Maths-
General
Easy
Question
Give an example of a radical equation that has no real solutions. Explain your reasoning
Hint:
Rearrange the equation and then solve for x.
The correct answer is: - 2
Complete step by step solution:
Here take the example to be ![square root of negative x plus 7 end root equals negative 2](data:image/png;base64,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)
Here, on squaring, we have – x + 7 = 4
⇒ x = 3
But on substituting in the original equation, we get ![square root of negative 3 plus 7 end root equals square root of 4 equals 2 not equal to negative 2](data:image/png;base64,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)
Hence this equation is an example.
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Determine whether a linear , quadratic or exponential function is the best model for the data in each table .
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAT8AAAFlCAYAAACds+86AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AAFHCSURBVHhe7Z0HfE3n/8dvdiQhJEbEjoi9V201StVerV1qtUYHuqhNKWrvTalSVJdNbQmJEWTvBEmskL3e/3Ouqz/0JkJz03/k+37180p+5znneL3y+973eZ7zPOdcDYIgCHkQkZ8gCHkSkZ8gCHkSkZ8gCHkSkZ8gCHkSkZ8gCHkSkZ8gCHkSvfKLiYnh0KFDbNq0iRUrVrB8+XLtT4nEUFFrTM26dev44YcfWL9+/d/b9O0vkWSUJzWj+kv1mOozfeiVn7+/P3369KFq1apUrlxZIsmxVKlSRVt36k997RJJVqPWkeox1Wf60Cs/Dw8PKlSogJWVFU2bNqVVq1Y0b95cIjFYWrZsSevWrSlTpgwajQZHR0dt3anb9e0vkWQUtW5Ub1lbW2s9pvpMH3rld+HCBa05GzZsyM6dO9m/fz+7d++WSAyWffv2aYcoI0aMwNbWln79+mnr7rffftO7v0SSUdS6Ub3VqFEjrcdUn+lDr/zc3NyoWbMmPXv2JCIigoSEBKKioiQSg+X+/fskJyezaNEiypYty7Rp07R1p96v0be/RJJR1LpRvdW7d2+tx1Sf6SPDnl+tWrXo1q0bAQEB3Lt3j5CQEInEYLl586ZWdPPmzdMOfb/55htt3UVGRurdXyLJKGrdqN7q0aOH1mMv1fN7Ir/OnTtz/fp1rUV9fHwkEoMlMDCQ27dvM3v2bEqXLs2XX36prbvg4GC9+0skGUWtG9VbXbt2FflJ/v9H5CfJroj8JLkqIj9JdkXkJ8lVEflJsisiP0muishPkl0R+UlyVUR+kuyKyE+SqyLyk2RXRH6SXBWRnyS7IvKT5KqI/CTZFZGfIePrj39AIEHKB1P9cAYHKb8H+OHn64O3vv391P2D/t4/KDCAAD8ffH28/7lvHo3I73/xVesrMIjAoP/VV6C/Ul969vXx8cXXT6mnoCf1FURwoL9SX8p2vfu//hH5GSTeitx88fYPIST8NtHR0Y8TeZPIMKVAlYLz9n5qf29VbkoRBoYSEhFJlG7/yFsRhAX54u+rnu+p/fNwRH6Po9aPX0AwITejuB2lq6+oW0SEKvWl1MvjGlT3fXzh9PYJwD8onIjIKF19RRJ9K1SpL3981Vp8uh7zSER+hoivIjJvL3w93fFwPcNfJ09yQsnJM26cueTFDW9fRYBqj+7JMX7a331vXOLKxTOcUvc9cZxTZ87hetmLa15Ku9JbzKtX6Kcj8lOi1oIiuBueHlw8c4IzJ05wUq2ZU65cuHyNG75+j2vwqWP8fG9w46o7F86c0tbXiROnOH7KDbdL6v6+2v2f+TfyQER+2R6liPyDCfS6TNCxjWye+zF9+venn5L+Y2Ywet0Jjnv4EBXqh78iQO3V2T8Uf68b+Bxfx7Z5HzJY3bdfb4aNn8bc3Zc5cSWMIH8fpQf4/L+V9yLyU6SmDG0Dg6/hdmgzG74axMf9+9G//0D6v/8NczYf4qh3KF7+yhBX3V8ZGqu3WUL9TnH2l6XMHTWUIWo99htB77FLWLjzJO4BSu9Pif7h8usbkV+2R5FfQBghPhcJPTCd6X2qU0BjjJmJKaaODXHs/z3L/vAgJCSUAKWI1auzf1g4/teVXt6KD/j4zSJYmZpiYmpNicbvMnz9RQ5evU2IIj/1/p/+fzPvROTnpwx3/QkKv47rntnM7eBI9QLmGJlaYJqvFs0+WsGSc0Fc8w8kXKkZH79g5SLrx61rO9k3tydtHQtgbarUo0UJrBuOZ9TK47gFqUNif/z1/nuvb0R+hohfKCGBlwm9uIh5/atTTKPRvnVYo7FGU7kD7y8+wJHr0UpRBhDk50twlD/eV/bw4/BmvFXoyb7FKN76E6btu8x5/whlP+n5qRH5qT0/RVShAfgcWcH2oZWolv9JzVhi++Z43v/BA48b/kSHKBfXAOXCqvT+wk4tZv3oapQ1erJvIYp0/p5JO69zLVDpSSrJa7dVRH4GiTLkCPEmMORP9s3qR99C5uTXCdDIphi1PljBdwfDue4fRJjyoQ2/6YrHsVlMbO5MxSf7lehGmwm7+PWSF/7hQdohidzzE/lpo8jMJzCUm56H8NgwnD6NHDDX1Y3GuQtvfL6LA243iAgLJiA0DH//q1ze+jnTOjhgZ67uZ4q1U1O6f3eQnRcjlRGIL4FqL1Hfv/UaR+RnkPjipw4lwq5yY88cVnWvipOd+ePi1JiRv/6nvL/cVenRKfK7dZswz185tro33SoWwEbdx8gExzYTGb3pBhcVkYaF+un5N/JmRH5q/PD2DSIi+Cq+p1bx7YDa1LDWYKrWjnVlnN6ZxuIDl7kSfIuw2/4EBBzi14m96VfKAgsTZR8zJ0q2Gsv0fe64BUdqVx/kxVGFyM9Q8QtUhidBRF/5lZNL+/NW1YJYauWnSLBwG1qM3cDu6yEE3YvE/8ByNg+uSi0HY+1VWWNTmmYfr2Xl6dvcUIo8JEDP+fNoRH5q1JlZP4LCA/G5doi9E9/m3TIazLT1lZ+i1fsyfMs5DvrcIzLiEj4Xl/Bdr3rUVtpN1H3sW1Jj8Hq2nfEk8FYIfs/NDOeViPwMFmVo4htMVNglrh6cw4T2ZXA2U4tTEZyJAxU6fc7svwLxvOvHxQ3j+apKfhwt1fYiGJfvypAlf3A04DZ+/gG6dVv6/o28F5Hf/6JOlPn5uOO6fAjjGlthqfbqNEbkK9OCNnMP8eOl+0T7HMfjx2EMbVyUglo5Kj3ESr1pO+UIhzx8uHUzQLuMSt/5X/eI/AwWde2UH8G3grhxYTc/jW1MB0elV6crQLtq3eg15wi/XfiFn2Z2pb25Rntf0ChfJYq+M4/Zey/iFRGkDFkyWrGfNyPy+198A8Pw97mGzx/TmT+gAiWVi6uxWkNFqlBxwHoWHQ7G32M3ByY3pb2zWntGSqxwaPsJI7dd4ty1AG4GP15Dqu/8r3tEfgaNL35hEQReP43n6sGMblrsb/mZFqhHxeZTmL7gU778sAYllG3qkMS6TDOafnWQH84GExruR0AevBGdWUR+T0VdxqLUR6j3j+yY0YlWVqaPJ9YsipO/0jg+23ySI2fWsnqgEw0LqnVnoaQGbwxdzDJ3f64EBBLql/cWNz+JyM+g0a35873CzePfM39IXYopPTz16qzRlMQqXzPatavHm60KY2ysbDO3o3SbYUzYfpWTN25p7/X5ydq+ZyLyezrqs72+hEa5cnLrF4yrqNSPdjbXBo1ZK96duYplu+cwrmVRKpsq201sMbUbyMBZv3EkPAifUN1C6DwakZ+Bo87KBSkFGuGzn12zetGhhAZbrfwslRSkaGEb7IsqQxITMzRl29D403X8ck7p8QWHEeDrLctbnovI7+koIwt/f4JuB3H98Bo29atKA0d1aGuipBhvDhvD6Kmf0qlsIRzUmrMtjcNb3zH1x0t4hasv3FCGvHnwmd4nEfkZPH7K1Vm5woZe5fyuaczpUpaatpa6mbn/xcjCEfv2Exm+2Y1ryjG3Q/z1nEsi8ns2vr4B+AbdJOjSH/y1rAe9ahXQrSrQUKlZU5q3e5tK1jbk05hh5tiYZlN2s+lcsDKq8CPYP+8OedWI/HIgvv6B+Kmvs/LYxYF5vejhUuTvRc+PY4J5/ro0/ngjS8+GaGV5MzCD117l8Yj8no/6EoMwwkJcufrXNCa2c8FZqSn11kp+ezvsizhgbWSKkcaBopWHMHrXaY6GKn8vP18C8/gTQyK/nIhvIL5+Ydz2PYzrDyPoV6sYBZ6RnxmWBRvSZcYefvK+h19AICF+srxFX0R+z0ftvQUQckupF6/dbPvwLToUNMJUvYf8dI3Z1KfGO4tZffoK16LD8PdVhsx6z5d3IvLLifgHaZ+xDLuwk4PfvU1bF+vnhr3GmBcoT+svt7HB/T4+fkGE+ov89EXkpy++BISF4u/nxrmlw/mskS022omP/8Wiam86TjrIwcu+hN1S6lHp9eX1+8kiP0PHW33ULZDAcF+u7pnL0m7lqGSv3pR+tjiNLQtQ4Z0pfLH5Oq5+gQSH+stkh56I/PTHN0DtzfkQcHwBKz+qRSUbU90FVp38KEq5bpOYsO8aF70CuRmUd9f2PR2Rn8GjvuTAl+CbJzm4aAQjSlpRVPukx3MxMcfaoRMdPvqRnde88boVrF2GIAJ8NiK/DOKrrvnzJzxoH78u7EMXeyvstLVlhca4Ka0/WcfGG0HcCFJGFSI+bUR+ho5fGEGBNwi6vo41Y1tQXynIfGpRWhcmf6kaVC1XnHJ2ak9Qfa63DOVajGfS4UucCwkjTCnSvPaOtRdF5JdR1O9/8SPsrhsnt3/FJxUKUkb7+io7NIX6M3DOrxxVLqi+oYEE5OHlLU9H5GfQqEPeWwR6XcRz96d81amkdo2fkRIz5xbU7j+NSSO7MLhRft0QxRyryp3pvPAI+9yDlOGJLwF58PXimUXkl1H8tGv+QqKucW7PTKY0KkQl7aRHMTQVRjFi6SFcbwbhHxIgF1RdRH4GjTLcjQzH7+ph9n/1Dr0qPXmtlTV2b4zk/Q3HOfz7tywbVJFSynbtGzeK1aJi77Us3+9J4G3lKq1czfPyQtTnI/LLKI/lF3zzBuf3fsuMNoWoqn3RgSOaWh/z4crDXAwJxD9Y5PckIj+DRb2p7E94tCdXTq9kwdvVqZdPLUY1VajeeT6LLlzjxs1f2TO5I2+ZaR6/y8+sBLZOY/lswzHORYYqPce893rxzCLyyyhPy282M1o/Jb+aivxWHOaCyO+ZiPwMEm/tchV1eUuw728cXvcu/SsUpqgqNyNjCpTrR6+vD3AwOJDQ+KucXjuOzys/eaWVNcZmzWg3eTs/+ITjHxRAmL8seH4SkV9GeSK/68qwdxbT3ixEFa38iqOpPoaRyw/hJvJ7JiI/A8UvIET7PalX9s9jxQfFqV3I9PGbdq3sqN5nAdP3BnI1JIyI6BC89i9j4/tVqOmgm/gwKka592Yz6VcvrvoEEB4kb3J+EpFfRhH5vWxEfgaJH4FBSq8u8BKHFg9jeFWN7rsTbDAu0Zie3+1j7427BASEEqoIMtRzH8dW9qJrxfxY63qHltV60nXSL/x+0Re/EPkOjycR+WUUkd/LRuSX7fHVfm9vkP81gt23sHZMKxpaPJ7h1Zg6YdvoUybuOIOH8rcK9A8iwE/9AqPzeBydwVfNylNB3U+NeTmqdJjEzD+ucE4ZPsu3tz2OyC+jPCW/3TOZ2sKWStpaKoam6mhGLBP5PR+RX7ZH6akF3yLg2hkubhnEmKYFHw931djWp8qwHaz/y1sp0gBFfH5Kb86PkCg/vK/sZvvQprTVvnTycYzLvE3nRcf55XIoYYG+8r29SkR+GeWx/EJuXefsrsl8Xd+Ikto6skJTdhiDFh3ANVSRnyx1+Tsiv+yOr/qcZRTe7sc5MLsV/Wvmw0xjgrGxCQ4NetN32UX2Xw4nPPh/35j15EvLzy8fwtgW9liZGGOsMSafSxvenPo7P54N1N73C8zjryBSI/LLKE/1/PbOZnrrwlQzN8HEpAQmNcfy4Qrp+T0fkV92R5Gff3A4XpfOcmztp8wa1ZNeffrQR8lHUxez5qg/F73DCfbz/vutGr7+Yfh7Xcfn2Fq2zh3OwL7q/u/Sd/TXfL7uGPtdfQkOUM6bh185/iQiv4zii68ykggI8cLjrx/ZNuUDPuun1tFI+oxfzYp957gc6I+ffCfM3xH5GSBqEXorMvO8cJJzJ49y7Phxjis5df4iHtf98PJRivCZY9Thr3LcDQ8uu53kxF+P9z9+6gynL3py9brSpvQSZcJD5Pei+Pr54HXtEpfOneC0to5OcvzMRS5euY6X+rSQ3Df+OyI/Q8TbWykyP/xDbhJ+K5ro6MeJvBlGWKAPfr7ez67bU/dXr9yBoYRERBIV9Xj/qNsR3Azx197r85anPLQR+WUetU58/YMJVurolraOIom+FUpooO5JIamjvyPyM0h0MvMPJCBIKUTlg6kmSH2dvSKyDHtwfgH4Bwb9vX+w+iosf19Flnr2zaMR+b046pNF/oFKvWnrSKmnIPUCKrdMno/IT5KrIvKTZFdEfpJcFZGfJLsi8pPkqoj8JNkVkZ8kV0XkJ8muiPwkuSoiP0l2JVvkpx7s5+fHnTt3CAoKkkgMFrVg79+/z3fffUeZMmWYNGmStu5u3bqld3+JJKOodaN6q3v37i8vPzc3N2rWrEnPnj21xZeYmPj3mjaJxBB58OABKSkpLF68mLJlyzJ9+nRt3T18+FDv/hJJRlHrRvXWu+++q/WY6jN96JXfxYsXqV27Nq1bt2b//v2cOXOGw4cPSyQGi/rky/nz5xk3bhyOjo6MGDFCW3cnTpzQu79EklHUulG91bZtW63HVJ/pQ6/8rl69Sv369bVF2L59e7p06cLbb78tkRgsHTt21N5mqV69OlZWVlSuXFlbd+p2fftLJBlFrRvVWyVKlNB6TPWZPvTKz9PTkwYNGpA/f37Kly+Ps7Oz9qdEYsiodVa0aFHMzMwoXLiw1J3klfKkblR/qR5TfaYPvfK7dOkSdevWpU6dOsyYMYOZM2cya9YsicSgUetMvUltZ2dHhw4dtP9bak/yslFrRvWW6jA1qs/0kemEx8CBA4mLi9PeQJRIciJr1qzBycmJuXPn6m2XSLIS1VuDBg16+QkPV1dXatSoob3pLAg5yc6dO3FxcWHVqlW6LYLwanz44Ydaj6k+00emPb/BgweTnp6u2yoIhmfTpk3a+zULFy7UbRGEl0f11pAhQ16+5/dEfu+//7527ZUg5BQbNmzQym/BggW6LYLw8qjeUjtvIj8h1yDyE7IDkZ+Q6xD5CdmByE/IdYj8hOxA5CfkOkR+QnYg8hNyHSI/ITsQ+Qm5DpGfkB2I/IRch8hPyA5EfkKuQ+QnZAciPyHXIfITsgORn5DrEPkJ2YHIL6dIuctDbzeuHfqTw/v28csvv7D311/Zf+AY7pcCiHyk2094ISK/FxHNo7AzuB09yMEDl7gcdJ+HylZ5Av9ZRH45QiLxvn9yatYwJrVtQtv69alXrx71lJ8tmndk1CdL2H36FrfTdLsLmSLyy4w4iNzH6Q19Gda+JS2bTWLyj574Ki1SXs8i8jM48cT4HOD4vMF8UrsA5TUaNErMTE2x0v5ujH3x5vT5eDXbzwQQkaj8n6I7UtCPyC8DUiKI9vyJ35e8y6j21hTW1lcXesw9ibvSnPp4L0GHyM/ApMRc5dzC/oyp5UApKw0mtrbY1a6t9Pia8061apS3slEK1IYipRrS+ZN17AxM4q7uWEE/Ir8MuLGNX6e1pXWtwpQoqIrPREkP+sw7hYfSLPJ7FpGfIYmPJMptMXM6OuCiMUPjWI+6A8fw8aJFbFi3jh3z5zNtWA8aVyuIiXKVzl99CIN+DeNGrNydyQyR37MkPwwh5OxP/PZ1B3o3yI+pY3mKFVcutua25DPvx6DFZ7ms7CfyexaRnyEJ+4uLi9vTwUkZ5lpUxerdpSw+dBWf8HBu37pFdGgogRd/ZtOMtlR1VK7UBZtRbuJRDgQm6E4g6EPk9zTJ3PHcxY4P36BLmYIUrVyVsv0+p3/3lnS2s8be8j36LhT56UPkZzBSiL24ih/7F6a8pSI/5760WufP9Thd89/c4fbFbxnbvjiFjcph0WoZy05HEatrFf6JyO8JygghNRjP7eMYUcKcsrbVqfvpTL7+7RjbpvdmRFELilr2ovf3Ij99iPwMxgNC/vyGWQ1NKKaxoFS7KUy/mECUrvVpkqMOsmNsbd4wKoBNyU/4fK8vobo24Z+I/J6g6CzZjTNLRtDLsS5te33HMu9gvO754ra4B+/bm2NnLvLLCJGfQVDv2YVxdcuHjCpugq1xJRqO3safd9W5Xz3E+3Bxbkt65jfBLn8PBq2/yBXlFHLnTz8ivyekKZ/ga1z/dS0LPl7M6r0+uotmCNeXdaFPIXNszXrxrshPLyI/g6CWmSfnFvfhXUsbLAp04Z25p/BMykBo8TfxXtOBIWU1FCrYlC4LTnAqUYo1I0R+T1CvkLHE3blFWMAtIh8k69by+eGx+LH8Cor8MkTkZxAUyyWe4ODUt2lhao9xudH02+RNZEarTOPvELFzIJ/W11DQ3oXm3/zBb9Haswh6EPm9gOQbnF8o8nsRIj+DkAD3f2fPhGZUyVcETZ2vGPpzCHEZyS/pPjH7xzO5tTG2dkWp+ckutgepz4UI+hD5ZU56sheuIr8XIvIzCHFwZw8/fdoIJ2tFfo2+YcTecJIzqr6kB8Qd+YYZb5so8itI5VE/stlX5JcRIr/MEfllDZGfQYhX5PcLOz9rjLMqv4YTGb4njMQM5Xef2MMTmd5OlZ8dVUfvYIufyC8jRH6ZI/LLGiI/g6DI7+4+do1rgosqvwZfM2x3KAmZyO/Roa+Y9pYqP3uqjfmJrf4iv4wQ+WWOyC9riPwMgiq/xz2/Crqe37AX9vy+lp5fFhH5ZY7IL2uI/AxCHES/5D2/o0/d8/voRzbJPb8MEflljsgva4j8DILS87v3Kz+Pb0olK0V+9R7P9sZnIr9Hh75gWltVfoWpPnYnPwSI/DJC5Jc5Ir+sIfIzCEmK/46xf3I7mpjZY1xhNP03exOV0Z8p4QFR+4byxRvqOj8nGn/1G79Eas8i6EHklzkiv6wh8jMISpmlX+bM973pYW6LeaG+dF14AZ8M1vmlx4dzY9U7DC6vPuHRiE7zjvOX0nmUv6p+RH6ZI/LLGiI/g6A+xBbM5Y0fMKKwFTYm7Xlr4l9c1LU8Syqpce4cHdeYtgWMKZivCwPXuXFJEWVGa6LzOiK/zBH5ZQ2Rn8G4R+CvnzO5ljVFjGpRZ/AO9j7SN5R9SELYJlZ0dMFZY4OV/SjG7fUiSNcq/BOR34vww31JV/rZqfLrTZ/FblzTtQj/Q+RnMJKIOb+EjT2KUNbSjsKtpjDZI4n7uta/SQ/mzuEP+bCmDZaakhjV/56FJ28Ro2sW/onI70WE4LmyOwMV+RUy60P/5ZcUHQrPI/IzIOmBf3BqZkMaF9FgVOotWs76iz9u3OX2/VhiYh7w6N5Noi9uZd+EmtSzN8aoUEvKTNjPbz5x8jqrTBD5PU066SlJJD96SOyDB8Q8fMiDu+4cndWRHrbm2Jp2o9u3Rzj1MIZ7SlvMo3hik1NIkQIT+RmUR94EHxzDsAoWWGkKYVPzPbp8tZZZWw6y++ef2L9hIks/bsU7FU0x19hjV3s8I48F4xsjd/syQ+T3NEkk3PIl4M/fObp9B7t//ZWfd65l9nuNaWRhjpVxcxoM+Y7Ze3ez85e97Nx/miPeEYQnpeb5e4AiP4MSw8PwXWx6txmt7W2wsciHpmwTSr05iG5d3mFAUwfqOJpjmq8g9o5d6f7pXg4+TFaXSAuZIPJ7mvvK6OFnfv5gIGPadaDbu+/SpUtnGpdyoJD2qysdKVC1JQ16dKVTzx50Gvg1Y1cd58TdeP0v1s1DiPwMSjppKcH471zImsHNaVnWVClGIyUFsbQww1ZbnIWxqdGVAd9s45cz4fK1lVlA5Pc0YQTsn8nkcsWpZGKKpbU1FpZWSl2ptfUkSt3ls8TcKh/mto2o2WM1W4Lu//P+cx5D5GdwlCHsPS/CDi9j+fjutGxQFecKFahQwUVJU6o3GcmgGds54B+Z56/EWUXk9zThBP21iG+b1KWZtq50cXHBpWJFKlZUfro8tb3CO7zVZyM7gx7wQHeGvIrIL0dIVkYnvvi5HWDv9g2sX7OSVatWs3KNMiTeeZrjV6XH9zKI/J7mIfdD3DizdSNbV69W6mqVtrbWrF/Phk2b2LRJ+bl2DWuV7avVrPyJHXsu43U/QX3lbp5G5CfkOkR+QnYg8hNyHSI/ITsQ+Qm5DpGfkB2I/IRch8hPyA5EfkKuQ+QnZAciPyHXIfITsgORn5DrEPkJ2UG2yC81Vd4UJuQcGzduFPkJ/xrVW68kP1dXV+1Bw4cP120RhJxhx44d2qcVVqxYodsiCK/GiBEjtB5TfaaPTHt+Q4cO1W0RhJxh27ZtODs7s3TpUt0WQXg1hg0b9vI9Pw8PD+rUqUOLFi20xahejSWSnMjIkSMpVqwYAwYM0NsukWQlqrdatmyp9ZjqM33olZ+npyf169fHzs6OWrVqUbt2bYkkR1K6dGksLCwoUaKE3naJJCtRvWVvb6/1mOozfeiV39WrV7UHqVfgpk2b0qxZM4kkR+Li4oKlpSVOTk562yWSrET1luov1WOqz/ShV37u7u5ae7Zr146DBw9y5MgRiSRHMmHCBBwdHbXDX33tEklWonqrffv2Wo+pPtOHXvmpsyM1atSQ2V4hx1Hv18hsr5AdqLO9qsdearb3yVIXdbZEEHKS7du3a+W3bNky3RZBeDXUztsrL3WRJzyEnEae8BCyA3m8Tch1iPyE7EDkJ+Q6RH5CdiDyE3IdIj8hOxD5CbkOkZ+QHYj8hFyHyE/IDkR+Qq5D5CdkByI/Idch8hOyA5GfkOsQ+QnZgchPyHWI/ITsQOQn5DpEfkJ2IPL7L0iLJzEuhpiYWGLjk0lJB+U/IYuI/PSTlpxE/KOHPLh/n3v37nP//gMeKDUWl5CCfEL/icgvx4ki3u8n/lg/i9lT17BuzzV8ElNJ1rUKL0bk90/S0+7hc+4o2xcvZOpXX/HlF1/x9ddTmKLU2Ppd5/G4GUuSbl/hMSK/HEPp2yVFExP4E0eWvU2/N4pS1LY1bYfvZv+jZOJ1ewkvRuT3BKWmUuKJiwnF/dweFo4bSZtKNShsb49d4UIULFgIK+s6NOj0JTN2neX03QQepekOFUR+OcdNHpxfydpJ7ejZKB+FjTVoNNWo3m0zu2OSidXtJbwYkZ+O9BRSQ09x/qfJjB7Yjvqly2GqsUdTQBFfqXyYmag1piR/Ner3+ZIhP1/j3C35mtkniPwMjVKgybF3uee6hX1fvkHjavYUsLXCWiu/xjQesJ1flZ5fnG534cWI/HSkJZB0Zi5rRzhTskRhChSuTOlqXXhz8HCGfdGPXj3qUqqYNfnMzTEpXA3rPqtZcCKSJLnHrEXkZ2BSE8Lw37+EtYNb0rGKKfmqNqBs3UY0KmZFYUV+TQbt4DeR30sh8tOR8oi4P8Ywv19RCjdqTYNh05i6cjc7jhznuNsB/vhtGYu+7khrFxvlQmuGpmQfBq1yxSsBucesIPIzKEnEhh7gp+Fv0K6ALQ4Vq1Nr3GI+++ZjxteyxUlTlwb9d7DvocjvZRD56UiJJf7Et/w4rx/9lm1nsUcENxOSSEpJJTUthZTkW8R5r+X7/rVxUIe/GmdaTNjOntvIbRYFkZ9BiSDy7Hy+qFaKStb1af3VShad8eHIzmnMaWhLOU1t6on8XhqRn460ZJJDzuJ18QAH/G7io3cy4yJHpnfkzfwaLDWmVBy0mKVecF8mPkR+hiWA2ycXMaltT/q8t4hNvvFEKVfkiEOTmFk/P8UV+dUX+b00Ir+nSEslTUnG0xgBuC/vy2AHDQU0xpTvv4iFV+CezHuI/AzLHR4FnePott/4/aAPodpt6UQf+Zrp9fJTTOT3Soj8XoZQrq4ZwIeOGgoa21Jt2GrW+UOMzHiI/AxLOunpacrFWcnfxfaQ4P1fM7VufhxEfq+EyO9l8OPC4t4MsNdgq6lIs/E72XcPWVeqIPLLce4T8KfI798g8ssq6o09D/6a2pFOFibYaJrzzrQDnEiW2V4VkV+O84BAkd+/QuSXVZSqerCLbUPrUlNjicayP/2XX8BLaZH5DpHff4DI798i8ssiiRE8PPMF37S2o6D65Ef1KUzYE6xUoCxyVhH55Tgiv3+LyC8rpJIWcYyTU1vQtpQGjVU9HMb+zKbLD3XtgsgvxxH5/VtEflkhnJsnZ/NlYwfsjaywcRrJB797ceWBrHF5gsgvxxH5/VtEfi8ikbiwvfwyqQ21TS0wKdSEFkN+4tfbsfJkx1OI/HIckd+/ReT3IrzwWDeKEZULYaMpRJl3pjDrcDgRcqPvGUR+OY7I798i8suE9CjuXl/CgnYVKK/RUKBkVwasOsn5RPUuoPA0Ir8cR+T3bxH5ZUxixFEOTWlOhwJGWOQrQ71RP7P5+gNkmuOfiPxyHJHfv0Xkp5+U6OtcWDuWjyppKG5VkvLdxjPl6AN85f31ehH55TgxBD0vv0cp8rjRSyDy00cUgftmMLNlWVxMNRRrMpwR26/ifl99sZqgD5FfjpPIrWOTmdVAfatLXRoO2sNB+fO9FCK/50i6S5T7JtYNqk2zAqY41mhE7+WnOBGjaxf0IvLLceIJP/yN7pVWdWg48Gf+VC7NcjM664j8nuWh/wF+m9CCTo6WFClejhYTV7HNJ06WtbwAkZ9BSSc9+RGxYSFEXL+Br68v3n6XObJyFB9VsKGwphpVuyxmicc1Lvn54OUfjH/kfe4mpYgMM0HkpyM9nYTb7rhuHMGIqkbYawph06g7Qzce4Zh3MMH+vkrN+eDjo8TbC2/l5/WAUMKiY0hNlad7RX4GJZnkB974/LiRn6ZMY97cuXw7fy7j3mtPcysL8mlKUbTOQHpOm8nk+d8y4/u1LPzlPKdvxshVOxNEfjpS4rl5eBpL33WkvJX6CFs17NsM4/2v5zJ/0fd8P28Oc+fMYY6a2TP59ts5TFm6nR+O3+B+rNwJFPkZlFjiIv7klyHd6O/kTPWqValcoyZlC9lhof1OBSXmjthWrIRzjSq41GpHg3eVnuC5EG7qziD8E5HfY9ITb3Jl8VsMcdTVknIxNXFqQvWadahfsypVlXr7O5UqUrlKVZyafMB7cw5yLVqm2ER+BuUBMSHbWN2+Nm+YmmJhYYG5ZT5MNca6YlVjqgjQHDNLNU7Yl5/ApN+8CdSdQfgnIr/HpCV4c25OewY4PKklK4ys7LCxtsba0kJbb3/H3AxzcwtMi73DG5/s48RNWVwl8jMoscRGHeW3b0bzcZcudO7cWZsu3brRvVcvevXqSc8eXemmtHVRt3d+n3f7rmbTGen5ZYbI7zHpScF47ZnL0hG96K/WU89u9Oyq1FGXx3X2bB7XX5c+U/lklSuX7ibqzpJ3EfkZlFRSk+4Q6XudGx4euLu7a+Nx6RKXr17l6tUrXLnswSV1m7btKpcvhRJ+Lx4pzYwR+elIi+dRZBChN65yTa2nK5e44vGklvTH47IfN0KVEUmyTHiI/IRch8hPyA5EfkKuQ+QnZAciPyHXIfITsgORn5DrEPkJ2YHIT8h1iPyE7EDkJ+Q6RH5CdiDyE3IdIj8hO/jX8hsyZIhuiyDkDJs3b8bZ2ZlFixbptgjCq/HBBx+8vPxcXV2pUaMGI0eO1G0RhJxh165duLi4sHr1at0WQXg1PvzwQ63HVJ/pQ6/8Lly4QK1atejTpw+3b9/mzp07EkmOZMmSJZQtW5YZM2bobZdIshLVW3379tV6TPWZPvTK7/Lly9SrV4/KlSszevRoxowZI5HkSNq0aYOtrS1NmzbV2y6RZCWqt6pUqaL1mOozfeiVn6enJw0aNCB//vw4OTlpb0BLJDmRIkWKYGZmhr29vd52iSQrUb2l+kv1mOozfUjPT/L/KtLzk2RHXrnnJ/f8JP9V5J6fJDvyyvf8ZLZX+K+Q2V4hu3il2V5Z5yf8V8g6PyG7eKV1fk/kJ094CDmNPOEhZAfyeJuQ6xD5CdmByE/IdYj8hOxA5CfkOkR+QnYg8hNyHSI/ITsQ+Qm5DpGfkB2I/IRch8hPyA5EfkKuQ+QnZAciPyHXIfITsgORn5DrEPkJ2YHIT8h1iPyE7EDkl0MkxEQTcuMaF8+e4dTJU5w6dYaz5y5x+VooEQ+SkL9g1hH56UiLIybsBr6upzijral/5uTJk9qcOn2aM+fPcf68Kx5X/Qi5n0ic7jR5FZFfDpCceofLx/eyeNwnvNvhHdq2bkPbNu1o334gg8csZ91hpYAT00jX7S9kjsjvMelJwVzfMYV5fdvQsU0b7XsOM0rbt96iXYcOdOjQlYGjv2eTezShuvPkVUR+hiThLg+C3Tj82womDu1N3SJOmBjlw8jKGGMTDRqNKSZ2LWg/ah7z//Lj8r1U3YFCZoj8VNJJS7jCmQXdGeJsQkEzpZZMzbRvuH4m5uaY57PB3MwCU83jmrN3+YCvj4fhqztTXkXkZ0giznJly0g+6FIT5+LFleIrQ74yNajUoipVqhVQClEtRhsKOTWkxuiNfHvyDslpumOFDBH5qaSRluSJ+w9jmdS5Ok3q1qRGrbrUrftc6tWjQeNm1HBxxkFbb9bYVRzP7Iu3CdedKa8i8jMg6Z5bOPSFC9UrFcLKpTF13vqI9yfN49uN8/hu/ij696pPlVLWGGuM0FR4j7fnncUnJo0k3fGCfkR+Kor8UsMIu/wLB7YuYMXShSxYtET7luuns3TZMlYun8PkwW9TO78VGuPqOHVYx86gGB7pzpRXEfkZkDSPdRyeXIcWfXrQcsZm1hx158INf/zC/fEPuIDbse+YMag2JdQrslk5qg9cyU8BidzVHS/oR+Snkk56ejzxD28RFR5AcFAgAYFBBAU9l+BgQi//xN6Jbahonw+NfXtqTTjGhcgk8vpNFpGfAUkLOIznnil89/Ne1vo94p5u+/+4itvawXS002CpMabkm2P55vQjguTPmSkiv5ckdCsHP6tEyYLW2NQdS59dwUQ8kuk1kZ8BSY+NJOaWN/6RdwjX+ye6T/Af3/B5dSPt/ZhCDQcy6vcYvOJ1zYJeRH4vR/yZKSzvZE0x6+JU7r+SZb6JPJS5NZHff0si4cfmMr+5KWUV+dk1/oCP/3iId4KuWdCLyC+rKIZLDsd9RU/eK6chn80btJ9xiHNKfSXr9sjLiPz+U+IJOzqb75pYUFpjQsnWnzP9XCwhclXOFJFfVomB8L1sGlEXJ4v8GJcbxsitnkQoLTLoFfn9x9wn6M/JTHbJR1FNQSp2/I4V/vFE61oF/Yj8skZ6fBDRRz/k08ZFMDEvQ5FOG1h4Jkq55AoqIr//lAA8t33E8PxWWGsqUvu9jfx0J5GHulZBPyK/rJEUcZbzs6vTwcEEk+INeHO2B/sjUqTXp0Pk919y/wBHZrSgsZEZmnxtafLpIc7Hp8g6vxcg8ssKKTy88RNbOxekipExNhXfZfSBSLyluP5G5PdfkfqQ+DOzWNTLngKm1miqjKb3mhvcTkqXK/MLEPllhduEnpjFNxUKYK8pRunGM1ns9UBuqTyFyO8/IRVi3Tk3tzPvlFMfOaqI8+D1fO9+nxSZ7HghIr8s8PAcbuu60amQOZqCzWg8/ACHo+NJ1DULIr//iHDuX1zE1A7lKWhuhXmhQQzbfBH3uDSZhssCIr8XkULqlTVsG1mW8jZmaOqN4oMtYQQp9SXl9T9EfjlOMnGhv3Hgs7Y0KmSExrY+jQfs5Gff+3n+/WpZReSXGargwgnZMopxNc2wNipNmcFrWOmTSpyMKp5B5JfTpHtxecvHfFTUhkImNpR+60tmHI0kMFmuyVlF5JcZiaQnHefPca1paWGGmVFHOn/3F+eStTdbhKcQ+eUosdxxX8qSzpWooNFgWaEjfRaf4Hy8rLh/GUR+mXEfItaysIczRTUF0JSYwLidAdzRtQr/Q+SXY6SRcPsUBya1pnMhC/JbFaXu2G1suBaf518t9LKI/DIhIYCEw+MY3dQWE9PymHRZw+Iz95TqE55H5JdDpEZ74LZqKCMqm1HU3JEKvSYx7XAEvrLu6qUR+WVMUuQprs9qRftSGkwc3qTOd6f4I1zGFfoQ+eUA6cmR+P46g1ktbamUPx+OLT5gzO4IrjyUyd1XQeSXEYlEu69ldZcSVDI2wr72cD47FIa3fDz1IvIzODHcPLmaFe/VpamthhL1OtBv7QnOyVj3lRH56UO5jMb5cH3HR3R3scRGU5yyHeez1TdWHpfMAJGfAUlPTeJR2CF+ndCSDgXzUcDOnnqfLGTd1WjuJqSTnJJMSlIiiYmPk5CURFJKKmnp0h/MDJGfPtIgdDeHJjeibEETjMxa8cZnf3AyKlFGFxkg8jMgSeFueGzpx0f1rCmizrxVakuHKWvYcvg0Z04c5tjhQxw6pOYghw7u57djZ/jrSiDRMfLejcwQ+eknwW0269+1w8ZMg0WVMQzaGkxAvCxwyQiRn8FI4+6ZJWzsY0plS/URNkc01brStOcHDBs6hKFDBvH+oEEMUjNwAIP696PX8K8YtfgPXP3vytU6E0R+z5NKekIU3pv6M6qaIj5zC5wGrGL51TQeyDRvhoj8DEYcwXs/Y0pVpRi1XxlojMaqLLZFHHG0s6WgbQEKFHiS/BTIb4Nl0YaU6bWMLa43Zd1fJoj8nieGlLAD/DCiqnb9qKZAQ9rPO47rQ1nYnBkiP4PxgKD9s1nwtgN1HItRrHgJipcsTcmSJSnpqAjQsTjFiz+XMm9Sue86NrrdlgfQM0Hk9zzRJPltZvmQJlQoXp2SbWYx80CQutxZyASRn8GI567vSU5v+Z7VC+Yzf95c5s+ZyexZM5gxcyYz9WTWt6uZv90Nt9BHyF80Y0R+z6PUS+RZTuxYxZw5a1iw/RJu4XLf+EWI/AxGOumpKY9ncxPUJJCQEE98fGZJID5ROSZN7vhlhsjveZR6SUsmOVGpn4QkEpLTkRJ6MSI/Idch8hOyA5GfkOsQ+QnZgchPyHWI/ITsQOQn5DpEfkJ2IPITch0iPyE7EPkJuQ6Rn5AdiPyEXIfIT8gOXll+rq6u2oOGDRum2yIIOcP27dupUKECy5Yt020RhFdj+PDhWo+pPtNHhvKrUaOG9mBByEl27Nihld+KFSt0WwTh1RgxYoTWYy8lP3d3d2rXrk27du04ePAgR44ckUhyJBMmTMDR0ZGRI0fqbZdIshLVW+3bt9d6TPWZPvTK7+rVq9SvX59ixYrRtGlTmjVrJpHkSFxcXLC0tMTJyUlvu0SSlajeUv2lekz1mT70ys/T01N7kJ2dHbVq1dLaUyLJiZQuXRoLCwtKlCiht10iyUpUb9nb22s9pvpMH3rl5+HhQZ06dWjRogXbtm3T3oeRSHIi6nBXvWIPGDBAb7tEkpWo3mrZsqXWY6rP9KFXfk+WugwdOlS3RRByBrVonZ2dWbp0qW6LILwa6mqVV17qIrO9Qk6jXrVltlfIDtTZ3pde6vL0IufUVHlZtpBzbNy4URY5C/8a1VvyhIeQq5AnPITsQB5vE3IdIj8hOxD5CbkOkZ+QHYj8hFyHyE/IDkR+Qq5D5CdkByI/Idch8hOyA5GfkOsQ+QnZgchPyHWI/ITsQOQn5DpEfkJ2IPITch0iPyE7EPnlIOmpqaQkJ5GUpCaZ5OQUUlPTSde1C1lD5Kei1E1aivazl5KaRtpLF1Ea6SlKDSYlkpj4JEpdKjWZopwsL9SkyC9HSOVOyA1O7d3FusWLWTBvgfLBXcSSJZvZuusMbgH3eajbU3gxIr84iDqO2+9rWLtsG9v2XcP7UTJJutYX84DYqwdx3byUDd/NYc7s2cycNZtvv5vPvC3b2XougEvRkJCm2/01ReRnUJTrZ1oCN29eZt+6eYxs/zbVypanZKmSlCxZguLFa1O31cd8ufYQx27GcF+6gFkiT8svPZGU+yfx3DOUz7u7ULFUK1r1+4HdN2OzdgFNi+NhwAH+mjmIzxtW4o3SZShXtizlypWlbIUylGrbmqYzd7LwYiqRibpjXlNEfoYkOZJYrz9Yt+BjujevQxFNETRGNpgWtsDcUoNGo8aZah2GM3TjSfYFxClDGd2xQobkXfnFkeK7jz9WDmZMFwcqFFDrpzQlGy1ifehD7uv2ypj73Hbby84v3mNw1dJUMC9M8WKVqVGnPs2b1qJmraLY1XQgf/8vGbg7BP+Y1/tzLfIzJPfOE/zjcLo2L09BOwdsCjakUuuedBnZg24961CmRH6Mjc0xty6BbYcZfLQrmAfJumOFDMl78ksnPSWRxKDjXFjSjXebFaewnSVWxqr8qlGpzXK2hj/KXH7p8aTGH+X3r7rTvXBBiheoRPHa/eg+Zh5L1mxkz66VLFv8IcNGteGNjycwfJcHfvezPpDOjYj8DEi63w7cvm1InSbVcWj/Pv2+WMbCbfvYc2Ifv/y6ggUz3qNLw6JYqD1Aux60+uYU1xNSkb9m5uQ1+aWn3VN6bDvZN6kPw96wwK6CCwUrN6B2MSuKaWpS/e1V/KDI74Fuf30k3bvGjb2jGFs1P8U1hSnf/guGLPuDXad9CAy7xcMHIQT7n+DYoY2s/GU3P7r7ExUnPT+R3yuSdn0H55Z2Z8DkyYzYc4Ezt+5z72EssQlxxMZFcS9UKbJJralpZKpcwevRYNCP/P4giVjd8YJ+8pb8UkmOucjxmT0ZVKYQpRwLU7r/V8qF9AvGvVGEqpqKVG63ii1hmckvhbueP7CpnzN1LMwoVqU/Y3Ze49z9OB4lppKWrt5sTiMtNYGE+BgePHpITEKSdtb3dUbkZ0DSI9wJPL2VPecvcuyeWl7PE4bPzlEMLGlJfk0xqnb6njXB8dzRtQr6yVvyu0us72YWtKlIDU0ZavWZwIR9bvzyyzKWtStGNU15Kr71IvndJnD/RMZWNsfOpir1xvzM7xGqVvM2Ij9DkpKo/BdLfHJKBssQ4gg/PJ2Z9S1x1JhS7q3JzLsSx01dq6CfvCW/cB5eXsXsDh3p2Gw8c46H4hOfzK3zi1n+VhGcFPlVepH8ki7gtqoPbzvaUqTuSEbujSJcPrIiv/+WdCJPL2BFCwvKaDSUaDmB6W6xSn9QyIy81vNLCD3FwTU/sGXzOTzjH2+N91jE0raFlbp5kfyU8UbELvZ90ZhqdiVx6r2UFUG6pjyOyO8/5QHBf3zN13XMKaKxoXznb1muVPdtXaugn7wlvzTSUxNJiI0nPj5FN1RNIcp1IYvaFKbsC+WXSsrFBazp60TJgrVpOGYbeyOTuPvgLtEREYSFhhIaGkZY+G1uRcXw8O9/4/VH5PdfkuiO65JuNHc0w7hAIxqO/4WTN5NlwuMF5C356SOBm+cWsjBL8ksh5pAyXH7LnmIF3uatz3/kl+un+WPLSr797DNGDBvG8GHKUHjUV3wxdSs7jvkQ8Lo/2qFD5Gdw0pX/lGtpWirp6eozmMmkJccS/yCEyFPzWdi3IhZ2DuRv+RUf/hzI/UTtEUImiPwSuZVV+aXHEfrzB0xsZEVR6zY07fMVUxaN58OeXahXvjJFSzhS3LEIRQoVxaFEKzqOWsLKM75ci1Of8dWd4zVF5Gdo0pW/Tdwt4qOCiYhQhhgR1wm59icnf5rD7GHNaFauMJqKbWg1/3d+Dnm9F5VmFyK/l5Bf2i2ure/Hx9VMsDMrjaNTVeo0qk6dxh2p06Y3LRUJdurWmMYu+bDXmFCwXGOajl3J5BMRRMbKUheR378hJZbUwENc+X0Va9cuZ8XqmSyb0Z/R71SmdAEjNEYOFOz0OVPcQgjVHSJkjsjvJeSX6seFpe8xvJwRBTQ2WNqWoHTNJrT/cA5fbPqTH/46yJ+H1rNuRg8GNLSjhLU5FuW6U2fyaS7cTnqtRyEiP0OTeIfYv2axenQT6tepQc3aztRwLkAxM92zvablqfbRStb5yeLmrCLyexn5eeG6uCeDi5so8qtKySYfMXDOejYd8eB8yF0i4mK4/zCUEM8/+W1xPwZUMcdG44JDhy3s9I9BN7n8WiLyMzSK/GKOz2LxsHpUcXHG2VmNE+WdHCntmF8ZhlSiQe9JfL3FjTOBMcSmyT2/FyHyezn5uS3uxoDC5tgad6fFhBPsi07lnyPaNB74/MQP/ctQ06gQxap+yYwzEYS9xlO/Ij9DkxpPYtBJzu5bzdLFi1i0aAmLlixh2YpJLJraiYFvVaRamXrUbT2EsQv/5HR0uvQAX4DI72Xkd0Pp+XWlbyELRX796T7/Old0Tf/gnhsnv6hMa2ull1jqHQZs88YtRtf2GiLyyzHSSU9Xo/6m/r38eRS4kZ+nd6JzCVtszG0o22o8X5+MJjBJ+n6ZIfJ7GfkF4rGiJ+87mFLItBPd55zCXdmsbyI35ZYHZ6dXoWMxDRaO1Wm74BIHXuNFpyK//5Rgbp5bwbYPalOxgAYjh3bUW+DGiQiZ9c0Mkd9LyC/tLj5bB/JxZSMKWzTgrUm/czwevY9bJt+8xPlZVehcXIO5Y0VaznHnj9f4WUuR339NvCf3dn1A5+qWaMxrYDVgO9svx+i9MguPEfm9hPzSk4n87ROmNzemmHVJ6o3dzu4opex0zU+TdNOVU5Mq095OQ74SdXlnyRWO3NU1voaI/P5r0gJI3j+KnnWt0SiFbNRmMSvORL7E9zHkPUR+LyE/5TIaf3IWS7tZUbyAFc7vr2RdADzStT5NXOhh/vyoAk0tNOQv8xb9t3hx/jV+lb3Iz2CkEBd9i0j/IKLvxmX8vGTcOW5u7MQ7lc218jN+cxFLT99WylvICJEf3PNYyrJ2RSincaZK+3XsiErJoGbSSLu8gq2Di1EkvzF2rb5h0rFEPa9NS9S+PWZ+J0fKa8wpWHUYXx0IRvHka4vIz2A8IPDoLvbNmMve39wIiNNtfp7wrZydVJZmxTVoLGpg2mMTGy/ey/PvWssMkZ9SXZeWsby9Tn5vr+enO6kZjBbSIWAbv4+vStECJpg4vEunBVe5/vzXJaTeIGTncDpXzU8+TVmKt1vA2svRenuIrwsiP4MRyaX1XzKtQTXe7/c5320/wamz1/H1DebmrZuEBgfj436SE6sHMfFNDSU1Jpg6dqXWnJMcDUrQnUPQR96SnyKvtEQS70ZxV6mZcPUtLBFBXNwznW8a2il1Uxan5nOZ7+aNZ3goIeG3CL/3kPtJT97OohwffQLXJV1p4GCEkaYiju/MYv4+N657BRKhnC/c1wfPA9+zckhl7M2NMSn4Di2nHOPkrdd5ibPIz4BE47n5Y75wMaJK0XJUadiZdzp9ytSp37Np6yaWL1rIxAHv0atuCe23cBlryuHUciZTL94iRF3pLGRI3pJfquK+cMIO7+PQwkWsXb6C5evWMOvj/nR2yE9BjQP2lQfSa/ZC5qxZzpI1W1n9pxunw+/z9xK9pNsEH5rJ+DesKaExQ2NfkxrNh/HphLmsX7aUNZMnMrprY+qUMEGjsaXcW1OYdiqa8KTXuw5FfgbjIeGnV7NhaE1aO9tT0MJYKaxCyoe2Bi1bt6R+7VqUsLTE1NgaqxJVqdRgNKPn/sXFlHTkC9wyJ2/JL5Hkh2c58c0IPq1Zi2b1G1C/aVOqly2LnfarT5WYlcG+Zl2qN6lP3SYdaNLne+Yd9SNYOfrJitFHwcc5PO0dBtcoSintt77lo0jhyjSvV5cmpUpgZ5Efo0JOlKvxHh8tO8xpZbz7ut93FvkZjBTio73wPbGM1V/2pPMbdhQqqPTwTI3IZ5UPU1PlKqv8NKvajGZDZzFz2xnO+NxTv4tfeAF5S35xJN77jZ/6t6C1sTFWpqaYWlgqIwWd+J7ExBRjc1NMzIuTz2EEH228yHXl6Cd9t7TEu9y9sYs/p7/LCJd8Sg/w8XGWyvnMlZ8mtuWp2OVzPl1yjKM+dzKYOX69EPkZnNtEXNrDzhWjGDu6Fe3at6R58+a0ePNN3hw0gL5zVrDq0DW849P/vkoLmZO35Jeg9PxOcnD6KEa1bEGrFi1ooaSlUj+t2rShTVslrZXflbaW2raOtGo9m/l7r2tnap8duD7k4aVdHP5mCF+805oOb7bUnkutxW7DvmTmDmW4HKbqNm8g8ssB0hOiuB1ymSuXj3H8ryMcPnSYw0eOcFT5G7r6hRByXxna6PYVXkyeu+eXHMlNTzfclJo5clipHSVHjh7l2IkTnDjxFyf+Un7XtR05/JeSa9wIfaCdqf3HBTU+kvteSq/w9HFOHFNqUT2fcq7T7tfwvRXHwzx0BRb5CbmOvCU/wVCI/IRch8hPyA5EfkKuQ+QnZAciPyHXIfITsgORn5DrEPkJ2YHIT8h1iPyE7EDkJ+Q6RH5CdvCv5acerL6eXRByik2bNmnlt3DhQt0WQXh5VG8NGTLk5eXn6upKjRo1GDFihG6LIOQMO3fuxMXFhVWrVum2CMKr8eGHH2o9pvpMH5n2/AYMGEBsbCyJiYkSSY5kzZo1ODk5MXfuXL3tEklWonpr4MCBL9/zu3TpEnXr1qV27dpMnTqV6dOnSyQ5km7dumFnZ0f79u31tkskWYnqLdVfqsdUn+lDr/w8PT1p0KABBQoU0H0Rt0SSMylatChmZmYULlxYb7tEktWo/lI9pvpMH3rld+XKFerVq6cdfvTp04e+fftKJDmSN954AxsbG+rUqaO3XSLJSlRvqf5SPab6TB965XfhwgVq1apFjx498PHxISAgQCLJkaj3+kqXLs3XX3+tt10iyUpUb/Xs2VPrMdVn+tArvyezvSNHjtRtEYScYdeuXdrZ3tWrV+u2CMKr8a9mez/44APdFkHIGbZu3aq9X7N48WLdFkF4NYYOHfrys71P5CdPeAg5jTzhIWQH8nibkOsQ+QnZgchPyHWI/ITsQOQn5DpEfkJ2IPITch0iPyE7EPkJuQ6Rn5AdiPyEXIfIT8gORH5CrkPkJ2QHIj8h1yHyE7IDkZ+Q6xD5CdmByE/IdYj8hOxA5PefkAzxUdwJ9sXHywsvLx98I+5xJy6dNPk6lBeSV+WXmhTLnfAQ/G5cx/PqVa5evcb16774Bd4m6mESL/4UpkLCXe5E+OF9/QpXLl/C49JlLl/xxCsgksiH6eSl8hP5/Rckh5HssZmdUz5i6IABDBg8gjGrjvCrTwpJabp9hAzJm/JLJPjaKX6cN5uPBw3k3V696d37Pfr2/YjRn69h0xEv/BJeUDxJYdzx+JkdC8cxbEAvenTrSpeu3eje812GfrGO9ceiuanbNS8g8vsPSI8+SdCyTgwoZ4mRRoPGJD/F+i1n5slE4pSLs5A5eUp+KXHER/tz2W0vS6eNpUPlWhSyKICJlTnmFkrtaCwxt2/J26O/Z8lJX67EpOrtvaUn3uTO8c3sntyLLvXKkS9/IWyLOOJYrAiFrY2xLdOaVqN3scE1kluxeaMIRX7/ATFXNrC3vwM1VPHpYt19Id8cTyCP1N2/Ik/J754XQb9PZ8qIN6lbsRxWGgeMbJ0oVrMc5ZwtdfVjTUHnhjQcu5Zpf0XxKEl37N/EExPwK7uHdKRX5aIUsiqDWbnmNO06mA/6dKVT7cIUzl+AfOW60XTMTrZdiOYfp3gNEfnlNAn+uG8ezdjqlrjY5id/AaWALe1w6LuMWdLzyxJ5Sn7BB7nw7Ru0rpUf8xJVcKrRi3eGfc24hVOYPH0I3TvXpnxxG8xUCTor8pp+gstRyc/IK/XRJS79OJwhRS0obOlAkTof0u3LDWz4/Ryux39n3+JPeL+pIkBTpRZL96HnwhNcepD62t+CEfnlJKlxpFxbz5rhjamvDDnebN6Ypk3LY17QgaK9FzP7lMgvK+Qp+fnsxXVmHdp1aUK1UXOZvu0wB89d4ZLfNa5dP8PxQ98xc2h9yqnyMy1O2a7z2eT5gEjd4SoP3JeycWhZqhppsKn6Lj3nn+NXj1BC7yhD6pg7RPu78+est+lZVj2HIw69FzD/bAyRCboTvKaI/HKS5GBCN/RnYM0yFCzzDp+NH8n4wXWwLlycgsqwV+SXNfKU/EJO4bNrHLPWr2DW+TACdJv/xw08d4ymZ8l8WCoCLFpnIOMO3uaG9iOp3v27h++G9/m4igbbAg7UGLWFbYHKAERtfoqHFxawoa8dTtaKAGsMpfvGEPwevN5zvyK/HCOZ5HuH+GNwbWoWqkKh9rPYvH4WG8bUpGCRYth0E/lllTwlv9jbxIRc5FpwEF5xj3X2LPFEn/meqY0KUEqRn02l9gz4MZwLj9Q25XOZ7s7xL1vztqU5FmV68O4ad3z0DWcfHcV1QRtaFjNFU7wr9edd4Wr0612MIr+cIiGAsJNf8EXl0jgWf4/WC45w+cQK9nxUkUL2RbAW+WWZPCW/F5JOtPt61nQqRBVVflU7MHB7hE5+ii0f7WXb4PpU0xTBotokxu0L5IH2uOfxJuDXjxlQzg7jAm2pMukvzt1M1LW9noj8cohE/5858E0NmuVzxrn1MhZeDeVRwGZ2DHXG1q6wyO8lEPk9zWP5re1kr5Wffe0BfPJHJNeT1bb7ELaepb2rUlRTDJMaU/nityAeao97nptEnJ7OBBcHbEwaUuGjvewPidW1vZ6I/HKER4T/PoHJjY0oatuONlMvcS1FuSrf2sz6QeWxKSTyexlEfk+TyG035WLaxJ6yGjNKNpzAzAt3CdW2RYHXEr7tVgFLRX6ampP5Yl9ABj2/+9z2WMy8BiUpoamEU7d1bPW5/1oveRH5GRzFZkkX+WvuO7R3sKBIw6+UK3MsCWpZKVflNYr8rEV+L4XI72miCD42nYlOdhTWOFC+xXes9I/hjq4t3Wspc7q7kE+VX41JfP5LRvJL4Z7XFtZ3LktljSOlG81j6ZUo7ulaX0dEfgYmPe0OMR7z+a5HVUoXa0CTz/exJ0RtiAff1ax5X+T3soj8niL+Ipc2vUf3gpYYm9amUu/t/HY7Xr3bpxBDetgO1g6tQzmjApiWGcKIH24QoW37J2m3f2fvYGfqauwoUW0689xvcVvX9joi8jMwKQ8ucn5eB7pVKqP0+j7ni1/9idDej1Hkd2OVyO8VEPk9IU2poQ3s+tgFJytTNI49aTLtHNfup6otCkqhxbpxZMbbdMhvgpVVQ96ecYCTCdoj/0F88B5+GuhEbY29yE+HyO+ViSPRex3fd7KnTNEqVBp1kD2BivS0xMI1kd+rIPLTkR6M/9aRjKxngkZThKJvzeSTQxHce1JiWm4T+MNQPnPRYK6xoVTb8Xz982Xcgu5zJzaVuLgHRN/04cqJA/z8/Rg+alSE0sqwt1T16SzwuMUt3VleR0R+hiTuOhE/j6B7FVNsqnSl79YoPB+PRxQU+d1YzdrBT+S3iG9PJxH/mj9SlB2I/FQekBryE+uH16e82uvTtKPT9AMcuJdMyjM1pFxQT85mZU97CptqMCtYkWpvTeCLlYf47ewNzrke45c9C5kyrDsdlNFJ2YLm5NOUp0ytmSy5dFt6frqfzyDyexHxPLy6hd9GNKKcc1Wch61iV5B2sKtDqdCgDWwa5oyNXRFsei5jwUVdk5ApIj/lgxvjyqWlg+hZ0RKNSTmcmy9i8akw3UTHcwQf4uyagfRtXZLS9ho0ZsUp0/g9ug35lA9GDqTL4Ldo1KQ6LsWK4VBEkZ9NVZxaLGStZ3QGkyOvByI/g6Been24un4Eo51Kkq/GYLquvUzEM2tGFQ16r2Hdk55f98XMOZuiXKeFFyHyu0XIiXnMrlOKUuYabKv2ZeTmG1x8mKz3dVYk3iMm8CiHNwxieE87ijmYYG5blMLFS+NYrjT2TetRd9BAeg3sRpdGhXEoWYcKvTezw+dBFl6QmnsR+RmC1FgSw3aw7aNa1NQUwLrWeEaudeOa51WuXVXfnHuFKx7n8PxpOpM7lMOygB0Wrb5i2Do3zl26jm/wQ6JiFIW+3o9WvjJ5W37pxAXu4edPWtBIo8G0SE1aTdjJb7fT0D7UkSGJJIX9ysFdnzFhQi969+xC186d6NyzJ13Hf87EnT+x6UelHtuWomSJN3AetY/9QX/fo3ktEfkZgoQoHhz7iikd8mOjMceuXHd6fTCLaVOmMG3qN3yj/Jzy9ZdMH9SLTi6OmFjaYFypM7X7fskXU+ayfOd1TvtBskx+6CVPyy/RD4/VQxhZwQY7RX6lu09n5vE73MzKhTL1Hg/u+uHvf4Wrlz3wcL+Iu8clPHz8CLjjx40Ts5lapzj2RdpQbcopzt18vd/qJ/IzBHHhRG/vx8h6Gt3LJotQyqES5cqWw8mpLGWdnHAqXRZn+5IUNrNBY2yGxro4JoVLU9qlDm+O/ZkVZ1KIlz+rXvKs/BJC8P9jBtNbOVLBxAKHJn0YtuUSrsoo4d9zm3uHP2ZIWSvyle5F+3VBeN1/va++Ij9DEH+Tu3tH8WW7ApiYGGNuZoVNvvxYWVn9L/mssDa3xNzYBI2RERqlmI3M85GvUAlcBq9hrvpiU/mz6iVvyi+RqItbWN/PmUa25ti7tKTbYlcOhCX94/VUr8TDU7gvfJt6Dvko2GIcXx5PfO4e9euHyM8QJMcQd2UH+5Z+yocjhjNs6GDl7zSQQYMGMXDgIAYNHMjAQX0Z2LUhjZxtMDW3wLR0Peq+3Z9+H3zIx6sOsc87mURZ9qKXvCe/FGJu7OeXzzvRrbiG4uXq0nryZnaHaZcxZwMRhOyfwsS3nLAsVInqH23kF+Xcsa95/Yn8DEF6Kmnxd7kfGUpwcBBBgQEEBPjj7/9U/K7gf2AGs3qUxsq2EFZvTWT8jht4+gYSdPsB9xLkaywzIk/JLz2d5EdXOLtoAB842VI0nzEufT7n21PBhCs9s8d+Sld2SyM9LU2pGfX3ZwsnPS2FlOQkkpKUnynKfrp91O1pKVEkBW5n/ahGuFgXwdh5KO+vdydQ+Ui/7tdekd9/yc0f2D7SBRu7oti8t4bFnrrtQqbkJfml3lMunIe/YuY7pXDWqI+w1aHxuMWsPeaOu/t53M6d5exZNWc4e+YUJ85f5PyNYCIfPFlRmsZDn4Oc/nEBqxZv4cedRzjv6oar6zncjvzEoR3TWPF1O1qVMkajccJ5wDbWXr0nX2CkQ+RnEJS/md9a1r9fFov8BbHouoQ551//q212kHfkl07sjV/4fVwpWhVVJ87s0FTsyBvvjmHMZ58x/rOP+WTsWMaqGTOasaM+ZNhnk/ls2e+c9IrUrflL5daBr1nQy5EaTnVp8uZAPh03gXGffcKEgS3o28yBCiUKYWttS7HKfRizwwuPxLwx5BD5/VekP4SrC1nSo5BS1EZoWs9m0jH56sqskHfkl0zUyQUsaqahqHbVgBKbChQsUQGnEsUoXrQoRZ+kSGGKFrbDVukZluj8HUuOBOomQtKIPqIMk7toKGCsnsMKh+IlKF68GCWsNFip57RqQPUOHzF+4W6OhcWTLZPHuQCR339Feix4rWfjiOoULVmGon2WMf+svNggK+Qd+SVw8/QylnW0p7atFfmUEYKNXTHs7ItQ2K4QhQoVpGDBZ2NbuCZF233HnANBfy96TvDdwS/ft6RDK1vsixVQjlOPVVLAgUJF3qJm12XM3HON63cfaZ8tzyu3mkV+/xXpSRDpyoWfFzB1xiymbjvDX8EpJMu494XkpZ7fg4BTnFw7nYWTJjLx6y+Z+Pk4Joz7lM+UYe8/M45x42YyYfFh/rx+5+8lMOkP/Qi4vI0d275h8pTxyn6Pj/90/FQ+n7KDFXsCuPo6v7U0A0R+/xnK9TU1gYRH97h79y53HyYQn5yeZ666/4a8dM8vLTme+Ad3uX/nDnfuRHMnKpKoyEgiM8wdou7F8igx9X+1lK7O9j7i0SP1HFH/2zdK2fdOLA/i0l7rZ3gzQuQn5DryjvwEQyLyE3IdIj8hOxD5CbkOkZ+QHYj8hFyHyE/IDkR+Qq5D5CdkByI/Idch8hOyA5GfkOsQ+QnZwb+W39ChQ3VbBCFn+OGHH3B2dmbJkiW6LYLwagwbNuzl5efq6kqNGjUYMWKEbosg5Aw7d+7ExcWFVatW6bYIwqsxcuRIrcdUn+kjw55fpUqVaNeunfZ3d3f1FTsSieEzceJE7O3tGTNmjN52iSQrUb2l+kv12Ev1/Dw8PKhQoYL2AekOHTrQsWNHiSRHohar+oYTJycnve0SSVaiekv1l+ox1Wf60Cs/9W3Effr0oWrVqlSuXFkiybFUqVJFW3fqT33tEklWo9aR6jHVZ/rQK7+YmBgOHTrExo0bWbp0qUSSY1mzZg1bt25l7dq1etslkqxG9ZfqMdVn+tArP0EQhNcdkZ8gCHkSkZ8gCHkSkZ8gCHkSkZ8gCHkSkZ8gCHkSkZ8gCHkQ+D+h37yw8lCFcwAAAABJRU5ErkJggg==)
Determine whether a linear , quadratic or exponential function is the best model for the data in each table .
![](data:image/png;base64,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)
Maths-General
Maths-
Why does solving a radical equation sometimes result in an extraneous solution?
Why does solving a radical equation sometimes result in an extraneous solution?
Maths-General
Maths-
Solve the radical equation
Check for extraneous solutions
Solve the radical equation
Check for extraneous solutions
Maths-General
Maths-
How can you solve equations that include radicals or rational exponents?
How can you solve equations that include radicals or rational exponents?
Maths-General
Maths-
The average rate of change of a function is less from x= 1 to x= 4 than from x= 5 to x= 8 . What type of function could it be? Explain.
The average rate of change of a function is less from x= 1 to x= 4 than from x= 5 to x= 8 . What type of function could it be? Explain.
Maths-General
Maths-
Determine whether a linear , quadratic or exponential function is the best model for the data in each table .
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)
Determine whether a linear , quadratic or exponential function is the best model for the data in each table .
![](data:image/png;base64,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)
Maths-General
Maths-
A doctor calculates a particular dose of medicine is appropriate for an individual whose BSA is less than 1.8. If the mass of an individual is 75 Kg, how many cm can he/she be for the dose to be appropriate?
A doctor calculates a particular dose of medicine is appropriate for an individual whose BSA is less than 1.8. If the mass of an individual is 75 Kg, how many cm can he/she be for the dose to be appropriate?
Maths-General
Maths-
Do the data suggest a linear . quadratic or an exponential function ? Use regression to find a model for each data set.
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)
Do the data suggest a linear . quadratic or an exponential function ? Use regression to find a model for each data set.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAXwAAAEKCAYAAAARnO4WAAAgAElEQVR4nOydd3hUVfrHP/feqZlJJZCQhBqqlCAdEbBTFEXBrljQdV2xrG3VXetvdXXtbXVXVHQVVERBKSoKAQSk9xAgAVIogfTp5d7z+2MyQ4IQCCSZgZ3P8/CQ3LmZ+z33nPPec895z/tKQgjxzTffIIQ46r8gtX+OEiVKeLnhhhuYNm1auGVEOQ2QJAmAcePGoQsa9gkTJoRZVpQoURrCDTfcEG4JUU4TPv30U7xeLzJER+9RokSJcibjdrtxOp3IR07dRIkSJUqUMwuXy4Xdbo+O8KNEiRLlTCdo8HXHGuFHHwJRokSJcnoSXKgN4nK5cDgc0RF+lChRopzpeDwe3G53wOBHiRIlSpQzF7/fH/DSiY7uo0SJEuXMRlVV/H4/OjizpnSWLVvGwoULI75MOp0OTdPQNC3cUupFURQg0GAiGVmWkWUZv98fbikNRpZlJEmK+HvcGJwu9SRJEjqdDp/PF24pDaJHjx6MHz/+d8eDa7W6MGhqUubPn8+8efMwGAzhllIvBw4cIDY2FovFEm4p9VJeXg5AUlJSmJXUj91ux263k5qaGm4pDaayshKfz0fLli3DLaXJcTgc2Gy2iK8nr9dLSUkJbdq0CbeUBrFp06b/LYPfsWNHVq1ahU4X2UWbP38+ffr0oXXr1uGWUi9r165FURT69OkTbin1snfvXrZs2cLIkSPDLaXB5ObmUlZWxtChQ8MtpcnZv38/GzZsYPTo0eGWUi9+v5+vvvrqtNvN/K9//avezyPbKp4EmqZRVVVFYmIiqqpG3NSOLMvodDocDgfV1dW0bt0an88XsTrtdjuyHFjb9/v9jToFFfxe4KS/V5Ik9Ho91dXVOBwOoPF11iaouTE2LAa122w27HY70LTa69MRdONrqms3dz2dLMGpnKqqKpxOJxCYzmys6bba97oxN70qinJCU2VnnMEP4nK58Hq94ZbxO2RZJj4+PlTpqqqGOnskIUkSCQkJdfx57XZ7oz6YFEVBURQ0TTulOd24uLg6vzscjiYzJDqdDlmWG8UI1L7Hwfvc2Pf4eAgh0Ol0jVIPxyNYT8GyNmU9nQomk6nO73a7vVF0CiFCbV6SJPx+P6qq/s5n/mTQ6XQnND18Rhp8TdNCGw0ibeSsKEodA+Vyuaiuro44nbIs12lAXq+X6urqRmn4kiShKAoxMTEhQ+NyuU7qTUeSpNB6jSRJCCGorq5u9AXQ4MjParUiSRI+nw+Xy3VKBlKSpDrGRVXVRrvHJ4osy5jNZsxmM5qm4XQ68fv9jd4ea9cT0GT1dKpIkhRypqj9EG6MxVtZljEajcTExACHfeMbo75NJhMmk+m4D48z1uD7fL6InCpRVTXUeIQQeL3eiNQpSVKdNySv14vX620UncFOpSgKZrMZj8eDzWY7aYNfW5fP58Pj8TSJwZJlGb1ej9FoDNXjqRr82tob8x6fKIqioNPpMJvNeL3eUN9pivtXu158Pl/oepGG2+1Gr9cDgf7q8Xga5cEUNPhGoxFFUXC73fh8vka7Byei8Yw1+KqqNtpoNNhIa/98Ktpq62qseczG1imEqGPMGtOFNDiNEBsfjwyYzWZ0Ot1JzWk2pc4jryPJcmh0ZrWYqag4tfvcXNrrQ64pU/DhK8tyk92/o5X1ZO5f7TnwI0e0p9oHhBCoqhoy+EFb0hgPQKFp6A3G0JuOyWRqtLf7E2070Z22zczpkljmSF0n2zmPhckcw841C3n66adZtnobcbGxJ/1dtXU1pcG0mE38/M1UnnvhdQ5UqxgN+lM2+LUJx2jXYDDg1wSvvvoq2Ws3Yzabm+xaR7b7xmpPtddAGpvGbPOSoqBTnbzz8rO8/t5n6PVGZFlptO8/Ea1Rg18POp0Og8GALMuhV9/aniWnQmM2UL1ej16vD005BH+OVCRJQta8/PT1FD759L+8/J8v0JvMTdZpGwNJkvG7Kpj/zSe89tqLrN6+i5gmNI7NRUyMBU/FXh5++GG+W7q6SQ1+kFOt59ptXFGU0Py1wWBAUZTQ5ydznaZsg3qDkZ1rf2b219N59MkX2XPQjtHQvJMskWsVTpFTfTIHFy3j4+OJiYnBYrEQFxcXcRu6aus0m82hn4OvpJGIJCu4q0uR41rzwXtvsnbdb1Q6fRFt8GVFR0X5AUZcNYnbbriQPYVb0BmMEa35eCiKgjnGwsGCLegkhRYJCaGd1ZGKoih12rvVaiUhIYHExETi4uJCx2JjYyOuD+gVhR25Obz83uf07mhh6cY8YsymxpkuOsHvOCPn8BsDvV5PfHx8aPQQHD2DaJJFwZMlqDO4GBQc3fj9fjweT7jlAYe9coQQaJqGLIGlZVvueeJV9qyaTYLmwO+JLIMfDAEQ1KxTJNI69adLr3P5bu5CzIouovSeCEeWyWg0YjTomL9hD4akDIyKHHIZjJT2fSQGg4GEhITQ4rnBYAhtsrRYLKFjiqKEAoaFi+C9VFW1xpXXz7X3vYgsQc+WAkdFJSazOXRe8NymvPdRg38Mgg0K6vrlms0xyHJVxLiTBQ09EFpQDP5cVVUVEV4QQR9hTdPweDwBN8Cae1pU7MAQn4oxxoyzKnKMjF6vx2KxhDw0LBYLOr0eUKF0F0lSAhE8a3ZUjixTQkIC4Me7fTETBvXCL7RQXJ9INfjBQQ3Ube9Bah8zm81hc3mWJAmz2Yxer8flcqEoClarFaGpoPk5UKKS2r4dBp0u5E6p1+txOp1N+pA6zZps8yCEwGI28OrD19E7axgA+Stn075dBrN/y8dsNERMh4iNNXLtteMYffMfAdiwYiaprVuRW1SI0WAMs7oAZrOZpKQkkpKSSExMJDExMTRXXJy/kt6dkkg0R85UgizLWK3WOpoTEhLQ6+CWS3qTnbOX8VddiNdz+gTWCk79BcuUlJSExWJBVb2s9HXHFJuEjBbRby2SJGPRqdw5bgiXX3ELAIunv0zXvv1J6342t//lWQB++u7fZLRry/7qKgxhmtbR6XTExcXRokWLUBuKi4tDURR85flUucoY1rUFkk4f6hNJSUnExMQ0aR1EDf4x0BuMSMnpbN6WQ16FYOteF3v37adfl1aoWmQYewBJMjKsayKLv/uR6moP+zavooIk4hLSkAj/6B4gxmINLYBbrdZaC2peZi5dxVU3XI+mNv5mn5NFliXiEpJCm5IsVmvN3LbC4698Qq8+Z/Pcf75BH2HrOfVxZJliLIENZDuXr6Bnoo6OGSmh8kSq0RdCYIqNxxsTz/Kt27EDv24vR9gruWtUV+ZNn4Pmh4J1S7GbMoizJkOY2pRer8dqtYbcXmsb8kW/LaJNzwGktWoBSKHPdTodCfHxTepwETX4x8CnwsjhwzBo1ezetJaKXWtIz7qQtq2TUSNgmiSIALr3uwRX9QGqJZWFG0oY0K0tGS3i8Kvh16nTG/GU7uLuW69n/tyFyLLMl+88yaP/nEL+nkJKbArDBw+OqHURk8lC3m/fc+ONN1KwZy+y5uS5h27j3ZlL6da7P31bJ5C9YGlEe0IdiclkYdeqedx4443s2V2MLJy89MQf+fPbnzF1yntM/eZrZs+YwSGHFzky7T0gUCU9E0aOoGr/dsoL91BWsJmzzruG/v0vpLpsNzYFFq7bz3l9OpEca0YV4ekDMSYDX773f9x332PIssz+bcu4/fbb2bLXxozZ2dxy+x28/96/eeiZF9AkidJ9W7nxhuvYkp+H0WBssr5w+rTYZsbj8dK5Sx9iJI3dB/bz68r19OvZBX3N4mOk4Fc1Mtq2I86qsm3PXnbv2U1Sm26Y9VLY30SCG2N0RplP/vsFM35eCcCHn04nd9Navp/zI2PHXUN8jBktQu6pEAKdXofT62DatGms2L4fj8fPG+9MpWDjYrbtKELSG0lKtkSM5uMhhEDR6XB67UybNo3luYEyvfbmv0nNaM31t96OPsZMjDUWnRy2QfEJ4fP66dVrCKqzkh37K1i3fgv9+/SiTUY6eoOPHbsL2V20j9T23dArEK6xmdFoZPO2Tbz9/oeUumHztjymfvwxxQX57D/k4rKRI5HtBbz52ruUVzjZt20506Z/jc2nQ1GiUzrNjt/nQYrP4Kxu7VmycjHLdpTQv09PlBoPh0h47RUi4DHUrk0qiQmJrFmwEFvRDrr1G1yzsSX8I3yh+YlL7cgFI7LYmJODcFdSUAnnDerFgm+msq+4iE8/+4yqmgiKkYDqV2nXayCtW8SwZsMWqg8V4zC24KJ+nZj+nzf4YeNORl56AepplBxDVf207TWQtGQLazZswX6omAriuffWibz04osMGzqU3oPOId6oRNQb7JF4PB6s6V1pkxzP/OwfyTnop0+XNnTu0g6dzsi6n3/GW76PLmcPRNP8YekDQgg0SWHo+Zcg4WZnXjFFxcVk9jkH284l5O/aw0cffURqcgKSrYJDVdVs2lpImy5n0aV9Jqq/6RxCogb/GKiqisGg5+IR/Zk/9Q3sjmrOGjIG1d94sS8aA5/bhSm5I20z0ti6/Ed27PVz+fCz8PvDH58n+FBUJDNjhw+haNMyigry8NlLSe/ah3bJFn6cM4c33nyTMpuN8D9CA5p9fj/JyWkM6ZFJ/rol5G9eQVKLJHqcfw1q6RY8Koy7cARulzPcck+IYGTG5BatOadnoEx5W1bQomVLEtI7AZDerj2t4mJwutxhbzfHIjjASU5JpH/PTL5591liWrSifc9BmFPPonWShXVLFrC/SseYIV3xuJs3LlFtPB4/I/r1x6raKdi+nl0bFtOt/3no/Q6Meh0vvPACWwvstIiTKHJU8VvOftJTU2gdr8PXhPYl6pZ5DIJGvU3rLMorvsKrj2dQxxZ4mjm41fHw+f2AYEz/tkz5dRfliRlYE9vjcTkjQqemafg1jcS2/dDkucxeX8iBSh8jenfk2q+yQ+cdLCmhsqoqjEoPo6lewExKenc22G1MX15Aq3gr6XEyz0/9kecB1e+j2OUOt9QTRlN9BMp0Fmsqq5m+vICWcVY6tgjEMHriiSeAQIKSSCZQDhMdWnfjm+x1dE1tQ7eWepA0Lunbhjm5O/GmdsNkbYXbbT9qvJ3mwO9zQ1IXkpOSWH+glDlrSrj2ajPjJj3OuEmPB06y7+PLz9/j14Xr8BWtxtqlJlNVE/bb6Aj/KASjOQJceOM1AFxwYS9SW1rw+iInF+dhnRKp/a4if8NGzkox06d9Ag5XZCyCBkLuuhl9cRaSvYTZ/3mYzudegbXV4RR3brcbd4RsEgNQaxa7b7p+OBsWfMPaxVPpOXoScDiYVrWtcULmNheqqiGAG68bzqZfZrF20cehMjkcDtxuNzabDbc7sh9iwboZPWkiAFdcMRCdAiDTsvdodq5dy5DOSbRvYcTlDl+bUlWVGGsMV4wZwFevPYRPq6Lz8OvqnmRNIyGjJ3uWfM36DQe4dVSP0N821UMqavCPg7cgsNB4yKnDBygR5sKgqiouj4/zerTAAsR0vQAgYoyREAK/z4shvjMtFQuLlxbQrV13LHJgPtZut1NdXR1RyWqCbyWx8WeBW+O3lSUM69ENAJvNRkVFRUTmMKgPTdNQNY3Y+O5Ibo0VKw8wrGegTFVVVZSVlVFZWXlaJBcH8O75FYD99sN+9qP6BHICx551MRDePhC4jxKtE7pQuKeCov1mBndqBYDT6Qw9WK/ol8yGwiJy5SRi03rhdTVtUpiowT8KQoiQy933v+0BYPOSH6guPYROd3JBmZoKIQQet5PkzoNQYmMZN7gjQER1XFX1Y7DGc97V4/H7Na65+lwkDhvPSMt8JITA43LRecA5dO7ZE5PFwshL+qD6/dhstpOO3R9OhBC4XS469x9C5169MNaUyV8Tl97lckWUa+yxCPbLrxfnAbBm3pegBRY5U84agU6v56pzOgNNO1Kuj9ozBBffPBFNg2EjetEm1YrL6aSiooKqmunLDoOuJHfTZhL1Xob1btfkb+ZRg38MAhttfOSu+YVBF40l1Sr4buUujKbICpgVGEH7MJjiiNPpSbYGtpZHiidREEkWxFEa+DkuMNLxer14PJ6IejgFEciY5GrMohJVZ4aYRBAaXq83InOxnggCGaNswyyq6pQpGFvndCiTzmAEdxk7c9Yz+soJ2MoP8Ov2EgCM5nhiJYUWceZQmcJNAgFtiiURRZFR/X7cbndgGs3rI6tbO6yqm5i2fUi0GPE08Ztu1OAfA71ejyZg9fpNXDHmEuJapLJty1pkWQkFAosUVFVFaCo6IfBrWsQ09iCyLOPzayxftRGADUsXAoR0RtK9hGA6Pj0FhQfI31WMu6Kc/E3rkGuCXEXSvT1RJEnCaNBTWHSAvN2FeGrKpNQEHou0OjgWZpORCpuTHTvzue6aCbh9GgX52wIfaioKgb0pTR2ErD5qzxAsXbUJgC2rV+F02pFr5Q52OZ20bZ9JbFICg8/uiaDpp6GiBv8YGE0mCnJyyd3nY+DAwXRJT2TrxjWogojbYamqKpoQeBGAGlGjNUmS0OkNVO3byZa9LrJ6dSP7xx9w+UAXoaF4ZVlGr1PI3bwOhzmNru0S+fGnRUiyEnF1f6LUKZOxNV3bJ512ZQrmAF7/21rKtQQG9htA2wSZ9RsCRlVDwoeGRHgNPtTMEAiVpb+to13XnnhKdrI6pygUvkIIgc/rQYlNJcacRO+MeCROLE3hqXB61HQzI0kSBqOB9UvmY9Ab6JzVnwsHduXnZVsodfiQI3DhVhUCLzRLo2kIsixjMpvZtXUlZrOJP919B6u27abC4cZojMxYNMFwtbmrFtC730DGjb2Eucs2hj47HQlGwcxdtYCefQdy5diRzF22ASAUXjjSkSQZvV7Hinlfk96uE20zOzK0Tydm/rwanwiEGQlOiIS7D+h1OjTNQ96GpVxz8620aZPGz6u2otcfTqIU1GgRAk/NrGZTD9SiBv8YSJrKjuJcLHFW2lohvttFeIvWk7NnL/oI6/TBXbUeLWD4I2V0DzWJm/U6Fq7fiyXGQq/eg1AP5lJauh+D0XT8LwgDOp0OTVWZs+YAvTPTSe/YG0f+cpw+NWzRF08VvV5/uEwd08jomIV91wrsp1OZJAnNY2Pb/t1ktLQSI0NS56GUbFvKAXsgn4JXjYw+oDcYKTtUyW95ds7r25OYmHjKdq5AIIUGDYGpWA2PJJAIWPym3jcQNfjHwOPxMf+7lbQfPBaArHQdZp1E3oYdyDolYhZEA0kTNFTVg9lkwF+T+CFS5mQlSUL1esj+bApnXTyRvt3SyWgRwxcLNmMyRJbHUxC9wUBZ0R5yli6i55g7uLRfCoUHKlm+pRiT0RCRmo+HzmCgvLiAnCUL6TnmDsb0S2HvgSpWbC7CbDo9yqTIEocOVrE0O4fMYYFNSkM7m/GXV7AvrxidXmA0GfDV7CwOVx+QJAmj2cyK2V+jGGLJHHgxVw1O5cuFOTg8h+f3NU1DE4LArL0IHWtKTo93uTDg9fmYu/w3JCUw+uk0+HIOHDqErOgpLT0YZnV1UVU/Op2ZvLxdGAxGSktLwy0JqBmtyDpUzwHybeXc3NKPMakdlqS2bF6/GLcYE26JR0WWdTjsuyjxagxo5SWuw8XIXjvrczczuPOIcMs7KZRaZRqY4iMu8yIkX6BMQ7qcH255J4Tf78eQkMCWwgJ0NW+H51//KIeuuD+QOUqG/fsOYDSZOFhSElatOjSKK/KwmqBzkkxcj7FUfvAYOw6W0VqRcVGz9qZpeAmY++aIYXTGjvBPdcTi8XiIsVqxxJhwOBz4NYiLj0cINeLcCDVNw+VyERsbh9ACroORMGILeLvoWLVsC3nF1aT0GgGSTP8MQfbcxdirIzMWjV6vMHP6j6jEEZfejUSLRHuLj4WzFyNFRMSfhqPX65g5/Sf8xBKb3o2EmjL9MnvxaVUij8dDbFwcZqMBh8OBpOiJj4/D63HjdLqIi4vD7/Ph84U3Zabb7ea/H39HfPcRyBL0yjAgnBVsXLEFJbA1GE0TaJqX6qoKqj2eU/JYO9GyRkf4x8Dn81FRXo5Op8PhcKDX6zGbzdhstkZNOtxYjdLpdFJeXo7X622UBasjdQVzbjYUn9dL++69+O677+k39GwAHv/nFK47pKHQOAtrtXU1xv10uVyMueZmup93GR1S4lAUE/+dNQ/Z2hany3XK338smtJAuZwORl99E12Hj6ZjajyK4uWzb+eBtU2Tlqk2wfKdSv/xeDxUVlYihMDpdGJyu9Hr9dhsNiAYysN50n3gSG0nWyc+VeOld6egS84AoOfgS5jz/fd069EFj9cX0urzacz4eiYZ7dpTfYqxpE5E6xlp8E/WONVG07TACEKS8NXsRgxuFGpMbY3Vyf1+P3a7vVHd0RpDp9/vp1VaGmPHXgYENlt17TOUrsDBg40zNdbY99PjdtMtK4vugKb68WsK55w/GoCioqJT/v4gTdUWjobb7aZbVu+aMqn4NYUhTVCm+jiyrCeTO9dfs9tZCIHP58Pv96MoSig0R8CInpov+9EGOw3V6fP5GH7RRUCgzcckpnHpZWl4PW6K9+6ruYbA4/FywQUXAqdWD//TI3xZlkOudadCcOomuEHIWxMp81S+V5blOm5wihLwgz5VIy2ECOltDMMhSVKj6JQkCZfLhV6vx+v1hjpjUO+papUkqY6rpKIENsad7OJXsHPbqquJiYnB7Q6ECzabzaHQA41RX8fS3ljffeR1gGYpU30aapdVpwu4J55MPdU26MF58KD2YMiLk21XwXYfCu2tNHyjZcCRQg0lL3e5XIH1B4MBhzPwNhV0k/X5fHg8Hny+QNj1k62HoM7jccYafJPJ1ChzYrWf7rV/PtnvVRQlZEiDG0mMxlNPaXZkAz/V75NlGUOtnK0GgyF0TxtCsLO43e5QSIKgkVEU5ZTLHryHwfLrdDpMJtNJv9JLkoQsy6iqitvtDhkXt9uNqqqhfLyNZfBra9fr9Sd1j0/kOs1Vpvo0NEY9He3N4FjaT6Y8QZ1BXUFb0pC3huBDI/gGEvyuoD0yGAyh0CeyLOOpmb/X6/UnbfDNZvMJPZjOSIMvSRIWi6VRNpTUHi00ho/skbsaTSYT8fHxEeNGGeTIEb5erycuLu6kRx/BN5va287NZjMm06n54gc7KByun7i4uFM2msFRXvAeBDVbLJZGnTKr/VBVFIX4+Pgmc81rjjIdC0mSMJvNdY6dbD0d2Q8b23fdZDJht9tD9yQ2NvakHkzBEXfwgRocRNUeiQfPk2UZi8Vy0pqDD4vjcUYafAhUml6vjzhDGqyUoK5gRUeyzmBnslqtJ9VBjxyV1X6ANsabzZGd3WKxnLLRPLKeGlNzkKN9Z2NoPxbNUaZjUbuemqOsJ0vQANvt9tAxi8Vy0m8iUPd+H3mva/eNU6mD4GDquOed9BUiFEmSMBqNQGRvg9fr9aHRXaTrDOqTZTli464YDAb0NTtGI1nn0TidtTeU06WsRqOxztTr6RB+IvgWUR+RX4oGUlhYSPv27SPCD70+vF7vCS+0hJPg3KU+wrffq6pak4c4MuPz1EdwV2ik3+PG4HSpp2D+3EceeSTcUhrEsGHDmDx58jE/P+MMfnJyMm+99RaxsbHhllIvy5Yto3379qSnp4dbSr1s2bIFSZLo0aNHuKXUS1FREcXFxQwZMiTcUhrMzp07sdls9O3bN9xSmpy9e/eyZ88ehg4dGm4p9WKz2VixYgWXXHJJuKWcMEIIVq9eXe85Z5zBt1gsjB8/PjStE6nIskxWVhYZGRnhllIvqampyLJMv379wi2lXgoLC9m6dSujR48Ot5QGk5OTQ1lZGcOGDQu3lCanuLiYjRs3cumll4ZbSr0EPWfGjh0bbikNori4uN7PzziDr2kadrs94g2+y+XC4XCEW8ZxcTqdETvPWhuHw4GrmXaMNjYOhwOnMzLDTDQ2p0s92e32iE/ofiS19+Ici8jvyVGiRIkSpVGIGvwoUaJE+R8havCjRIkS5X+EqMGPEiVKlP8RogY/SpQoUf5HiBr8KFGiRPkfIWrwm5g3//ZXbrjhRv71zZJwS6lDYdFG3njvX6Hfd23fwMSJE/nbU6+EUVVdli1fyKRJk3jr4y9Dx1ylpdx3yy3cfPMksrfsC6O6w+TtymHSpEk89dI7dY5Pm/YeS9esDf1eUVjAXRMncvNtd7N2d3lzy2wwr73+PHuOkirwjTdeYtKkSfy2eWfNER9PPvpnbr7lVgoKDp//1TvvcMMNN/LUO18Qrog5773/MpvzdtU64uGFl56joo4brIM3//4oU6b/0tzyfsfudeu46eabufXexymo9CN8Nh74013ccNPNrNmaHzpPVOzk3smTWbF+d8Mu4PP5xLRp0wSBtIqhf6crH3zwgSgtLQ23DCGEELvz80ULZNG+fWsx+PI/1vlsxowZIjc3NzzCNJd46oFxYsSo0aFDf/vL/UIvG0R8TEuxZ8+u0PHs7GyxZMmS5pfoOCSuGzdcACK5bQ9RWLhfCCHEtClThBlEfHycePbtGaHzc3JyxMyZM5tdp9deIe69/apAv4lpITZu2iGEEKK6aJM4q3u6+HjGYU1v/+MfIkbWiZjYOPH+9F9Cx1etWiV++OGHZtdeH3mrvhHJLWPEhh076xzfsuwHYbUaBCCuv/0hIYQQm7esE0YQMbIiXnzxNSGEEFVVVaJLYkvRsWOGSDnrAuH1q0IIIXJzc8WMGTNEc7A/J1tkZCSIBctXhI4t//5tkZyaJPZXVoWOlZcWi5ZmxDX3vxU6VlpaKj744INm0VmbB2+7XSTExws5PlUs27xXLM3+USgg2ra0iBsf/qfw1Zy3dtG3AhAfz14T+ltN08Sbb74phBC/s+f333+/mDVrloiO8JuQaV9Mp9slo3n11ZcY07dDuOWE2LxqBe+9P4vkuHgAnBXlzF2wjieeepa+7axM+3ZBmBVCWcE2dufkM27cOCTnQfoZR9kAACAASURBVHZs34nX42Xqt99w56NP8PzzT3JWq1MLrdwYOEr3s3T+AsaNG0fHlBgW/LocgI+nvEfOtn20tMQAYLPZmfbDDzz09DM89/SjdEiI3BhKTqeTf/zjZUrLVeIMdeP7LPz6MzI79WbsZWNYtugHPELju+kz6T/qRp6YfBczvvoSlx9++fknaN+e1157mYmjBiE18xDf5/Pz1huvUVxsJ9EUiNtTXlbO//39Vfx+AzG6w6ZvT85m7JKehJaJzSvyCA6WHGTe+vU8//zfefLPk2hp9DJ/zneMuW4yr7zwNMsWL8LuCmTcW71mHUZrLEar+TjfWpczbqdt5KAx95dsXpv6CYPapHHVVeHWE0Tw6YzZyJnnYq1p8wU5OZhMiTzz9GNMM9p55+eNPP5AeFVWOiRu+sNfmPzQvdxy83X4ZC9VlaXss/uY99LzRIq5FIqB625/gL/8/Tn+75nH2VFdjaZ6eO+nzbTo2AvFH0i9V7BnJ15zPM899dcwKz4+Rbty+TZPo11mV1Dr7txs1b4nH0x5jAH9utF7yLnsc/pZv3Ahf/1gLhckVfDh0Ks5WO1j1pz5PP7Pf3LFRedxxRXXNXsZKg8V88mqg6RmdkeqKcPGNb+yojqFNq39SLXCHeev+4W+fTshdOFtVStXLaN9v8H86Z5g8DMvh3au5/F3sxmSruftqfNwlleSkJ5CyfYVdMrqgU80LEhkdITfRAitmoT2mSTowztq+D0aXbsl8tI/Hker2YZdIUu0TA7E0u512aXE+X4/b9vcdOp/LpMfuhcAnVewDxnhP0jaWcMjxtgDJGZk8pe/PweA5BGU7Ffx2Iu5+4HbuGn0CFw1CauFuo+07iPCKfXEcezi5VeeZkBmOj617tD82vv+woB+PbBVVKI6JEorBBVmA11N5Rhbd6Rz5wzUsmKsaam0SswMUwHAV72LJ599kJH9e+DxBYy7XtvH2+++RPvkWPxaTeY6TeOXbQpduw+AMAfYleVSMjofjqekulQqSwUtjNWoXjsqeiRFh+rz8VtRKj26d0UTDYvTHzX4TUTV7h2cFVNB59SGvXI1PQqTJj1FB4uJYNI2iQMIEejYqt8Mkv3Yfx4m9Do9Bzet4NKzE8It5ZioQtAp04A5PpN7r74Nr8tBMCXF3tVLuWJQSlj1nShdB43ntotHYa8n5o2mQbxVok0rD5rqocZ+IvDgriwkw53HoF5pzaT496R1O5+7xk7A6Twcr+rcUXdx1cD+2Nye0DHbwRI8+asZObo/HvepJT8/VQ6tXcK4c9uFflfMCokpEtkby9H2rcerUzAktmDzop85ux1kdk7D74sa/Iigolxlz65C+g7KomVKe9bmFoZbUghJkhBQy3NCDQ1uFCDSorK7NDutSeTAXidLlsylVcsk+p53Oa7640Q1Ox5ZRxvlcHaj2vIOFPuZO3c6LZKSGHHFTURWfrMjkX6n/0hUOZAuMQENDRFqP1ZJwuXycmDffq668mKSWyQzff7S5hB9BEcpQ012KZXDg3mfXEpxuyHoDAYIc63sL/Tw4ZSXSUpM4ub7ngIMpHc+hw9feoZPvvqMzmm9SDRAqVJNefsRyPXW0NGJGvwmolrSMW/hGpTYdrRON/La8y+FW1IdVA4bfE1rhU0XiC4ab7Gij5DcMZUHdvDyU3+isKiEQWdnsrtKZfaXP3LOpZezc+Nivpr2dbgl1kKlfMvPSGpM6IjGYRNS4ILZ0+Zx4fgrWb3oO+bOCb8L4PGob53Vnr8Y26EqFCkWr2bEYwm8ycYa9HhUhYXZ28gvcHL24LN45elnUNXwGNPadQCgCVGnXF9/u5SB7axYTXoIc9Kk7RVevp22iNHXXc7Mqf9m0+Z87rr7Loy7F/HC13n8+ckHkSWYNm0uVw7pgKpqDZ6Fii7aNhFun5+23Xrx5gvPsXvHOj7+6IuwafFrgmVLF+PzKQweOABrXF3vlvYtrOzb+Ctfzs9mzY+fYfOE99U2yH9e+BvP/GsG3QeMIjbWRIXDzZirruX5J58kEY2ioh3hlhhCCBt5B8r544jDCVhqG5pqj49rb7uTp//6GL6Dhyjetwu4sNl1NoT6DP6abVvp0zcLRafQNdbGq299zJXDurBk7WrukhQsSa15+rWXSLUK7rrjPjThR2nid8fdBYXk5uSQlppJ1tmdj1mG2sec5bvoOeQ6JLEhLNnn1q3fQEV5FX37DsatSdz/6MPcc8f17FqTS2XZPnr3Gsr2vQc4mFdKlVsCfAiDjh5Zffjl17nIDdQcHeE3ET6/ny6dMjl3YB/OHzAYTRNUeI7/d03BoZ0reeyhP/Pggw+wqbjod5+nZrRhcLeWPPrQn5n6zeyweysEyex9Dvc98ihxJif5hw4iBFw4Yjg9MjO5ZGA/dh+KnBjy69duxp/WjV49uxz1c6/fz6UjL6Zr+w5c2C+LHSWRnwsBjr2OOSt7A5fceB2yBNeOH8W0d1/mb889z36HHSE0Wqa0YsIlIxjcZwCt4izklzZ1bHnBrI9e5qGHHuSND//Dicxsa8DO/EqGDu6P3hSDtcZNubnQnGW89fxfePDBP5O9dDF6o5Hrx19K53aZDO/dib1OP4t+nsHZ51/KzVeP5c2/v0RB0X4kkUx6YgsMRgvWuLgGXTM6wm8ijJKE3h8YKRs1N3abj1InJIYjL4vPRduMNrg0gWwMPOMlDndmxZrC5L88ReUrn6FP7od9/6EwiPw94+94gPHAkw9PYNacxSSadTg8gYXERMnDrhJveAXW4vNps+k1bCxKrWQxtUdTVgl8rsADqoXk4Yf9YXr6N4BjjQYPlhxg5eYSnnzjPAAuvOZP3JS9A4eSgN9nRfMLjLIft6ai97mRvT72lPnoltq0euPMOjp16kSLlNjQ25XM7x9aMiDJCvZDBSxaspGRC+awfuMqtu8xUlJ+ISlJzeRooXpISU6kndeAovNhkQSumkXmZJ2PHRV+shd+wqMP/4Xu7TMYNHAM637rz6aVG/n5p5/YunYLPnkJl/W9CfMJpgiOGvwmoqUJFJ2CCng1Ccmgwxim1dDWPc/ny1nn1zkmU7dD9x9+DbOGX8PuvK3c9/h7zarveIwdfyUvv7aYu0e1I9sWePtwqBIxlshovk6HnfmLf+Pljx6tc1zhsLHpFCdToh7WbrVG2tL479Fx9GXM7779hpadBtIh1gqA3prBB58G1lOuvPpurNZE4uMUSr0SKYBPlrGYm7quJCY99jqTjjh65FUlaupFMVC1Zy0l+Wu47oZr8bmdqMAv19zMDWN6NrHWAHJsGi+9f3iqd/2XU9jrO9xGZJ+DbTscDBzQD6vVypBBHSgtyGb9hp+YMGEFVTYbph83cNu14+macWIPqeiUThOR3MqIV9OoVAVVXj9Y9bSwhlvVYfSShO4oi1T7i1bS6dzhYVBUF6/Xi7PGfc5WXoGslNGuczKFBwKj+iKHj9TWMfV9RbOxcMFPmNO6cnFWqzrH9TVeIQAdusSzuzgwwt/t8NMmIzK014cefpfe0u/3M33GbG6bdOvvjKnfXUyLzATantUJY4yJfQc8eIVGlSKTkRKelKO16wBAkWX0BNZndaZY0jJaERtrwRJvxWyN49DBvWHRCdC+Uxx5uwMj/N3Vfjq2EOh0Ej6fD4RKS5OKwZJEaqtW6I1GYiwx6PUmKstLT/gaUYPfRFiTW2MvWMehXXvwuXfQUufHEm5RQYRAaBqyEATCbgTyYQoh+HjaQgY38av3iZC9eAlvfDQTIQQrv83G70skIb09+YunIYTA7dhGB2NkNN8Ppv6XayZei/6I+6mruc8CSGnfibxfpiKEwOfaQaYhMtZJjoUQAh2g1tqRKoRg2+ZNFLsFl4/o/ru2s3zVZsq2b6dFfCxu+0EK1/+C5i3CgoPWuub3gAnWgaYdXqbVVBUd4PM4ad3rYrYUlHDw4EE+++wf3Pjkf7j/1pHNrjNIy9TW7Pjpo0D79hQShwGBhKZp+P0aOQdcXDLufvaWlHDo0CHufuQO3p7+LYN6tznha0TGO/GZiDkNlymdIQP7oakeHnl3argVhfj4hX/w53++hNvtJnfU1Uz5+98YO+oiHBLICcn85ZUp4ZaIhOCZB+/g9afvx1ZRxvfzf0JO7MWGrXmkpLTCparMWflCuGVyaM8e1i/4iY1bt/LKn8rJGn45P3/9EVefcw7z1q/nwxkz2LzPwR3jRpD9652ktGyJ32Qi+8n/hlv6MTlUUMDF555L7qFDLBk8lE+//RGqdvPrus10ESp7VmUzvFd3Dh2q5NNv5vDFS08xb+UqPB4Xz04NRDaVk3py2y03YNDJjL7rAUzGE5xkbiRcFZWMGjKYlXv28P2SJbz47y+47KzWnH/+hRRUV9G5Rz/mzP+JIVmdABDV1fgc4R2S6dsO58sZV/DjTz+R1LEdH4y8iO/evI/r7vkbI9LdrCjwobe2DJ0vKivxexq2GB4ZQ6QzEUnmgRtvorKyAo9s5ebLR4dbUYicg/lUVVfj8XpZv3whxgQVr7eMsrIybrpyIu3iwx+UbMiQIQzrmU5paSkdBl7CuecOJS4+iYnnDefQoVLOHnIBAzukh1smVV4vRU4nBXk7KS0tY/fm39CEi2U7tuLyeLDZbGzc8CspaW24ekBfDpWVMeLiy+jWKnJ3DFd7y9hYXIzH46GiopTiou24veC0VbO1vBKv30du7nbKykpwHCqkdbpKWVkZsbEduHXkBQDcfdPNOGw2yiuquOvmG5q9DC61il+3b8fj8VBVVUX+7s0c9FSRV1aGz+enfP9u9pTsCZ3vPbAP+/7whhQZMnQEg1u3pKysjKsm3EScwcit9z7Bz1++z1OvTeXBB/5EQmjdyo+9qAB3ZXWDrhEd4TchoyZM4OuWrbAkJNEuPnIm8CfeOZlBwwIPIKPJRJs2nfj8m+8or/IwYMDQiNhpa7Vaee29j9lZcIC09l0wmwOLUg8//wLnT7yNjl26Y1bCP15JTUvj65kz0VQVSZJITExAkvR89PkXOOyBOfs2Hdqj0+l45q23Gb+nkO69+2CIkM1tRyMlrQNfz/waURMvod/AgaxevQCPzc8d9/6BISNGIIRAkiSGDhlE3x5tGXDJnSQnZ5BkDaxN9Bk8mO+/noFXZ2Rg1+aPqWONS+ab2d/i8wZ2o3br3Yv0lGS+mjEjtJA+KKtX6Pxzxt5Ju/PDGwbFarXw5n8/Z/ehMgYODcTU6X/RBGZ+ZcWjwogLR3I4yKfCnx75P+LSujfoGlGD34RYW7Zi/IQJ4ZbxO3r1PJtePc+uc+yCi8eGSc2xyRpwLlkD6h7r0CuLDr2ywiPoKFitVsYfJRTq6FFjfnesa/+BdO0/sDlknRJWSyLjrxpf59gvX66mQ//h9O7Vi969etX9g7R0Mrv1r3NIMcdw6fjwtX2DwcIVl4/73fGrj9Ef0zpnEb7IP4fpN+J8+tX63WSJ56qrrz3KmRJZg4Yd5Xj9hH+IFCVKlIhn4/pd9B/c7/gnRoloogY/SpQo9eJ1VLGjFDpZw+NaGaXxiBr8KFGi1Et50TaGZWXQvmP7cEuJcopE5/CjRIlSL6ndBvO3lweHW0aURuCMM/iSJIU8OiIZo9GIyRR+98fjYTQaf7fbMhIxmUwYjafnlMPprL2hnC5lNZvNGAzNu3fgVJEk6bgRP884g19UVERmZmbEGymXy4Ver0eni+wq8HoDoQwivfH7/X78fv9p8RA9Ep/Ph6Zpp4UhPFX8fj8+ny/iB2WapuF2u3n88cfDLaVBDBkyhHvuueeYn0e2tTkJEhMT+fvf/05sbGy4pdTLb7/9Rtu2bUlLiwRnsGOTk5ODJEl0794wf9/mZu/evRQXFzNo0KBwS2kw+fn52O12srIix920qdi3bx+FhYUMHhzZU0Q2m41Vq1Zx4YWRnbOgNkIINm3aVO85Z5zBj42N5aabbor4EanVaiUrK4v09PDvFq2PNWvWIMsyffv2DbeUeikqKmLr1q2MGjUq3FIaTE5ODmVlZQwb1nC/6tONvXv3snHjRsaM+f0+hUjC6/ViMpm45pprwi2lQZSVldX7eWTPe5wEmqZhs9nCLeO4OJ1O7PbISxZ+JA6HA4cj8pN12O12nM7ISYjSEBwOx2mrvaGcLvVks9lw1ZPEPRIRQuD315/n9owz+FGiRIkS5ehEDX6UKFGi/I8QNfhRokSJ8j9C1OBHiRIlyv8IUYMfJUqUKP8jRA1+lChRovyPEDX4TURBQQH33DOZyZMnc8899/Dc6/8ikpzRivdu4b0PD6cy3LptPZMnT+b1Dz4Po6rf4yhax/0PPkZeYcC/eO7M6fzhD39g1qyFYVZ2mLz8bUyePJkX3vxPnePlO3/l3oeeZN+hgPvtlCn/YvLkySxbnxsOmQ3io4/eZ/LkySxdt+2on6+c9zFPPP8eaiBHCu8++zSTJ09me0FR6JwdO1fz4WefNYfcE+bfb77MpDvuZMbc2u3HwfsvP8WnM7PDpgtgR86vTJ4csBnPv/oyfkD1VvPYgw9wx513sWF7IEPXvoLt3HXXH5j850c5VNVAq+Lz+cS0adMEUOff6coHH3wgSktLwy1DrFv1a5372WXAUOGo9fmMGTNEbm5umNS5xXOPXC2GjxothBDCVXlQ3HHjGAEIa0oHUbC7OHRmdna2WLJkSZh0CjHvszcEyGLhukLhV/1i8Nk9RJzZIs4dcrHw+Tyh83JycsTMmTObX6DfKZ555DYBCNnaSmzekhf66LM3/iogVmzaXSWqiraIVslxAhDjb75X+H1q6LxVq1aJH374ofm1H4O89ctEq1YJAhDjbrxH+H3+350zcUx/Ye54ofBrQmzPyRUJNe38oRdfFZoQQvht4sE/jBGXXXd9nb/Lzc0VM2bMaJ6CHMGBgwdESlys6JTRSpx9wVXikEMTQghRUbZXpMQgrr7vzdC5paWl4oMPPmhWfT/OfTtkL1LbdRM+IUT2wvlCBpGWaBK3P/GGEEKIfz7/lDDqTCLeahJvzTjcNzVNE2++GSjDkfb8/vvvF7NmzRLREX4TkZ7aiuvGjWL06DFcdOEQ2iXGExNuUTVsW7uKd9+ZQcu4eAAqivJYtmAJo0aNwoqNRas2hFlhEI2lqzdijEvHFGtl96b17K7S8/yzz1G0bQUbtxeHWyDeqhKW/7SAUaNGkZGoY+mSpYEPNB9L12zBlNIGgyWGTYtmkpzchksuuYiVi+bh9njDK7wels76jISENEaOvJgVC+dT7qyr1WcrZUPeAdLaZ6BI8NP304nJyGTUqAv5ee5sbG4fG5cv4cMP55ESFzm5e9cu+QFLu/689epLlO/fTU7+PgD2bNtCldCR2CoprPoUk5XOWYMYNWoU1195NTo05n43m5Hj/8ArL/yN7EXZuGwVLMhezsNPPMv9d17HzFlzGnSNqMFvIlq16cz0b+czb95cXvn7fcQnZYRbUg2Cj774Bn/bwVhqAusJnYlb7/4L8+fP5+oJV7KtgYmRmwqhenDv20jHvt2QdHqWzvqGy667k8mPPMjAXll8v6j+uCHNgd3h49yRNzF//nxuv20iDi2wK1l1VUFVHh16ZeJXVcrdMbw/ZSo//riAjLbJOFRfmJUfm7iUTN7/94f88MNPJLdpyR67u87ne3eso12KQsu0Vghg529zuO/BZ5k//2da+Kso3XeQ92d8j77zYGIkLTyFOAo7l37Lvc+9yOhrbuX8gb2p3LUFgF3rF9C3byeErv5Ik02NX5X54/99wPz583nt9ecQqofK3Rv56+vvcP0f/0qG3kdxzgZatrDy6LOPctdDf0Mqatjg7IyLpROJLPriB8679vf5NcODRudOsbz80l9Z9NknAKR1O5tHnwnkuJW9sG9fZGwpr6x0sqU8k66Z8aAJ9ioGesYHjM+Ay0fiqdgTZoWQ1KYzT770DwBkj8Y+fyBF9t5SO7ud3enQLhGXw8nldz4MgNNmQ/XLlPigVdhU189Vdz8EgMfpQLVrlBz0UDvh6+p8J7qkQSTGx+AHVpdZeXXcEACM1hR8voP0Oacz/c65gLU/zQ9DCY5OcbGO/tZA2BWfT0XWGUEIfs7R0aXbAKQIGP66HYfDwmheKD8ILWOqUX0mkPVU2SWEw4UFKLHZkXQNiw4bAUU889lqd5HiV8MtowaFSXc8RcfYGI42xtSAzpmW5hZ1VJZ9PZNLzkmjRct4JDQkqtBEwKBqqgGkSItFJCEH5LHk8+mMH9ONGMuRHVICKfBfpKMJgTVWR9uMuqGMf5s2ldtvH4GvJm6LQYJkNTCSb6vXyPPqueOa+0kxKNQf2aV56dJVzw8r9wMunGW7kVM64q0sw5u3ilFj+uF2hfutSyDVCuuumGXiW2os3VSF2L8Rlw5SO6RQ5nazvQy8+dn4Eto26ApRg9/EuMpK2LFhL6lZF4RbSghFCbzYHe1l26voaGcQzSvoGBw0O3G0PQdZeAkoEiE7aSTybKZPHCRVC6yL7IvRcLcZgKQFtQcwG0vBp5Cu04dHZAPQZB06RSKtjlQvu5Nbo7ToCJoK+AEjEoEHW4eOFnbucqPICoKjt7Fw0WXYDcz692ss+O5j9h80cH7vdBz+QxS2GYTeaALC2+6F8LN8yTxKQ8HlDGR0PYcpLz/LZzM+o2NyJ1q36wxeiSlvvcxHX85m3PBzG3SNqMFvYuyqgk/207NNfLil1EHlKM1bc1GRuxRFi4zl5e9nL2LskEy8fhVJklH9VhzmgGGJM8cgich4MLkqi/j83/9g/vwljL98BD6/xqIFSxk9MBOfTyXwaNLYtX0lf7jxVgYMyiLBEtnhuwGce1biKClBLx22+DvyCrHvLyarUwqqJgiUTSb4+NXpwOcL1ItKZBn8fkPPZ1xXA5MffJ2bHn8Ws0Fh5uzF9G8Xh9WkBynMQwi/iznvvcg5/QfwxIufABJ33H47yo4FPD9jO/c98QCKouNv99/JnH+/xq+2TG65eXSDLhE1+E1MZf6vuMytSDCFrzH5NcGvy34lO3s5jmpP6PiRndHtKedApYOBA89uXoFHw30AyRRP906dEZpAEzL92sXwzfQvWbp6FZ9Mn4o+QjJEzZ7yFg899iz5BwQdOmaAqxBTyzZ0ymiDQEKn1+OvKuGxP93JlK8X06ZjT2Ql8rvexh1b6NStOzHmw/fZs38DbXoNJdFiQpZlpJCxr3kHC3kERgabNm9h0aLF7N1bgTXWikOW2ZGfR3l1YC2ourKArCHnI6MdNz1gU7Bh02Z++SWbfcVlZGVdzL/ffYvxFw7i8xkzKPNBm8yO5O/bT97KZbi0wJt5aqfO7Cw5wPrV6/Dq4hp0vchvdac5azdu5axuXWpNRjQ/pflreOLhB3nwwYfYvLfomOf9tmIdMd0G0DmzTTOqOzq7dxfTMjkTszEOvTEGvcHAOcOHUbVrHQ89+BBLNmxACbNXRZAWGV25ZuLd9O6eyoqtueTuLKRd2ywkJQ6j2UJMjBlJ1pPV/zwm33UD6zevoTpC3k7q49uFa7jg+hvQ6w/f5zXrd3DO4Aswx1gxW+LRIQEKwRG+rEioamSUTbgreffFv/LQQw+xIDub0uLNlHh1PHDfZGa88zp7Cg5SWGhn8JBB6AxmLLENM56niuYq551/PMFDDz3I94uzaZ3elT/88Y889/dnSdbtZW/RXrIXfUuPYaO4dtwlvPF/L4Lfw7dzZnLTxFvol2rg3dffb9A1owa/icktLKdf5/SwzjdrrioS4+NJTrai6g93xiMr/7/T5tD/kvHNK+4YrPxtNdvXb2bxokXs3raT9St/I7HTMB647y7iTWYGDx+JzxMZhuXi6+7grTdfZ+LVA/n8i29Yt3oT+evWk71oEUU78lm/dh1KbDJ/fekt3n7/LfYXrmFDzq5wy66XqsoKFi7PZ9jIkYcPal7m/bya4g2/MnfOQg7kbaHwQBmyLAhM4IDTpmKNPez8F1YDo3qwGiWSk5PQm1S+/3Y6Q4cM5fU338ZbsoPly7JZtnQr25b8zLKlG8jfuJJDFe7jf29j4XMRa1Jo1SoZ2XS4Levj29C9jZWy3Vv5Ytp/+cujj/DaK6+yasG35BXtYeGCH3jrzbd4+N67+OrzD2lIN4i6ZTYhQoDtQA4tO4Y3z2pa74uY/cNFdY4p1O2MVRXlZK/eytTHXmlWbceiZP0sFi/9iXHjfqayuoqCAg9XXzaPex99mXsfhXfefhubN7LWRUZdOYHPb3yFXoMEc+bO5telX1NZXY3DbuGqkdMJzNq3YPjAHmz6ZQnDe2SGWfGx+Wn+PMyte9AludZmJE8V1fnzeWbuHCw6HQ6vm6nfXoFO70WWApuz8ovcXJsRmAI6PO4PD5IlhVc/mhX6/bKxU3n8sUBS8nFXXEjpgeVU7s1mwrVr8Nrt+BD8Mv4Grht9VrPok+PSef3jWUf9zK9vRZXNyZZ8F68MGojVauXcIZn8mpOHYkonMSGOc88/j/gpn1Lm54iF9Xqu2Yj6oxyBz+Pkpy0VDLviouOf3MzoJKnO037O7Nm07t6fcztFRvJ3c2wrEhISEJLAYDRSWm2jovLw6MvjK6T9wPDngFVVFZc7sC7iqLIhK6UYLfE12kFvNFJaXUXJIUfNIie4HDZ0hnC7AB4bTdP45PMvufG2W6njkCnrSEpOIyHOimLSoTOaWLtjLzGShNsXmLsv9Kik1/im6iSJyJh0C2AyOvB6A46iKSY/On0MiS1S0SkyBosJgzmG/fsLw6wysA7i9fqQdQK9TsPn84FQaR2jYVA0gqtves1HirFhD9WowW9KSnOIc+2ndQTeZUWSUGp5JUyd/hW3TLopYlwd7/y/TygtLaWsbD8T7prIzFkz6ZAS8B4Sws2sbxczIrNhm06agtzcbTz5aiAI3cYfllFeInPL3z6u0b6HMbdM5OcfvuWzT6awZlsB4GPdvNUo+uadL24Iu/J2su1Qm5hYfQAAIABJREFUNdePOeLN1JjI54t2Ulpays7cXxg+8QG+ffU++rSV+O+yInDuwVmUi6wE9nHojmhj4UbQAkkKPHRzSr20az+EFVuKKCsr47NpL3Lz01N44LaRx/mWpqekuJAfludhTOsLGkiShCYk8isgSTIgasx2hV/CrkFKAzx8I9AUnTmsXL2HqoSBxCRGTjwRgE9ffImxEyYw4/vvOXfsDeSt38S2xYt4+YHbSEtL4/o/PBJuiUiyjKIoKIqEWl2NyWxmxnvvkZaWRnp6e+T0s0hJTQm3TPR6A+++8Djp6elMevIVJt4xvpZ2gd9WjawolB8oYvSIgaSltSXX4eeKK8NvWI7FwulfULh+BSMHZpGWlsHshauYN+dbHnjsMWRZQVEU9D4vnmobsiyR0f8K3vzzBNIyBxHXsSddO7fhX48/zvW3384nX3zBsLE3EgnruOe193PHn5/kk/de5ZNZC9C17FZTTwqKw4Hf6UEK4wNq4i3jSUtLI6vfADKTdZzXK4MMqZAbJj/JP/+fvfMOj6Jq+/A9syW7m0qAJJDQeyd0AQUFQVBAbCBiLygWLAh2RdDYFVQs+GJHepOmKL1JCRBCCgQSSO99s3XO98eGFIFA/CSz4N7XhZdzzsnOb87MPHPq87w4iW2nnXRu04ycuC08N/MTZjz3ALmiWa2MuMfgX0IST/1F28YmjLJ7VfORtHhycnMps1g4sP03EgtySbVaOR4TTXp6OvFRu9WWWIlioTjxJGWFJYQ2kUhPTyc9PZPnH3wEjRvUa7NmzbhtSHfS0tJw1mvGuIkTKzOtZopOnqQ4v4iH7x2HNTeb9PQMbnnwWRoG1lNP9AWIz8nBYbcRHRVFenoqeakJmC0K2bm5FWWc+XkUJCZhdcBNo0aiL80nPSObiffcj1ar4cDp4+Tl52M2m9m3+08KnOrvNL/9oemUJkcx+ZkXGDhsJFd1bVaRZ0lPpTg9Q0V10KqBP+np6WRlZzPlrQ/x0ml48MkXWf/zZ7zy3jc88ej9hDRpwfg7J/LRG9P4ed0eXp72aK3O4Zm0vYQMHDGOTgOF231VJzzwKN36uHb+mkwmOnXqxA8//ghCIEkSIY1CVFZYBcmbF16dRdvm9TC1GMGCn35EQc+QAb3UVgaAl5cXr8z6kOF3xBMQ3ISQqpOc2kBmzJxFyxATgb7dWbR8EQWlNvpdM9Rths7OxV0PPEB4376I8udh4MCr2HdgE3pn5ZPs27QHH858Hq0MIY2asGDZMvJKzIwccQMAj0x5lmtHuPxHGX188JbVv+KQ9n2Z/+13pGcX0K13f/xMlZvfrhp5H6FXq7vh8N5HnqFV+HVIOgMjhrnez37Dx/PzD0asTsH1I0aj1Xlx56TnCWzdF63Bl9HX9azVOTwG/xLSsp17GKW/E969D+Hd+1RLu7tqy9SdkPRcPWRY+UEz7ryrWY3F1aBd196069r77AyNiWuvH1ZxeNPYO+pQ1T+nR3g4PcKrb77buPQArXv2rzj2qhfG8GFnPMDKjLz5lmrl+/bpT98+/XEvZEaMGnvOnLD2vVDbn23zdl1o3q5LtTSDTwAT7r63Wlqjpq257/7W/+gc7tb49ODBgxtyJPI4Pfv3U1uGh/8nHoPvwYOHGrGVFROfLdHOz/39/3ioGY/B9+DBQ43knYrmqi4htGjVQm0pHv6feMbwPXjwUCMh7a/ijY+uUluGh3+BK87gS5KEt7d7BPCoCYPBgMnkHm6Ia8JoNCK7wfLHC2EymTAY1N+I9U8wGo0YjcYLF7wCuFzuk7e3N15u4o31YpEk6YIeP684g5+SkkK7du3c3kiZzWZ0Oh06nXsHwrBYXO4M3P0ltdvt2O32y+Ij+nesViuKovwnjP7lcp8URaG0tJTXXntNbSm1onfv3jz++OPnzb/iDL6/vz/Tpk1z+1b+/v37CQsLIyTEjda8n4P4+HgkSaJt27ZqS6mR9PR00tLS6NmzduuS3YHExERKS0vp3Lmz2lIuORkZGaSkpNCrl3suWT5DaWkpBw4c4JprrlFbSq2Ii4urMf+KM/h+fn7cfffdbt9yDgoKonv37jRu3PjChVXkwIEDyLJMeLgbBEWpgZSUFKKjo7nhhhvUllJrYmNjyc3NZeDA2oWruxxJS0vj0KFDjBw5Um0pNWK321m8eDF33XWX2lJqxdy5c2vMd+9xj3+AoigUFRWpLeOCmM1miouLL1xQZUpKSigpcbdg4WdTXFyMuSIW6OVFSUkJpaWlasuoEy6X+1RUVERZWZnaMmqFEAKHo+aw8VecwffgwYMHD+fGY/A9ePDg4T+Cx+B78ODBw38Ej8H34MGDh/8IHoPvwYMHD/8RPAbfgwcPHv4jXHHr8N2JUwlH+PDTeXgHBPPSC9PwNbrn3oCFixazf9/eiuPr73yA4T07qqiokrmzZhKTkcXVYx9g3BDXXoATe9fwzfoEXpn+JN4GtcNkO/nhu7lERZ8CYMT4cQzp5fKNv3LlDzRuGU6fri4f599//w1HjsRx272T6NeljWqKL5borUtYtDObV6dNRl/FUmz44Xv+iDrCyFtu4br+/QEHH7z1FsnZBUx7/mVCQxsAsOa779iw/wDNe13Pc/eNVj3oS1LCXj77cjEADcJCmfL0MxiBvevW8cO69QS2CueFJx/ApLJV3LjkCw7n1GfqY+XxE5QSvpr9CYHthnL7yH6kJx/jnQ8+R2fy58UXX6S+Xy12aNvtdrFgwQJXyPkq/y5X5s2bJ3JyctSWIYQQ4vUXnxFGvUn4+niLn/84XC1vyZIlIi4uTiVl1bnvzpur3fv3flxakbdlyxaxbds2VXQdj4kRASCCggLE9RNfqEif8fitAmNbkVVor0iLiYkRy5YtU0GlTQwf0qGi7mZ99rUQQoiS9DjRvVszMX+xqy5PHt4tgoMDBCDGPfCscDqcFb+wd+9esWHDBhW018yUO68VNOwlii2VaQVFxaJ301ABiKG33yFsQoj4uChhBKED8fHHc4UQQhQXF4uuwY1Eo0YNRHCXYcLmUIQQQsTFxYklS5aocDVCbPnj64r7VK9Rc2EWQjidTnFT774iKKi+0AZ3FKk5ZiGEEDk5OWLevHl1rtGhKGJoeBPRvN/EirS8rCTRwIC4e9pXQgghPnznDaGV9cLX20vMXb6jopyiKGL27NlCCHGWPZ8yZYpYuXKl8LTwLxGOsiLW/bmHF1+bQdaJnSxasZ4JQ7qqLeucDL92AEnpBRiNRo4ciaSFt3v0RH5YuJD21w5n8v2jORZfAICwmdkRlYR/iyagcYcRSYn6Ya3p0z8Ik16id+v2CAELv/+CQ4dPEeTjcvGxecm3ePsEMahdZ7ZuWE2B5S0Cvd3XP5HTUsTumBQaNe+MVKWa4yO3cySrmMGDB3PyyAFOZOazYdkqOl4zhuHtAln4y4889uRjbN26mfyAQD564zm2bj4IigCNum18jZcPzdt3p3lIAG3b9MAIRB2JJjIvj/fff4cd2/ehc1oA9XwalWQnczSlkKbXNqpIOx4TSxFaAoIbgLOMNb9t5dnpr6ItjmPxirU8NnbARf++x+BfIvITD9E4rBHTXp5KYtx1PPPUm2pLOi/jH57K+IenAjD54bFodQEqKwJQWLdpC9+uWE6XBvUrUosyTlBfn09Yy04oilBR3xnsBLbqxYqvXqNxuXNFu6WUd5ftxbdJBzROOwA+DZvzzTffc+3gfnTu25ekEqtbG/zsxCOEBtiw1Q+hajXH7ljKyJF3sGzZPJ6+fwx7123j8NZNvP7pUobWy+Hnq8eRWeRkybIVvD7nE8YPG8r48ferdyFVsDsEj86ax/RbK/34LF+5jAlTnuaeex7innseUlGdi+Qj2+jcOgBnPf+KtFMH1hMe3hrZy4BSkEygv4mX3n6FkpQEdt31RK1+32PwLxE5eTJahwMvwFxShqRz35f7DGW56eQkZ9LzBvVjkQpnDv4tO+En+VZLj0k1U6gLp1FwgJsYfBBOB8VFAhq6WrDW/OM8/PhdJO+NpcxqA+COp14EwFJSjKNEkJlphWDVJF+Qw6fLcHj3on6gN4pSmb71pMQ1d40AQOfbDFlbRJqkp6N3PsYmbWnbtinO3GRMjUJpGPDP4q5eSizm6i4s9H7g26iHSmrOZlu8nYDQfpSZynvZQvB7rIF2HXqh0QgK8gWizI4vkFVqRtLUzoWzO/SJr0gaN9aSkl9AahnYEjZjD3T/aEElShlpRXaC3cCO5hyLoWdDC83qVw+rt/W7//HAxP5uY+wBJAkkuXK4wjukK0/fNQmHxcLfVSoCvH20NAlzb1fI27+fzwP3D8LpcFZLlyVoXP4FaG4QWGWQcPlxAUCyYik4TRNbAtf0bF7Hqi+EQJarTvI7IHE/N17jPhPo0asXcc+9g7BYXA2F/NQ0xOlIrh/eg1KzlXohenKtJcTngePkVmwBtQu97jH4lwjfpt2xF5fx3Vdf8N3Sddw+xP3drO5buQZji8HotWqvfIGcTBunEhLoM6A3rTr35nhKDgBJPj7QqBM4bSorPINMVkYSe/7aXpEiSTI6rRYn4iyDLzQ69FqJEPeYJjkPCon+AWiC2yIU+9/ySpBw9bratQ0gxaxBgYoVOD6SRJnZSnZ6GnfeOYrmzVuw/M+/6lJ8DTj5a9fv5JSZzxySnVrCS9Mn0axpMz6av1RdeRSRGNQSXb1GSML1UbVrcklp0hu9lx7hcCB5h6Fxapn/+Ud8u3gVo2vpYdVj8C8RstbAjKfu59sPI4jV92TcGPd3fXssr4zuLf1cTVaVyVe0rP/jL5zGIBzWDOZ+8g3FxaUkRB+lf+em2B3KhX+kjihIPMIzD4yn/6AR7ItOq0h3wlkGvyRpD6VZ2XhJ7juaejolncykRHq2C8XhVKi+nlLhjNnQ6iSsDtA6BY7yyWlfvQ6LU8PmbXEcOpJGWMsGfDDjTRSnG/TInBbWfv0eg64awCvv/gAaDfviM9m44SCde7fnk7dmUlCgnqfdvfuOYnKaaRFSr+K5Wb56K31aN8BLp3HdB0nHy088xK9ffsT2gmbcd/eIWp3DY/AvIc06tOVESjLRUfFg9L3wH9QhsfHH2LJlK6cSM8tTFNKSDuIf3FJVXWcoczgJbdOR9958g2cff5KkY4fAeor6LTvTuGEAyLJbfJhAxzNPvMiLzz2NOeM4P2/YXZFzLhN3OD6KNu3aYfDSnyPXPbBmRBHcuifBASYkWXOOanZdmdPpBCHRoaGTz+ct5M9Na9hz+BBIGjTe9Xl71pu88cqb5GUm4RQ1u+29VByNiWXr1u2kpeTSvsM1fPLe24y4qis/LlxEplnCqfXixZdf4u2Z76B1lmI2160r8CNHY9ixYzd5eWWUZBylbfjV+HppkTWuBkF+9im6970GSXFWhC9s1rE98WmpREZGoxhqt8DCY/AvGRaWrl7OXXffQxi5/O9/i9UWVIm9lG8+nsHUqVNZtH494BpbPpGQQNdu3VUW58LusNO9WzeG9O/NiGsGYzDJbN8fT3jP60Dyw2DywWRUf+gJZG646Q6mPv88L029h8hda2ssvWrzQYaMvxOdzh20n5vDUfH06XsdGr0vBpMvhrO+Ta4vgEYjYbFJjL35OuZ/8g6vvDmTxLxchFBoHNqY+2+9kcH9BtEo0I9TedY6vw6sRcx97zWmTp3Kqk2baNS4PVOeeZZ334ugoSGduLgE6gXUY/JDd9KtYzidW4RyPLvufOCLsnw+f/dVnn9+Kjv27CHuWCoDrxmG3suAyccPgNS0Uvr064VWZ8Db17VyZ8XaFdw2bjxd6gm+/HR+rc7pMfiXiPzsVLb+sZFv5n3DY/eO48dvv0KdNs45cFqRbEWYTEbsOtdYuLAWk1Igc3Un9wi5qJcktHaXNpNShg1YsX4fGVEH2bVzC7mnEzlyNEldkX9j4NAhkHGo4lim+mhIYWEBm3efYKA7R+USDtb8sZ+smANs27SN3NMniDmWVqWADnCN65cUO5AlhYE3P8hN13SjXmBTWrXpiuIQ6HBgVZxI9jJkq52E7LqfcxF2M7K9BKPRC5tsqUjX+DamSwt/8k4ewkcvU1rsatX7Knai0+ruwyTspWgcpeh0MpaSFNb8Fklm1C62bN5LTlIcp0+dZNvWGE7+tYP9e2NIT4gmMyeX39eu5ssvvmT6U5NY8N0X2GoxWua+A4mXOYdjkqgX1gWDl47rR47gfxu2UAzUU1sYgCGQD+b/Wi2pKCMenUbCKdxjqCHYCxRZRgB2ISE5yjDk7uDThTv54Ttf8osLmenfmt8Wvqu21AqsUgMkXWUsZQ3VDf5v69bi1agjbRsE1rm2i8ZpJj92Nd8vXsRnsw0UmUt4p0VPFn7+PABCmJAl16TnscRSwrrbQB/MwhW/AzD6lkl4m/wJ8JPJtUsEAQ5ZxqSCCwzJJ4RPf15/zjyHJgSDTiYsUEOmXSIUsAoZnzr0qyD7hfH5gg2ug+LTvPfsPUyesgmd3U6J3coP7X0oztjGqJtHYy7Mx+AfSN+u7fHya0b9ev5cPXQIvvN/JtcJjS5StqeFf4nQajIqVjgYhY2Q2i2XrXN+33kMvy49aFDfPeYaQhp5UeqAUgHZZQqSBoID/TEajFidNjRaHekZaTgv/FN1ht1mRVR5paouxFEUhR9/XsjE++/HrXdkCBlv3yC8DV44cKLR6khOTa7I1mkE1vIJ8xMWJ4FK5fUqtlSC2zWgScc2ePmYSM20Y1EUCjQaQoPd6AUQArvDjt7gRXBYfU4mu1r1qU5oEarO3bFY7Zh8/dFKAqdWQqPzYndcKr7+9XA6rGgMeqwOmaOnT3FmNFDvtBFi4NyTRefBY/AvEUI0QSpfiZHr1GJFuEfr/jxIaTsIk9zHfAaGhFIQtx1zXgHCeQK71cELHy0nNzeXrPSDDLzzAdYt/x/uNBK+dMFSsrWVm430smt5JsDJ48eIzzUzcVRfteRdHDofvv8zhtzcXE4n7mTAhEdZ/fNHFdk3dDLy4/aTABTHbkaRKycN9x2MIzs2hgb1/LAUZ5B+ZBs6KROTUkRjnfuYmvycLNZuPoqhWU80WidJu1YCxWgdWTTVq6PTUL8lfx7OJDc3l31/Leb6Sa+z8sf57I9LJzc3j29/eJsn3v2Wp8deg9nqek8LhZZSRRBUiyW+niGdS0T7Rgaid67mzY/nceS3+ZR49VZbUo2s33KaRqMfV1tGBZJ/K/IcPvQK74q1rIiXvvoOrVaHVgt6u4RSUopep/7jm5R0kOuG3IJQICczgzfefh+Ae4YMZdXev/hp9Wqm5ToIzTrOqchd3Ni/N7nZuXz05Q+MHe6eS3V1OtewniIJnOYyfL21rFq1gv2Hj3DXbQ/x+4tX02LtV2hw8NnNQ3hg1Bg2R0dRWlrEc5/Mcw1j+XfgwfsnYjLI9L/9fgx69TcePDb5Hjas347TYSfE15terYPYEdCVt2e8yudz3iO0Rz9CGze68A9dCiQJnd7VCzI6ndjKytDpKutMZymjzGqnTZgvmTFbeeGduWTvW0a20rRWjR73+exeYdRv0pHbbrmZN198mtVbo5j+9INqSzo/opBjKTFc27mx2koqkbU8dvvtJCcnY5Z8uO36oRVZzqJC8k+exG5Vf/NVfb8GlOWkkJSUhKltTybedQeKYub3A3soKikhKyuL6EM7icrJwWazcGDffpKSEslITlBb+gVxFOSTn3QKIaCoyExKSgot2nSiR9OGJCUlcd2w0fj5emM05ZCUlISi1OfeG68H4ME77yInO4vTyRk8ePddSG6whDbMz0hSUhLJKak8PuNdvLQyt4++FW1hAUlJydx3933o3GDToS07k4LEU9XSLKnJFCSnoPEOYvz4O3n31al8v3ob05+dVKvfVr+JdIUie/kw6dnXadJlMEa/+gwf6J6eMgGQvHh51nv06eRe7h/uuPc+tI1CaRASSqivT0W67N+ct2a8RD0f9VuNvv4hfPP9AtKyCwhp05nghkEIYeeTr+ZRXORa/dGxS2d0ei9atGuHEAJJkhg0SH1/RRfCENSBiNeeQwvovEqRHDJeOi0ffjqXuKTTDBhwNQCPTptJ96EnCAlpQYi/aw6o78CB/Dzvayw6AwM6t1fxKiqZcN/jBLXqBVovRo+5EYCW7dsx/8cfyCqzcPN17rEbvlHHQcx4vkO1tP4j76FZWQBIeiY+Nh3fZj3RmXy5ZVjtRg48Bv8S0rxtFya37aK2jIvAwMhRd6gt4izqN2vOww8/fFa67N2w4oVVHY2OG2++vVqSJOkYP+7Os4r26eE+TrouBp1/Y0aPcvX6SlIO06J7HwCuvn44V1cp16XndXTpeV21v9V6+zDhobPvnZq0aN+Vh9v/reElaxgz8W51BJ0H/9D23BRa/SPZsusAzmyJDG3RjsmPt/tHv+0Z0vHgwcMFiT4QT6+rL97vugf3xGPwPXjwUCN2Sykx2TLtfD0DApc7HoPvwYOHGsk9eZje7RvQsnUrtaV4+H/i+WR78OChRkI6XMXMT9x8/4CHi+KKM/iyLOPr6x67RWvCaDTi4+Nz4YIqYzKZkGX37wh6e3tjNLp3UJHz4e3tjcViuXBBtZAkZOnfWa7o4+NzWdwnX19fDAa33hN9FpIkodXWbNKvOIOfkpJCx44dK1yJuislJSXo9Xr0evfwXXM+yspc3gPd/SW12WzYbLbL4iP6dywWC4qiYDKZ1JZyyblc7pPT6aSkpISZM2eqLaVWdO/encmTJ583/4oz+L6+vjz66KN4e3tfuLCKHDx4kMaNGxMc7MaBTYHjx48jSRKtW7tffNKqZGRkkJGRQffu7uHeuTacOnWK0tJSOnbsqLaUS05mZiZpaWmEh4erLaVGSktLOXToEAMGXF4rkxITE2vMv+IMvr+/P/fcc88FuzZqs379erp3706jRipt5b5IDhw4gCzLbv+CpqamEh0dzfDhw9WWUmvi4uLIzc297IzLPyE9PZ1Dhw4xYkTtIjXVNQ6Hg8WLFzNhwgS1pdSKuXPn1pjv/oOztURRFAoLC9WWcUFKS0spKlIvnNrFUlJSQklJ3UYB+icUFRVRWlqqtox/RHFx8WVRx/8Gl8t9KiwsxGw2qy2jVgghcDhqjrpxxRl8Dx48ePBwbjwG34MHDx7+I3gMvgcPHjz8R/AYfA8ePHj4j+Ax+B48ePDwH8Fj8D148ODhP4J7L1a/zEk+GcvceT8QGtaeJx6/V205F2Tf77+wNUHw3OQJqB+fCBJiI5n3/SICGobx9JOPYyyPN7rgl//Rb9BIWqoVjq4KuXl5zJ49B6G44oz6BTfmqSceI2rfDlav/o2eVw/j5mEu7/G/Lv2FHfsPM3rUeAYMcO8NYsWZmXw0+xPKJCN3PfoUXZq4Ytdmpcfy2dwFCMA3sB6Tn5qCj0ZD7K5dfLdqFabg1kyZ/BABBonEpMP8dfAk48eOVfdiqvD115+TnJzBPY88SZsmQQAc2LiRRRs3Uq95V6Y8MhGTilbxi7lzSEvP5YHJT9GiUX0s1hLef/cDJGM9npnyBN76cg8CRad5+9MfufGW++jWIfTiT2C328WCBQsErtjnFf8uV+bNmydycnLUliGEEOKt16cJQAT6hYrMjPRqeUuWLBFxcXEqKTs3E4d1FX5tbxBKlbQtW7aIbdu2qaJn6pMPCZOXSfj6B4g1e08IIYTISvhLNGteX2zZH1mtbExMjFi2bFmdazyZEFftvQlq3V5k5iSLsSOvEYDo2Ge4KCosERarVXRr20IYNFpx6y33CFGllvfu3Ss2bNhQ59pr4se5c4UOhEZnFJ8v2lKRfjhyWcW1ykZ/kWe1CyGEeHDUGOHn5yMIaCHikguEEGXipadvEzeOG1/td+Pi4sSSJUvq8lIqSInfKQxekgDE9BmfCCGEcDqdYuxVA0RgoL/QBncSablmIYQQOTk5Yt68eXWqLzF6i9BqXHX72jtfCCGEWPLdhxX1/ev6yvcwZscqAYj5K/ZWpCmKImbPni2EEGfZ8ylTpoiVK1cKz5DOJcJSXMySX3fw9JQXaBWosPTXjWpLqhFbaT5/HcumUbNatBYuIfayQtZtieT112cwZkhPlqz+E6dT4etPIjiVVEA9o5faEgEI9PfhlhsG0q/fVQwc2Js2IY0pjN7Bwb1H6NevH6ei95GQkkHcwf2kWryZ8dLL7Nv6K6cz8tSWfl4sZRa+Wb6Mh558mpdemEyIpnIDkqQzENqqHf369eOWkWPxkzUknz7NhqMxRETM4oFbBmNQrCQc3M3Xny8l2L+eildSnS2L59OkeXt69Ahn7eJfAIiNjWVXWjrvvRfBhGG90TjKVNO3aeE3tGrTifDwbvy68GcQDn759CN69e5Dm1YtWLR4aUXZbfui0RlMGPxq50LGM6RziTh5KBIvYxAffhLBfG8LP6yLZPJD7hVKrSppsbtpE6olLygQBVDb9VxGzA7adu7E8y9OZd/ePrz/7nxKisbw4cYkGjRri8ZhV1mhC/8GoSxbvx2AlJObeGTKd9hlb6bPiODRyZMYNXoEKYqNpIULmPjUq0x77g7WL1/B2u2xPHb7QJXVn5vEk8cpknTMnfPxWXl2q4N7X/mct+4bUpH266+rGTZhApMnT6lIe2jWS1hCw/GWlDrRfDHklfmyfOU6mjX24cZRYxHA0qVLmPjMMzz44GM8+OBjquorstVj9drfaOAnMfb2CSiKgy5XjWDZp/NYv2Yp7y5cjwAkoCB+Ey27dcQuajf46mnhXyLyJA0hDQQy0OPWm/GxpKstqUb2nrSjC+yNn58Rd3hFM7NkTDiQgLIyK5LWiKUkgdffns6w8HZYHU61JZ7F1l82cNWoq+h49SgenTwJAK1NJiUVTst6ejR0uUDuc+O1SLlJakq9AJk0aHP+gN42S/VWsMbbSlCTflVSLHTqGsx7s6Zht9kukcba8+RbH9O5fXPf4HViAAAgAElEQVSK80qwCgkL4OWvI7iRe8QafvrdObRtGUpxfilmRSJfY+CNT+e5Mq2C7HQbZYAQTrYmhtCpQ3sUUbv3wGPwLxmpUG46hfABilVVcyH2Lvye+++/Fpu9Zl8cdUWTUC0J6bkUCLAf/xNLvaY0DO3Do6NupcxqVVveOYktNVPPVv0FlDXQJsyJIsyI8qlwIfSA+/qTSdu/lVsHNjlPrkAjV+//WWJ3cst1VYNuezH54VcIM+pxj6fp78jICBw40SXvZ/SgfxYQ/FIhISOEqNbwciqCpk29MAJRf/xJ1zBB63ahOOweg+8m2CtWumgBLUJNMRfAykn/YLyCmoPTPYZKGrTrT35aOgu++54fV/zJuKH9kWUtXjodDuF+dSksZqK2R9O458hq6XaNhhBZQeBALn8iXBEQ3O8azpBx2srWzato07o1Y+6u7ltdkgUH9m0ms7iyAZOVUsonH71Mm9ZtmDH7O0DCy8uIALfoLf4dgzEHxeqDt1MiIyWf1159kjZt2jLnh5VqSwPAy5CN1m6k6uyHVaMnROsazsmTCyhsNgAvufbPkMfgXyIUJYhSrWti0c/bB53Kemoi7lgi1sJc2jcNwuFU3GJJpsbLm9cmjePjt2aS0XAQo67vVZHnxP3MpQ0NuRYzPVo3rEwsyaAgKQ4ZXxxOI2aTK4KSn9GI5IYfrTOcNsss/2klzbt14fdVv/Db79sr8iSHjT+++5Rh117H829+CcCRUwUsX7SF1t1a8/l7EaSnZwMuY+9WV6lYOXZ0J888OoVhwwYgyxJ7YzNZt2YPzTuE8fGsmRQWqtgTVyzERW3j2cnPcOPIwdUmWAtjN+K0uOzJ0pV/MLxvGxzO2g9regz+JSIswI+Uo3v5bed+fvz5ayxuNuZ87HgCe/b8RXZOKaUZR2nSoRcNfA1IstrTtZW06tyRhBMnOHYiFW2VgDbu2GosSjlMscabhr6Vq4cyc08jZA0hIcF0aCCxeOFy9h2O5Nd1a9Hp3WOV0bnIt9m59obRRMycyaCrenH8+NGKvLCm4UTMeIWhvTvz408/k1YKZkXiscef5O2Zb+Ojc1JYmAu4h8GPjT/Gjh27yMgsojj9JC88+QQ/rNxBp+7hIEmY0fHsc1OJmPUOwpJPaWndGvzYuHh27txNVlYJBcnHmfbEEyxYs4eu4b2qldsfFcXVgwYCVgqLS+kV3gWnU0GuZWQ/j8G/RDRpGkrbBhJTn5/G3B9/wCG7Q7u5HIeZ/815i2nTpvPH5q0cO5ZE/2tGoDcYMXr7usfSLaWUFb+tZ/ydE/DKjGXRot/UVlQjR6OPEBoaikZXGbJy4/b9tB50PYH1TFx/XT8Ob1rF9BdfYkdkJFqdW9TyObHZ7YwbP45eHTtz0zUDSc6rXJbZILgNL7z0Mh/O+YRWQWaioo/h4+3DM0/cT3jHcPp1bk1CjnpLG6thLebLD2cwbdo0ft20BYGWkLD23Dr6OvZFHsAB+Pr58fTj99Orax+6tGrCiTrULiyFzP3gDZ5/fhrrt+9AkbQ0ataJW0YNZuf+fRXzH4UFuRzKFYwePZSCwjwMxiBCG4ag0xvxrmWoSI/Bv0ToAprw9Asv4e0oplOPQeh0bhQT1lGGJT8Vi8VMcWESq347RNGxg+zYvp/81EQSU3PVVkheWiJ7tm1hwYKfuXvsML795suKlr0MbjHsVJXY0/l0bdkEQ3mDy+l08vPCjQwa64qY1HrA7Tx0z80U5xXRud9AHDZ37Ke4MEgSTrNrUrmhbOFoyjkmyXX+9OvWhKyYnfjqtZSVj+kHYudQsqu8hLoGRthLsOSn43DYKLTm4hfahrk//MKCb+ewbcsKTmfk4qOhQrufYicqte4WBAhrEWX5GTgcVgotOQQ27cBXP/7Cj998xO8bF5OW79K16Y/N6IPaExzUkPhDURzee4xDBw6QdOwUx48ewVaLmXH3bWZcAQy+8RH23PgI8bFRTH255tBjdYqhPrN/+t31/458lnw0lefXr8SAREFpMR92Gchnb96vqsSdBxNo2q4vEjDqlrGsO/oeVsCIez605rSD6Hz6VBwnnUggJrWQAV3PLFfUEfHJz0QAr732Jg7JXxWdF0NLo0SO4vqkWhUwncfXgF3TCK1OS7P6GtLtEu0Aq5DwNrq+ehrU/TBLPo34asmms9L1gZ3o2CKM6J2HaRlkINMu0RiwIVdorwtk/yZ8s2zzWemmoHA6hgYSsyeKJjf058cFC7lm9OMA5BxZx/7Iddwwcj9ZWVn4/bqfO28aTqtG+rN+55zn/FevwMM5Kcw+SItrhly4oAooFhs6LxOK3YbZbkHWaEg8eUJtWWi16SiKq+niI2wEGaSK8WD3mwAXLNmVzODxoypSFvz8M72HjKJN4NmlZa98Gof3r0N9taNlGyOJ6a4eyMkSQZPm5+6dOp12ZI2GJi0aciLVtbrrlBVat3CV1+BeBsbhcOKaK1dw2PMxmcyENK3PyXLtKQ5oEaZeT9zhcJY/4w4c9hK8DE5yMzM4lJjFxJuvBUDWGfDy8qKgoACNRoO51ExmZsZFn8Od7scVy3e//En/RmpPX50b2TuIZTtPkZubS0z0egbe/SyLvnlNbVkoogmy7GpZZis6cCqYyvMMsoyXlxtNehYlYSg8SVOtqz3rdDpY+vsWJk86OwC2w1HMH+t3MrCVGw3x/Y3GYc1I3PQ9AE5rAk3O0Ux32Cws+3UPuqY9MfjqObllEQDClkZT2WVWjHo9+lpOKl5KXpr5Pin5ZWAp4uimGPSmELRecGrXKsCM1pFFM716JvGFN98js8gOJfnEbovD5BPEggU/03fEjbR1+a5j2IMzycnJITc3l8dfmMTni1bRt+v59kycjTv2jq8I4qOOcOttt+GQJYqQeXrW52pLOjeShNHkWgFj0WhQLDZMhovrHl5KujQ28Phvi/no62FsWTgbe9ORiNISRl97Hdvi49lx443M+uR/TLxZ/Z5T3NEU0qV2+IWEAXDoz00kHNzLtHtvpSQvh/uffYNgcybvfPkFTqedNoNvxN+vdpNtdYmuaX+27nqaDu3bU2At4Y+9X7FuzRr2xxxFI5z8+O0PKE4nWEsY3rMVi2O68+msl1i2ZAGm0CZ0aNeab2fM4LWvv6aktJQTxbD2l3movW7hePQBru7dFS9ZoAkIpHefLuze1Ym3Z77K1198RP0O3WjcOEQ1fTGRe7iqRyf0OPEKakS3zs1565Ef2V9opse6BWgbtGTj6sX4l0/U6ixl6LRaNLWoWE8L/xLh76uQePwY8fHxjL7+VprX91Vb0gWx5WaTn5iE0w3mExu37cmwa6/h5eee5M/9CTz96N0UlhWwZt8+ioqKOHXqFAfiDqotE4BTp/YTVE9HfZNrsCkpJwez1cqB3TuJj48nLnI3DQLLiI+PJyHhJM/edx+S5L6vXliLdgzv1IG4+Hi69BxEm4b1ycsvJDklhVYNTcTHx3M8IYEHXnoTH4OW4cNuwr+kkPj4Y9w2biJ6vZ6d8VGkpKVRUFjInxt/pUBRf1nyI3eN5dTJBI4lnGD8Y89jNHox9qaxKLm5xMcncPfEe9Fr1WsDT5p4M0knjnPsxEkmPjENg9HAvpNJpCcmcPBwFPv+XImt7MyyUQfFSScpzc2v1Tk8LfxLRIPGzfjfD1+SXWBj+LDRqN9mvjABTcN5Y5oPGjdYAqM11eOZl2bRrs82/Bo0ZkjfNtgtxcz9ci6O8mUJ4QMHqKzSRfueA3ntxQ7oyuutW9++zJkzB6EoSLJMt27d6Ni6IXPmeKPV+jC4dzd1BV8Ao8GL1999n6ExsfTqfzV6QOtVBhbB9TeMYc4cDUgaRk24E4DQZk35/NvvOFVQxM033wTAhEceo9tVgwEw+flikNR/qIYMH8k3X87BbJMZc/sdALTt2JGv531NZpmFW4cOVlXf8BvHMG/uHMocGm654xYAIubMoaiwEACDlxe+3meGAmUmPvwMgS1b1+ocHoN/idB6BTD+7klqy6gVpuDW3HZL7R6gS0mH7n3p0L1vxbHW6Mtjk9T1aHgumrXpTbM2lcetW7XiySefPKvck092qENV/z96DBlKjyFDK45L06II69CN+o1bnPPaRt9dPcDPdYOHct3goWeVUxO9dwAPTvqbdo2GOx56WB1Bf8PgG8hDj1XXd9+95wucJHP18DG1Pof79is9ePDgNsQciKHPtef3oOnh8sBj8D148FAjDmsZRzI0tDG5z4obD/8Mj8H34MFDjWSfOEiPNgG0bus+w30e/hmeMXwPHjzUSEiHfsya3VttGR7+Ba44gy/LMn5+fmrLuCAmkwlfX/dfqunt7Y3GjTbPnA9fX19MJtOFC7ohPj4+WN00qAuAJMlodf/OYMDlcp/8/PwwGt13c9y5kCQJ7QWWlV5xBj81NZXw8HC3N1KFhYUYDAb32jF6DkpLXU60vL1rFyy5rrFarVgsFvz93ddHzfkwm804nc7LogHw/+VyuU9Op5PCwkLee+89taXUio4dOzJ58uTz5l9xBt/b25s77rjD7Q1UVFQUjRo1omHDhhcurCInTpxAkiRatmyptpQayczMJCsriy5duqgtpdYkJydjNptp1869Qu1dCrKzs0lPT6dr165qS6mR0tJSoqOj6du374ULuwlCCNLTa46dfcUZ/ICAAKZMmeL2Lfz169cTHh5OSIh6W7kvhsjISGRZpnv37mpLqZHU1FSOHj3KsGHD1JZSa+Lj48nJyWHAAPfYSHYpycjI4ODBg4wYMUJtKTXidDpZtGgREyac7Q/Jnfniiy9qzL/iVukoikJBQYHaMi5IaWkpheU76NyZ4uJiiovdOwA7QFFRESUlJWrL+EdcztprS2FhYcUwoTtTUFCA2Wy+cEE3QgiB3V5zTOorzuB78ODBg4dz4zH4Hjx48PAfwWPwPXjw4OE/gsfge/DgwcN/BI/B9+DBg4f/CB6D78GDBw//ETwG/1/ml0Xfk5FXGYVm2TdfExERQUJyioqqLswvC74nIiKCuKSaN25cSk6djmbF2rUVx5nH4omIiODbn36qSDu06Q8iIiLYsGlznes7efIQqzdsOCu9NCuTDyMimP3555xZFHfq8EEiIiL4ZfnyinK71qwmIiKCrXv21pHii+PAgc1s3rW74jhu9y4iIiJYsXbdWWWjtmwmIiKCdX/+UZG2YcFPREREEBV/zJXgcPDtJx8TERFBZoF7LT3+/vv/ERERwcm0HFeC08l3sz9xac1Xfzn3/PlfExHxDqcy81wJdjvzP/6IiIgIcoqKACjOSOf9iAjmfPEFtY4jZrfbxYIFCwRQ7d/lyrx580ROTo4q506L3yoahwWIg8eOCyGESE9LF029NAIQz7/7sXBUKbtkyRIRFxenis6/k3P6sAisZxKAmPLSu9XytmzZIrZt23bpRTjM4tWp48VN4++sSHr/hekCEF7+AeJkfr6wO5xi3KCBAhBdBw4S+dbKGo2JiRHLli27dPrsJeL5J28Rt95771lZi7+ZV/He7DqeIIQQ4sWHHhCAqN+0mcgqLRVlZVZxfef2AhCDx9wmSpyVf793716xYcOGS6e9Bpyl2eL2MQPE1BkzhRBCOJyKmDRmtABE807dRLbZWlHWZneIu4ZcKwDR+ar+otipiLy8AtG1YaAAxP1TpwkhhIg+cECYyuvj00XLq50vLi5OLFmypO4usAppCX8Jk9H1Pr781udCCCGOHjokvMu1zl6wtKJsTk6OmDdvXp3qOxW7Q+h1Li1vfuA69+G9+4RXub55K1cJIYT4ee7nVZ63UxV/ryiKmD17thBCnGXPp0yZIlauXCk8Lfx/CZvVxpyIGaSlFuPv5QpouHHtMgoMgYSHd2PNimXkmi0qqzw3O5Z9i49vMF27dmbtop9QFFHnGo4d3M0XsxcS4l8PAKe1hPnLV9Cpc1dC/b1Y8fs2CjNPsfZAND3Cw8lMjGX30RN1pi9m3za+/mw5IQGB1TOcNr5Z8BOt23agY9tm/LR4BU5rMT9t2EjXbt0xOUpYv/sg6YlH2Xo8mfDwcOIP/UVUono9qars2riCJat20ijA5dumIOs0S7bvIjw8nLLcFP7Ye6SibFZKAqv3RhIeHk7u6QT2Hz9N1N4tHCt1Eh4ezvY/1pNbbGbF8oX4hDQlvHtHfvn5F6x2h1qXV40ti+YRHNKCzp07sWrBjwAsXboAU3ATwrt34pcFC7CoqHXTL18T1rQNnTp1YMVPPwCwaMlPBDRqSni3Diz8ZTEOaxnzFy2kTbuOtG/TlB8WLr/Ar1bHY/D/JU6fPMbsLZk0at4WTXnA5vgtC5j02EtERh6imb6ExOhjKqs8N+n5MouXrmL/3p00CPHB4qzrgNOC975eQGlIF7xlVwT17IS/0FrL2L3nMAu/eZPdS34nPWoDPbr05UBkJM/dewN7V/9aZ/oivvwFW2gXTFSP8G7NP01hYgwrV21m67r/cWTtNjKPbiPIJ4DDhw7y5fvPsn3hetIOruW6QaOJjIxk4g3didzwex1prwGh8OoXyzE27oBBcRm6pH1raNGoOZGRkbw1dQJ7lq+oKH5izwo6telGZGQk0x8ew47FG0g/tIbx4ycTGRlJ77B6HNp1gOyYLbw56wsiD25HJB8lO6t2gbYvFVlFBlb8uoEdOzZRL1CLguDU3jW88eZnRB7ciZwaT1ZGjmr6ckt9WLP+TzZv/h3/ABkFheR963nrna+JPLSZsuMnSD9xFCUvlTVrt/Pnqi85um5Vrc7hMfj/Etb8aN7+4HWuatesokWzK9PEdROGAKD1aYxTck8XuI++8QF9e3ehKN+MzSGR5ajrFr6F9h3r8+7M6disNgAOn7YR1H8gvt5g17fDx1jEpkOF9Lut3FeOX0cUTVndyBOldOrWiLffeA7b39wYJ2bZsLfsSuv2wZilFvj5WNkTW0Cb664GQDF2wNtQyB+Hi7n2rhsAkP3a1532mrBkMGREH6Y9fh9mi+u6dp6w022sSyd+XUBbqXP7cTu97xgJgMa3PV76AjYftTLsnuEAePmGYi7L5WiBDwPH9AEC0Zjq4cBWp5d1PqZEzKFbp1aU5ptxIJFjd3C0JICBN/cD/NF418Mh1NP63Puf0aFNE8wFZdiQyLE5iLPWp/9NvRGO+vj6GUhIzkWEtaNVq0DMmlbIhtoFh/cY/H+Jdr1vZtKoMViqGAQZaFR+P5pqIcVeu5tTZ0hndMkgCep+QMfA5EdepamPgTMdagWJBuX/H6gFX72gQECQ5FLXRAt5ddX7lrx56tFXCTXq+fspFST8AS/AWwMNvQT5AuqV12KQDgw6QRGC4PJqbqaBTHcY5TCE8Owj0/DBUdFvUZAIKdcZqoHCKp09BanieQ71AjRQIkRF+RZGQakECoKG5WmNNJBas3uXuqPKcy7jes61CILKkxtrIEXN+1KuT6qiT1del5IETY2CfMCIQAP4SWAQkFuLU3gM/r+EVmfAqNdjEwJXtTqREGiEAYDWLU2cOO3eTqNMxjwku44gbV17GpUwmXwAqgyY5KDBNa4cEmxE8jWRb9WjpT4ArVoYycy11dHHyaVPIP42oAOQhYxLe4C/Hv8QPzJKZbSSy+11k1ATVi8vimxGNAQA0LqVkeQMN5jPkWRMRm+coupHPh+NcAUQatbUQF6RvUr7vDKvVQtf8oQGq9MXjXBdf7u29ThtBon6aIQOgCZhBhJT3KA3UwWjKRe71Rc/LIB3pdYmBhKT1ddqMObgsPjhiwXwQSO0IMs0bRnA6SIFrRQMQL0ALUZvmcycix+C9Rj8f5lKgyDK/+uqYoNRpqzsbHPhFgg7Scf38/wTT3P11X0xadV5LBSoYnjsiHLv3TqdjNDKOBUJcL2cXl4yNnvd1qezmr4z2AHXB1KjkdDoNdiFBMI1ca/30qBoZBRF5ox2g1HGZq3reZLzc7569zLIOBxVP3KOijyDQYNDkhBCW5FmNGmwKgB6BFL5b0hYytzkWoWNE7F7mP7UcwwZchUGjQaBpopWGYtFxXfUaeX40Z1Mf3oaw4cPwKCRKvVJ4GXUYlUkBK5nS6OTkGWBzXbxzR6Pwf+XOd/joigCWeM+QzonTiayZ89fZKQXUJabymvPPsnnP/1Gp649Knu+dUz1upMrUoQQSIhyXa6HW1EEch3rPLPGrTpSZaoo1ypVllQUlzlxaVcq0uS6Fl8DZ9d71TqWqFQqVcuTJM66VrnKPapI06hnZo4dT2DPnr1kZRVTkp7Iy888xbxFm+nasyeSrKHqXVXjvhw7fpw9e/aSk11CYepxXpgyhe+WbSO8dy9kufJeVOirUr9CuP7V5n31GPw6QpYlVZY7nhNHGd9+9g7Tp7/A8t/+QFEkjL7BjLnxWg7FHMU9ppYFlJsajcY1iCkEFWmy5syx2lTqRAZJrq5TI0vA39NkhHAfg1+dKvUuS3/7wFXmybJcvmFHqiyv0aBUuc4z5VR77m0lfPXJW0yfPp01W7bhVCRMfqHcdMPVHIyKwsmZ4dfK61XqsIEvrEV88dEspk9/gQ07duNQJHwDmjBy2AD2Hz6EQ4KqJlrWyNXqV5JAkuVavQceg/8vU1mhZx561xNkLXNiNLhJFC57KbnJcRQU5JJZlIp3UDO+WrCSFQu/YueOlSSc2eVXx1Q3gToonyK12RQkh4JGVqB8RNlapqDX1+3jW2naqqKH8v2OToeCYnOil0FI5TqtTmRFQSMpnLkeS5kTLy/3efWqK6msd6tFQaer2sKvmudALwSS5KhIKzM7MMjgukei4jeMBnWuVViLyEuOp6Agl6yiNPzD2jJ/8QqW/PQZmzYuJjmrEFlSEKKKVmPdaVUsBeQmH6egIIfM4jTqN+/Ed0tXsPD72WxY9wspWcXIZ3pQAmxlDgwaAeVNMqddoDgFev3FNx6uuBCHauMy6QqUj71JkmtyLiGxjGtuN6qorArGBnyxZOtZyZJPG/p1bsHhP3fQacLoOpclU9X41Adc2/LTM8tQis00aGhDCNfH6GRSGUH19ecwwHWl7wwNAVdEsIIiOwUZRXQ2KaSJbACS08zoLRZ89TII13r04yfLCGvsPsHrzwxsAAgCkHBpTzxtob6ftnzE+Eye656cSCqmHk68NMVIkitaV1x8Hq6wvLlI5U4mklMs3BqmznMv+Tbm29W7zko31O9Kh5ZN2L81Fp3eiiy7tJ5OsTA6zFBn+jT+Tflhzdn6fEN60Do0hIM7jqHXlyHhAEUh6UQ+I26SESILgLxCB2VmheAGF9+QdJ9mxhWCrsr/y1DRRUy0Q5juXH+hPqJKn9BpN6PRqrMWWUvVB7Jy+CDTLsi3SgRIlW3sJIcgsI47TNX1naFSZ6FDkGqRqCeBpjwt1SYosUv4S1LF5GCiQxDkRk0tLZU9FxmBUn6U4hT4VfmiVs07aRE4nOAnVQ6DxJZJGAUYkSp8vKQ6IdRNnvvK51xBceSj1RahR8ZZnpzigMYq3pdKfU4URx5abTE6ZBTAISChzLUEWHfmeVMEZVC+bu3i8Bj8fxmDRoPR6GrR9G8useCvDCCf4pMH0comdcWdhzfe+YSTmcWAjaiNkUiytyo6TF5eeGldb1zPpl7En86gCLDGrcVc6sN1XX1ZGelyQld4ZC2yUrc6vavoO0PbYC+sZYVE54CStInifOjX3o89JzIRQFnMWizWAIZ292HhnmSX9qO/I5cvZXQHTHo9Br2rHT+4jZ6Nh08DUHRkNU6nb0W5oe0NrIl05RUfXY/dGcjgLkZ+3J0KOCk5vg9vUwNah0qsPJQPedGUpiWileuu1VwTL8/6gLQCK9hKiNkcg693IB0aC1YczIPCWMypJ9CpqPWFNz8gu8QJ5kJitsYR4BtIqyAnqw4XoM2LojA1k3ZhgRTZijlWAI4TG7EX165x5kbtjMubvOQUJtx6C3viYhk69Aa+/GkxnQaN46HnHmT9HG/86jejS8fWass8Jwmxhxl2TV+89RKFkoEh1w+scw3fzHqLt7+ZR1FxMRlObxbOnYmlKI9+XbpRnJnI7C9/JiS8C5H39Kdbtz/JTT/Fb6/MrzN9c197jfe//56S0lJSbAYWfvU+9953Dx999CH+AQ25+eouSOYsHnrseYI7DyYjYSpdunUjL+UEvyz/neBgE38+ej3ddi6mOC+Dl+cNrTPtNfHGpEnMW70aASQWScyaMoETD79Dt27dyEo5wYbN7xIdfYR587/ltelPc2RyP7p120FuehJbd8/n9Ilgfhk/if0L30Z2aunXvwe7dvbl1QdG8pm3Qtue/QhqGKD2ZQIQc2gvg6/qgUEW2H386Ne/B3v2DOT1h2/iCx9o1b0PIcG1aS//uxzZt4OBfb5HLzmgfkN69unOxj/68dJ9N/Cx0UHXnn1p1KYLsmTgxqu6opSkM+mZl2t1Dk8L/1+ioCyL3/bto7C4hPj4oxyOPsjgG0Yj5yUTFR3HLXfchdHoPuO2Vbn/jlGcOBZLVHQMYx98mvr+vhf+o3+ZndF7SDx1ity8PNatXoyi92bcyGuJjY6ixGFi6NBrCAhqyoAOYURFRdG6cx/atW1ZZ/q2H95D0unT5OTm8vuapVgFHD0aS5lTYuLtYzkRF03C6SzuGHcrGi9fxgzqzdGoKPT+ofTtG07jFh3pFupPVFQUPfsPpUnjkDrTfn4Ufv9rK2kZGaRnZPDnH6vxrhfM8N4diYqKIrhpJzp3akdBQTExsXEEBDVlcJeWREVF0bxdT1q2bEL3PlfTUCohKuoow0fdirePiVFjxpCVnMCRuJPcNfE+dHW+ke/cPDBuFMfjYjgSE8sdk57F28fE6NGjyU4+wZHYE9x19/3odOppfWD8TRyLPUp0TDx3Tp6KydvImJvHkHn6ONHxidw58W40egPjx44kIe4IJ1PyGHfHbbU6h6eF/y8RGNSY995/D6G4ZtUH9OhCwwYN+ezLr0nNzUvoLLIAACAASURBVOeOW29RW+J5GTxkGF/O+YDCMidjxt2jioZxDzxChx4u/zO+/n5IwL0PPIwhsBFhYc3w83Ptun1lxiyu3X+Ivn2vQivX3cs5cdJkwge4WuX1AuuhlazodRoUq4MRN93Eu+++i69fAC1atADgsaeeJqxdV9q2bY/B4Brie+u9D4mMiefaa4fU6WTz+ZF46sVXuPlUGgChzZoC8NwLL9FtwHV07RqORqNFoytFiwaNBC++PoMBNxygV6++SJJEvYB6fPzpXBJS0hk71vWMd+3ajS8++Zgiq50hgwepdnV/Z/jIUXz28buU/l975x1fRZX28e/cmt57gZCEBEJvoUgXpOmCFAVkBQVxdWXVddXX17IvKq64awEbgiBVEIhUkSIiIIKEDoHQkpB603tuv+f944aQ0BSEe7Mw388nf9w5JzO/M3PmmTPPOfM8JgVjJowDoHWbNsyZ/RHleiMD+/V1qr5hf3qQ2e+XorcoGTt2DADt23fgsw8/oNJkpU/v3gAMf3AUxVVmfHz8aBoRcWMHkePhO4fGFA//ejgsHv4f5LbHw7+MmqIUMfRPg0RBcdkf3pcz4+H/Hraufk888fyrt2RfzoyHfyM4Ix7+H0WOhy8jc5tIP3mWwNBwfP28nS3ltnNs7yE6O3n0K3NrkA2+jMxNcCyzDHel1x3vExVWC/szLcR5aH67skyjRzb4MjI3Qe7+JB55fIKzZdx2aoqzCFOX0L1vb2dLkbkF3OkDFBmZ28IzM79BqWmcq65uJW6BTXl3/ga0jWOWWeYPcscZfIVCgbd34/eruru74+Xl5WwZv4mHh0dt1L7GjZeXF+7ujvsQS+Ny68IFeHp6YjI1jqxQlyNJCrQut+6DQUdfp5vF29sbN7fG+aHktZAkCZXq+ib9jjP4aWlpdOnSBY2mcfscdTodnp6ejb7zl5TYY9f4+fn9Rk3nUlVVRVVVFSEhjWF9+41RXl6O2WwmICDgtyv/l1NdXU1lZWWjv04mk4n8/HxmzZrlbCk3REREBE8//fQ1y+84gz906FBcXV0bxIdpjKhUKmw2GzZHxmO9CZRK+1p3q8MTm98YCoUChUKBxdIYcgfeGEqlEkmS/iu13yj/Ldfp4mjZbG4s+Rl/H61atbpu+R1n8Hv06EGPHj2cLUNGRkam0dH4nbMyMjIyMrcE2eDLyMjI3CXIBl9GRkbmLkE2+DIyMjJ3CbLBl5GRkblLkA2+jIyMzF2CUw2+2WzmhRde4JdfGibyXfz+Byz6av4V9bMyM5n65DRKioodJVFGRkbmjuGm1uFv3bqVlJSUBtsmTJhAYGDgDe3HbDbz0UcfERsb22Dt/NJvluDXfiBx8XvY9+t++0ZJS7Om4SyZ+wlP/uPv+AU4LxXZ9fh6+QrKy0qZPGUKGrWa75cvIlVXwqiHH6ZJWJiz5dWRl1/Iiq+X0iWxKz3v6UzSssVkFlQC0HXg/fRo3dyheopyTrBk5TY0Wm8mT52Ei0pByqHtbN15jNDwWMY+9AAAqXt38v2+Q3To3Jm+vXo5Tl/2OZas2oCLmx+Tn5iI5rKh0sqVK8nJyaFt74Hc26k12CysXDCXnEojj02ejI+XF4aSAr5atAyllxdPTJ7cKJKgpJ86zNrNP+EXGMnECZeyJ323aTNnTp9k0uQp+NYLAVKcm8Lib7ai0XoxeepkXEQ5y5ctR1eqB6Dn0AfpEh8FwJp168m8kMHjTzyBp+utC0Xxe9m+aQXHTufRpkN3BvTtBlhZvmQRuqJyBj8wmpaxkWCzsmrBXLIrDUx8/HH8bntYFhvfLF1EbmEZA4c+SOvac3WREwe2sW33CUIjYhk75oG67d+uWUt2diaTn5iKu4sLFqvgy3lf4Ontzfhx435/X7qZBCjDhw+/on5ycvJV6+7e/bM4fvzkVcv0NTUiwM9PzJ8//9JGU4XoeU+CeGf5TvGPvz/f4Biff7VK9GjfRMzfeeSmEgTcdowVIrZJsFAoVaJarxcF+fmipY9GAGLGJ58Im7P11WPHd9/YEyM8/4IQolIkxnvXnee/zV7qUC0mo1H86+UJtcdXiuQjx0VVWZkYf397AYiAkDhRXFIsLFabmDykrwDEPQMGiCqr1SH6DAaD+L8XptbqcxVHU041KC8vSBeBgQECEF3GTBVlBiHOnTgq/GvP5/IN64UQQqxfPL/uHB+9cMEh2q9HWVmZmDrufgEIV89wkVdYYC+wGsXgvl0FIE6npdXVNxuN4r1XJta2QSH2HjwuhD5TtAhT17XrtYXr7JUtNaJ7xwQBiCydzuFty05PFe2aewlAdO89TFgtZrF/1zbhobLrfOGVt4QQQpxNOS4Ca7UvXLv2tutK/nm78NLaj/fMC280KCstKhIPDWlr7/Oh9j4vhBDCXCO6tI0XgMgtLBRCCFFRkCEAERvf4qp25XL7/IcSoLRu3ZqEhATc1GqCg4Np1aoVnp5Xz4M6deqTvP/+vKuWSYCmVtFF9MW5VGWlMbB7UzRqDSAREx1LQkInolp1xsUnloN7jt6M7NtOeV4qtqp8AgKDcNVo2LQ2iXNWV6Jjm7Ng8WIqjUZnS6wj98QPALi7uQIavAJDiI6OISEhgbhIx8Y5qSwuZtbs9bRMSECpFGzeso304yfYsPkMcXFxFOnOcPDoSQqy0lm6M5nYFgns37ePw+fOOURfQX4+73y+goSEOFQqPau/XdegfGvSF9RU1xAfH0/yujWcyixmxYqvMQYE06RpFF8sWIjZoGf2V4sIiYrB39+fL1escIj265Gamsq81T/SokUM+socvt+yAwBzTQHVulQkpQZtvcB5VaWlfPDRWlq2bIlKKbFh/Xpw8cEnJIzY2FgSEhKIDrO/5ZvKsjEUpePq7oWLE4LvbVi+hguFWppGRZH8yxYKSquY8eEc/CKiCQryYe2qpejNVpYtW4I+IJgmUVHMWbAA620O+fD2+5/hHRJFcLAvG1cvpVJ/KWjeif372fDDOXufzzvD3gPHADCUXsBUkoG7pw8ayT6Wzz/7K66Av4/vDb0p3tSVePvtt0lJSaFLSAivvPoqJ06cID4+/qp1PT29cXO/uitD4kqfUnqBkVPZFvwF+LloAAUrk34gJeUAg7tE0dKlAkVe8s3Ivu0cOJtFepkSrUrCZrOxd+WXDHzkL2zbuYuM5P2kpaY6WyIAwmYjaX8OKqWi9mmrRKFWs2nTZlJSUvjriHsdqsdqs9G77/2cTEmhZfNo9mZb0VsVPD31RQ4fOYRWq+F4pStHvv8G36Bwdqek0CzIn52rVjlEn81mY9jYqaSkHKRphA9f705vUL54/TFGPDiao0eP4EIJpsyDHN60nImvzmTFiuXs+34LF04eJufYXmYlbeOlF55j6/z5DQY6zkCSJCY/9wYnU3bg4SqxbHcGAOnZOval1eCqaWhKLMJGrz5DOXnyJAnxMSTrBKBE6+7Ojh07SUlJ4bGB3QFIuZDD4SwjrhrJKe1Uat14f+Zs1q1Zjc2qIDnHQnizOLbu+pn/fWk85zMrOJxWwrGNS5nw8gxWrlzFwe82UlBUdFt1BUbEsGn7Tv7v1UlkXChh96mCeqLVPD31BQ4fOYRGo2Zfjv38n8jI4WiOucH12H7sAialEpXqxhyDN//otdkwCYHlN4ILSUoVCq9r+8UuT0NttRUjRbbD5hXByD9PAGxsOJFVVx4fH0yh1DgXF+1duZrOHTsQ6SdhtgqOVLkR7dWMKJca4gMVZDWSRVE1unTSjqbTr0MEVqsFkEChwGDQO0VPYFgYX69fDMDjD7Qm5WQqHXp3Y8bs13FzFQy7pxlnz+VwqkqBu1scwQroFibIVTomFFSTpk1ZOfddsLrSFG/IOE/92HxCpcbo0wGtupruUQqqzHC4wpt4r3Cae9YQ4y+hq7Fx3hhOvLsXHQNM4Kai0iHqr02XLl2Y868XMZS6EY4L1vNpABxYm0SL+La0iXDBXC9mXkBICMs3LAFg8p/acD49G4G9gsFgaLDvX1eton37TjQPVmG2Ot7kT37uGSZNeYi2UZ7ERPly7OQZZr/3FnERIQQYgsFUTJWugGN6X+K9Ioj1qCbMT0WOuL0zK3M+fIdW0ZH4GoKAMhQFurqyewbey8xZ/8TNVTC0RzNSTp8F7OeyQ/tOxAapsNRej/3rNnFP51Z4am4sqOEfskCXv/zs+X45kZGRxDbvQFmVicVvv8jhg7+y8JOXmb5gKYga+vfoRGRkJFt/+AGNVnuFAFt1NsFBvrh7KGkSFUPve7qz7bslXGxWQIs4dibnUNUIgzeertLz2JDW2KwCkECtxjuuOQpvT4JCgjh/oXGILjJVExDhR6/WoZgu9iAh8PDwcI4gSUKpsj/6NVo1zZpFopKk2kidKlxc1MS3CMRqAe+WLZCAuPimpGc5xpBIkoRKqQQlxMeB2dBwkKM2GnGpPI7J4sa+DBWSTY3SwxPPZlH4hQTg4e9LttmMZ1gobkG+xESHUW3QUFjhEPnXRJIklEoFru4QEw0mk/2OPl5Ww/hBCSiVlxu/S9dJq1UTHR2MhAqQrug7KeU1PDo4wWkT0xejckpqFZ4erjRtEl4XlbR5jAIQ2GygdLdfJ98gP9w9fcjIub3Ray9qiI22Wz5bvSi0Ur0+7+qqIS6uKQAnyvVMHNIwCmauVTDu3niMZicZfJPFysvT/0N2djbnzx1hxYa1VJXlYjIZqaospbC8lI//90127D1EdnY2n385D7N05Qi/MiudIC+Bn9p+cqY8OYLkzatJL7MvxVR6R1N19jw2feMKW6rLzmHvmSpCW3bCajaDVIUkVWKRlCAJEAIhXd5a57Bh1WY0zfujVqtqR6o2bBYrY8aM4tGJE52qbfmW/XSst9jLaNSx5ZdU2vkCUgHW2rc7SQjEFb3n9mJDyb4sQWzfXkj1LNmoh7qxdesm3nj9dYKDg0hMjMZkqsQqJBSAQgKlwoRAwooC+0lvDGt07FSYVBzWSbQd0gubycIPu1KJ6Ngfq8lwTZnLtuynta8E2DDpa7j//mE89dRT9v0Vl/DTgWzC2/bCajbgzLaezjjDqbNZdA5X123bnyPhHhZOVGsfrJZKrChQCIEkwFEr1Q/mSuAVRlBCyyvKLvb5npFa9BUV7D6UQ1jbHlhMBtQaNSkHkskwBuIfEYXNemNzDn+odfWfLWf3bGdP8nGee+vfPDHlfubM+pgBj/yV6Nh4+o+YwuRhgzn6y25ee+113v/36+w7nkZ2kRG1oqGPLy01Dw+sXHRX/WlgPwLURjbvPgOAUPog6Y1gc7YHtCH68tN4KfVEh/ljtloBGyqlIDzYCyR38PImNyfX2TIByLpwgG4tIxAI7JbLQkVJIYcPH2bJ0q9Zucvxcw3rFi/mscfGcfK8jQmjRgLw8fTpPPLIU/gGdqZzQguMxmoiQu3uQXVoOLl5eQ71DyvKMtDlFdIlzrfB9iEjxuDuoWDBgoU8PvlJ/AN80WogOMAdPHwwazzJK7Th56PF2x1UwaFU6A2UlVc5UP21sRWlUlSsp3OMH1CApUZHm5hwzFeZwNywdCmTJo3lxBkTE0aNAmsVpYX5HDx4gAULF7P1WBYoClFaSmnZNATTDY5AbxXG6mpefeYZ/vrsdO7pOZKYsEsJfIozjuGtVRPhq0SlFnXXyaLVkp+f7xB9xRlH8XdXExveMOvdR7V93i+oE707t6ZGn4nKVk6LJsGYLVYUCiVFpaeI8nchwMvjhvNp/CGDX/9Qx0+m4urqxksvvsCkkUPJOXmIuA49CA4Jp12XAXSIa86oqU/y1ltvMm3a3ygpqqFAV4pa2VBCebkBVT1jLpk8UdgkKvR2f60QalBUcqVDybkcOnCMoNh2BHqoap9FEkqligB/d5BckFzdKGwMH4wJwanzOtq2bYNCWGtHm0qmPv0i//OPZwl3s7B86WKHy/pp40YWLlxBeUU1VmE3Et/Mm0dS0mbMZiMCBUKoCAqwrwZT+/lTVFTsUIOflpFORaWetm3bN9ju59+EQHcoLCqmWm8GFGg0avx8XEHrhlnlQlEZeHlpcdeAytuHaqOJqirnzJlczomUkwi1ljYJ8aQcOoYmOIamAe7YruLP3rVpE4sWfUNZRVXt/I8r055/jZefewpvUcPaNRs5e/QkXk1aEu6rxeak0b1Fr+eTTz9l+/Z9WK0mJMWlt8EDhw7RomM3PBQK1Golvj5u4OKGVaWmuKTUIfqSDxwkrn1X7Ku2L7H8Yp+3mECpJuXgMXyaJhDqpcEm7Cknj+w/SvN2iXhq4EbzPN2y95dCmxUf30hCtRJh3sGEB7pTYzRjtZgxVpQBMOSRR9n101bmfrkCU2UVlupqJKlhh6i0SA0G78m7d5NdbCGxpd2fpQGUlAKNyaVj5YfvfyQhsT/uHh6olUpcNFqsVonSsmrA7p/zcVKuXX1JDuvXJJGUtIYzp5JJT6+gTWJ3NCpF7QNXzeSnXuRf//6I7h1bojv+o8M1dh8wgFGjRuGnrOTzzz8GIRj+yCM8MHgw2RmH2fjdD2i1LpTUnk9hE/h4ezvUnKzcvIcajya06tq7wfaUnd9RZnShV2IXlixegC43B6sNysr1gIRKCT6eUFVlosZkXxjl6uKCm6uLA9Vfm8Xrd+MR3Z7mreLYvWkLEc274BMQhFqlwEXbMFF71/79GTVyJAGqGj77bBZC4cXTz77Cux9+QvtWkeiO/kTy9p+JadUDHz8/1EoFLi6OSTeacmAnSUlJbNv1C7i48NjEifTv0YMdO9axf/8BADIz09h2IJuewyeAAsxmS73rpLr1eaatRvZs30RSUhK/HjsFQG7OBTYnZ9Lt/ke43N014mKfTz/Mxo2bObJrL83b9MTL2xu1SoWrysK+Hw/Qsdd9uGg1dRnpfi+3zOArqcCmCcUsIDjEH62HOwYhkBBQ+2qYfnoPo0cN4ZlnpoEEkupKscV6qJvUFxZ2fb8IH98YOobac79qARUSohH5QIXFQM7pPYSYMzl8/Aw1RgsppzOxWCEnrwKwoRQ2mseEO0VfwamdDB85mtGjR7Lx++W4SsVUnT9MRmENuXm5FBdfmj0MaH2vU5KWPzR1KqtXr2ZIYlfWffc9JpuNF2fOZP2ab4nz8WHN2i0olUqycuyDB6tBT2x0uMN6gcFoZOmir2jddzgtAhuuDlr02VzcE4az4NMPKC+4wN7DR7BaFegKq8BqxVVpJTrIRlGJnrJKEEYjgb6eBAVe/dsVR1JRUcS3SUn0GPwwvsCF0z8TqtBx9OgxaswSJ46nYqs3Ahs9ZQqrk5K4v3sP1m/ajKHO7aPAv0UfFNYKivIPEWzL5vDRFPQmwYnjqTc8Er1xBPNmTGP06NE8+uzL2Dw8+GjhQpbPm4tWo2Hjlm0ArFr5NVa1F326dEbYDOj1RnQFFWC14qJWEN30Fn+DYizhxSkjGD16NG98+hUASau/wSS5Mqhn4hXVX5k5k/XffktzH2/WrFpLaeFRgqzZHDl+Cr0Zjvz6MxWV53AvOcnxczlUVtWQkZH9u+X8oTu74dSTEmxmJEBvMGOuW/1B3XvHtKdep6xai6+vr913LF15u0Z7g6pWla0mn637jjBq9CD8AuwGvxIwokRqRAbfUmNDl6fi5Rf/Tt8xz3Eqs4Q/P/MuCqUatUoF1hKsBXlEOSmygtrVk6hQP/yCQ6kstZKSmk27Dh2ZnXSUZUuXsGrV9rq6NqsZZ06ydRs7DotSou4R5OJKm0GDUEolCCTUtSOamnPnaBrqOIfOwf37SUlN44knpqC97PScNCgY/MAIYju3pmeCG5mSGgWSfVK8JBdFaQk+2JAUoFIJatLO46014N8I8tdv2riF4lITT04cC0B2lolPP55N+96jSMk2MG7sX9BfZYFE17HjsCihsp5TzWYxYTZb0eUUMfPdd+h836Ocyqlh3NipWB2wNDMorCl+fn7ENI2sM2xBCa1o1qwZVZINm9XKVwuW0Oq+cfRt4YfNJFBgz10rSnUoKouJCLrFohQqIpvF4efnR0RwAFarlQXzF9Oi30Pc2/YaDxdXV9rcNwiruRBdbjHvzHiTrkMncyqrgqEP/Z2szHweGjOS8S98wqHjp3nuuX/+fjk32w5BQx8+ki/oM1BJsOdALrrcSjyVDSdkaxRmHn1uOqeOH0GtVCKEuMIHW9+dk5ZXxv70aqZOefjSYbAB4djH+o0DIYH5soa4KN2wmpSUnD6NrayagrwiQh28quQiYR0fIC2niKK8HHq3aIfhsnK1ut6I1cnJ3y1m+6Chvk21WiwIVEgKf4pSTgJw9lwWIQ58MH27YB64RjGobdRlJXrUlmJimqkAL3wjYrCYXTBVmShPy6CkoISS4lKUah8qc/KpKSgj/UIeGoMJJy2CbcDqeV/gFtmRXnF2S2exNDynrq5uXG0AYK29TpcjhAcGw+X7cIRLR+KVT9ZTVFTE7jXLqP8stdlsuGq1nE9JIeXUGYb06o0CkNThmPVqKtPTKCkopaq4nOBb/Y2PSyArth+nqKiIL6e/ROqhQxw5nsLgXn2vG8jMZrFgEQoMpobnUispsVgaatRqf//5VTR/aSjPLnv3RppQR/1p01gXG0VlZRwpAJtLJhXmAECN1WZGbatdnaJU0qxjJ1zNZ7Caa8Bq4/LxZPPm/phqh/jz5y2haYeOdEms/+pjApsVnP6d4iXUHh78cOIEOp2OvWtm0TLSm6TFM/CuKcdgSKPQVsipQheUOM9nK0kSkiTRc/R4cnU6dDodz49sxTPT/kaHjk2Yvng9AD8lrUaKG+hQbTlZp/jrvz8DIHfvd3iqVBz8aScfrP0JEBQc/Rmr0OJpsWKuOoOVKvbn6bFZfK+/41uEvlDHtvXfMuTPTxEXWevjFUa69enPnHVHULuGsGfZGrDYOLjrDNGuKrz1JRgs2WTo8zlfHooL7rjWZGKUijlWUkBpdYBDtF+P/FPH2b1nHxP/8jd83e333NzN29HpdJzZt46EUCXfb15GeloKka37s+dAKs9/9CUAOb9sxEOl5uju3by3ehuYTPzy3SZcOg7mg9U70Ol0HNuxlBahGtatX3bDX4TeDBf7uCRJfLF4IeuPpEP+eUoz0vCS1Oxf8zmSfwJPTRoBgEKpQqsvw2DJJdNYQFqJJ0rp1j+cLumCncvngE8cf318ZF353C8+pOuwv/DDT7/wn29/BGwUHNuDVXLjo9U70el0HP1hES3CXNi2cw27Tmah0+lY+f5TJLZPYO7cmb9byx8a4dePDNNuQC+0aiMP39uJ51+azejRfVGpoJW7xPKv5/PF+vV4Kl35/H+fpsegx7DpLQiTGeNlbp3AmChKTBosgKnkBHmnT5PYtSuJib3YnnweF0U+trBIcNBE0O9BkiT8AwMJDg7G090fIRSEBvkyYtLDrF70BQMGPEq7jq2Ii2/ibKmoXVwJDg4mODgYYVLj5eWFm6uW/7z4FF06deJMcQmP9GnhUE2SUsE3s/5FYmIiX278iYFjx6JSq5jxzCQSO3dm37l8BowZwX0jh1Gcn06XLj3JKahk5Mh+DtFXYbaRqbfy6/rP6ZqYyJAx48g3m9FdOEtl2nm0uJL0zQK6JCZyttpKgFdTho4bzofTX2X8hFe4t387WrVvSbuu7fjziOH8Z9ZKHn10mEO0X498vYkis5m1c98gMTGRh5+chsbPn+DgYPx8grGYIDg0EIu1guyTh7DUVLLy4/dITExk7vofGfDQGDRaLe88O5lOXbuSXV3Fg10i8fK178PXMxCbWSIk+Mai6N4KSnXZPPPQMDoNeIAis5X7Rj/Iz+nliIoMRgzsRmJiIpuPHuPhx0Yz6+3XGTf+JQYOugd//1s8aXsZhwv1UJXFyMHdSUxMZO3+Q5jMleSdPIi+qoJ3pj1e1+fve+RhvGvPpbdnADaLRGhoMAFB9vtXq/JCpVLj7f3bmmfNmsWIESNuLlqmEEJYrVbh7u4uXpsxw/7bZhB/fnCQ/f8ld7E3+ZAQQog5774tAPHWrFli+bw5AhDefjHCA43YsnW/cHfRik8/+6xuv0eT1wu/1n1EoVmIvz35pwaaFm04JFZ9MFn0HP+EMDem0JP12LbwC+GjQFTr9SInN1OolEoBiA8++MTZ0q7g/hZR4qmn/yoqKipE59AQAYi4PkNFgS7XoToMhirRv1trAQild6g4cPqcKCouECEeWgGI5p36iLzSUmG1mcQ99/QQgOjbd6iwWMwO0ZeZldHw/vDyF5lmvYht2VJM/2y92LP5WyHVlvW5/1FRUqoXhw4n19X/9lt7BMk5cz6t3aYV58+n/cZRbz/7fv2lQbt84tqLotr7KnX3DuEKIjMnRxw/sUfgFSVSLxSJB/p1F4CQPIPFr6fOiOKSEtHSyx6Vsv2QMaL4YsRNIcTB79ba9+GEaJmHkn+sa9eQsVOE3mYTQ4fd36C9/1m7VaSmHq/7vWrVmtuu608jGkYa/mjjFjF33vsiMOE+kZuna9Dnc0pL6v5v/7pVwg1EXkFh3baPn39axEY1vepxLrfnF6Nl3nQwEkmSeOutt+jYrRsACknL8/94hdj2PfAMCKdzpw4ADBwznulGK8N69SImIozpufk0i2mHXnee2ObhTJ/xDt1r9wEgqYOpyDxDma6A4Q9NxT+sU22Jis4J4Xyx8DwJEa1xwBviTdGsfVf++c5MVEolYaGRzJo9m6KiIkaPHuVsaVcw4bn/wadZMzw9PfnXBx/yy5kztO4ziMDgUIfq0GrdeX36O/TZd5iAiBg6xcUA8P7sjzmXlUfrxD6E+PgA8MYb/2Tfvn306NEfpYNi6fh4+/DOOzMwm+1OTE//QDwrctGYyujQLoYe3aKY9cG7lFYa6TvkQXx9XPBo1Z6ZM9/FYLDRr19/AIYPH0l+fhE+PkFERzdziPbr0SSyCdOnT6/77R8ZXef79m8SzZtvvomPlxcZ+w8R0zSIsFgrpwAAA6JJREFUiDB/Xnntn3Tu+yv+YdEktrDnTJg5axaHMzPpdN9w/AIujeZD4hJ48+238b5GJN3bSbv2iXz073cprzEy4IGHcJEkHps0ka6JXerq9GzRnPj4KN57byZ6vZl77739QQMnPfoonTp0rPvdp1U8W3ctpkuHOEJDghv0+TCfSy7LsBZtePPtGXh6XJqd6DpkBP+Ia3NDx5fMZrNYtWoV48ePb1AgnDR5l3PuJF3at2LNvmN0bX1lY7p27EzXQQ8y+1+vOkGdjIydtIM/Mv4vT7N9RzLuHs5fXnk7+eB/JnHO7M1n789ytpQ7kkcGt2fwlNf48+jRv135d3L5903PPvss/fr1ayThG+sRFuxBdEwQKQU1V5TZTBWYFXp8Wt3jBGUyMpf4+eBJvNvdd8cbe2ExsvVIPp2HPfzblWVuGH15IQfyNXTo55iFEo3O4EueEWgCotjx3f4rysqyUqnMOk3frs6f/JS5uyk+tYOWUZ1+u+J/OdbqAqSqAmJ85XvudlB4dh8BXn6EaByzSNcxTtAbQkGEzR112ZErSs4WCTJKtEQ54UtQGZn6PP9hkrMlOASVdyTf/3zQ2TLuWJp0foA9Ox/47Yq3iEZo8OHz9evgKka9U6dO5BdkOy0mjYyMjMx/M43S4LtfY1ZfpVLh5+uYj21kZGRk7jQapcH/I8yfP5/Fix0f3ldGRkbG2XTv3p1337125IQ7zuDHx8czbJjzv2KUkZGRcTQxMTHXLb/jDL6npyfh4c4JQywjIyPjTPz9/a9bfscZ/F27djFnzhxny5CRkZFxOH379qVv377XLL/jDP60adOYNm2as2XIyMjINDrkBe0yMjIydwmywZeRkZG5S5ANvoyMjMxdgmzwZWRkZO4SZIMvIyMjc5cgG3wZGRmZuwTZ4MvIyMjcJcgGX0ZGRuYuQTb4MjIyMncJ1/zS9vKciDIyMjIy/93II3wZGRmZOxxJkpAkyW7w5dG8jIyMzJ1LncGXjb2MjIzMnY1SqUSlUl3y4S9evBiDwYBer6/7MxqNWCwWrFYrQgiEEM7ULCMjU8tXu9cA8FivB52sRKYxo1AoUCqVDQ3+iBEjMJlM1NTUUFVVRXV1NVVVVRgMBkwmExaLRTb4MjKNiBUZOwHo16+fk5XINEYuem4kSbIbepUKNzc3VHW+HYUClUqFRqPBYrFgs9lQKpVoNBp5hC8j08iQNPaXc09PTycrkWmsXLTtF0f3Wq2W/wdCpUWTBMd1KgAAAABJRU5ErkJggg==)
Maths-General
Maths-
The body surface area (BSA) of a human being is used to determine doses of medication. The formula for finding BSA is BSA =
,where H is the height in centimeters and M is the mass in kilograms. A doctor calculates a particular dose of medicine for a patient whose BSA is less than 1.9. If the patient is 160 cm tall, what must the mass of the person be for the dose to be appropriate?
The body surface area (BSA) of a human being is used to determine doses of medication. The formula for finding BSA is BSA =
,where H is the height in centimeters and M is the mass in kilograms. A doctor calculates a particular dose of medicine for a patient whose BSA is less than 1.9. If the patient is 160 cm tall, what must the mass of the person be for the dose to be appropriate?
Maths-General
Maths-
A Saving account has a balance of $1 . Savings plan A will add $1000 to an account each month , and plan B will double the amount each month ?
a. Which plan is better in the short run ? for How long , Explain.
b. Which plan is better in the long run ? Explain.
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)
A Saving account has a balance of $1 . Savings plan A will add $1000 to an account each month , and plan B will double the amount each month ?
a. Which plan is better in the short run ? for How long , Explain.
b. Which plan is better in the long run ? Explain.
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)
Maths-General
Maths-
How can you determine whether a linear , exponential or quadratic function best models the data ?
How can you determine whether a linear , exponential or quadratic function best models the data ?
Maths-General
Maths-
Solve the radical equation
Check for extraneous solutions
Solve the radical equation
Check for extraneous solutions
Maths-General
Maths-
What is the error in the student’s reasoning below ? Describe how to correct the statement ?
![](data:image/png;base64,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)
What is the error in the student’s reasoning below ? Describe how to correct the statement ?
![](data:image/png;base64,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)
Maths-General
Maths-
Compare the functions f(x)= 3X+2 , g(x)= 2x2+3 and h(x)= 2x . Show that as x increases , h(x) will eventually exceed f(x) and g(x).
Compare the functions f(x)= 3X+2 , g(x)= 2x2+3 and h(x)= 2x . Show that as x increases , h(x) will eventually exceed f(x) and g(x).
Maths-General