W7EI915TpOYt52MC9QrV3A/H1UHl2oZLF3OXyjzBM92DJjt9u4lnMGXZMKHkvqaefzT6ExXwLpY5Q8j4cJF+5ufUtLRzTjyL19X4c34WM5Qj5DaR0NLD7cykm/ATuAao+eQY5PjA1Rz14vLYLYxxccM7iHo/5vqno+GGpzfHy5xe68ADxp8Iw/Q2IKz593k+5+v7ueN5cs/vIt0cDQ3XWMHB2dBNO3v6OQ3WkuXiE4wFxKcnw3E63HQTiXBV+M/mLQMNIjp4B6nfNBUfPHzi3zzX6nGM+t78stP0QTkvH/WRJcLxNmSPb6FyUwPU/UWjamCg2jq+pPr+mFz57hSF6GAdKjEv+WI4PKcJDmni2QHwEiM+p7qKchBz/G/fSUbJhbSDieJZ738aPnhZKP6YnRJ/NHGQxj+pqI4y04zhQhhonB8f8AtBcAsdPkJPHrpgasggfuwOwUlAQJ0kp0vzFMY+hKxVWsp2O/sKl9jR/WT1YYM+N8lJ3fX5a8GxpzEsNSe4SY8JDg07hOJ9s3Cwc8xjKURFcLqdRUY41t+VyzJdfOwWZP4M16MYc2hafUIQnNPHxsO6zfDhLPWFPIFrM89vMFWpwDgXIx3I1Wsw3LpOEVfN5WoaQcuR4fP0JAXiA+BVBdC8g43KYNQzHhVWphXXJNwXRvUiOPntHscU8SKOAsPz6m9SUPetqMb9GPqcg9/+QhvUsRr3fajF+bqdhwaZ1Loeqma0yjnl0R7wg97T4uUxrt4K6VI6HPt5pMTy3q8EV5PpwFpBmcY12vRfBE0ldXcXFXwdzSUNGbM9HPSYw7xoKzAiXQj855lexDonQ/uuSu4Xwr9k6pMLjqS1B6m6gJZnArsOxOEH1e4Lu+zwRIrtuwt8TiusFdDJXjn945Mu68MBLqgo1uIVjfijb+baYp+bIIsh9iJZe4JekpRfhl/ePToYHiPsLY13JvOO4V1f4eng+2uUBmCyaCj7aag46tDNfxBMFLyj0dB8/BWMe7djHv0ubJ0N3/Rn4VW8lweljNfuGmSfg/PMu46FZhuMzWWYthKdOlpqS6GYB7kdrOUwsb/9HW/3fozP9d5CXKOH3t/sE2XvW/d8/v/O58/l/9UOyz/8d8//n8mIy/ZuXHyX8OzrC/7/z+f/t41OrYKdUtmtO8SdyeXxtnuDxN5t6Ov9/W7U7nzufO587nzufO587nzufO587nzufO587nzufO587nzufO587nzufO587nzufO587nzuf//yBM7kZDvByzENSbznhoUoQx54h6J1jTpwgBAzFYckJmFzUO4docXFnoVtcB410jhAoFg8v+WHPHHNgHxKwYWKSRl5ulSE6MQlkajvihB/Yh5o5kDeNcmRyzGOe1kQIFssCL7kRWm/ur4OTE3T5V9+LRQKvHyri5dNaqn64Wrj8C9L5K3DU5PrnmIcwfSKEr2QDYrgQxF6taHEolJQa0pGWBYTwlexAPGRGWTdVp3x8d3pZc73oX+x0HCQchQjDzNmJc8ALui5o5q+ik+fvWt7MT1fvzV69J9hMX73XKd5xCseFp7SGszxextJ8JqOVxTwtVF4nvPq5kPO1DbM45vlFqoQR29in3PCSKrOb+Snt5bXJzfxShmbIn/idwINEeAHEr9uwTYt5sOAQKf89SuBIc7yMY37s5poQ95SXiO2FKCNd6eaBvkLAaD4ghhg/OqfDMc8l9qtAnB+I4Y46ClPjmF9NkkPoNggg9ELWspuETBbzcK1yQrfRqCuI2ue4nwL/OeaHXioL1S8ExCdCU/10o9AVhaWTsa8osS0WFz5kC6PYNvGTyuI4u2p7drpZRjj8QeqrCPUAj7ik5IuDhy5O37oRDzyBkFwUjpwVJckrDOHJ+gAI4ZtKdG9SlLWgOIqh1pnmt5dmcGwP/rwhdGFxqjr1Ocf8SHmiQFyCiIlhHB9VhEc1cXVB5ktimxez05EWX52aMxmeSNGWpeK8Kl1klwJZnKjanKjbPV64ZYU+pbEWZ/T9NjWCgCmFwsh1U4MJ3030AqXbwv02ceGB0nfhGPgLL4vwhqvF11X7r2sefCPUgsZAGRz/19htShbzSOMH4jNP37Ypd8NL3mp1Sk9fZYIpbU6Zm8UaTNkbnKZvFoOmdBVUeNk4B4NHKVyT43ldP0yGB2rROwJDy8FLmldKSKVbWDpWTEidISQf3qF+2D8u/Jz2PditWVIpzp9jfkDmXASGlsduvcLyhlu8W/XIbt0r6RGaUgH5kTPVBtNazI2KovG3f8m9+JKYVJtaJiaVjqPmaLww/dVKeBw1n3pJwfhw3VAR+XGTZUKyuIgS8SJazBtGaEol1BE32H1AN8QJJnuEplQmKbVTHMf2/H6tCC+pgvy4xG6vsLiMakoZ3ZxaEZpTFXmyxOgLjlf2q5IMTyTdUQ2bkjvVJjvh+P8+mVIdm5EnldIEc5xNEWejwyURmlEDaxGdSpflcszPR5yOcE9UTXxJXCppbY759QgvRahJEpoBV/zERI7pR5H4UYsGHJ1U4ZjfzDcgQi3uw5cUNiloOP43vZKMyjgmlY5rc8yzhrWIoDtqU1PIhuL4vGrGed2UZyKIeR2U0OhUOnzA8eW+fRfDc7uDCHWBuMOpLKm0HFKrg9Q5OsFrJ7UcyqKXQ3lUDXboPI34BtQZ9ah0m8DeYirldqXXRyYuMpzn+N/0QgMcG/Gp9qSWxTzbxMkIsnA/9UIZYxJZnKZqkKYH2DsRXvIA1uSgOSPJ8b8R6xQcXOcwxaY3Qi0+ouTgiJaFDyPUwkcvsbf0WnxRveCifskXEV7iRw2ekGqvfLWYZxh7OoJUuiQXlPeE4x/V5PyjtjNPRKhJKsrHZdc7Btg5vg7HJB/wkmcjvKQh9oyTaqcBi/nNzU9FaM6DtN7Ob3LZWvxvuvch7JmoVHsXjcX8xMvICE15mGZ4UjQcH1K9cojuKInwkkfgJfH5Y1PpfKmnL4QLX75WP+yrz5fy8yePkpDZG4I4tpPz2xFq8RjKR7ZUyufM8V2KF3dRZuEI+vNxfElCKq3+Oeap+EdFqEkjssuz6nQnHJ9ULzipX5IS4SWNsWeysZ6x+LB6wWE6jxXhJU+QjNBZNI65NvsnwkuawEvWF4pNpRRQICMtheNFL6ofdox3wlJANSWdSkYsxzlVr+TUPdM/Qi2exJ7RA003hZ/+jtKrZZ+qAQy8zKe/m9HQt6ajxZdVEy5rg+WPCLVoTkqZ5hSO/8380oIsnnxm1FrMc6z0jFCLlviSbKkFTAYri/v+lDUID7xkYoSXtKKhX9z0isX7lXDt1wL2VYSXtCbbHG+Evj8IuBMsQVWvTOo+LVh49kcLvWSrqkfWCEvQNmSL5gEl7N0mZ/Et1a23tFY/FqEWT5FCpuHOMT+7+FCEl7SlUWvX9Gf+U8ajdsQLm87cYi7mgyLUoj31ij3HafG3xwYF4YGXvBVhbnkaa7IK7wHxshZb/G+k9BmSUpsyz+JTipmnNEObRmhKB/JxkP3JMU/5/F6El3SEl6xtecpcXbesxSlzdR1fkjeIR39GZsfoszTs6SpOjrnZ8EAEhj6H/MjBRq3FPH/2axFe0glekuAs81N3cnz16aHJ8ETqlc60miatxTFPw1ApAkOfR9m4wFbTFvPUI29GeMkLWJPteMJYJ2wlPDFu+33wRGrKiyTmlG6F42PtC3wPD9SifYRadKHZ7W6TlD8q1btDZMRfSz77bHu95Oqp94FszFQ/fDY+PLXgSzQxFTCGnMXcQvZHqMXLVIt+4F35pkg6x9zTUj+CbHQlT1xek7LBYp4trbPwEnLlvkIWUCHjVLSY3/vcMMJLXqWhb++XsJhnCD0UgSev0dAnqxiwlKqll/rhrrjwyRoOGnv3Id8NQuXd0Glx6dPDkuGJJGCvYzMqMA1u8bZ7XkiGJ9IL3kDZyJVq0xhYzLNmHo/AhzfJsLV7IxZz++tShJd0p26lhOaxTnbjhfv6THlz90A11a2lBS9cD/Is9NM7ExmxdaDRykny0L4FL7kZum6sHY7/zZzyNs2vtNHAMc+H0izCOHmHtLk3m2ltTrihqkFDvX5LjcDQnjTsCxtzwWJ+o+eECC95l5iaaHznFvPNh5oRlhvvkUPRXn9sMfc81Y5Qk/fhJbUrxabSPlLJyrGplAi6wal9wXWb0HcOtjkYc5l957Cn6KVqpO7k+N907Yc0p5DNxfEfqgl/6GZ0iNCMj8iotfcUWMw35EpEkI9epHjsbWgW/5um9MYeOYnpTjzZsLj9Q3vug8dLuhKhKX1Q1BuiwvFE3WL6UaRa9CUlbHsh7j+5ePvROtZOBRZzj8vACM34GF4yrdUFfc1UueDyFhdcaTsEuN48Pnw7pD82I4GZkRbzMdIvQi0G4EuuuXbhd030zn4ZYaClkfPofiMXFnO9kTuCcA3EmmRlzckqzq9jIjTnE3qJdXlbXEm9oJJ+yWcRXjKILEG7fWgxX0W2jdCcT1GDZU0tDa5dT5daTD+6naN1MBKT0gHbKy5V2rwGUX4mLnzzeghp8mKmdIv/r9I/I+cIKVyOeULhJhHaP5Rsrixm1/+UudOn+IzygRXDJ3rz6mj1w2bCvDqMmmDTuFt88O/o2vDcrgmfA/GGQtlTB3pelTkBaEJbwavSUpW8JC7cqzIcS09I9bLceFmuElLfhh5YcCqDjQVO9qcFh8gIMk7sNtg5cUtsdQRJ/IJUf6Jx7V5giXdtDMauCC/5klbO9iUW/wJdqbuzYoSXjESZiE61c6nFm9ULNuuXPBzhJaNodNqFnsV8X75xhJeMJsHKatKmWczXafsjvGQMiXhefck7xzwy4pUIL/mKjBSbCc5i7hN9RngJrQi+prUa7WBw3F8JWX+tO9Mi1OQbsv6sbFjMQw18EV7yP+ydg2x37+B/2ukbi0ZsB7MS4PivK6nJ8ER6wThSvNl1jlGOeWLq+yIonvFk9eXU919xzL0r5SPwYgKOGeud5ph7mx6P8JKJZHPZe3MsXv50rnrwwEvuitCcSfCSx1pf0BeRVArWb3MBLyLpPntJ/aFxwaxb0P6cH4emYnymK5u/RX7Epd6rE/7BXEJ3ga6oOj3YesDDtcmAbSE4ESfDC+pVyp5KAYAlK2dP3aVrsLvK3mBjHT0CevQVwQKeQlPh/1PZtQdXWR3xm0DuTcjNgxgwyktIG5DwEAIJRMRyPwgPU+uDd2wlDEiLtYCADjO202lnfGDHsUNnqu04ZdQOCFKV8Ag3WsSiFBQo8hARkSqPKiHIIwRC4Pbbb8+e3Xvzsdww8w2/P5Jf9pyzZ3fPnj3nsCXPSHrPcQX8cmafZnu9JriBId72R9e47Q/YFoRlVOL2x0og+NPA5sg8zxVs2wTbhSM8V1AR5wredX9wik+C/Q3swLDISofbtDZbhbOzQLxiU9Cm50xXky/Js6ER4x6uJvYw2vigokhvUibFm5Hehhzj0WN/VwqfJsUaIHi1OGAUqdjVg4BDmjg3ryV693bUA/hL03w08R+UoqPOkziZjnwLCE6czHG8t8NO5NZBOnuNeRt00b4ab2sQJAi6/VADupDwdtjbtP7g+3kZz61/xYEPOnKcT00f/XsHSbJEXouxDJk/VWzDWlpK5ds6lfNt2qCsweHMwSH03sRmfPr53qXwaQTrKL6iOi6JOz7xXBQ+aMYgRanWkx+l9ZfE078KReEDkklKX2yg5QPfHMz41T8vLYcPSDorkmxEi33CzkyJk1GuWloJdTV3mcZjzltUKd58E071S5F8uzZlvDm4NAofkKxT+iOKkhyMFFp9kPjGulGHBGGn0OqGxDcmeJeaQa8ASZw1cNcG+KAZm5RmvEfNKLGjIPGNR+SfmKbsbYdR4mQINqN27hDXdu5ok+F9H5VqiI1iJE6GYAtarBS0WEVgsdo5+z2LVRF93LVYy2P43iBk4t/0sVgfAMFrxSGH3H/XfiFnjzG6oc9WlH9oqu97BzFqSTS6/wKC4yfTnVrz3iLM0NeEzXzZSABTGUgSJdhKaxCKsSWWl+AvU3ThQwpQM2wBfYNvDfxLCslHtJDJtkEZY5nGn6rYiW1A8vHuxgj1B6j2Wq8/Kr33J78w/QGqvdZnRP4NBK8XZzt4nWdZtFu/bOsGdw89UBs013mChU4Lth6R7UAAb7ORKkucjFrvILXmgGRHm+bFxzS9qWQVsN9bFrCrP9Jnbf4JrXzoeXiJ5XkIsth+Oe+dNLnYYg9pUzN2od+I4f3Hng9lLDPvEUUfdmNnBhzaOJBYbiLMUjTzP0Ay0dWJQpMkru6b7dA+6mmRy4Pq0kqfXN4e1IkLOCLD9m6UWG5zjVKa8il2aLYoBJOYF7VdFZK9tGh51tZtMZYHDkIKyT4cmZDNqkqczNDup+gmbOuUGMt09QJlVA5QjCX3yQg3udO8ydiL/grJZ0DywaRmu0W+eWKzb5oW1h6QTU1PmO4HKVyk4w8SN7oSNBopKpUO/ZzW5tyJR9tkMw5RSMCJ0bDvZuw7Sl98QeEzWW6J5e7lkynXJzlMxoffgmG8zI2/l5kYfKHSH1+SPykxJ/kklkeDmpTmHElcDQRdTCnKVRXrameUYAE+tBt3JOLN4FcUMtKBjCuxy3Evh881SUKone/lQ3CUsmr0pqvEMkk416cZlH3/LyU8PJ0z21yE5UOh53xIqFb8a7LomfY5YsbSAN2kjMo3QNISW2GtuMTJaOkxbEquWFoxfuJYTQQ+kEIQtJLiONkOzjIyPuCq+QGj6r2UppygWKPKnnZlLKOeXoqCncTmdHTGQkWMNzKMZflVoSLJ/8h+cM00Yzm8/RSSbynLSC+wSrx8+MMOfEByVGnOd9ixULDwrCheQNzJlaITPcqjkJyizBofI2Ysm1OlNKceJQmJMgrGsszmqiLJaUqI8BkLxjIm3a2QNNACmDuWcczt1Jjp2AFKc86Qo6IX3SSWgcxWRZLvyeeG7emokHCfbEvGKpKcxdHJsSU28ZgPfI9XSM5RMON1rxfgMpa2ZLbSnPMoSdhmm8Bh0ZHriilvRB9ZOqyUso4zfdKWF2hkvNOSXu0j4zGuIRpjEusdlaY0UoiZaR4jlVi+N/c3pSkXyVlRWCmxHN4sRZImNNCnrJeTuLMrRWcjyZX21w+5L9EMpodOJJaSXFGac5lIqMhFYlnqu0ghaU5cQbQLtLdlNyM2F2/KXoJlN+CYPvFxnVeIgMVnLJUspkjRQiSydqdsxa9bOXD4a4t8pLiKSha0xkdiOekeU6S4hiTpDgX88Zhrd04pJDFKovEDGYzl3skghcR7QQWcFD3NIjH9zPUy9Sn4yxftjo3EUrnOKHFIKkngZZvM6TnCU/7y1zL4gCSozJV2+BBMB6sPEuddetqBD0h+o/RF+6D3XwcxnIxlh/ZXJIH1v7ck430kxvKI5nFFkiD1yS02jcV4y8qXvc+bcIokIWoOve8l8RFX1Y+YWKRBkSQdJcl1Vtl4lbFclp1VSDJIT0qsijOWc2aPEvR2QJKnIpx4fqpNRUCZ2B/NonhQYpbiAaUpYSRJcehqA4mle9ilkIDV9yw7uwTG0pLBQ8jXI8nG/ogP8MiSyZQO2IlvfSxZDs6ZVIcvFmEsY9WI0pRcIAnlZ9qzSqBkfmeVwDnfHAy0eguvI2npXbaqjHGRa4yLjNPeq0iRR0NLuaA0F9O6bvmdt2862/11z7fAsWXHJ711E/VFlo3HUn2t+hhlwuXjiAStEZY4zyXIMySXlKZ0QvvREuFHJBlnuwTZhsRRJOlMusErCMYvuqvtF82Ke7hCcjN2alikccJtSukUYFNCtg8kllfg5CtS3AIkickDGtq0SetqFz+DS3Y4aH7YR81vpWbwKpuxrB6ZoEjRBfUj5NAjXBLLKLleGdquKEmOyMgwlsUwxxSSbihJusOHFhjLROwwn+aQz+1O/oV3RRkvcHVjgdGPcqVPeiBJB7E0dX2uNzLF0Vvvr6stuII3nYBf7WkmXUyMzG3ktHNtNpex1A+qlvALcHsmSiHxHLcZc0xTipRO7UVerps9HMh4+fGaCHw3ykIUUqdyaofxNXdReM0sDNOVTv0B9kmmqAMM+9YBwuwcHWxdB/hD8i20UmhxMWX6ZYALTqjJZ74UUV/w6ULGBW4/FCTRF71pvvBmN+OH7jkzFD7NdvTBaZ8j+iHHnkUp+ea30eDqMUNpz2Wwz1mU27EZ6ZYAJPAuczl/qm7Q/JRoyR/2ldI22u/TWhP0Reu11cYYEs9bX1wKn9aEYtIH2tiW+JX57Wrhg47srt2zQdYrbOMNxvIlwNsUkv5kMzKt9WIss7hdFJsxACXJsOsUiaXhuaYEcQNpyrOfZfxC89MOfEDSXmnOHdSxVFEkMf3Q9dYsg3B+NEWC9i1OxpvXLy2HDyQ4rNiLwWTJuXKZsTwrXqQ0owT7IjvOHfgd6oEtpK4+BadDqClcF9kk9mzZKaUoUgyleIN/sUUQ8hqun9IfpdiUq/bBbolliu+EQlKGJOcjfNkPY9mcCqU5w2ja8+YeY0lSoJAMx+FNdfjMvMQcDYZ9SEjVy5Ek1zojieVKYb/SJ3dicwIOJaIlljO3VGnOCNST0+ISj9NtStLfZVfX9p3yDnFJk0eNpsIyfIJPeD2Sgji5/Ux4m+sWtxnXmKE0426a9gW2bpaxvGviDqVDf0TrN25/SpuC2lE4X86JbQLGcr6MU5oSofkSsqrOuNElaKRneRUSJ3HRE49ZS8mS+YVPo8m/sCVjLCssDiqdOobmC1e7M5bNuVfJA1VQx2aaJkh82SW4bEjGK5KMRUlCYtIxlpnKEQrJOCT5XtzAxlhuE3ypkIynPBDvejCW+5V9FJIJfhNvlZWKh7hBGeJ7gCQjcMEcOxoQBbtK19rtrFpVPm/nxVKqJ+7hEwlV4sTLFhEh4wLX0xUYbzdY0dYfA8niyc2R/kaKkVObI+9BEc35t+ouvXAo+rmpKYaCXKjMS6wpvhf7Yo8tKJM4mZn7E15uBEZRjpBwjtuEHNOMQ0oAcx/2Raq4q4axrLufqPTF/UAC5z3pIBhgOmoig3yoMKhKax3kP0BBPh21kVh6ubcVvXiQJhzfr3BOHICqicTocXlFQydSpoFPDjGWB+OWKCSTaA2XBWlfs4YjfHLj32vhA5L1Cslk6hO6kklieZlcpTK8UygaoouhJKa/pCnZVLLsVKUmsazImaY0ZRo5Kb4kirE853efomTTUZKYGFLGMkatVkiqbErLxh9Bx+866MtKcx4CkmN9Mx26kLjaxX6X8cKaFmZpYkHNT2k12cmW9TCWx/OeU6T4GblLujJD4i4uQRdD8pGiHw8DyUsD6yN8d893kQqfU2ZPpuINKIlPg89AKdIcrimV+MYKVk26wScDJOai5dnKsM7EEWlvR2SGi+WIUIkTnDZc4lPiBDc/e6/bU22txMk0YxZGhA14Eae3G8hY1kitVoZ0NhnjPOuYGMsSp8kKySNAktmnPlLpZbC3eEPa1+e4SWY7DKUTM9hzgOD9g432wnJYhuGF5RXRmdtrInXmjAIctoejvYk39P0cCGbU59gr/iCw/aO54g8IzpgCVQhsB/oQ/AIIqutTHL4yPdWZ5BFM9QjWGAI4UQYRcCLBXFohUDUjYL+sE7R/lk/W6VEgaI49YyvUJE7GOcOdzAG4sJl+SeJkCB4DglBg5ShK0UgcKOxZCp9G8CtUpiyRA2Qsw4M0ZWLNA5KJxQF7d0B134BDd6/LslAYhekJpg5o5qMUYTxCMB+PHuW3wQEtIF8qy1OwQi2+0hd2Qht88n+PY7j4ywhtwkiczEgsRAkuiiM3F0XBHdfXlimr50W02MuF8ylmsUc4p9/XZfABSbEyGovRb6TiXV7z8ZgJ4YV1z0fhA5INin34P01P8S51uwEA"EA2F75742302D1DEAC1DC968ED2E62EA
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Author:
The Dutch Actuary
Collection:
Perfect Ratio Run - Let's Play
Game version:
0.8.23.9989
Copied:
23 times
Created:
over 3 years ago
4
This blueprint requires
1654
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42
80
80
14
1
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