IM 6.8.13 Lesson: Median

Here are two dot plots and two stories. Match each story with a dot plot that could represent it. Explain your reasoning.
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/7yl2mrrbbKxwa52XXdddfNZGaiyuPlfp5f//rX+V6g+eabL80777zp/e9/f76Hx66zMnnHffgGWiFjxs5BZ2a60X3uuefO93Z94QtfyIYLWYiElO67776022675XvF5F1llVXy/WBuhK4med00v9NOO+Ujyt7xjnfkm+sdGNy6o5Ec2YrvvETytdBCC6Udd9wxHzRcvSm6Wv6M+KydDDnzxFFbXs6Y/NWvfpXnU5kLgx+VQmKDx3RKlMhqfvLJJ/OxQm5wjZM43Li63nrrZesSeclH4bg/zAkOkc8pH+9617uykqnetDolwBmyTiCbyy+/PJNSnKzh3ZmH3/zmN/NTDQISt1e4h8zJLtXTPciCo8qqSlzej33sY7mckBs3MTvqjFfPy4rk2lVXXTXfTK9uL3V88YtfzB5h5JvR7zywDTbYYOQoLe10c7Yb//Wp1Rud0e2dCvUXEpsKo9hAH1jX99xzTz7bzukMoWQc0OrsRCEieYSOWNjvfe97R52dKJ+z9i6++OJRyqiBppYiG0bAOH/lK1+pPTuRly6sGElo0MkecTwUuQnCaz07UTjQ2YlVI0ne2WefPR9R5T6zSHF2ot9DFh0G7DBqIe6Jkm666absKVbnjDaLTAjFMghKGiwChcQGi+eUKQ05OTvRwb4s3lAczqtbfvnl8+kN8piU1ko23HDDafIJ+/zsZz/LRDdlgBnCjhhnz5Nz5FiQiHfk4xSX6tmJ1sK23377fNq8I6fIjXfHkAmz8UR4Y0KUyE94sOrBIz9hRZ5XNUzoKKs41iyIkaHkFHxrthMlCasvtdRSo+aC/psf1olLVGLwI1VIbPCYTokSKRlHAgkNve1tb8teFqXhbLuPf/zj2fuikORjqX/jG9/IykceL6GmjTbaqIRQpoA0ULyOnFpjjTXyYdDGlzFjXcoGCydoRBJadh7iW9/61nxmorxCyxtvvHHe7BD5vMt71FFH5YOFeS7yIrRtttkmHyeFPCMhKof9ehSQvOonlx68WX0UTOSfUe+OaXMsFm9SO708f+3QQw/ND/Us4cTBj0whscFjOmVK5GWxlikaDzn02AtrEMI3YVGHVW39zLl38gmdONuO4qGIqusgUwacIeqI8WOo8I6s7Qgd26zgKc/WtareBaMGqZ1zzjk5rMiTt8mDh1L1rMBHhnjx1tWsIyFJm0Vs9iB7Vbnxv8iAMzzJ14c+9KF8sj4v0G8TJZF37dQPc8EGj+OOOy6fQQqnap8mSpsnezsKiU32EWyw/SYcBcEjsz4mHGL9q2ohR/XyUUgOb5VPWMl3ZdIGQpP73TjarcqocZgvRY2s6jwLytouPXlsieeduBbBtaYgPQ9ZRV4Okpa3Tm4QKbkiX3ZAksuJRGD6pt36zzs0Z7y0U9tLagaBQmLN4FpKLQgUBAoCBYFxQKCQ2DiAXKooCBQECgIFgWYQ6Epi3GMuu9i3V52b30zTSqkFgYJAQaAgUBDojEBXEhPfRV4ehudeEese/RKZuHe/13Ru9mB/1bZ+2yi/3VWwEf/3f5NJG5teGA4c+sWi336rJzaG9HttP/mr/ennul7zVsv3uamkbGPfpIyNZ1+MfdN9iTqaGpeCV//SXsWs/6vbX9GVxCxIWsx1n4MbC+0G6kcANdxCrZ1JTQlU++51/0WbgqjrFqnbleA0gauvvjp5cu0hhxyS+9gu7yC+5w1bKG/yrDg4uMHU4rnPTSR4kymnF9RtEBlUneoxnvrC0GgimQcMGXU02Rf9cBJEk5sD1GEDgleTY09+3RDddF/Il3HvR1f1IyPKVX67jU79lNUpr7GwG7h6ekmn/NPzm76QYRt1mhx7cwV/DLovXUkshM5RQ7bA2j3Uq2BQJHHmme3XyvLdREqApSDcx1G9abNTG014Z8kdfPDBacEFF0wrrbRS3jHV5E4pOB5++OF5p1ev+HfqQ91vsLC70NZpn5tIsLNz66STThp1f9Gg64IReXNiyB133DHo4nN5iIuCUUf1XqlBV8YIdKwXgmkqwcqBvQ7ibXLs7VT89re/3WhfEKT7Fo17U8aFct1ycOWVVzY29nQluXJbS5P3wunLpZdemm655Za2O0PHKnfmvZ2a3/ve9/L9cmMtr3r9KBIDGmEWMqTQvZCW42E++MEP5rvrg8Q0KvJicd8/88wz2ePyGyViMriWt+KwTqc5m4iu87t8PDTfuV59yCF+rza0+jkUlOuijWFxV4WWVaENrCX55OFpIBt99btJdf755+dz2dzLon5t0rZ2iVLRF5isvPLK+fDSM888MxN2u2vG+r12OR2B0tT/JhLL0nFSp556asapiTpgzhI/8MADG52YIVtuhr3++uub6Eqe8LaFU8pNKhkGzGabbZbnSCMdSSnL/CWXXJIJuSnP1diLJhx55JH5XM6m+mLOu0nfobt0SROGs3Kd5H/hhRc2NvbmOd31kY98JEcumsJLX+iva665Js/7JvAy9rfffnu+t8/8H2QaRWIqcr8GK9mpDIhn3333TYSbJ+YmxyAxgqJRjqP5zGc+kw+K/exnP5u+853v5EFFFO4REWpzkvPSSy+db4ClvFh7iMBk8VgFHs1HP/rRPFg+X3vttR3DDUDnMbgJd+edd851u6GS9eVkgUjKJ2j7779/7ou8PEITSfsICIXNw3TUza677prb4py21hszo0zvyNNJBQ41tU4IG9cKYTSVCon1h2whsf7wIu+FxHrHrJBY71jJOW4kxv12p/myyy6biWGfffbJp0w7PXrxxRcf5Ynx1o499tj04Q9/OCtweR0GKu9+++2XGd1hmO7wn3POOdMyyyyT79x3koPnUiFBJzpsvfXWaYsttsgEJ2TiLnePbkBkVa8KECwE1gm3dLvttssnSCBQ7rZ6HFfj+UXyUfomJeJ1d7+yeYQeJSEvT8opEyw233nMiDPf9t5772xZE9K6pOyHHnook6KjdDwvyIkDyy23XLrhhhs6enB15cV3+oVYhULqXjxJROlGTwZAXZ6xfseT1gfGAIIfa3l111OW8PvSl740sjZSl2+s35EvMsBoESYba3l11wv1CCmpI9Z56vKN9TtGk3lGZsdaVrvr1eERKBHuaZdvLN8be8Ynw6/JvtBNjG/jzpAdS5vbXatcoURRHHsG2uUby/d0EB1FrzG8x1JWp2vJscfsOOfUvFdvp/zT85uxv/nmm9MJJ5yQo3PtymjV+aEfO72P8sRCGVPywlYGhze15557ZiXvsM7wxIQ4xFCF4ExgYHPfEYEDMIXphFj8jiQQnIEQ0gslTNh4ZXHCA+V2+umn5/AcItTxakIgGJ0Lv/DCC2cvTzspeJMiymGFC/NoC1IVTtJGea19OTmbF0cQXYO4HWqLdLVZyFE9rUn9wEewiy66aA6JIWKKDPEfccQRmZzl6ychMHWadJRI3Qsu66yzThYCp4HX5Rnrd7xofeCF+zzW8uquN+kpfSedC/XV5RnEd+pxhh9ZFg0YRJmtZTha6eijj0677LJLo30xFmRW1KC1DYP6H1YMTHO9qbEX4aDEGK50zaDa3lrO2WefnQ8GNu7GqPX3QfyvXFElxnFTcmyeC1WvttpqOQw3iHbXlaEvIlkHHHBAo2MvjOzRO+Z/XTsYUSJc/aZRJEa4hNYQV6wJISsPRkQGrRs7KOt4UfrI5LDDDssEw6ujmBHX6quvnpWJ/1sVfFwfngi2Rig627pYLi+m9nA8JIJ8Yo0oyo08FttNfMofGfoeeSK09ddfP5/Orm/Ij7Bro7I6JW1ksdpgMf/882fAla0Mh5NaI0PE8vWTeGBw4tk51LTu9Za3vCUfpOpg0brfB/GdQ1sd3OsQVvUNosy6MvTBQa5N1qFe/dGXWWaZpZG+KN+ByE3jpR4H3jY99jPPPHPyUl/duI31u8DL6fdN94V8Gfcm+6J8eDUpx8r2FImm8Yp50iRedIvDkNv1xVMSnDXZbxpFYg7rpIyRUShiip+CVXiQGMJCSNbPkAUSEKpzrZ16duxZL+tEYhS3cE9sJBCO9IRXBOM5VLyoVhLTOe1CGkKI73znOzMZCU/whtSnbUJJxx9/fA5jOiwUOSuPWy60KDTqwXu8rn5ITJs9E8jp7B4tERaYRVF1eFQEtzwMgF4HQ5+QIcwsrta9PIpCveeee27e2l+XZ6zfWZ9kIe++++55rXKs5dVdz/NmcRkP4d66PIP4Tj0e5MizsG47iDJbyxBKZimro8m+eIQJI/Kiiy5qpB/6pQ7z6KCDDmps7IXfWP08/Sb7YtwtNxh3IbLWcRvE/8qlY3hjjOpBlNlahlt4lO3WJjuGW38f1P/k2DKK5SE6QL2DKjvKMfYiCfZNmP/xffVdhEt0r980isSEC22wEBcNEhMfFRqsbrFHLjwmGz+cbL7tttvmxw8I3QC8G4mF10ZhIi3EgsAoT0TjkebtSEwHKXwej+t32GGHvO6FrNyQjVj9/tWvfjWXQ/Frp/K99E87rckIJ/ZKYjw55QqJ2NCx2GKL5bU7xG6HIkLVb2FTYdLAr9cBUT7yg03dC+EyFKwHCmnW5Rnrd7xMIVUbexgYYy2v7nryBHObbYSg6/IM4jv1kFMyYnPPIMpsLYPRxKgxOZvsC3ny3CzzsLUNg/ofVsL0FAw5GFS51XIYxG5nEa1psi/mteUI4y7awvistmMQn5VL2QuLWWIZRJmtZYg6cSgQMn3X+vug/ifHjDFEY943gZex57BYb7cE06ntverMyDeKxBCSrbxVT4wyAGDVE+OZ8YTsOmRRmcAGlWDaXeg5Q62emJ2BwKKseUrCejwXmzoQokmkDKFLm0BsK/VduxRK37qdexx4Qossski2JAkxK8zanE0kNiyoO17q0QZl2FHYSzgR6Mg9NofwiHihLCXvyM3jKWJtbXoWKNv11feEq2yx74TQ6N8YBIyOssV+NC7t/oNV2Z3YDp1pv6cXyxb7aXFp9w39iRNOPvnkvD+hXb7p+X4UifFUbMKwnqVSCSEIzQgTRjjRmhnSsJMwrBDege+RlfUiFiqycJ+YMKUQAlJCHMrkwgobsvr9T+mENej6Tp4YL8dLWawG5KLN2s4zQ1rCIzZbcJMRgPLjOp+9JCSGeF3r8Q7tkr6wIhGsZxop03cmv3dtR+jW6r72ta91JOB2dXT6vpBYJ3Sm/c34FhKbFpd23xQSa4dM/feFxOpxafftuJEY7wJRcV8Rl52F3oX5eDlxn5gNEL7jSQlBICw7E+34s5nCzkGsy4XkKQk32mHDK/IsImQgFkrh+00sVH7xWB6YBeQ6EgvvS8iQG8+bQ1433nhjOuOMMzJpWZ/gZQm7ib/yxsSuWU3q8I7gtBmp2S1pt8y8886b3+NZSUi5mnindlbxtMSngwQjj7bZPswbE8IUMvPdoBKi1A94ancTyXghct6lz00kuDE6bLhhvDSVYGQMQ+aaqIe3LUqhjib7QmEKvworNpXUIQpifjQ59qI29AyjrKlk3IXHzGVGbhNJuXQP3dXU2NMfyrZWac40lcixdUQ60dgPUm9Fm817epu3L1w9yDTKExMmtPMOYfG8rG/ZtWfNytmJ1sUoc54OrwOJ8XaEIa2nyc/jsmkins5KWLmQ7373uzPBUfC2JfPa3PekLveFCVciOmtiyuEVtgoHcAmP2C2ylN91PD1t0UaTUD6DYVLa8Ycs9ce6mevkN5GUhRzcG4WcllxyyUxAPK1q3cozAPrPA0VWdQkhUs42jmhjK9HVXdPrdywZ2BO4JoRMO7QXbrzKQba92scYQzLUlIJRn3oQmb4wappIQZTqiMhFE/UYC8ZLk3jpi3C7+dD02FNiTfeFfDWlkI0xvMgVzJoee9GuQS9PVOW0Ok+aHHvGBUNs0H0ZRWIqwfg8G96JjRLISkgQSyMIFhsB1Bg7SRAUUnJfDiteXt6biQ0ceZXpWmE2C3vKEr5glfGKPL7bbxZKeTDK9aoTdMpJ3YiHtWUDh+vd5Gyi60NVyAgAQrFG5h4oi/CuRVLKMmgmLq9Tn9Nc+tcAACAASURBVLVD/ihHWfKZFHYkyQeDuuSa6BNvU/8HlaKt3ptKyq6+mqwHNk32JdredD36MNXqaHJcxgMvY9/0mKhDX+IV8tbE+3j0JeqYjGM/isQMAKXOgkEUFL3PvsOeVS/Ad5Q5sgprl0WCeOQDihRCy2qRT5nxuzKQWZSBBOJ6v7UDtFo3T0+Z2uL7anK976JueVlO1X7Ir63qVk5dWcrRN3V4b9euyAezTvmqbWz3ObCsw8F30d7oT+Ddrry6712jnhiPyKMfxkE/YGeMvNdhHNe0visjsA9ctbm1nfKoRx7GhHpb87SWXf1fXu13LTnSVn2KFH3R/mpftEXdvaQY15BVbW3tS/RXnuhLvzKgL4GFvoQcRRujr9EPdXm1jl/k7/Ye5ekL3CNFf2FKvtTXK1ZRRrwrSz1kRz3+l5Tn/+iLdy/tiDxRRt27PMpQbpQBC/9Xy5DP//piXGDaT1+0XTtdF3irr6pDWtvhd/mr7ajrQ+t30Vb10L8xHwKPaIsxqZPB1vLa/R/tDX2srerwIrP+b8W0OqfalRvXV6+tYgZHfZDkNVbRl+mVYWVNQ2LtGli+Hx8EQlBtqb/uuuuyd1mddISJANuuaucdz9K2eMJSzdeptSFsJoqzJnmmhCiScmx44d1a77FWyWPmoRLQbkn5BJb3au3T5h0eu3VTbY92muQMCyeV+N39dnGsVgh7p7pgYaJb+3BKgzVLa7Tarn5JHdZH3WdX7Utg1ql8v2mHySbUbhcqjx7mIgWUgN+jv7x+O2W1w1Z1u3Vd6/duCf5VvEQsrFMIUYfCNMbuh6yOi7HR/+hvt3rid23SNus6EcXwm+8pMeFzIXd9Me7aVpWRKKfbO/zhAjvtNPbqIAfC/cakOi7q7UVhKke5oiPaDwcva1QwMy5e+kLGhfnJmHV0cq9dvSR9Voeyo502pWmnNqhDeDR+jzyuiXb0Ug9MzC3yL6oVMqRs9cS8N5/0w6kq8pJ/v/eS1EFORKzMZzJGlm15jzrMlVb5Mm/JXrekjfQSuY3x8B7jYxzInHzkyfcnnnhi3t8gAqcOePabCon1i1iD+UOQKSpb+R2abCHURIwkNOuGUfem2YlpI4y1QaFVhNBLMoGtryEXG3nc5hDXRhuQgnVGx0O5id1apfVOwtctmRDCqU5dcX+TY5l8tvZp4lBghJUSEgq2nup3G4r0i+D3QpaUkVsb3GsIC0fnWPfUViQjIRr3JdngY300+mJHqvq7JZPOhLcT17XGRV1wowC006REctZ4rR+7D9EGH7hS3H7vlGBuErsu8IIZvLwL0yvDhip5rBnLpz1exh6m/STlUVjWs60rU/4SpU1pwVHZdhtbC3ZTL1LuN1HCxth6M3mDp7GngDfYYIOMFxlzf6Vxs3whD0w6JXOCwQAjmAcWe+yxRw756x+lqDwyZQOZdXab09w7SP67JW2wPGBHsvF3+5F6bDpDyuYRvBhh1vytyRt3fXFvqo1k5kK3vsCDR2Ljlr6YZzbyMJgcl6cv2ms5hNwp21yxto80jX23OvRVe40z+dVO50u6ud3+hMDL0VPOgbV3ITDVll7wMm7aqG1xrXfyQ5c58o/+QJo23Zm35n1shmPUVHVdt/GJ3wuJBRIT4J2VZNOIASbIBp9nUbWCWM6E2E5QioAAssooTIq7mzCbMCamDTwmI4Gj3CkbKSYUskGO1gC1CSlZ7+xFyLSB0NsxyjJznTJMGMrAmqi++s1kcW6f8vXNxNJ3CrZb0hYeFcuPokckFIoyreeamCaNMpE9fLRD2RRyL30x8WHMaoS3CagMR55ROIgQUbL0jZez35AN7xbRmLjIttu4yMNbhDe8lOHsPErL+FKWcR6onbkxLtoS3lo3vKq/U46IHCk6Ls06tqQ/DtUmG+7f5HFoF4WDzI1bt75EPeTWNXBANqxumJMxCp7S97vP+kEGjJdx65Z4IAwY5MQ7cb2X3aLhITMg9INiVgcZ4e2bK2StG8H4nawgMUYdT0IdyoG53+GBKBEy2VOna+BmTPW1W2IIKUNbefDG3vwxJ+GlHn1UB30Q894N3Tahqa9bPeRYPnPDGYbmID0g4hNGpXdjzxhjyASmDCx4d0vGTXnGMa7VVnORIWGeGl990A4evrzawoBhbJL9flMhsX4RazA/YTb4FKIJwWIi3JQBxUFQCQIBMPgUGyGnkFiJwj8EvlNSBuGlXG3gQYaUTJXEKAEbZljIvjdRTYJelZf65SXUcY122rrvEGPWI8tTWITVGtamfiIMZEBxdkuBiT75rI3ayxpHMtqtr267oMgoHt9V29WtjuiL8qM+FqdNQCxhxKkOxoCb0cMq1j/H+FCYJnI3JRNlRz3qUHacRKPdSJ9lS5nqp/E33q7pNWmHsnkxFIeQdZXEKC/kQpaqyo0sOiCYbHSTseiLdrKyKU0yy3MNEhNtcDI/Yqbs++2LtgmnO4AXqeiT8a+2TRSDvJlTxsO4kzU7jHmvruk0LvLD3M5lG9OUYRyqmCvDfIUlBWwO60vIZC/jIrpCfniISBhGVTnVL0alMRAKVKc6KH9zlHelrZ2SuWW+MbwQuv/Vo+zAwDgw9hibiEsbqr93Kr/uN+WqR/SCYR7EbG6ao/oCS3UgNsZrRATqymv3XSGxdsjMgO9N/hhUE88RWUFiBILgmriEmcVMcAmASfCpT30q7xIleN2UWpTFKhKyaCUxCtKxXL63Y5RXQVEQ+m5lt4ONMFP8CIoXoc2EmdXnN+VqO0E3MSmGfhN8glCQMywpFnU4YYaXxLvwHUXQT1/khTVFxso2MXkx+sGgQAR26VJiknfrIgiBl6Mt3ZI6jKm26Qelo1xrMOpGMBQ/glcmIiAHfus1wRhxaDtPGVEqk1UsUSYUPwUZfdEe8oCQGALdFKa+Ihmeguvggzgi/Op3a1PqQTQMNvXBslvZ0U/hbxY+zwEhh+cQRoR8iEqUAZYx3mRY2Jl3jpA71UeeyL9QIa8P4cO8igGMwhDkVWoHQ4znEuQQba57N+a8e55q9IOcMjDNBViZH3B0cENgpN2uYyTBUFs7yTPCcG8v4zTuB9Q34x/Y0AeMDfUwNLWBVzi9855cipSQL+X5n27hcUZoESb6yEtk0LoHt99USKxfxMYpv4lfJTEDTZhMmFCeviPMLCiEQNBNql4mj25QBCy8VhKjqIUbKRlrIsKXwjaO52LJqrefpN0mg/4ow0Q0YaxRmFgmoOTdb6xSC9v60WliVtsgrwmCKJEgheNa7TUpTU6WHgOA1YwgKLdeyocxRcKzYvnzerVdiIeyotiESR3+rK8SxcCKR0IMkW6YaYdrhBApf1gJHyEa7XS9EBgFYDxiDdH/SE3fuyX9oMwQsLULY2ITjPEPElOfdSMKUnskxEf5MUAYAJ1IUz/Ij36wtpGT9hvTKolRbsrTT30hX2SNxwPTbuOiDp6LtgceFDrlKKSnzW6XMdbhgesLOdEu4wezTn2BF4XP4+ahaJ92Mhh5DMbafLPWx2NWZoyLdSSKuRu5GFeELmRp/dPYOAxdfZ51yJsVouPl85AiROk6uJJnhq22dJr3YUjQE9qpDv1QHzIj33DyG8PLuMCVfClf+L2f+QhrY2S+q5MRbEzNb2PGAPFZ0heeHyNJuLffVEisX8TGKX87EqN8CLsJaPC9CDZFTVgIYydhrja/jsQImolHiZnAlBDrktJ3NJfFZxO3m5JRT5SFSJCvCWFiU44E2AREYqFIqiRGyHudNOphVbNgbVSgiGEiaasJFH2hfGAoRh/WYbe+UGYmpOtMfNY9grFWZRxYrAg/lIl69ZHHidwodOPUKWkDRWTtxThS+spEmmRBG/SJUuNNKpuHRtmxdBFmt34Yb9jIT9EzJFji+iJMDX9EbKMNcquSmPFDyNoS41XXn/D0tN36DtKkAHlilL0+uB5u2qwfjADehA0rSICMdJNhbaXEkaEyvMPfGqJxUg/PGOlUSQxGSAy+ZLBTX7QBoYpEaKN6rI0yYqwR6lcof0QkTKcdyNXmCCFsmHcae/WTWycGCdfChELnxcOb8WAszHlrmPqlXcoMEoNrN+OVd2jcYczjY8D4jjzzgHj0vFjyoL/mPUMQkTogwkYW8tBtXEImtE+7kbv6yJoEcwYlg7CVxKY3AlNILFCfYO+tJEZ4KAgThJXEOiMolBuFQBhZPd0ssmo360gsfjfZ1RkvQih0I6buczeFqRzto8QoE9YdZW8ihEK2KK3d2qw8/dMvJMGj6qUOeZQnvIYUkazJUb3W5+gHpSFMw8pkjZq42tktRRnqco1xsKsPkfCQKBzeI2Ui6RMLl7JDlr3U4TrtlFc5NqJQmDyzCE9FO+RTB2XEo0GUvqv2u9onv1G0CMt4aDdPEnk4lUdYmVJDohSPdTzlS8ZMG1xrPDspfsZP7DxTNqNB/5E5vCnIWFer9kV//Ua+eJa94FW9Xn7tZPxYNzTG+gQ/n/0mv3fhRG0k/536EvhV64GjtV3eqnbqS+vv+gIvBMpYQLjtEnkyDk45YmiFEaoMBIbUGWHWdUVaghRdh+x4n0Kd5o52tEvGk6fD8EJ++uGFnBgt2hmh2PgNpvrHc0Kw3Ui/Wrf2mw9khuEVGGg/A8I6aZXEhOiRmJ3X/aZCYv0iNk75W0mMgBIqE8fEFNYhGCYloWRNUfyEu5MwV5vficSq+XyW1yRiYbeSRGte/5tUlAeFaSIiMIIdE4SCFO5BPLHG4HeWYHgvdeVWv1MW5c5qFTYSGlVWTJhq3vgMQ30RnuHl8LCU02uCLYwpHMQMc4vx8OcNRyjMu/AZQuY59VOHtqiDsWAtTxiUodJaBox5A+TB5Pd7u7HXb7cuIAn54eWlD45l48EKIVvXoXhYz7BRnr5og1CTsVdWu2S9TdgNwcOEwqJo4+g3mJNd/asmcoyQtQ9JdKqjel181k7jbi2VMiQHNqcgeDKFHJTpe23iWcZ3UUav70iHR4MAKP7WZFzcVgDfqgJvzed/Y4ZgGBJkKjA3F5TB02YYmEe8MXNKP70YHcaP/HcjY2W43k5gMhPJONuFbNzUXU0wVS4vWsSEDHarJ67Xb4addvPyQnbJEhlg0MT3ytQHpE9G+02FxPpFbJzyt5JYVCusYRJWQzWsXQJjXaOdEovrq+91JOZ6BGOyewlfUKYsNeFAwhwWW7Ws6mcKykRBUpQIi5zVSGiVxbozCYUpKXkei99MNKRAySK9bsmk03fejoV64RzlaLe+aYe2+l+9+kIJCNlQrOqiPGOC1dWnna7lgZjEylUHjwXmlADvkdWp3ZSB/1mWvD1Wv/ydxkX9MBF2jXYqg4dHgYTHGHVHO+Q3+Sl+GHarQ99hxMNDrDwzYUSbCoQRyZx2IyxeMlKBnfww5n2Gp1CHle/0QznK9zKOwmUME94J7LVf/+CiT17kA+nrL4+sG4khihhX1yNX7dVuStJ36ueVITaGhvrMEXghIsqzE2baQGZcp3xl+myseatCbvqrHdEXfdMOxhlDyRi1EnYrdsrWb/2HvzJgaO3b2hqsKHfhQOFKZZJH46EeYc5ueJkHohTmsPEkZ+SB58poMV/V4+U3ffUZhuYwAxEBdasHnnA19xlGZLhKjuaTuYPgY76qm14xduZPv6mQWL+IjVN+IQQeDGuPVRbJhCFQrCcxcou9JhRhr1pYkb/TO0F17w7L1cSRCClL2cnZylRXhDUIOwXTaVISYu21M+wd73hHngCEkxfnJeQp9EXQTUYxd9ake0TUZ4FbGIjy6Ja0U6jDTdmx40wdlKUJqwwT1o26+qOvFv6RjZAsYu6kxNRPwSA7oVRWJTy02WK/kJSJri+saQoTAQiVmJTWZ2KtqVNfTGw79OyihIN2wlzfKFxEhWwRFSytJ2iHfpIDMmD9od+ECIyB8Y/7xHwn/Kdca3P6wmjysmO2G16tbSBPlCKPAlGSDS+eoxAVZYcUfLaVXd9h3q0e80DbzAHyAhMKHWbWrfSD4kYM1j9hxdNExjxmBlO3xJgTqtO2GHsGBUI2PpS6OeQ7L/3QDjJAgYuaGLdufVEPY8j8IlMwgZf/hX0ZDsZXuxl95pD1NmvUZBO+3eowDtYalals2JkrDDFzBRkzOOBkjpAveKmPHkLYnYy9wFI9ZIq8kGVzsFVfIGht4LGrC776Qi8Ys35TIbF+ERun/EgFgVGOlGQkCo8F5TdCTalZrGeZ+a2fZIKx7Bxz47NkMpiclBrlH2E3k4XSN6G6TZhQygTUZGftCY14mRyxRqROk1P7LbZTBPpFibUKfl2/KBCL2iaL8FDUYVIqUz8oOwpCWM76G8VMgQoxVY2DuvJ9RxmyJiknFr4yKBDeJaPB2JjccBHe0YZYn+RpmpTdJr/fWfIUJo/S9Sa2jQrGnyUrD6x8Z8yNi/FhobtWO/tNFI6yhd0YBJJ6tNmivvK1hXJGYPrYbyIrcLZ1XxQBXsaWIlMupc1AoFTVSSFX5b1dfRS/nYyME200NiGjFLJ+qIcSRSbGn4whUl5ZL2Pvep4ReYK5eih2Bge5gh/ctYMhoR/q0A7hNHVrR7ekHNgql4GkHHMmPD2/m1PIwfjrq/4Iu9IFvcx74wBX/WEowB2JMbIsR/jNvDNOIYPmI91grpCTbvNeP/WXLrL2RqaU23odzIy/uaIdsIux72Xet+JZSKwVkQnyP8Gk5A1q60TwHQUdrr8JQND7TcpVjwldvd73yqRQCLh6KDZ5WgWyrk7XUzJIxgshx4uCUV+Uoy/Kjr64rtqWuvLjO203uVrr8L/vlW0SBZnpiz75v9c6tNOkUyaFgTCU0dpO+dQln75QCK5rHbtoe+t7tNO16lCXPlQVVPQ32qGO1na0ltvpf22GETnT1kghF8ZMe/SpThlF/m7vIQ/qUKeXvpCFal+0o1e85FOeNsLLS3nVfmiXfMqFFeKRp9e+xJi6xrXVsY92yqP8aIf+wEv//NZP0nbEpx5lGNtqGeo0L6Mv5Nj49ZPIfcwHY1udC35TJ/nWhn7x0g7t1SbltLa/2k59Id/qUg+d0G9forxCYoFEeS8IFAQKAgWBSYdAIbFJN2SlwQWBgkBBoCAQCBQSCyTKe0GgIFAQKAhMOgQKiU26ISsNLggUBAoCBYFAoJBYIFHeCwIFgYJAQWDSIVBIbNINWWlwQaAgUBAoCAQChcQCifI+JgRsrbVF19ZiL9tlq9uDx1R4ubggUBAoCLRBoJBYG2DK1/0hgMDcK+MoGcfguDHTd4XI+sOx5C4IFAT6Q6CQWH94ldwtCCApNy46rcIpAs7h8+gGx844TLZ6Y3PLpeXfgkBBoCAwZgQKiY0ZwuEugLflxAJHTM0666zpRS96UXrxi1+c3vSmN+Xz0BxzI09JBYGCQEGgCQQKiTWB6hCVaf3LMTge0fLKV74ykxgi83nOOefM5xYiuZIKAgWBgkATCBQSawLVISozzgv0/KhXvepVo0jMKfZxovgQQVK6WhAoCIwjAoXExhHsqViVUKF1L6d7zzHHHNkDQ2ZCix7nIZw4vQd7TkW8Sp8KAgWBwSJQSGyweA5tacjKox2WXHLJtPjii+entHpEReup4kMLUOl4QaAg0AgChcQagXX4CvXYBY9viC32HjrIQ4tHVgwfIqXHBYGCwHggUEhsPFAudRQECgIFgYJAIwgUEmsE1lJoQaAgUBAoCIwHAoXExgPlUkdBoCBQECgINIJAIbFGYB3OQuP0Dutg5bip4ZSB6HVVFuK78l4QaAKBQmJNoDqEZdpqbyfi008/nZ566qn097//vZydOIRygLzcUmH8yYEb4clFObVlCIVhnLpcSGycgJ7K1VBcjzzySDruuOPSiiuumJZffvm02267pd///vdli/1UHviavjmd5c4770w77LBDPkNz9dVXT8cff3zeuVruF6wBrHw1ZgQKiY0ZwuEugIVNcZ188slp/vnnzzc7O3LqLW95S9piiy3So48+WqzwIRIRhss222yTz8500/trX/vaNM8886TvfOc76S9/+csQIVG6Ol4IFBIbL6SnaD1x7NR66603zdmJjp1ykn254XmKDn5Nt84///y08MILjxw/5hzNl73sZdkz462XVBAYNAKFxAaN6JCVFwcAr7XWWukVr3jFiPLy2TFUl1xySfbUhgyWoe0uj4tHjrzi9dKXvjRtsskm6aGHHhpaXErHm0OgkFhz2A5FycKJFvH33XfffF6ix7DEo1hWWmmldNddd5WzE4dCEv63kzfccENi0Agpv+QlL8le2EwzzZTP1vzTn/40REiUro4XAoXExgvpKVpPbKW+7bbb8oMwZ5tttuSFwC699NJMcFO066VbNQg8//zzSUhxiSWWSLPPPnv2xrfccsv029/+tnjkNXiVr8aOQCGxsWNYSkgpCSvaXn/dddela665Jj344IN5LaycnThc4mG8naP5wAMPpKuvvjrdeOONWS7IB4OnpILAoBEoJDZoRIe4vLhXzEaOsp16eAUBWYUsIK9y8/vwysJ49LyQ2HigXOooCBQECgIFgUYQKCTWCKyl0IJAQaAgUBAYDwQKiY0HyqWOgkBBoCBQEGgEgUJijcA6NQq1tmFt669//Ws+NshDL//2t78lNzi3JvleeOGFkXx2qclXFvNbkZra/xtv62DPPfdclgWbfchM3RqpdTMyI8+TTz6Zr7GeWmSmdxmJjTSB4Z///OfaDVUwjYMJzGP53RpTNy691z4xchYSmxjjMCFbQcm4t8cNrDvvvHP66Ec/mk455ZT0+OOPT6NoTJ6LL754JN/Xvva19MQTT0yJSTIhB2eCNorM2Jl41FFHZXn51Kc+lS666KJMUFVy8jm243/605/OeY899th8rTJK6g0BRsCPf/zjBMMdd9wx3493zz33THM7AwJzJNghhxySsd59993TFVdckcegt5ombq5CYhN3bGZoy1h4lMwxxxyTFllkkXwW3pve9KZ8GsM+++yTz8GjbORjPZ933nlpqaWWGsk377zz5sniJPOilGboUI5r5U7lYPC87W1vy7Iw88wz53vGLrzwwlEKk2ydeeaZafHFF09vfvObc17X7LHHHunhhx/OcjWuDZ9klTECzCv35DlwOzB0Ss7222+f7rvvvuwR65a8iM2ZlnPOOWfGWv53v/vd6Uc/+lH2yKoGxiSDIhUSm2wjNk7tZblRSOuss056zWteM3KE0Ktf/ep8Ur2TOOTxEm7cbLPNpsk333zz5XuFhJdKGg4EHDO25JJL5lNbHDvl9JaXv/zl6ROf+ET24AMFREXZvu51rxuVl2LlIRTDJ5Cqf2c8mndwRUhwjnMq3/rWt6bLL7985KABeb///e+nueeee+R8U/kdDbfnnnvmaMtkxruQWL2MDP23Tqb/3e9+l5ZbbrlRZyJSSKznm2++OYcseGFCjmussUZWVnFennwmEwvcza8lDQcC3/72t7OyDDnw7uzEjTbaKIcKAwWhrQ9+8IOJUVTNy/D53ve+V8LQAVSbd6RjXWvzzTefxhBgGAjhxlMDGJrf/OY387Fw5mUV75122ik/Rmkyr40VEmsjJMP+NaG2pmWSvP71rx8RfBNk7bXXzgpJHi8LxLvsskt6wxveMJLPIzgWXXTR5DiqyTxBhl0O+u3/VVddlZ8j5txE1r6XR7I4W1NoOZKNHJ/97GfTG9/4xnzGIsXqmlVXXTVdf/31xRMLoNq8C/8xDvfaa6/82CPYwRBJLbjggunaa68dMR55Yrxb8zGMBvnN0YMOOihZz5ZnsqZCYpN15Bput0mCnFh0SEsoYq655korr7xyOvXUU/MEIfjyIamf//znaYMNNhjJ5+GYRx99dF4Hmczx9oZhnnLF88qto1ofJS88qw996EPpV7/61Uh4S6f/8Y9/ZJlZd9118zqrvEsvvXT6xje+kT37IjPdRQNGv/jFL9Kmm246CsOvfOUrOXRbNR5txjrggANGxsWTBlwXEZXJjHchse6yMrQ5CDZr79Zbb02nn356Dkk4pRy5tQq98KNDXoWThC5YgvJNZgtvaAd+DB0nF8JYzk0kB2effXYOS5OP1mSt1FOgzznnnLzrlSFka36rbLVeV/7/PwRgaBMHDOH905/+NGNYJTC5zUMel52MjNBzzz03R1PqxuX/Sp8cnwqJTY5xmmGtJPzWvWzl9fK5jph8Z0JFPpOjLt8M60ipeNwQsF5j/MkCQ4Zc1MkCsvIbr0xe10zmDQbjBnClIhgiLDjDEJYwrDMEjEGMi7ztxqVS/KT4WEhsUgxTaWRBoCBQECgI1CFQSKwOlfJdQaAgUBAoCEwKBAqJTYphKo0sCBQECgIFgToEConVoVK+G0FAbN3mDov1Ft3brXVFvF0+L7H5urj8SMFD8EH/4eV0CovqcKxbGwKFvNY23MAKP+cNtlvbkF9eGD/77LM5r7XK6U3a5HrjO4ix025tU5a+t1tH1WfrMvqsbte0bkiIPsFRPv2FY1k7+19kYBgHDnSTG+MMY2Mib1kTC+kq71MWAYqC4rAj0Zlr++23X77fxASoKmMTST67GA899NB8T5DjbORrp5SmLGj/v2Ows3gOO1uev/jFL6Yrr7xy5J4cmEXymWK+//7709e//vV8789ZZ52VD8VtJSd5le0+KzcFf+5zn0vOqbz77rvbGhhRT9278ig1T+Tef//9831Ddgkaz+kZO9cgbDe5uzfMbRa//vWv88aDKvGQH32+5ZZb8nl/X/rSl9IPf/jD9Mwzz2SlHG11jU0L2nfwwQfnMu18RHp+q+IY1wzTO3J3es6RRx6ZYAh3B/ySmyo2iM59euTKuJxwwgl5VyNjqTqXJyN2xRObjKM2Dm02AShhW+ud0OHGSC/3l1BMLDp5vCiuyy67LN/kGvnmmWeePFlYztXJNA5NnxBVwM7ByYsttlg+UQEubkJFOK3eLPwo+ve9733JWYPyzjbbbPkGcsczIdaYJwAAIABJREFUVfGTl3HgAFcnojgSzE3mq6++eiZM49JrUi7l5raIGGM3sxtj7URG1bp7KRe5UpKOQlKWm5kdJYXAYRIJMTF03vnOd+Y88s4666zZCKKEo17XODLJfWduuoeNexaRfXirUeawvSMfx0utssoqWQZgM/vss2fZIDdkJZL/HcZMZmBNZtxY7lYY8hh4R/7J9F5IbDKN1ji2lXJ75JFH0oc//OFRJ3ZQJGuuuWa69957swI0USgTJ9zXndjh9AVhi2FKPIQ//OEP6f3vf39W0HGundMSKBzEHphQHhQ1L8gByy972ctGTl5wWKubzeUNJcN74ZUstNBCI8d8KX+WWWZJu+66a/ZQesU6CNHNyBRbHEfks5va3cNFDvpJlOqyyy6bj5rSLidDINrPf/7z2XuMsh577LHc3jixQ17HU6200kpZsYbXxntA7jPNNNPI+YDO/HPorWPRWj3VKH+qvyMw886ByW95y1tGTj2BTZxZGgaNvIxMB3mTwRgXpEfueL+B92TErZDYZBy1cWgz5eB8O2cnvvKVrxxRcCbJEksskcNA8lCwlLKzE/0WitBnJ2oLb7D0hikhB54V7yGO+YljlZxM4TivwAQ5CY1ttdVWGT8KRl4KnYL3SBPEFSQWHp4T3wNr74wLY+DEjF6TsXP+3rve9a4RQlSW8Y6ji/olCZ67JxhU2xZnJzpQOhIjqO7sRF4gzwuG+iwfr756CDWM5HOUEmyGMSEmY73FFlvksQ+5YTSQBY9FEhKWYOlGaF5a9exE13z84x9PDIpCYsMoRVO8zyxwIYhWReMcPFY6gpPHy5qKxzxUFbZ8LELH4oTXMcUhG+keheCZWkJ8VQ+HAmEUII4gB4qaRb333ntnRR1n4PHIhBSte1U9Mda1NStEEYoLYfDiPE+KQdFrMnYI1JMKjFcQj3FcZpll0u233z4qJNVLuUKEjo+Ksrzrt+ddOfooEi//Yx/7WA4PVvPCx/mLoVSFJ8kbxRz5YIR4nRATOEa5w/Ienthuu+02yktlMLz97W/PBB/hW3k9XYAxEAYp2WFoeqwSeQy8JyN+xRObjKM2Dm2OSWJdh1KiJHkGQhLHHXdcDoHJ40UZOs5GqEweeVnyzmqjVOUZpoSYKBBHAfHGrHMJtVofczYg76GqNOD3m9/8Jq233nqZuODHi7WG8eijj47Cj1WNeDxCw9oQkhRKXGuttdKNN97Yl2diXJCA53ohBW0Utlt44YXTSSedlOvpd+yQjg0G1edWvec97xmlVMkCfGzkEBa0FkZuKN8jjjgihx2rnud3v/vdvK5mnQ2ZCaVqH0+jiuOwyZi+O2ZKeB+GITcMIkYCuZJgySB14DKZMcZe733ve9Mvf/nLsiY2TIIzbH01SZCQiWIjgTUX4UEx9FAygYlNANdcc02eKJ5x5My81p1mkXcY3mFHyQZ2HhQZO8dasYMHpc7zQfw8quOPPz6vq7WGy1yLWKy5nXzyyfmZXNY1HOQqb7+ko27jhFCMG4+J1W48Qwn2M15I1saMb33rW7m8L3zhC3mNCxbVtvlscwevUh51M5iEWqv1whE2PDyk7mkJP/jBD/JOu2p5/bRxKuWFoR2ePCoYnnbaaZmwWuWGN88TJldkkcx4wgSDqE4eJxNGxRObTKM1g9pKyKuvds2o5pnsE6NdH/v9vh9MWvN2wjDyUuTxud+2VfNHGfFe/W16Pkc58d6ujPi9+l6Xt/p7fK7LN4zfBR7V93Y4VPP4PBVSIbGpMIqlDwWBgkBBYEgR6JnEWHxh9Q0pVqXbBYGCQEGgIDDBEOiZxMRUbelsjW1PsP6MS3O44UHq1fdw1celEaWSgkBBoCBQEEg9k5gHr22//fYjd8oPI3ZIym4ui+qeVOtGXi+fLZJaOLVduolYcxBnE2XHWCq7+orvB/0+Xn0Zj8jBVOlLtR8+N5Wq9TRVh3LHa+z1p0m8xrsvTY5JU2PfM4lR0u57sXvKjpZeE2GyU8aNjrZ5Nj3gvbarmo+XaUsqcqrujKrm8VlfeKIev77iiivmLdEbbrhh8nLqweabb54OO+ywfI7doO9fUZ4t1OpvCkM42KnmBlOfm0gwdK+TLeWtO6gGWZ/2O0+QYWHHXBMptrsz8JrsC5m08zNOYGiiL+owB7yaHHtGnvu7muyLcSFfTd7/ZNek00TotKbG3jw3722Dt0OzqaQvzu20q7ST/htL/ea9Ha/33HNP3pU6lrJar60lMeDpWLw0wOGuq622Wvryl788isTk9TvB8fK5qmRNCHeEH3jggfk8NiBV88T16nK99+rvrQ2u/h/tjLpdW6078iqvWn41j89I2dZTbYxwaTVPlKMMSt6WYGeQOU3BVnJbgxHbpptumm/wtR29n5MTovxO787Lc3QPotWfJhIF46QJpy743EQyVu4lclAwLJtK2m8LulMd4nSMQddFeTn6yPg32RcKbLvttstKc9B9iPJs1bbN3vFETY49+T322GMb7YtxcejyTTfdlEmgbi5Hv6f3nUyJwtju388N5v3Up90Uv63z1RvF+ymjl7z64p5GBxMY+ybwMu8dY+bWC7dRDDJNQ2IUJCEAmlMHeFCAdBp3K4npLOHH4Jjci4JiZQVxuNaNsE5+oIQRmu/CekFqFDSLxvXqoxB83wlMhKIegLiONazNTo+oKnn5kBQLUz43j4Y3E+13CvQmm2yStt5665yHhRV9qIIdJOZEcqdRuD9DfQbeu0HaYYcd8g2uJusgkz585jOfyWNS7d8g64ALY+XUU09tVJEZMwbDoIm+ioW+OCTWWX4ha9XfB/FZubwKB+g22Rckxss3z5pK5jGF7B6xJknswQcfzCeuN9kXc1fESJifgu6kR6YXT+VS+nHf5PSW0+k68xxBfuQjH8l6s1PesfymL254d89ekyTmPkiG5aAJeRSJhZXs0FHHmTiXa9ttt83K0530joQJT0xeiuKMM87IN8LKt+WWW+b88iIrgBjojTbaKC2wwAL5+BheykEHHZRvziRc3MuvfvWraaeddsrnx5mszvMymRBDXeLdIUus7gZc9Tp7Tht4R35DOCY/glK+9TwkpU8eK3LHHXfksAlic4imEwYcXKrf7nhnlepjNQWJOaXbqQGscN9J+mKCOq3A2YJNkJgbURkWk53ECPF4kJjHTfzkJz+ZEiS22WabNU5i5lz1zL2q7A/is/kUJGaONpWQGD01XiTWlAFTJTHGd1MpSEzIetKTmA6wLBxB4wgh6zus8k9+8pP5yBzeR5CYWK2YM/LxYvU6CgaROHJIeI615ah/7rADO9ddd9187I5jZJAXAuDhbbzxxvnxDQ6pFAZAJk4AFwuuS8jNSQjqQU7qdac66wsB8ea0j8J3urpjk3gxSM/zl1ZYYYVs2VKmiAjpLrroonmdS7vl45G0xoeDxFo9MWSJ0IUvnPqOLPuZpAhQ2YTJGNS9GAXutOfthfdXl28s32mzE9Jj7MZSVrtred28ZicMGKd2+cb6vb4wXsgzJTPW8uquV64xd5RUk30xjzbYYINMAHXtGMR3og/nn39+Ovfcc7PsDqLM1jJEE8gvA8bcbP19UP8bFyF/j38R1RlUudVylMvLt5wgilT9bVCf6RQRJEa6depBldtajr7wkETMyFrr74P439gLvwolm/91ZdKjIgL9plGeGGJxtIsz3hzCSVl6UaC8AAdIBomxEih5AMgTilxDkQTyYD1wh60ZIEWKy8BQ1qwyypvVFIKmDIOGkJZccskcpqnrEAXl/D55kCBAdD7ew0s0IZGTB8aZpOoOL8D3F1xwQa6bm+v8MYRoELUp2letP0jMuXXOw0POCE2/eI+ez7P++uvnwdLHXpNytc9zuhBV3UuY0jOfCLS66vKM9TvHHTEojJXPYy2v7noGj8OCPWMK3nV5BvGd9nusxwc+8IEsi4Mos7UMMm4dVJi96b448He77bZrDC99YTh67EmTY09+nZfI2G3Fc1D/6wv5suHKIcODKrdajnJt5lp77bUbG3vznFwx1s2Zav2D/KwvNu3RXU2OfeiWdn0RVbNW3m8aRWKemMqTYPUhBCSDrHg1QozADBIL7wExIBUEiAwsDDt1WnhP6MDv5513XiYJnhKFXU2UvTUylqzQH09AiDIezFfNG5/lF/pwGC3PSruRj7KizdrkScSetYOseFZ2LLGceRrveMc7sgeGQO1iI4wULEJul4LE9tprr3xQq0ERr0YwcDM5KbVLL720Yzmt5SuXVysUqcy6lzVFIUxKRl11ecb6nQNoCbN++DzW8uquF1pGLEKuTk+vyzOI77SfB86woGwGUWZrGcp1iKowuz61/j6o/ykXURAkM6gyW8tRhx235m6TY2/MjUuTfTEuHrZJlumyJuaLcpXvcOOmxl67jYV5Tz+1jtmg/tcXMswYU18TeJn3+iDKRofVtZ3utFTTbxpFYuLhlCVPA3FFQgziyzw0JIZE/M5tt+ZAqSMtYLB+PTPJ2lMnEqO4LYzLI2TJsrC5gnBTok5bRjZ1Sd3WnGwUEfqkqKy1xWPLeYjCFQ4LdfI1RWNwvPSPp2iNztoY8uiXxHhe2idcoR1eHk2CWA0OYbDg30rYdX3xHXwRMC9R2KDuhYSFKdWprro8Y/0OyZMBxobPYy2v7npYM1SsPTIo6vIM4ju7LBkFQtRCWIMos7UM5Vo7JUdN9oVxSAGYg61tGNT/6jjxxBPzY+ubGnuhe/LL8GyyL9a7zX3hUfOQgT0onKIc5QolegJ2U2Ov3cpmYJgzUfeg3/XF0pGImbFvAi9jT7fgD8tEdX0QZqRL+02jSIy3RdGb/FUSU6h7lDxWQiN4L8J+PB0hPcrVIrqH2SEkRNbNExM6tLsP8SEVa1l2yAgBEgyeWDsSo/QRlTirwcXeQmBChPEEWSBRlB7vYG3Eupm4r3drGKecckqeSDzOfklMfbxSSgxOQo/ag9RhKOyqD/3sitMnpKesupeyrU0SMBtb6vKM9Tt4mjQw8nms5dVdj6zJjlO0ect1eQbxnfaTHyRjjAdRZmsZyjXpybxIQOvvg/rfOiIDT1h/UGW2liMCYf3QHG5q7M0H85LCbLIvoj90E91Az5ibrf0d6//KtRHC896aGnvz3DKDMLJI1Vjb3O56fbHDloFh7JvAy9gzxOlea4jt2uL7ftMoErNZQhwZKamUYvVSsPttPGcIiVE+1qK40lxPVpzOmwiIyfdBYiY6i8iak2vDO0GEhx9+eA4tEGplup6Cs/GjE4nppHYJdRoAW7axOwLjxQnn8cQs7iIxVp/6KIN4aRchoVSnh8RadydqEw/VIyN4aXZg9kNi3QYOvmV3YjeU/u93iqzsTvw/PLp9sqZcdid2Q+n/fqc3Yos9A7OJVHYn9obqKBLjhlvkE0/mZVAEXqwBRINYEJGwl40f1jWEBvxuEiAK60/WqizgChUiGaTioX1CfsqL0Jmt7RZgWYA2UyAWW96RkYXsdp4YUpVfWcpXNwLUJgRqYwhiE0rSZjseWUvyerlOXcpBZLybiNPqG/LxG6KsJgSsjzZzaB+vBXGpO3bdwUk4lUfZ6s1Wy+r3szrgwt0m3E0k2PAs7M70uYkEQwaLBdymbhLVbu3nef/sZz/L8tZEX8ixMIkwTJN9Id8Ww4W+m0rmE6/VXG1q7M0p8utggCb7Yv5GiHeQc7CKvXJtYkP8dEATif5Rtg0e9FlTSV/c7Byea6veG0S9xh6n0M108SDTKBJj7VP81ousaYn5EmqK2YJcbOxAWlxDaz9IKLZnCqHZRi9frIkRKMregq5wpE0ebqrjybkuCM+GEKEM3pPwIiJoR2LaSTkhJ+68ra7ebcywOG1bv4nPQ7RGZVcfskWwXvqoTzaSGEC7KO2Wks8OQW41QudWV1OQWGzsQGZ2SXopT59hx5PlUQ5SGCiZs846K0/+QZZb7R+lLGxhbdHnJhICRvji4wyJppL2ix6YOK3jOKg6lcvoIW9NKX5tJaO8SsZXU0kd1hHN66bG3vzhtYhWNNkXhqmwPoO4ybFn/Io8NTX25rmyLX3QeU0lGIlkWWs39k3oF2NPJ9It5v8g0ygS0xnxSmwpTGjXjXc78BCKcJaYJq8gvC4kwYsRhhRCFCKk0G0OMcExMGuCtao8ZGY3H9KhMFlMNnPYcKEuGzyQGVLhzdQlA8uVdwOoNTwLn3Yk2d1iXU371GuimJji4/Kox0s9HtXNKgSu8ig83qMFdOsP+mkyVBMFrEyWJI9PX7RbG6ztITH3nFGcgwwlaoP+GPymJqU6YEGItd3nJpIJEmPTdF+MK+XclOeqXDLCwNCnppKxoMSaxEtf9MP4Nz32xqXpvjCQmh575ZsrTY69caHPWnXRIGVtvMbemHMuBt2XUSQGGBWYMHas8EgsXgoLcgERnHeN8aLQWSPCeEjA2pIwgXAR78YAU1omhXAL5c5r8ih1+Qy+8lh/brTjziI25VrTahdyULc2Kk/ddkhqp2uBFEnd+qMOZGbNT/2sJ96kcqJ9rmO5sRS8goCjLO/yElz12OjCm/TyWRjONSYPoRiPpD1eEzlFGzu1s5c83fqoDLh3qqdbGd1+76WdveTpVE9c33Rfqm1oh1m0pd3v1TK6fR5EGd3q6PR79KVTnonym7bG+NfhNqi+RDl1dYwHFoOqfxoSi8b3WkGv+ZTbLm+776Mt7d6r1/ncKfWSt5qnU1l+q+aNz92uGeTv6mQ5e/k8URMDhoHg1Y7cI08YPdPTFx4EAyIMk+kpo9s1DCJeBMzb9UX94QF2K6/u98BCX3xuOumHNtf1B6b6wtgci4y5Vh3j0Z86vNRPtjrJYN11M+I7bSVnxr9OzoyTfoxlruiXsTC2Mb4zoq/kSl84BmORr7YkNiM6Ver8X+EysDw7oVZeKqGO5DOP2PEtTiZwh70TSSz8UhS9JAJDiIVTnVjvyDB1SjGJeJiO6nKCi5fwqzVAYeRuSRlCnzxU95w5dUBIWjt5saEUTVKevGOI4sQLW33V0YvCo2RhYc3A6SnbbbddPktTVEAIRjLZrbe63cItCtEXa0y88W4JpiILFr7hIcwd4XURCu3UX9EDu2CF0W3CsIlJJAMOfu+U/K69IhE2TsHCS1miFsZGHutJ8Kn2RX+E5tXfT1IeRWnd205a68MSJSnKIaSvHn1xO4Q1Ygqv32SMREysdYuYkF91k1frz5YojIt3MiaPa+TplJRjzds9mzGusDBn1GdcvGBm7d16uWUMG4pEXMhFL0mfyb22RT3W17WTbJBl5dmkVu2LdXOYhnx0q0t/3XZgOcTJFeb1wQcfnCNa6qDoRafIh35YdnEohOhPr/Pe2OqPSJP20R/GGI5Rhz0Q+gHLeFk+6WWuGDf7DWAR13pXB/xCTmFPr2mD+SSPSJw66oypbtgVEuuG0Dj+TpAoEErYep/bBWyAoOwjCY1an7QOiSBsbrEeGTswI1+7d5OFUhT6RR5rrLFGPkdSvZLf1Yfc3ANI+ChT9/FRdr3swiOIJjZlT0Adyqx9Nv1QOsowuU1a99xZV7WWSlm6MZ2iDhJq1w/f6wclTOHri8lmYlqfRCDagUS02xomEoq+IL524epqnZQlErTeGRt5KBLrofqECCgYuxTloSwZGEhMfxkDfu+UYE6pU14UCOWO8K3NegmFkw03g9o9jFhiXPRnejbJGGOk69QJ67rC8ZLvKTLjQMloC6VJETFAelXKypKXAQA3suT+QwrMuMDLOjZlDCt1kTGy3wuJaad+aycDBg5e7gkN8iDTDDTr3GSLjJE14wZvuHdK2mlZxOY1BhLlrA4yq53Ig3zYZGZDmfGzg1hf1GeO9YKXsUVGyjW2+kCuPVXAfPc7Y82YxzML3ctrfV8+Rl8vfTFfGGM2nqnLPgX/u3dPHX43VnQCwg5MYdjLXCHniFUZca132NnUR29pK1zCaCXnxp8+Yxj0Mu9bx6yQWCsiM/B/QkTpUVwmgne3H/g+kt8JMkuZVUVJ2x2HyFhY3ZJJhWDCmnOygXpim7CJSzE7vYGSmR7r24TiGdjx5F2ZymERUyg25VBUiIYClY9SQm4UnQ1CHsLaLZk0vEnKlTLxonRcj2j8b9LY2GMyBVF3K7f6O7xMYF6X+vRN200+fVG3dlOQyJO1LB8lCWOKjzfQTcko0+4wOMFL263dUtJ2/SqTN8QwsNvXGE1v0hYygNRhY8OVtWVJf7QbmSIg9SIcm5covSChXurWF5vEyJH7RI1/XM/6Z6gp29j3m5Rt4xdlSwbqEpyQlpvRjYG6ebuOQCKDcO40LsaewrVbGsnXkatxMhfJHKJBBv0mfWFUMVC0DzlW2+WzrfyMIjJB0btGvxA4LLW1U1ImPBwrxtsz31uvMVeNO4JDnoNI2s4opZ9EZswVMmEMYEu3qdc8YeD6rt9USKxfxBrMT9AMslAiYaVMbBU20ISB0BFmk59SNYFMLAqTtcN7MomqE6C1uX5TnsnCsue9tJIYYqSUWWwmjHpN+H6Sa7QvFEVYzjwYm2uUy8qnlIURtFseJEDpIe9uSdmu8/I58GPZmRDq5+0J/9gxC1vt6oRPa53yRj0+e8FcONK9j0iTFQ1DdQZpIxmT145ZnpQyOqWow7s6kAdSU4edsv4XWuTtCcHGuMjbT9J/ClDYh3elbfBmUEgMITt546QT7ZGfskQYdcqvtX5tch0PhbKi5OFD6QaJCSf5LYi733HRf6QIcyQWMlDFQ/iKkUSm9EEeBgmZM37kTb3tEnliNCIx79re2k7fISCeBVkgc6152pUf3zO0KHmHQpjLxlrdVVkwV3h6YViox+Y7uBozfeuU4MXwEqaEuXZHW+M6896cN1e0ow7TyNvLOxwYD/Dm/ZIdL0TJW0OU8ugrI0o+m+/6TYXE+kWswfwx+Q0sRSU0FiRGoAk3T8X3JiMhIwAEQ6iB8NVZi61NVpbrKHUKso7EWGMmlnCDe/sQD+vdxK8qitay6/7XHxPERGQZC1+oO2LnJpQy9U+/eJqstX7rUY4JStFT0urlWZj8vA4WKMVGYVM48veS4GXCK4s3ZKKxmq2/8O54E6xkHhN8JGWz3hEE7LSlWzKelIex550KF1szYEH7jSULPzej6wuiZ4xQFNrXLcFT+yg9YU9ExRhyy0mQmNNyhHaE5AIf46ItSIcS1ZZOSVt4JUJrFDy5oRyDxGChfwwa4+T+R6EzhhtZ7la+usmTsC1yVYZ2W1eBHUNCHb5nRFCWMS/0RYibYaOMTnWFcl1mmWVyWJLnZz4iYMRDLuAp/GeuMCLNlWo75OmU/G4+CHfDgXwKEbqf1doe8tEfoVYhRPjom3ZH1ME1+tVpvrhHyzxwC5Cy9cXcJj8RsjT3yBd8zL+YK66tRoM69af6G8zJPqNb6Dp0lZCpdsBQ0h+GhnmLyPtNhcT6RWyc8hPsKokZaBOGNSUEGMLse4JOyFk3hK3bxIkuUMB1JGbSUMiUDA8PqQidhRWnzl6TiUUZmpCUJUWmfAKsPEQWioTy0y9WrRvI9aPTxKy2QZtMQmFEbRZikZCC9TLhMN+bpNaBbDSgaHsp3+TTZp4Iy96J38ZAyNNEpXyF5Hheofh9z6NGbpRGN8y0w9hRzCa9dQn4u1bdsGB5U9ruZ6QIeEzODBX6RWTdkn5Q8jCwdkF5UYSMmCAxfRD648Hqg0RBMkBgSNkop13SD+RgHZTSVZ+2GVNjT4aNN8z0E0kjOPgJnSIB/e02LvJQ+tquDArQQeCseQpT28mQ39SvD5HIHNljSHXqi98Qln7Dm/xYhyIDEVo1ZsjAd/qoHfDzjqjJdKe+wMJygDVDfUEgcPMZLsog12TPRg/YkgXyZPz0F1nDtdO8Z9zBW3RHOxmpSI2RxSASOVCPZQyEDDdyQr6E4hk7/cxHWNNLoiKM6wj5wpweMDY+S/pCDukZhkC/qZBYv4iNU/46EqMgKYcqiZkEBJtSFlrpJszV5teRmN8JlclJyJAK4eYFmMyEvBcloxyTNxQnpWFyRrhEubwZQh6KxIRXpwkUJFZtb6fP2mgCxJpbkImyhZKQprJNfJ6IMJ38lF2nya9Ov2sb0rKgjzSQE2uesucpUcI8pKhXuRSgfMJp3UhMPcbSuFNclDllQ8kIy6lfmbDXDy8WMmJAdk7B6aQslc+LYgHzkLRbWcqgVNShnzBBJr5Xn4QAGE+9kBj5Q4i8OccykU3hYgRA2RoLWCjbb+RAXyhJ5EJxC5t2w8vvsCbDrje+vEfkQUZ9J1ROlshGkJg+krleSAyecK+2E24IAFHxwPVHO9SnL9rBeCEPvP9univ55K046Yf8KF+f4BFzRgRA6LeVxMwlMgJXbegkx7AxzkhMNEEd2so4IWPqRWTGT1+84OZ0FQZVdeyyUHT5Q5bV6VrygNAk5SJHxprPkrEkb7zmQmIZkqnxp5XEQpGyoAlihABMAsKI2Cgok7WbMguE2pFY/B7v6lYHi4zCJHzd6nANRcUj4iVSHKxB3xFaCpTnyBqkCCK/frEETehudWhf9F8Ywhlz1gxNmHbXym9y8mgo86g7+truXXkUmklOWQm1ICg75GLjAwPD75J3CiBIqJtSdo06tA9G+mCRm6XNQIEXjKqJ4mLhCvMJD/m9Xb/9huiMHyUsLC1kxFjgWfoOkSFPChhhR1+0xxhSgiF31XZUP/PURBB4Jrx5nh1vn0XPaIEb/Fvx0BfKlXdpN2jr79U66j7rnzL0ixeDOIUyKUzKPpQ848zYIzoYU7b9JPXYRYfEhECNSzXBX128D4TMeyY37ZL6hfRsuGC8IBJlhFdursPUXCEH5p5rvIw9xc9I6jbvecTaY54gLEk9+hCPjlJ3NemrdvCQzF/6gnz2kuTVZu239h7XMQiQs1sd6BRt0BeEx1MUFu43FU+sX8TGKX8riamWUFE0JimhpFwIWYSEhFdMfoLRS2pHYupRjleYGtHoAAATCUlEQVR8NnkIJSXTjcTUbyIL1wmDIL9orzIJrd9ZXcI02m8SmkQmPSWKHLol5SAUhIf4TFCkZMJot3ZEP6IvfjN5tItiVqe87VKUoa4og1Ky0I88KE1WpDUmlrdJKi8FydqkZIRSu9Xh92od2hmY24bus+/kkdcrMCYPyMF3dWPvO9dZy+OZwNxLWFIfPHUBIVO85CtIMfpCTlj81l19hkO7ZPwQBMVHaXrBwEM9PaKJt0W2yW61LwiTkWOHp7W6TnWouxUv+ZXJY9AvRGnNEJkyMpANGSNrdhLaFKLOTvXAra4e3jhP060IxlkZ0Reflcug4X1Szp1ITPnIiPfLyIjyyKW1NoYZ+eL9U/42ESlfXxkaxqqXjR2uM376DYNoszU+3hLso26/aVf0BZ7G1Fwjg90S3BCzqAgjphrqpq/siBXF0CbYGBdhc/2LsHa3Oqq/FxKrojGBPteRmOaZFARbqIRws9JY4Sx+4Zs6JdauW3UkRngJsxAGC5YiY32zEoWThDQIYqd6TGheBMVO+dnOjNAIrbJCEfLSWPesLxOLxYbwYvK3a3d8T7FbjzAJERnMWJnabeJoB8KiJCg1ffG78A2ljfRMyk59CaKAs7K0XRkUjElqsipXO5Tpf/XzKuCFKF3TqQ7KAi4USbSTJ0E5IXRresjZd9pBmShTyInSpvitA3VK6g9DgUL3ghHMtJPXSDmqn4KhuMiaMUNs+krRKKNTX+CpHDKkDtjAX3nuN4Ih+SG7ZExfvIy9enmesCOHnZI6YCFcBwvlUupkxz1a6oZnhOR8Nm48TYZYhCy79UX/tR9W6tFuXiuPFv76qe3kWz+0QzjR7zwn/5PDTkm5seblWuVYM2QIMCz8b90sCF696tMOkQwkTYY6JXhZx7Omh4TJm74gFB4QHPXVmJAzbZKHVyz0bt0McXYbl5AzMqu9sFN3JFgok74yV/RDf7TBcoMx7TcVEusXsXHKT6mb1HGCQVRLuAgBpSAcRukTAErchOknsfYIJ0vfpJcIKeEVmmQ12yhhsgjBqIuQdZuUFJ0JI0zFS7BY7VovZfEYlUEx8MYongg5IjX907ZuyWTjWQiH6EPgwWp0iwAFg0wRr7rtsKNYhLX0D8bdJiXygJE+8ESVAReeDAKhpFmTFADlycCgGCgXJI6oO1ni+kgBUao8Oe1Th/VNBoC+UGzKsC5JJmBoXKIdCBT59JuUaQzgwbOUjJ36KH9boSkWn2Goj93wam2D/JQwL4DRQBGqlwegLzDzgi85iBteO5GLOoytm2fhEzKqH3CzFqkOZMlgsU4GKzLGMzRuZLxbQsi8OdfCwbjoB1kjo8r3Mt7yaId85orwm9sX9LdbX+RhhFgSsPalPJiTZ8Tsd+PE6yd3MVf0y05IOqFbHeYb4wo+wr1kSBt9ZsCQc7Kq/cqvzhUGM3Ijp93qMd7mFYxik05VX7heOxxAYK6YU+aKsGOEU7uNS+vvhcRaEZkg/xNMk5HiqLrwhMRvhJ5QW2+wlduk7lfBmBxIiQLzWVIGgTZ5EKMFfWsbJouJTzl0SxShEJoQF8VFmONFeamPYJsUvClhLnVQLixQBNZtsmiDayk9nlyU712dlJdyTH4eKqwQm3cejmurk6tdn/SFpagO60fIDy42c1DO0U64GCvrExbLETULnSfXLcGcAaJdwj3a6T4mfeA9hLfIWtZf7TAu1kfJyPSMvTbB31jrC8USSZt5aMhbX4R2/d7L2EcZ8Q4fGBpXOOoL3Ck65SqfV4uIGRy9jj3rnqcIZ2MCE+E9lr12qtdLPmRi/Q/pkWOE38vYywNzMuta9TDOyHYYferSbmOhH0LI1mW1o5exh5N2qks5ttcrx9whP7AjH17qdD8Vj9Z6n3lUlcHAvN27MswHMoSYyBrjiT6J8pWpbH0VwgyvrdexV465Zc4ZYzLWmvRVuxkCcDWfhKHJ8fSkQmLTg9o4XEMYDLZ3Ql5NviNUiIeQUwy+6zcpl5Cpp1qHspSp/Hipr64tdXXGpNS21pdyqvWNpS/arrzWOqqYyDPWvihDmYGF91bMA8vI573azzqcqt9VcYh69E3dMTbR3/i92s9qWf18Vq9yvSJVx09d6qm2I/L1+h7lRRmBlf5V+xLy3ku5UWbgHe1sxbw1Xz99cW3duFTHPvrSrR299EnbAxPltfZFW9Qddcnru35SlBG4V/viN3XGb4FpjFuv9QTmymqX1BV9VU+1He2uafd9IbF2yJTvCwIFgYJAQWDCI1BIbMIPUWlgQaAgUBAoCLRDoJBYO2TK9wWBgkBBoCAw4REoJDbhh6g0sCBQECgIFATaIVBIrB0y5fuCQEGgIFAQmPAIFBKb8ENUGlgQKAgUBAoC7RAoJNYOmfJ9QaAgUBAoCEx4BAqJTfghKg0sCBQECgIFgXYIFBJrh0z5viBQECgIFAQmPAKFxCb8EJUGFgQKAgWBgkA7BAqJtUOmfF8QKAgUBAoCEx6BQmITfohKAwsCBYGCQEGgHQKFxNohU74vCBQECgIFgQmPQCGxCT9EpYEFgYJAQaAg0A6BQmLtkCnfFwQmKQIeneExF62P8pik3SnNLgh0RKCQWEd4yo8FgcmHgKdNX3nllfkhlJ7VVFJBYCojUEhsKo9u6dvQIeCBhB4l/8EPfjA/JdiTkksqCExlBAqJTeXRLX0bdwTiSb9CeZ2eiOvJtn6PfP6PlzIi+ez7ar74re5d/j/+8Y/pK1/5SrruuutSkJjvq6+oW9m+b5eq19Tlqfvdd8qPV7vyI1/0rS6f7+IVOFTb3FqG30oaLgQKiQ3XeJfeNogAhfqPf/wjPfXUU+nhhx/O78J5vm9NL7zwQnriiSdyvj/96U/pueeeS8KASIfyj0TB+/6RRx7J5KT8bsl62DPPPJP+/ve/57LUrx2uVbbP2vjoo4+mZ599Nj8avl2Z8muTa1oJQrn//Oc/cz0eLy/57l//+lfSJ+V791srBtGmp59+OvftySefnKYOdWuz8nz+61//mvP++c9/HlnvU78y4I284draznZ9K99PDQQKiU2NcSy9mMEIIAyez5e+9KW0ww47pK222ipts8026Ygjjki///3vR8iEkv3lL3+Z8+20007pE5/4RProRz+afN51113T0UcfnUkLeVHO5513Xtpll11yWdttt106+OCD07333puVe7suu2733XfP62LahdR+8IMfpEMOOSRdfvnl6cADD0w77rhj2nrrrdNHPvKRdOaZZ6bHH3+8trjnn38+HXPMMemMM87IhBSZkJCyjzrqqHT88cdnwtLme+65J+cPDPTr61//enrssccyGbkOqd14443py1/+cm7Hlltumbbffvu07777pt/97nc5n3q0Sd0XXXRRuuyyy3Kf5P3Wt76VCev222/PZbhWX6KM66+/viMxRx/K+9RAoJDY1BjH0osZjAAvgTL/0Ic+lPbaa69MXhTuEksskUN7PApkQkm/5z3vSR/+8IezMqagP/axj6V55pknf3fxxRdnLwrZnXjiiWn55ZdPm222WTryyCPTZz7zmbTCCitkhc3L4Z3Upfvvvz8tsMAC6aSTTsqelroPPfTQtMwyy6T3vve9uTz/I8Q11lgjLbvssunCCy8c8W6qZfLokN5aa62V7r777pE6EdZ9992X3vWud6VPf/rTI17dF77whdzGT37yk7lORA4DbVEWEoMDYoOV/Ige6c0999zpi1/8YiZL+e6666604YYbZoNgnXXWSfCU/5JLLsltQe4rr7xyxhuZ7rHHHjnPpZdemuuo9qN8nroIFBKbumNbejaOCCAUXouwoPCX8JvwFuWMhHz22ymnnJLmmmuu9JOf/GQkDId0Ntpoo5xPmM+1v/nNb9Iqq6ySPv/5z2ePRJmuP/3007Oy984TqkvIZb755sskKFyIxKyRLbzwwtnrE8ZUh+//8Ic/pPe///2ZIBEncqomea644or07ne/O5122mk5fChc5/vvfve7mSzPOeecTDwIGCnKp3xkJUy4zz77ZPLkOSEnL6SvbfLwzOCz+eabpy222CLddtttmSyRGPKaY4450mGHHZZxkBfWjIGllloqnXvuuTk06nsvfRBiVEdJw4FAIbHhGOfSy4YRoDQRACVqzYbyRk577rlnVsTCaZQ2rwOJ/frXv84KHCEgLqFCZOI6Cv573/temn/++RNiePDBB3M4zq7Dn/3sZ1mpIzf11KV2JMaLQzAIKNqLeIU0heOsvSGCatInYT2eI4LRD3l8xytCtMKlvCyELZ+QJU9RXqFPhLvIIotkD8q1Ubd2IGbhT1gJga6//vo5LIuokJhdlrw9pI4YI8FivfXWS9tuu23GBAn63XWFwAKl4XgvJDYc41x62SACiAjxULrIB1HtvffemRxWWmml9L73vS8rdSRhjUuo76yzzhrZ/HHDDTdkhfzxj388K3XkdNxxx6U555wzh9OQjNfOO++cyWbBBRdMn/3sZ7Pyr+tWOxITSvzhD384Emqj8BGJsqzhqZdn1JqQg3Dd6quvnoTqXHPLLbdkwuEhIWEbOIQrhSY33XTTvI4n3CdU6v+ll146r70py0YRbfz+97+fvvrVr+YQor4Js6677rrp2muvHfHENthgg+TFe6wm5Atr2K699tp5beyqq67KOPNQC5FV0ZranwuJTe3xLb1rGAHKkuL/0Y9+lBUqb+pzn/tcVs7f+MY3sgIPEqPAeRA2U6y22mqZmKwBUdLWe5CZsCGv5vDDD0/zzjtvVvDHHntsan0JR8b2+dYutiMxobmrr756xNvqlcR4Y3feeWcmCx4gwrIZZMUVV8weJe+TNyVciSj333//Ue1FyLDgfQr18Satda266qrZ+7LeJ88mm2wyDYkJs9qEgihbE9wZDq61vrbQQgtlor/11lunCYu2Xlv+nzoIFBKbOmNZejIDEEAElLr1HJsf7IwTEvSdkJvNBohNeC0IyiYHCttORB7ZT3/60xwy5OHw6ngZduBZ1+JdKIuXJPQWL3nVXZcGTWLhae633345vMcLQyx2AyIXIUKhUv1ExjCIdsa7Pmmz/4VOkZ1TRSLM6t0GEeHEqieGxHhzdSQWBoQy9dn6GOMAiaqvHT51mJXvJi8ChcQm79iVlk8ABChK9yjZ0EABIyvhrAgv8n6Eu9znhcSExeyosxXfBgaeme8oYp4awuCt8JhspjjooIOyokcArvebsiNvHQSDJjFkwRv7xS9+kb0vOwvtmuQBRehOm4QGkZMNH0Kn2qrN2h73mlm7+sAHPpCxsl7Gi/Oy81G40m+9kBgvDFGpHxbejQNiRZJIX5tLmvoIFBKb+mNcetggAkhH+I/itO5z9tlnZ3L68Y9/nO/9skbEQ0NulC0yC2VtY4Rdg7a78854MJQx5UvZW1NCFrbCu69KSO+aa67JmzPuuOOOkbBga/dskrAppHWLPYJwfWzeQMAIxoYKGzsQad2aWJSPcJEEckXESC3Kcp0NKMKEwqff+c53krCeHYmwgAtvDZm5L84mE7cQCDHyRK3LKRdWytU2oUIbRdxr1uqJwdxOT2FVmz4YBLzXCGci1eKJxchN7fdCYlN7fEvvGkYgQloUqbUtmxuWW2657JnxooS4rIFRwjwHil0o0XoSUrGWYwceskJ44cUgBYTnBmUhMr95uW7jjTfO62ftPA1hTPmEKilz3hDvye7Cm266acRDQcB+O+CAA5L7uhBMuzLByLs69dRT8+5Km1CsgwVRKEubb7755kw60R9tjnu5kJjyYSX8atchvPQPods0YocjQlIeMva/TTIItprUjQxtnFGHcvRZOby62AVZvaZ8npoIFBKbmuNaejWOCCCyCIm5aRh5WMviTSEUW9CF1nhSlP9uu+2Ww4W8FN9R6k6kEHrkfbkmQnjWw3hoyJB3I99vf/vbTE4UfV1CRtathCmRFOIQaqPchdniuqjjgQceyG1EQvFbXblIzMkdtstfcMEFuU/KqCb95HXyrnhfXjZyuB8tQo88UgTlpmV9ihP3eVdCjMhOufrhBBD4uaaaeJDy2lBjk4l71YRg1a0Nre2qXls+Ty0EColNrfEsvZnACDj6yX1VwmUIgRfjhWRsbLAJhOchbDdREjJAbNrIM3RqCM8RgRSimCijNNztKCQ23ONfej+OCPA41lxzzXxGIG/KLkbeGm+DR+IECpsjeCITJfHOhO54a9/85jfTkksumT3NidTGiYJVaceMQaCQ2IzBvdQ6hAgIE55wwgnZk7FZwWkeXm70tV7lnjEhv9bQ2YyESkgPsdrmbg1Pe4UmhSlLKghMBAQKiU2EUShtGAoEhOWs+9ghaOegnYleNks4AZ/HI2w3kdL/a9eObQCAYRCA/f91xdAfgvAHxQwMTf7Q8v+VIcvRSS4Q/0XipXd6y66AEdvtXnICBAjUCxix+goFIECAwK6AEdvtXnICBAjUCxix+goFIECAwK6AEdvtXnICBAjUCxix+goFIECAwK6AEdvtXnICBAjUCzyB8dfZ/2qCZQAAAABJRU5ErkJggg==[/img][br][br]Twenty people—high school students, teachers, and invited guests—attended a rehearsal for a high school musical. The mean age was 38.5 years and the MAD was 16.5 years. Which data set matches and why?
[br]High school soccer team practice is usually watched by supporters of the players. One evening, twenty people watched the team practice. The mean age was 38.5 years and the MAD was 12.7 years. Which data set matches and why?
Another evening, twenty people watched the soccer team practice. The mean age was similar to that from the first evening, but the MAD was greater (about 20 years). Make a dot plot that could illustrate the distribution of ages in this story.
Here is data that shows the numbers of siblings of ten students in Tyler’s class. Represent the data shown with a dot plot.
Without making any calculations, estimate the center of the data based on your dot plot. What is a typical number of siblings for these sixth-grade students? Mark the location of that number on your dot plot.
Find the mean. Show your reasoning.
How does the mean compare to the value that you marked on the dot plot as a typical number of siblings? (Is it a little larger, a lot larger, exactly the same, a little smaller, or a lot smaller than your estimate?)[br]
Do you think the mean summarizes the data set well? Explain your reasoning.
Invent a data set with a mean that is significantly lower than what you would consider a typical value for the data set.
Your teacher will give you an index card. Write your first and last names on the card. Then record the total number of letters in your name. After that, pause for additional instructions from your teacher.
Here is the data set on numbers of siblings from an earlier activity.[br]1 0 2 1 7 0 2 0 1 10[br][br]Sort the data from least to greatest, and then find the [b]median[/b].
In this situation, do you think the median is a good measure of a typical number of siblings for this group? Explain your reasoning.[br]
Here is the dot plot showing the travel time, in minutes, of Elena’s bus rides to school.[br][br][img]data:image/png;base64,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[/img][br][br]Find the median travel time. Be prepared to explain your reasoning.
What does the median tell us in this context?[br]

IM 6.8.13 Practice: Median

Here is data that shows a student's scores for 10 rounds of a video game.
130 150 120 170 130 120 160 160 190 140[br][br]What is the median score?
When he sorts the class’s scores on the last test, the teacher notices that exactly 12 students scored better than Clare and exactly 12 students scored worse than Clare.
Does this mean that Clare’s score on the test is the median? Explain your reasoning.
Match the dot plot with its median.
[img]data:image/png;base64,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[/img]
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[/img]
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[/img]
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[/img]
Invent a data set with five numbers that has a mean of 10 and a median of 12.
Ten sixth-grade students reported the hours of sleep they get on nights before a school day. Their responses are recorded in the dot plot.
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61cm0NeJjFRUQ1M1j5ykKkVGZyBPGzYsLhu1sp1ueTV/ilolORWZGqZ3NlvW3nxz3QoM5uv6ZHvrVyfQ16nStHe77///vD000/XTn4RIQ877LBw/fXX10529a/NODhFfPcc2kMrMlinEU1UqN9LLrkkRohs5foc8pJf/+UxI8JlDjK1IgMXbCYNh923cl0uebX/WbNmxTpoRaaWyb2rC7r63UovV8jiLdMVQv3/e/GW6X+Mu3pCcoUs3jJdIdT/vxdvmRdj3OWC6ouzLfxbIfeFY9TfOQq59zfCXd+/kHvX2AzUP4XcX4x0n5G73VWmdWeccUbcAozs65YWLFgQD2tGklyv6pbsrD322GOjWaluspNXG2J35DVTRz93O1S1/5tvvrmWOzy5P5L/8ssvr6WfvvAn06dPr/UmpgsvvDDWQV/03z4jd36+7NQ2QAhDoKPWLRn5DzzwwHi8Xh3J3eAk/IP4GnVM2hBXMKcZ1S0ZjGzZ1/5tf+ezX7dkcCK/Hba5n73bDFu7as8666zg0Pg6Jpzp3GN10BepT8idUBqDkfP555+P777XbZenxm0jEw2G/MqVuwZJRqTiBX+zDoOU76kMfdFQ+vseBlOEaPYhxo+ZX50GWLLCW/s3yCpLzm2HbPqn9pP6qc/aPpJMbV89KJfyyJdLmchBxiS/72SFv7afknpJeXJrT+RK7Zz85LORTD+W4A33RcW/T8jdKq94JrxMvIycovvZzl+HlBqKhiGqos0EtK+0UzXXMpD7iSeeiF5KPJWqL5tobETxf85JGTRihC5sRcI+naOaW4dshiX5dUgzJiYl4R/MYnVK5cspkQemCFC/tZtZu29MiIeSwINMnejfFIccBi3yw1bbNssjZ2onCe/UrpClMniRPYdEVrLwSLJZiYxJfvKl8gmDgkvhj1d9bwX/PiF3dl6+vfys99xzz7DXXnvFAFBsjwnsHEDtSgYau0bODYzsI0eOjOXg0ua/XBNSueiii8Kuu+76opf9BlwKbQbi1pZzQiKIkAuYcpAd/qJznn/++TF8sXLmnCgBJ510UtwfQXbl4Kd84403Rs0spz6QBiJ9k4w2/hiQGlO1TuxbUS+TJk2KJE/bbFeCpYH0tttuixwDa4pkI3FrV2aBYrUIBmjfikGg3XWBuMkBf3sh4E9+8qbk/2uvvTZMnDgx7LbbbhH7nXfeOYwfPz7i31OlodfkDiybHwTcIpCgSV7f+ta3ombQbjATYM3eyQZUGqMyIHYLGvz0NXhaPCBzTeRvprnfeuutcQv2OuusE8k/V/nJxQRw8cUXxx3BJ5xwQrj99tujzZe/vh2fZh/tJJPusEvtZ/bs2XEg5QYJe/1Ae0KIDz744EuIp7t79vd/zC5ixxg8ReC0o1nYjZSUSZsXndBO85NPPjn2B2GAEalyIZ92DLhkI78+irApMHZ16qvVfiofq4EwCurAzlv8JOqr/9qVkvxs6khbHQwePDhq79U2nrzexMlhgxcWQpm32267iD+zX0/K0WtyNxIZ2adMmRI7qkr38ntPBGgX0J5LRo2F1ijkgPggGkmS3/+5JxiTs/pi4rAwvP3224fHHnss6yII9nTQQQeFCRMmRA2eBsZkIPicnaoIv2pDzakw2sn8+fPD8OHDo/xC5lIWtCGeY34XXz/ZUHOQ3ZoSjZ1GK4YSBYAWmRL5zUTGjh0b9t9//0iSfvO64oorwpAhQ2L+Kpmma/v7XRs3o6CEiT80Z86c6N3GbFGVR70wjZlFKePkyZPjQIDw28lJ5ELcBx98cJyVIuz11lsvknt15uGzetJukk1ePxHUTXgIPNUTbuoVuXuAhxpFjzvuuGi7Q5Y6o4K0E8ieNDQN1tTNlEeoUF4+doapAHYw/+dehsZykpe9fejQoVF7z4lYGmX1nXwzZsyIU1R2RQSZpq0jRoyIhFJt+M3u0a7ftA+auan1V77yldju4a/t066OOOKISJLaVC4Jlmy3tFgzVOEequTuf/VgYGUWUz/K5GXAErfo6KOPbsuAlbA1+BhUETftHblXFQD5lOOpp56KZf3sZz8b+3i7yZ1cBiHYW+e46qqrYiwZdvdqG8ervlc5FB+dd955sV+bqQwIuSNCndBoxP7LTs2VirlAQRQo1wRAW/bF02AzpQ1wxTMd0llpvdXpUq7lSHKpcI388MMPD5tuummsAwSUcyKvaadpKpsuswyz3n777Rdtjhb9ci2DtmGGYdpvbSN5mfhd56UxUhwsDueUEslYgKc5VsldfSB9a2iijFbXnJAjMhV3ptki7ECVkfywtqYB30ZyT3LIR/nUp+VrN7knubzrq8x3AoU1kns1n8/KQZPXr80G9YkBIXejkKPRUrAqNjmjvuBb7I89EaKxMAP13eDDpqWBp6k1M4CR3oCVpqXArUNKg5WymEnpmLnLTjvRAdndRVOkGbL1mlLTUHTiXNsQuZAcwhNFlBbPJGY2yK4qOiFbb477DrSVZuSuzSB79l39t0ruZiNMIohSv29nItfCyJ18ZoF1Jnf9V10ZaAUV00/0iZ70616ZZTyAVmX6I64Ms4Z3jYI2YwHGaKkD55iQO7DWXnvt8OlPfzourJrumfbZDIFsaJJ10d41ZOsHiMZicB3k1nC5qY0bNy4uoFqcpCDw9OG9pD5y1dy1f23b9Fo0TgqBGQcvCHVgwcyCHnNGbmlh5E5zb0buIi8azAq5965GKQYL09zlMZPi7mlQNbOlOPS0P/SK3JsVT4MnEHsdLYz9V0PKMSF3W61Fgmw895K5RujTNN3uyUjZ7jIiSZ2Sayqiz1XjreJETiY9LrQWwdgWEbrFJvViQVI95ZxoUqbWRx55ZDwsBf4WvQxYZn9Ml7mlrsi9apYRXbSquVPUzNANvrT4dqaXg+ZOOaMsM1laBDcDbIVL+5zcVTgBkCVyZ79rRaCBbDDk0gktiF199dXRcyY9P5G7WBsaUs7kTjYE6GBjGi+NS8PIWeaEMw3Q6VdOL7IYT25lYd5AjKaiVYJJ1+X0TpMio4GKiQnx2XxioOUemeOitrbfzCzjd21/xx13DGefffaLZLd2wNTE+cAg3M7UyeROKdMPKAzWN8wGtScDbysKW6/IHXlo2BqEDkkgnzVmtmumGdqk33NMZOc5YPMVrYtXAwBpYvx6ESUfYGXKOTENIBRBt/guW3CpS0rkbo0AOcJfx6UlKg8/5tzJHf6pD5CVps41mCsqosxx5kHeZuSuT5DfbEpb0ieUSZ/gZGABkK273XXi+Z1qc9cHzGLNkGjsdgdTGrQjL3XUk9QrckfaGi+NkQZsCmG3FXs1G+RnPvOZ2AhaGW16InRf5SGXRsvDh/aI4G2++upXvxqnnxb1kH+u8iccdFQeJrx+lIU7YV0SQnfAwuabbx4VAjsPLR5ZA1EnAqHlSI5VfPlem6Hy+uExZlDS/pmWWtW2qvftz89dkTuFTb/m005L56GBRPnFG2itI1hEbvc6WieTO/OLhXjrNnCnYFr7s6GPmdumy57MyntF7kYQUweLLDYBmcqZihKKL6xRP2diBJBGys3ozDPPjITOlIRobKwRX6bdGkpPOrjOaOpmCgfzXGdKzcqCuOfNmxcXT3lowN8xY/ZOMAuom55qKs3uPxC/UWisz5Dbu63uCJFpqSedcCBkbHwGTGmH1jW4ElYTmc0E09Z9brX6tz6BWAwM7S4XGZCdgZTJoqs2z9Q3c+bMmI8i0W65E87koBDAtTH8AC8x56im82zhz4PMiwJnYbUn5egVuSNunZMtTmO2OOmINGAzzeTeKRPQCJ4Gz6/dDMQmDmYB8vcExHSfdr2TXwMxc1IndZA5YUVW8ut4SN6AKs6PutAxc1YOUhnYn7V5nZJng7aTAwEm+Zq9w1Uf5advEGpM6kTf5umjTygfwkeiObQv8pGbfNqO780SeXm/yZfTDBCG8IS/mXa1nZsZGXCbvbQxnnA9qYNekbsHEApoyFFn9G4qWhdi1CCUIzVmmjr5c2nEzRps42/kRyZ1krlaBvJrL9oR/L18Vif+yz1VZU9tR7/IWXaykVGbIX9j8n+1T6gTeask1HjNQH5P8pG9u3ZCXnlSvoGUcWHPIlPCtNpW/A5vXFp9pb6hr/ck9Yrce/KAkqcgUBAoCBQEBh6BQu4Dj3l5YkGgIFAQ6HcECrn3O8TlAQWBgkBBYOARKOQ+8JiXJxYECgIFgX5HoJB7v0NcHlAQKAgUBAYegULuA495eWJBoCBQEOh3BAq59zvE5QEFgYJAQWDgESjkPvCYlycWBAoCBYF+R6CQe79DXB5QECgIFAQGHoFC7gOPeXliQaAgUBDodwQKufc7xO1/gC3Y4lWIZdHdVu32S9o+CdJ2dnE+BCtz4g3MhEFY1C33tpaLfyL2Se6xZtqHfHlyfyFQyL2/kM3ovmJVjB8/PsbnRlqLSlYZFanPRTHoOQFKJErn/zpxaMKECd1GHFyYEO7nYAvhi8Wt94ySCgIDhUAh94FCuo3PoTUKwyycrvNuC8m8tDIchnDqqafGEKwI+YILLohx/UWnNDguSoK181R32WWXGIp5Ue+zKM8u1xQECrm/DNoA04K43cOGDQtPPPFEJCtmiPTqCQQpr/eu0sL+6+5/90zPaLx/+n1h1zdel7735PrHH388xpB3NoEwrEwyQuIuzCxTvXejfA6Md7iFgxcQPTNNY6pe3/hf4/dW8rq21fyNzyvf641AIfd611+PpG8kdyRDe6dJem8kpepN/ceMI5+Xz83y+z3919X/1Wel+7pG8l59RpJBvvQ7edMz0v8Le69eX31+9Tp5HnzwwbDBBhuEo446KtrchVf1PP91lRrv3Sjbwsi98fpWntUsr+cnGfzvc8KuWf6uylV+7wwECrl3Rj12W4pE7sjLoQsOw7jsssvimZhXXnll/I2WigxSQgaucx5rOnrQGZrXXXddPCzAwiPiSMlBIe6JJKsaqvuI8+/Q7uuvvz4uLHoOG/Q111wTz9j12Ylel156aXxZF3CdxUgHpzjP1rOZShwnSLMmW1eE5XfPYGpxiIkDZFxPPqf3OK0qETdZHWv2pS99Kay88srB0YqOiXTUolOHmiX3hpfzgR2s7jg99/cch3WkQ0aakTvZ4MYe7wzTVA/XXnttPFBC/O5qSuVQb+rKcxyK43hLC7X+l7w7NOeqq66KdebgE3WVyu0QFLORap1Vn1M+dx4Chdw7r05fUqJE7muttVaYNm1aPI5vr732iiYDtnjH2yGOqkcH8kO4FmKdnbnrrrvGg8Qd+mzBEZE5mCIlJOXwZHbrKkEhE2TqCEDmCYMCQkVO7nviiSdGYnUYM5kcm4Zs5bO4STY2a4eY77TTTmHEiBExj9OOErElGdJ7IkTHxHmm4x9dj7g985BDDokDlDIiyOOPPz5iseyyy4YNN9wwltVReQajZon8zg0eNWpUNOUwvey2227xQGzHHSJW925G7vBw5iq7viP5yOQ+jqd0n5tvvvmFgUc5nPKEoJUbDp7js2MIzz333Ii1AcPzLr744nio+4wZM8IBBxwQj790z+HDh4etttoqfPGLX4wDXleDYrOylt/qi0Ah9/rWXY8lT+S+wgorRJKlJdLyaNu0O2SB5J16j1AQENs8YkTmtEFarPwOsN53333DFltsEc/gTFo6Yll77bUjgSDmlBKZGRAQGI3XNTRyZ0J67tixY+MxjY5CQ4g0bpqm/5zbaabhPzI4IPimm27qVnM3uNBut9566zBlypR4/J3radq0f2dSIr+0/uAQdPdcc8014/mU8iU5UjnSO3zg5PBoxEnOhCVN3MyAhixfM3I3SzHAWtw2eJmFODYNqSsv8lZOGDENmd34/Ygjjoh4e5Zj78aNGxc22mijeJi4+pVf2d72trfFQcPsw73VGZng6NBuvxsISup8BAq5d34dRyK0oLrqqqtGQklnYSIE5gF2ZgfyOrBXx0cqDgxfffXVw8knnxy1WwRCs0fcBgdEMXHixPidJki7RI6zZs2KvzadZ4UAAAhySURBVCVY3Y+mighpqjRR95k7d268B1MIDZkJRl6DgecbdDbeeON4P/L6jQyI2+futE9avZnGzjvvHGcfaUBRXsT8hS98IZaXGch9PNNMYt111w3Tp0+PMsqLoBuT3xDsSiutFPbff/9I5GQiG7mqR0w2I3dEmw45NrikoymR/hlnnBFlgKV7GiRGjx4dy+HsTIOe39XBDTfcEIncDMPsg7znn39+NC1ZFLZAnEgf5gZIdeYQb9+7w6+xzOV7PREo5F7PemtJap0cuTObsN0iIJ3bS0c//fTT439z5syJBItokco666wTSRihpfw+IyWmDt43TC7+W1RyRzbICbGnZyB/tnuzBifAmxUgK6SW8nUHAM+UVVZZJRx++OEvDBrp3rBg9ll++eXDkUce+cL92MqHDBkSjj322PicZsTume5D3s033zyW/7TTTotkD8ckmzxSM3JnKvJsRGyQsKZB3jSLWmONNaJcyB62q622WpwpWTtwP3m9mMzUjwHTtYncBw8eHAcvA0EqcxowDXZMc8pK1pI6G4FC7p1dv7F0idxN4xv9thEmLR3xX3HFFZEkaLeIlTaPSBoT4mFDZ4ZhXkEii0LuNHN25EZNPJGRxUp2eATGXHHcccfF2QVNvjvyZdZYaqmlIlEjvUS2yuE68q+44opR81Z+/ydyZ69OC6KN5fZdXnjecccdkXTZ8K0FTJ06NZqWYEd++arkjsQNqieddFIYNGhQtP3vueeecRA1kPrMDAYTswcyGoSWXnrpuA5gzYBGLq8X3ORF2FVyN0CZAZitVBMyZ/4yeDCtGUBL6mwECrl3dv3G0iVyT37uyCcl5MYOi9zZqZEhjdEiHK35mWeeSVlfeGcusPBJCzTdR2Q8Rroyy9D0LRo2mmU22WSTaD6pLsy+8JAQogaNqA0cBx54YLTzb7nlluGEE06I2rPnNia/sZkvscQSAVE3GwQMDtYfLH7SuOXpKbl7nvwGJKR6ySWXhMMOOyyWjTZP80fw8jSSu2vIvvjii8fBgBbPTp5evvPSYcdHzmzmymG3LE0/5fMuL8yZrwwESXNfb7314mCtXqsJubPTI/dbbrklDlDV/8vnzkOgkHvn1elLStQquSMLmiQtkG28MSF8miPyR9yN5F7VGpEOsrVo2yq5IyTEzwxiBmHBku2e7ZjdX7kaE1mQ6pvf/Oa4mEqWKsEb2CyuLrfccvH/pNm3Qu6e4T6eb3AwGN53333h4IMPjtq0GRC5q+ROftqyRdRlllkmukAaJF1PRi+fkbJrld01ymHxF+ZwSHnTuwFDGRK5m00ZQNwrJfJ6NlOaAdhsS/6SOhuBQu6dXb+xdK2SO+Lg0ogI+H8jBmSGJJECzY+3B/dFWjDy4FHDBsw7JXmLyM/EYcF06NChPSb3RJ4IzisRKTsyF0R2ZaYkxNYs8ZNn4jAA8URRfrJ4KZtFYl4l55xzTpTdPVoh94QD2XyGjzLzbOEBNHv27EjSjeQOO376Zkni1sAu3cN9lDPhDAMBzJjHvMiH9OWr5pVf3kTuFs3HjBkTF7HTvZSficfMjSmHrP4rqbMRKOTe2fUbS9cquSMrC5hMINwXb7/99hglERlZ2OMlgqD8nggW+SA2LpJsurR/L2Yb+ZFOTzV3xMPDhjZMDmTk2dYLDB580fnZp2c3ViECZ7qwWHvMMcdEYnM90jcIITjeNAgvpZ6SOyK14KzsFkR55pCPbPzIuVlaADaoNSN32jgvI/gZBJSPbO7hs4VkHkwIXDmYY5ivuDKS0fM8Hz7yMg3BK5E7Lx4kzgdeHvdm3pk8eXKcidHq1W9JnY9AIffOr+PYmREr32wLe1WtDQkhApo14kuaJOK0M5UWyF6OXCZNmhQXOH1np0cy6V60aoRqgdEGGwTGFs0nnlfKDjvsEO34CAsR8dpBvsw/Bp9qIgO7MxsxV79DDz00vshisLF4iQDdp1lCXojNrIO92uIv2WnL5LCwyCWxapdGgAYNG5pggsSbJaTr3vz2BQVLuJDVvY8++uho9iEDrC2CWnBlVlEuroxImSePsli7sKlKGclFTiQubyqHBVL39ky4ymPAtLBq9y4cErmbbcEUVvK6r+/qBW6N9d+sjOW3zkCgkHtn1GO3pdDxmSCQBEJGUCmZ6tOu/UcrT2QtD/JDNBbuaHwWKJlDECMNskquyIiWaDPOKaecEhcWeYbQsNm42aHPO++8SG7yslMbIPiaV+9DLt+ZJJgwuBp6rpfPfmPnJ2dXBOx3/1vYNEApm4VOu2HtpEXkBq8qDjYy0aRp5Aabru7tGgPUjTfeGLFwXy9aO6KlwSNl+eChfBZdfU4yK5981g0SVsoHD7MeeWFULYff2es9S17XeV6y5bsnLZ9pTDmV2/3k9d0OZINSd2VLbaK8dwYChdw7ox67LQWiscDmlQgmXeA7gkfkCC+RWiIW/7mOZm5gsKhH+0QmKa97+YyQaL3ypLy+IxSE6PdEWt795lUl2eq9PCfdq3o/5Fl9dipL9d3/ZKzKowyel2zX1Xu4p2c0kn71nukzzBplc28YKmsqj+fDrhEv/8tHtoRrKp/nV+solaPxeXBxvWe4n3fknlwhmcQ8231TudOgk8pR3jsbgULunV2/L5QOASTSeeHH//+AQPxXJbtqnvQ/0ukun2u6ypt+rz6jO5ka79WTZ1dlTp/Tc11fJc30f3pP+arypf+avaf86b7NcEl5vDe7b/q/u3tUn+0ZXeVN5M4VksZuoEn5m8lWvW/53JkIFHLvzHotpXqZIdCM3F9mEJTiNiBQyL0BkPK1IFBHBJi5rI1YFE7RIutYjiJz3yFQyL3vsCx3Kgi0DQHkbsPZRRddFIOgsdGX9PJGoJD7y7v+S+kLAgWBDkXg/wCY6pFI6QjFXwAAAABJRU5ErkJggg==[/img][br][br]Looking at the dot plot, Lin estimated the mean number of hours of sleep to be 8.5 hours. Noah's estimate was 7.5 hours. Diego's estimate was 6.5 hours.[br][br]Which estimate do you think is best? Explain how you know.
In one study of wild bears, researchers measured the weights, in pounds, of 143 wild bears that ranged in age from newborn to 15 years old. The data were used to make this histogram.
[img]data:image/png;base64,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[/img][br][br]What can you say about the heaviest bear in this group?
What is a typical weight for the bears in this group?
Do more than half of the bears in this group weigh less than 250 pounds?
If weight is related to age, with older bears tending to have greater body weights, would you say that there were more old bears or more young bears in the group? Explain your reasoning.

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