Mathematics
Grade10
Easy
Question
Answer the following with the help of the data:
![](data:image/png;base64,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)
What is the percentage of the males who prefer parrots?
- 83%
- 28%
- 50%
- None of the above
The correct answer is: 83%
The number of males who prefers parrots = 40.
Total = 101
Percentage of males who prefer parrots=
![space space space space 40 over 101 cross times 100
equals 39.6039604 space percent sign
almost equal to 39 space percent sign](data:image/png;base64,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)
Correct answer is none of above.
Related Questions to study
Mathematics
Answer the following with the help of the table
![](data:image/png;base64,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)
What is the relative frequency of males choosing sports cars?
Answer the following with the help of the table
![](data:image/png;base64,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)
What is the relative frequency of males choosing sports cars?
MathematicsGrade10
Mathematics
Answer the following with the help of the table
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAApUAAAC/CAYAAACv+SfeAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AAG0CSURBVHhe7Z0HeBXF18b/FrCLvQEq9i6KYgWxNyxgRwVFUQEVFUVUFEVEUEEEQYpKB+nSe++99957783zze/cTLK5uQnhI8mFe895nvdJsjuzu9l998w7Z87M/k/MzMzMzMzMzMzMDtNMVJqZmZmZmZmZmR22mag0MzMzMzMzMzM7bDNRaWZmZmZmZmZmdthmotLMzMzMzMzMzOywzUSlmZmZmZmZmZnZYZuJSjMzMzMzMzMzs8M2E5VmZmZmZmZmZmaHbSYqzczMzMzMzMzMDttMVJqZmZmZmZmZmR22pVtU7tv/n0ycu0k6DlkhXUesNBgyFV2Gr5Ru7uf0RVtk+679MnDiWt0WqazBkJHoMnyVdHVcW7l+l6zdtFt6jVkt/xr3DFmAf4etlP4T1sqW7ftk3vLtykPze4asQCen7UZO3yD7D/yXoPr+f5ZuUbnDNexVms2Sm0sOkHvKDjEYMhV3lR4s974/ROp0nC8r1u2SYlXGyZ1uW6SyBkNG4q4yg+XuMkNk8KR1MnbWRnm8wgi54z3jniHzkf/dQfJC5TEyf8V2adF3qfIQXxiprMGQkcj71kD54Lcpsmvv/gTV9/+zdIvKnbv3y4+t5qhzffDj4QZDpuL+csPkoU+GS/0uCzVi9MaPE6SQ2xaprMGQkbj/o2HywEfDZdiU9TJ+9iZ59qvRct+Hxj1D5qPgB0Plte/Hy8KV26XNgGXKQ3xhpLIGQ0biztJDpHy9abI7K0VldScqiRbR2BsMmYkHXMP+cPnh8keCqHyz+gRt7COVNRgyEg98HGrEvagsUmm0dmgilTUYMhL3fThUXq+aJCrhIb4wUlmDISNxV5kh8ml9E5WGGIWJSkO0YKLSEC2YqDRECyYqDTENE5WGaMFEpSFaMFFpiBZMVBpiGiYqDdGCiUpDtGCi0hAtmKg0xDRMVBqiBROVhmjBRKUhWjBRaYhpmKg0RAsmKg3RgolKQ7RgotIQ0zBRaYgWTFQaogUTlYZowUSlIaZhotIQLZioNEQLJiqPXOAXaINALD4TE5WGmEY8i0oaEv5XhEwQbGNfsGywXFr3h/sZXu5BB7/tYPVBpGPEIqItKoP3OQjuOc8sUh1DbCDWRSUcjsTt1HAkcf6RT0fI45+F8Kj7PVKZoxkmKg0xjXgVlepEXUPyeIWRUrjiSHnqi1GKJ93vT7ht4eX5hKAvE2k/wCnjCBPLfT5S7y1OsnDF0DbwmCsTqT7gGDhSX/bJhGNEKnu0I1qiknPy9ZRHyo/Q++ufDT/5m+dzNIhK7hXiCMTDO5uRiHVRie/xPiQ98L4q0rHSArxL5OBhvrs8A/B3z8WyasMuWbNxtwwYv1Z9dCzx20SlIaYRj6LS/3/f/D1TRk5fr//3xq17FYtX79DvUFdtPlvvC59z4/OBnYetTCwzfOp6efm7sSkEEO9siz5LE8uNmrFByxWrMlbmLNuWuP3f4StVuITfZ/5GvP7ZfVFi2R6jVqvoPVyHfSQiGqKS8xX6cJg8/80Y+bvXYpm9ZJus27xH7/XaTXtk3vLt0m3kKnnrp4naUEY6xpEAuIkY4J4BxLBFV9OPWBWV/n8YPHldog9JD0ZO36D341A5j2/yHISPkcqkF94f4PO8zV+xTbkdS/7PRKUhphFvopKGl+9LN++9VHbtOZDw1qW05Wt3aeTqbucAXqkyTmYu3pawR2TFul1Srs5UFZzBY+d/d5D0HrMmoZTIolU7pHi18VLg/aGyYMWOhK0iS92xn/5yVAoBdU/ZIVKyxkTnSJPKth+0Qu54LzZ9QTREZaFyQ+Vl9zynLdwi+/f/l3CXkxtbW/VbJre75xnpGNFGQdfwv/DNWBnmOjfbdu5TtOq3VPkTqbwhJWJdVE5ftDVE5nTa0jU75b2ak6RAmE9LDbQRdIz/dZ1tz8H+E9aG7qN7ryPVORi8P+g6YpX8l/Bqzl661URlKmai0nBEIt5EJU7zqz9naFTK2+69B9zfu2XVht2yY1foRec9fNr1vL2onLE4yUnjgD+uG1lUBnvZRL0QlXeVHpLMUe7as1++bDQj0Yn6+neVGSwVG86Q/QdCBSn3yz/zYtYXZLWoDEWCR0qHISv0/mLc6a079in312/eI/sShGYX97xuKxUSldSjY3Dv+0PkPnd9XDOihL894ELwWQbBdoTgvQnH8ICLkd614LFD5xqW+DfHgQ/cqxmLtui1YkTSb3lroJbhHj6ccCzeb67N1wec91Duc6Tr535wncH/mWOGzpXyfOGiQI+ZcF385D6EzhGqQ3n/P2QGYl1U9hyzWlZv3K1gKJlofIL7UT+03YlAtvsyQyavl1e/H5f4vPxz0L/d8+TZBJ91iLvDZdCkdQlHFRk3e6N2bO4uO1jvb/CaqO/foeBxgxwyUXloZqLScEQi3kTlXe69atF3ScLbJioimvZaLE9VHKX3gWFvIkBjZm7USOU9CaIy2PNHVH6UTlFZotoEFaaf/D5VNm0NCVkcZi/n9Mm19I0AThPB07rfUi2DIbRe0mH29EUPjjZktahEnHGO+Su2J9xhkcWrd6qDZ0j8lSpjpVmvJTok3uDfhc4HD3HXOFw7FyVc56Ckezee+3qMPquiX4+WN36coNt4Z15xz+lB9//wPwXPyf8DXqg8JvEYgLqvOVFDLluwweYnZfW4rgx/c838znle+nasFPlqtHxSb6rMW5YUPR8wYa3ylHpcG/VosMnPZXvwWl+tOk65HbzO1MD/ij94sfLYZNdf/Ifxei/gsJZzZQq7/4VzlUg4l57P/Y5YIVfZP1uujesqlnC9xdx+uO//b/CM+x/D72VGIlZFpQf3l0iiT7Ohc+s7THv3/Set+i7T//fRhDKPON/HPYGP8MPzBVAX3nEc/wxJCSr18yQZM2ujHhObumCLPu83fhwvL7ry/p6Su8zfcAb+cUx+8jfcpozCROUhmYlKwxEJXuZ4EpW8V20HLk9420SHbcr8OlnylRqovW/uB47N56chHA9HVOKcEZXsnxWIds5dvi1ZAvq9ZYdq2fmujrfWOgQbu34g60XlUCnqzrF07c6EOywyYvp6fY4ISM4dfPbg7rJDtKOxadteLd9l+EqNUtPx2Ls3lD5BZJnn9kWj6fKgNo6hujxbfv+i0QyZNHezbN+1T8tje/cdkDWb9kjLvku1weVeUJYoX4/Rq7QMIqDCH9Ok3/g1+vsBdx4acaJDvtGNZEx0yFdqkAqLup0WOOG0w9UPXSvHICLfuv9SeSZCCkYQ7ANE9ifP35wYxSfktdndjxHT1kuZWpO1o4ZAaOvE2QJ3rp2BtBKue8X6nSrcnvtmjP6fvGeI8CnumBjiuHb7+TLR3SNvv7vrzp+JaR+xLir5X+AfgMPkdgdFZbPeSzSqWMjt5xnfR1qIKwMfVzp+eL5gW52PnL5oi3zZeIYrG/KR/7h75kdUIlmfsavV19Ih+63DfCc4N8uW7e4dSqgCf+EQXGbY3V+vicr0m4lKwxEJXuZ4E5U0It5wXj1GrpLSrnGkEeaF9+KS8hkiKp3zxll2Gb7CnS/kLRlyfd+JWX8ezkuepnc0W3fsVT/gBWksIlqikslY3phh+mu7+RqJ4dzcb8pxXdThufzUZq7scH4Z45kyTB7J1m3ZI+XrTdP/yw+T13PiaG9CY56ajZu1SUXZvR+EhgX7jkvKy0UAIwS9MVQ5bWESFyMZguHmkgOkQdeFyeoGbZNr4OEmIjb8PgEELv9DlWazZE+CeI5kdToukGtf7y9dRqxM2JK6dRyyQo+NmCF6OWdpKNJKx26lE55BI2KPMA6/roxCrIvKIPBn3O+gqGRCIf6LDhScw+9PnLNJ96dme1y9mm3n6jF7jk7yc5Fs0KS1ysFKrkOSNvtDEU6uD17wHExUps9MVBqOSMSbqKThrvz3LO0lB229EwQ0xh/8NkWerTRKHTEOLiNE5T3OaSM0ytWZIpvprTujse80dIWeAzFD/tgf/y7Ufdg45+CJ7MSSMw1HVotK7iXLQRFtDLcp8zZLtZZzlP8M6fJseS9oAGq0nqvCJ2hEXaa5xnCZE32+AcSIJHIuxFr5elM1L9Ybkb4ZjkdTXL0NW5Pzj4k2DEVyvj5jk0Slt7mOSzMXb5Wh7l792X2xTF24JVnkk5y5CY4zE93/8dWfM3VIOZgHTLRynLvHs52Qox5gUlhqopLtzIAn784bbdN0d15EAOfDGnZdJFe/1s9dVyi3jvxk0guIzJLz6fmOcawilcaocEdEzFqSXBxTl22IzXqdLVKZUUhLVPK+Pfn5KOkyLPk7scK1BRPnbpK5y7ZpeW9E7N92vPi+2Wzlm4/gY1tcR3mS4x+o73xZ3rcGyA/uncJ4R5jgSMQbwIUDgReHHHM633RmTFSmz0xUGo5IxJuofPAThMwwbZgTh/MCxrbeY1fLOz9PUqdLMvnhikoaaO4puUU+OoPR6BIdvafsYHX6CA5vDNEfqbOPMwpZLSo5F40TuXzjZycNtQZtyZodKu7JsaUxjiQqeU74aN6dsr9OlsVOsHnb4Don5AZSv08g4oi4qu/eMYQj11DJCT+WmfIGp4iWE50LikqGGJlVyxJIhV3jz7VzTc9+OVqmJgwfY0w+YqIO0R5SJrTjtD10zQQrG3VbJLe9M0h5+Ms/c13DvdLxeqwTVynv9wMf8XOY1O4wX+tjiNCmvZboft4frh+B+81fM+XWUgOlZrt50n/8Wh3qZMjzhjf667U077NEh/ox3q2vGs/Q7YjeoKik3Ws7aLkuUUM0mXzTzPRDJipDopJJhJ/9MV1HTrwh+uAiq0489/Vo5dbOQOfozx6LlcPUh5veWEKNDgMTDrm/REB5PwZOWqsd9pLVJzqhOVBudNyAB4wSeIMnvBtEx01Ups9MVBqOSMSbqASIGf5v8rgQecH8IW9EdEKCcIi88l3K2d+HKio5H6Ky89CkIXCipeRz8q6Tm+ZFLlGwH10Pn8Y3ePxYQ1aLSsD5yB8jj5EhvGDDFrTW/Zep4KdhDYpKGmZm6N/ptnOtNILkofnliXbtPiDfNZ2l4i84zM5EGvjCu8U1EMX51fHPj07vdsLr84bTtdENisoljmuv/zBeCiZ0TAAdHYbriRp6Y+1TBALHLvDBEJ0wEeykEFGt33mhvF97ikZrEa9cP+9++D0q+EFoYhFrF3pj4hoR3ODsd00VcPeS7bcnCFaiWJ81mK6iFnQetkL2JIhKora1283X94H7ExSVI6ZtkGecUOYe8a5ktsAzURkSlUSDv28+W7dj6I/KTWYpP0LLr4Um70yZn8Q1IpTPfjVK71lw9jfr+9Ih8e0Hk3/wYbxDnJ/Jil+7TgiRdFIzVgei4D2d3yTHl0lrJirTZyYqDUckcKTxJioBDpGXG9HXqNtCGesaTYbfgtZt1CptNEMN+MFFJQ1r95GRRWWo0Rrueu5TdJgIQ8y2cIKEusGh7/HqtEfH/HOIhqj0oPGioWLYraMT+gucuAgaUT4Wx89bcmAyUUlu5Yd1piQKOIbrarSekzjMzdqn1d3fr1UdJ2s3hwQrgrNp7yXJ8mPx70wA2p7QkUB4VYwgKsfP3qizvWncE6/d8Y5JFeGi0h+faDzCslbbeSmi8Tt27ZNeTkzDX8pGElIcX0VfYG3WrsNXpRiO9hOa4PfrP4yT9oOX6xBngh5IYdwjrimSqGw7cFmmDneHw0RlSFQyGlKj1VzdjtGZfveXSe4ZeS45P+m42ndcUkRy8rzN+q6yP1xUht6J0H3k+AjCuh0X6LP2nYtI1n3kKl2710Rl+s1EpeGIRLyKSg9EDO8aX4NgxunGhGV/MCJNDzkHicAbHHCei1ft0IhPuKgMj1QyE5b7SSPqz/XYpyNUbHobPnWDLs0SXHOQCQ2xPvQNoikqAecmkgLIH+w/YU1i5BBr0nOJXF+if3JR6USaikrXMHhRib/Gb2OIyhpt5iYTlftcI/53ryWJDTWgfpWms3VmLbbXdTCYPR4uKslrgx+HIioBjTBDyVwbw5nhDTri7x0nHoLH9eD4pHyQw+mNdTAjiT78B+fhCy7eEASsg8iQ6vad+xMFQlqisoMTpNyT8ONnFkxUJonK6gFRSXSbaDPRcOoiKvGPvQOcJGpJigL7UxOVIQxXQRm0Xe49gRfw3l8PZqLy0M1EpeGIRLyJSpwePW8EII28/18LuN9Z7HpIwoQDbO3G3XpvHv9sZLJliEhO/7bJLLn17YF6POrT4JIHFlw2iGU4GLq8N0F8cq8RleQo+SHwRU54ciwfvSQnjwgZDYG/5lhFNEQlOYQ0pPhXGlX//G56c4CurxiceMAQ+HXFk4tKxBlLCvn8RJ4Tn9X0KRT4b4b4aMSDk1yIhiIYOR8NNefjuH5ZFiKgLB9EXuT/R1TCKYYZ4RjXxX3k/7y2eD+NtNd0Yo61UTdvC/0fWKdhK1QQFvooOdc4PqIvKCrJn+R/5dj8D/zO8YnOM2nD37c9rqFs2W+pCmbQftDyxBEAE5XRwcFEJRPUvDEBixUM/Mx7RB6jNWNnJc0MHzV9ozzzVWid06CoJKeS9ws+8X6xXiU+0NvQqescV2apv6v370Lt2HgzUXnoZqLScEQinkQlPWfyg35oMUeHm4k4sfAvAgFR+UHtKa4hTXKCNDg6E9g5OuoEjegPSeg47HyuPhMPcLDBGY3M6H3i8+Tf+OZ31mXzIoX3nbxOX23UjNDsYS92YhlZLSo512tO5DfoskgbUgQ/w8Q8f3hQr/PCZBMW/uqxOEWkEiM/klUC8NEsbj9vedIwMbO6X/x2jE6sCaZMsI5lOVImHJeoR2R0tGuEvRG9LvXzRO3YpEdUss5jUPSxbiYNOv8juYlESmu1myfVWszWXLUrX+2rOaJBccBaqSyuXyBwbMBahNTp5hp3b+s279Y8X6KhgIlsTP4hdxPBuitBODKhB35f8UpfzSFuN2iZRmExE5XRQVqiks4wOZQHEgLZrErBc+ddpNNMpwMBGOxs/d55gXaMHv10uOuEr0/Y6vi0bJtyj3fqKVevdK1JOovcG3yBhwjWH1vNVk55M1F56Gai0nBEIp5EJQ6LoR1yIrGFq7ZrA96m/zL9hi1LofyX4FyxfwYuc/dmhGtEB2sjuGR18rX0WEOQYcFWrj7LrARt2879GtFiOaHgNdCY4SSDi5x7I2pFdIyFuIN1YhVZKSpDPB8hdTqGZjTjZxFsTJzintMh2BhY5ocGz0cOw0UlRgpEh8ErNL8saOTm8n9xzsauEQ0a7xfD1O0GLZcFga/6YMyO5V7Q4BxMVPI7E2kYbvS2zYlhIpGkXxDprtBguuZrMlzPJBj+R7i6fF0ShzkP4pFIlD824DoQHBUbzUgoGbI1m3br/eL/9oKW2d5EZn3uJoHXCXM2q1BD6AaXPTJRGR2kJSrvLTtEfSIdDG/M1odbTEAj7SeYl4u4LFljgqaM0BELpvtw3CGT16kvrdtpgXY4eE+88Xt7xx0E5OqNSWITM1F56Gai0nBEIp5EJQ0JDpGG5GDGGoQ4Yu6P3iNXv0rTWakufB00nDfRMIa6w0US9/bxCiOkXWA43RvfH8fZRFrmJRYRDVFJ9O5gRqPatNdiechd2x3OD4cPf6dmLBv08e9T9Vw+mshM2YMZa1u+6EQiEUBSMoKictK8lKKSCV9E0JnNHckadFmgE3HChXDQWNCcpWS43zyD4L0CnI88426usU/LEA/4DyL3qZm/Z+Sb/uruvxeVCAZvJiozD15U+hUKyPFFMMJR3kF8EstMoT3SMlI8WGbq4U9Cfo1oJTP8EZPhNmDiWrnvg2E6ETE1oxPthW6PUUmiEs55UTnHRGWqZqLScEQi1NjGh6j0jSfLWaxYtzPZULU3IlQdhizXGZB8D5o1+ajjG98vGs9wvfH1iV9YCdou5yRYhoVhQoYaceaI0WTXoMcaqsOHRG6CxhcttEyERj4WkdXD33CdxpXPCwaHub3RyBGBI5rG5CwaXRqAoKjkJ0sRzVuWvGNCBJBcMZ455wmJlOHy5o/j5d+hK1Isto+RP0suJDmPnAtuENke6Bpkb0TAQ6Iy+X1BFCHMiEJKYL41jXTNf+apIGRyRbhQgPOsj/mzExG892ndb87JYuUs0r9lR/LrZ5iUyD7LIN1UcoAu7M+C50Hjfk5buCXZt9a5l/ckiMpgtJ4IblZG6ONJVJLTTTpE0P7usVg5x37uBctMkeIT/gwx8r95jj+3mauc9lykndCOx4hV6vuCBq9J5SjquMtqA+G+jtUW6Ih4F8wx+B49orK7E5jeFq3abqIyFTNRaTgiEU+iEtCI4gg//G2KDtvhSBGBAFFApIk8IiJG4eKO+8J21jhk+ZcqzWYn1mWtN77xzKxZhAHn4b4G63v4e863dH19QI4mDj5SnVhEVotKFQ4O5L8yPPxt01mJ9x4eVHJ8INeRa6DB5RmFi0qGAuEIS0VVS+AOxyHHkhmzQWHC+eALjSKNSDhfmBBB1DrZrG1X//3akxPLcS6GGbluX8YfGyCSGe6mLHmirAHIuqpcP4ubw1POxX7+RzjvZ33TuQnv9ISDcuTHffZH0vX745A7SY4yHS/Klag2XionXAvgfjIyQO4yf7OEEhOM+B+5J0RKfdl33bEy89mHg+uNF1HJ/canMaGKe81z5Fn5NA04gFCkQ+SfofeL/lmXdO0CnFK/lnBcOkHwklQMfJ9/ltTn/eD4HJcOGvv9MbmO92pNch3riYnvIJwkB5c68Aous533lKg8zyf4Px3NMFFpiGnEm6gE9Hr5JBjvGInq+d8NgdmzNPAHa9zoTTODnPLBuhxPI07pcICU0fMn1AfkKR2skY8lZLWo9OAZ8dWP4PODBzwPhmaDAi5cVOKf6ZCQa+m5o7xxzy61587/xHHC+cI2uBjsfPD8EaK+XFrHpVHnf2GIXssn/A/kSHIceMrfiedN2B+pw5QWUlx/wnHgq/oPV4ZrQZQkXouDv5/8D/xNfS9KOD/vmi+LIE+tE5YZiCdRyf3mXfPPj59wI7wc9yDxGYY9a55japzhXlLGP0vqw0vOq/vdM9f9gfPDHXjor8kvYQQ4ly8L7/z2WAH/k4lKQ8wiHkWl4chAtETloYAGIFxUkq8YjC4ajj7Ek6g0HFkwUWmIaZioNEQLR4uo/KnN3MQZsLv3hNapNFF5dMNEpSFaMFFpiGmYqDREC0eDqGTollywLdtDkUqWVGE9U7ZHKm84OmCi0hAtmKg0xDRMVBqihaNBVHKNrOXIRAUWJ+f9YJIJ2yOVNxwdMFFpiBZMVBpiGiYqDdHC0SAqAe8Dkwr85AITlEc/TFQaogUTlYaYholKQ7RwtIhKQ+zBRKUhWoiKqPzRiUqm2kN0gyEz4ReVrZ8gKllfjIY9UlmDISNB54XFlL2oZD071rWLVNZgyEiw5M1r3yeJSniIL4xU1mDISLDIP2vUZqmorNZittz2ziBt3A2GzATOlR56vc4L9OP/xauN122RyhoMGQmiRYjIoZPXy7hZm/QzbaxRF6mswZCRIJWBr/rwDfZW/ZcqD83vGbICt787WD9qkGWikhO16rdUSteaLJ/Um2owZCo++n2KlK8/VboMWynrt+zR1IuP6k6JWNZgyEjgWMGUBVtk9tJt+jUYvr4SqazBkJGAZz+0mK2jM3ynGh7iCyOVNRgyEqV/nSz1/10oexO+if//tXSLSozvYfJtVYMhq+C/wcq3gSPtNxgyC3AP+kXaZzBkGhKcnrW3hiyHb3APww5JVJqZmZmZmZmZmZlFMhOVZmZmZmZmZmZmh23pFpUERRlr3717v+zeYzBkDfbtP6DDQHv2Ou5F2G8wZBb8kFCkfQZDZgFfh8/bv9+4Z8hCOG2313HvcC3dopKx9lVrd8is+RtlzsJNBkOWYO2GHUr0xcu2RNxvMGQWtu3YIzt27pX5SzbL7AWRyxgMGQl4tsj5uj2ukd+weVfEMgZDZgBtt2zVNtehOby8yvSLStdjX7Rsq4ybslomTl9jMGQqJiT8hOQ42JlzN8iEaSnLGQyZhU1bd8vWbXtlyqz1jnvm9wyZD3g23fm6Xbv3aRBHt4WVMRgyA+Omrpa5izap1jscOyRRuXj5Vhk/dY1MmrHWYMhUTEz4uXx1SFTOmrfBET9lOYMhs+BF5dTZ69XpRipjMGQk4NkM5+sQlavX7QhtCytjMGQGxk9bI/MWm6g0xChMVBqiDROVhqyGiUpDtGCi0hDTMFFpiDZMVBqyGiYqDdGCiUpDTMNEpSHaMFFpyGqYqDRECyYqDTENE5WGaMNEpSGrYaLSEC2YqDTENExUGqINE5WGrIaJSkO0YKLSENMwUWmINkxUGrIaJioN0YKJygzG5JnrEhFpf2r4/9YLB85k6uwNMn/pHpmzaMdhH+9oh4nK9CE5//5/3I20z2CiMm0k8e5QOBSscyj14gUmKtOPQ+XSoZaPN5iozEBMm7NJ5izeKXMdEHSIu0jlkkFF4EYtT73ZCfX+v43PzPnb5N+eo+X+Bx+XkqU+lJHjF+miy5HKxgNMVKYOHOK0ORtl5oKtifwDsxZsUy4fzGGyf/rczYmcnzwTnploCoeJypRQ7s3dpFzzvANwMS2/iS+bMW9LMr7iM+GhNfBJMFF5cHguzV64PZFL8AoORmoz1d/Nc/4uEvfiuI0Nh4nKDIA6SNc4N/izgzz0yFNy1z2F5OlnX5bufcarg0zL2UHKTl2Hy5OFX3D17pciz70m7bsMdeJwa8TyB8O8Jbvlz2Zd5H//+59cfsXV0nfwNL22SGXjASYqIwOnOWXWBunguPbxZ9/Ko48XkTvvuk8K3PeIvFvmM2nTYYDuT4278HqKE5F/NG4nDzz8pNx3/2PSf+h056Q3RywfzzBRmRxwauL01dKsdU957/0Kcrfze/nvKCB333u/fPLZd9Kz30T1WeHcmzl/i4wYu0iq1fhDHi/8nNbJf2dBef7F4tK46b8ycdpqmRrHvi4IE5VpAz81bMwCqflbE3m52FvaZsOnRx5/VspXqCIDhs5QH+k56DvZvzdoo217/jvhXgEp8vyr8nvDNjJm0nItE36eeISJygwAZEMEvv3ORyrmPPh73JQVqfa8IeFYR8Y33/ogsc5JJ50sv9ZpJvOW7o5Y52CYt2SX/N2imx7rxpvySe+BU0xUOpioTAJiEV5+9sUPkvviSyVbtmyJ/APHHXecXHrZlfLdD3VDzjRQF67jkAeNmC3F3ywj5553QWK9Lj1HyyzX6w+ey2CiMgga6vFTV8mLL70hF1yYU4455hi54IKL5KKcFyuHTjjhRMl76x3Ssm2fZB1yIpq9B0ySwk+/IKeffoYcd/zxWudk5y+px7HKO0GKP41nf+dhojJ1wKV/e47SANCZZ56t/DnnnPPk4ksuk+Mdr7JnP0Fq/95CuQqIRI4ct1hefPlNV+58LX/eeRfK2Wedo7+fe+75Uuq98jJqwlLHWeOeicoMgBeVNLI0yJdffrX76ZzeRbmlZ/9JOswTqR7h87YdB8oll1wux2fLLieffIpzmDmk1m9NU4hKzgHBcbQewZ6UR7io7DNoagonm9qxgmViBSYqUwKhONz10h957Bm5Lf/dUsGJy7+bdZHW7ftJxUrVVWh6/nTsOlwjRNSDN0SDGvzZXusde+yxkivXJYkNe9deY5yo3JbifPEOE5VJwNf0GzxNuVX46Rflr6ZdpGe/CdLL+ck69VvJxRdfplwqeN8jMmbiUueXNmgnZsioufL8iyV0X77b75a/mnd1dSZLr34T5YOPK8kJJ54op5xyqvxWr4UNhTuYqIwMhrt7uc7Jgw8XVi7d5rj0R+P2Gh3v0XeCtO00SH78paF06jZC7yFt54Rpq+SzilUTOkA5HcdaKmcpX+GLanLqqac5/p0kn37+veqAeOeeicoMACSCTG+UfF/F5HMvFJcrrrxOf//xpwaJIi5YR0WdI+ynn1dRshYs9KiG00905AyPVIaGIUP1J7hePj39Ca5xT9qXROKDiUrO66+F4wCGojgGDj/WXggTlSnBM4ZHOFeGeXCePq+In9UcZ+kc0Wv/8uufZX4CFxGXrdr2letuyOt66eeqo234d0fJmSsUZTJRGRkmKpMA98ZOXq4NMsOPsxfuUM7NWRzKTfuyUg3l0rnnXqANOz6JSYcN/+oo2bJnV67VdyJg/rI9iZyd4Xzvcy8W13ovvlJSRoxb5I4V30ORJipTAu4Rpfyg3Ffa5t5xV0Hp0HWYzHVtps+l5CftpX9P4RF+DT4iHmvWaaptPeXIJUekvlvmU+XePfc+oClA8Dj83PEEE5UZAMjqRSXRm9dKlNbcICKPt+cvIKMnLNHoULAO5O7Rd7zcnPc2yZ07j1T6tpaSkuGfoKhEAA4cPksqV60tTz/zslx2+VXOsV4iV1xxjYbj/+k4UMt4MZiWqMRB87L82fRfeeLJ5+TiS/LosW66+Xb56NNvZfCI2RoV8MeKBZiojAyeMQ4RTHG88NsXLNsrbdr31x45HHr9jTKyeOUB3Qc34Nsnjist2vSW6Y7T3fuOk1y5Q5FNE5WRYaIyOby/DAo/Os1THZ/q/tFaucRwZNtOg7UMHP3ym591+513F5JBI+botlDdNSoK6jVqK+edf6Fccunl0rnHSBWc/tjxCBOVKQFnevQbL/luu1u59EONP2TB8r2JQRYPuAhH/fbvq/2u5a+99ib3d2hirS9L/cZNOmtKBh2eP5v9q4LT749HmKjMAHgniaikB/Ra8ffUIZ5z7vmSLVv2hPygpMRzfuL0avzSSMs/+viz0qHLMLk1313JRCVRyNETl0qhBx/XXtIpp5wm199wixOq98rZZ5+reUVXXnmdTqrwUcbURCUvCGW+/PonrUtE9Jprb3Ci9nZ9IfibnhvDUDMShjtjASYqDw3wp+U/fbSBzp49u2vMf9KokN8/fspKGTd5hXJqxryt0qn7CO2YwDcTlZFhojIy8Ed0tgGdbLj1TulQ1Ac/N3zMfJ1tO8Hds/fLfanb7y34kAwdPV/r+OMgPOmgX39DXvWnTFT8/+akxwpMVKYEnGBizkknneLavhulc/eRKgqJLNJhhmv4Nd9Ow89xjpNvv/uJBouYoOPbUn9M/F0X5/fy3pJfTsh+gmvTG8c990xUZgDCReWrxd+V4WMXynMvvu7IyN/vuJd8dWJEiB7TMOcwn3zqeW24f/ipvvQbPN0R845kohJSDx45Rx58+Ckp9to70q33WBk5frHDEm3AC93/mDpahtvJ++D4qYlKholIPiZn85JLLpPadZvLiHELZeSEJdKt7zgdfqfOq6+/q9vCI6tHK0xUHhqIVJIzBI/Pv+Aiqd+ora5Q4PfDdd+BoaNkovLgMFEZGWMmLZOR4xbJKOdvhoycK5Wr1JbzXWcG3pHX5nmGL/y51l/KsVvz3Sk9+0+UOYt2JoiBLY6f26XPwCly4835tEyjJp1NVJqoTIFFK/frCCIcebrIKzLMdU6YsDho+CwZMGymDB4xR7mIaAS0gaRS3HPvg9ous0oG273oBDMXbJEejo/3FHhIj1vmgy9k8ar/kp033mCiMgMQLioRgDjMRn930plkF110sSan+7A5DrFpqx7a+7kp720q7uhpa28nbPgbMYqQpBdPb566DPcAljcgb5PkdvKUEI+RRCX1OEbhZ17S62NixsLl+7UsYpPeGpHSi3Lmlhw5ztRoJXWC/+PRChOV6YdfsqXoc68qf54o/JyMm+o6K7Mir15gojJ9MFGZHL5jwnJCTJRghOass85V33TV1TfIL7/97cqERlYoT+5a246DJHdCmkXxkmV1qTQ67oOdGGVdXqJJp52WQ/ezvJCJShOV4Vi86oATfRWVI0xS/KJSDbnv/kflrLPPldNOz6Ejdg89+pQ0bNJJ5ywwYoeovOPOAroqS6Vva6ovDIpK2lxGE194+U09Lsuxmag0UXnYCBeVr7xayom8Fdog33DjrToE/v2P9bQRJsSOAHyDZYSO+Z/7+b4sWyO6HEskUQk4tg4PTV2psyDJsST/sVbd5jqZguFsRGxqopKJFm069Jc8l1+lw5p1/mgtoycslYGudxbqoc3WSOkVV16j9dp2GmiiMs4Ad+DZt1VqKwcuvuRyzQ9KKzfNRGX6YKIyOUKpOBulyPOva0cWsDQVs7eZIPbkUy9I8za9tBzlVVy6+0bqzhlnnKU+ltQiBOmVV13nBOk5KgzowMNDE5UmKiMhKCpZRu3sc86Tq6+9UR548AkdNbz00ivkeLcdcflL7b81UsmoIOv3Iiq//q5WRFFJW//Ka6X0uO+VrWCi0kTl4SOSqBw90Ym8uZvk8y+rKdluu/0eXSB17pKd0rnbSJ0IkSv3JdK6fX9ZsGxPqqIS54sIbd6mt3z4yde6QPA119zocEPiBAmEYlqictGK/RrVxCEff3w2yZPnSrn2upsTjhPCddffrHXAT7X+UofunfrRDBOVBwfPmYh1479JOD9TG/ZPKnynjXnQgYbDRGX6YKIyMlh5gpw1fjL8jd+7Jd+dyiUmJPpcccrSmE+YvloaNekkjz1RRH3YpXmukJvz5pcSb5aVmrWbqL+jruVUmqiMhKCovNq1nwRX4B/7iIyz9u4zRV7R/TeQ0zt2oQrGO+4smGakkiFzv9yViUoTlRmCSKISorFEAUMzp+c4Q3vhrK1GQvB31eoqAekh0RsiGhRJVHJcgDA92dU/0RE798V55Kqrr9eXAlHJ+dIjKplVecYZZ+qM9DyXXaX1OU4QJC/j1PnCD8nvaQmKowUmKtMGTnK2E4Kt2/WT62+8RY459lhN3xhPjq7bF6mOh4nK9MFEZWT4iKUHPrRb73GSM2eIT8+6Bj7oh/yQOPWStuF7t6j/vPqa63XZITrqdJKC54o3mKhMCURl6fcrKLdeLva2dmbgDn4OXpGfy7qpfkF0lgeiDKuyEAVnPdQg9wBD5H0GTZGChR7ROqxVuXDFvmTnjTeYqMwAhBxbclFJDiNDyPR0ni1aTPMni73+jg5dM3ubCTOE2CkDIolKSN7Y9cwvvDCXzv4u++EX0ku/kLNJz/eXE4/pGf5GVDLhgtnjCEfWf2PtN8ong3PgIPjSHO0wUZk6cJB0aFq17yc3ICgdZ1546Q3lLnyIVCcIE5Xpg4nK9AEBib8s4fwofLrq6uvUB8JTXwbfxN8IgRDWy8Ll+6RGzcaSw3Xeb7r5Nl2YGv8YPHa8wURlSixeuV+FIdzi057kQgb9HMKyo/Nn5yV8JYy8XfjG2qe060TIKR/kI/6ua+8xyruTTjw59OES1wb7/fEIE5UZgNREZejLDuvlt99bKkn5HJkfDudTZKMmLFaCRhKV5EGSoO6X0njsiaIJiwVvV/ITBW3Wutch5FQOkMuvuEZOO+10qdfwH1myWvTcSXDHdL0ursVEZewDXtJgE9VBUMKX518qIaPSKSiBicr0wURlcuiMbefHwnlGZ5kJEnS+1X/dnC9RVOKT8Hvhvon9+FmWe6HO+x9+qcegbLBcvMFEZUrQDlb/pZFGs/Pecrv0cJ2PuYtD9wbQ/rVo20dzdEkTQ1QysvhV5dAaqeTvMoIDTxOPuWyPfgCC0UgCNkx4jfcOjYnKDEBqohKnidMbOmq+CrpjjjlW8xqZuEPUkaUwqJuWqPz408qu3v/kngIPypBR85wY/E9na9Oj/+CjrzQCStJ6WqKS49Mr8/kizxZ9VWf5chzKg7mLd+mn+/hWOHkmsSIsTVRGBo6RiA6rD5AS8dY7H+lQztI1osM3HqGI9qZEMUQDjyBg9YEFy/ZJr4GTJNfFeZRX/YZMl6VrRXkbdLzxDhOVSYA/dD46dBmqueI0yiEftFtHVPgs6GWXXaV8YjLjNO2Yr3PtxUr1S/hMfCPD2/ykc8QEnlNPPV0n+9Cox/vQNzBRmRK00awpSSca0Vi1ej31ccxpoC3kE7S+Q3PX3ffrkkP4OjrerOMMx/iiDoubw1mWKGKexNPPhtrVV159WzszcDzS+eMFJiozAF5UkjCOqCRfw4tKSMYakuU/r6LEA6wT2dWJSD7TSH0vKlmIPDj8zTEbN+2sOZPHOkFa5v2K0rx1T/mjcTvNe0Occry0cioRiWxHHDCUzsfv2ffoE0U0UbmZO95fzbvId1Xr6Ld4XypWUr9YwVBU+P95NMJEZUrAO3J+nykSiu4Qaaxc5VdNx6AnH8Rv9VtKfycWiUrCczon7TsPkb+bddWv6vBJRz5hxnF+qvWnfj+8eete+vnHSOeOR5ioTIDjD59UZL0/crhZv7dGzT+lacvuOtv7p1qN9Ys5cOna62+WLj1G69q7+EGEKMu1fPXtLzq7mwX6+VY4Xy8j3+3MM8/SL6RwnoPlAscDTFSmBB2Qma6tLVvuC+VYnsuvlMrf15YW//RWTr3JiixuO7O/6zVsI1Pgq67WskJedoKRfUwOo06rtv3kb9duki7EdlZOwR8G1/SNV5iozACEoo1b5bXi7yrBmAk2ajwLiIdEI9HKjt2G60Ln7H+2yKvam4G07Pei8qprbtD9P9VsrD14jgvKlf9GcuYMfV/5+OOO17UpacifShjyIVcySVTu1tmPbGdCDtEjtvsk959//UtuufUOneFLGXpgfAkAMYzYxeGz3BAiIvg/Hq0wUZkSNNIM7fD8D45jXCenqcxdTI7vZtfQj5J8t92lPGRGJD99WTo58Inctm+r/qbnivdeOzBRmQQ6NP90HKQTG4iQwxv8D7zh91NOPU0/xPBH4/aJX/YipQKBeXv+exK5Rk665xyTC3+oXl8muffaIuQhmKiMDNpiAi3FXiuVGGBhGSHllWsDb74lv3zjOtikUPj2m599Bk+VJwo/r+ljlPU/GSlkZZcGjq9ENcPPF48wUZkBQPhBPHIVWa+qdr0Wuli5b1DZR4Tns4rfaxI6kZ6gaMMRsv7k51/9qOH3dp0Ga84k+xCCzEAjOvlaiffkuRdel7dKfST13d8ck4/Zl37/cxk3hdm65Mlt1VyRl14pKeUrVEn8QoC/Tojfo+8EjUzxOcmi7ngvFXtLvvi6hvzTYYBeq3+ZYgEmKlMC7rGo71vvfqw8ASSjRwKfzWNiF84YXrCIP3m+8LDo86/r15xefOVNPYbfxt9EvzkXnAs/f7zBRGVyaKdm0FTt4Jb5sKJyCD/0ruNajVqNNc0nmJvrOQQP+SIKC00Xff419aU/1PhDRQLHtAhlEkxURgb3Ba6QelH3j1ZS/I0yyr2XXRvIJ2n5CAlBnnAu+Yhl9V8aSslS5ZR/DHcTtezZb6L6x2D5eIaJygwCZIWM5FlojyXQmLKPSCFD0ORwhBOQ/Qg/n1dE4jnb/H72cUz2LVp5QGc78jeCc+HyvZoPEjwWjf9iVy6Uc5SyUef4mhOScDx++uH2WBMBJipTIsTHdcojeJIW4BYrAlAHwDl4rLwJgLKJfzs+kfQe6dzxCBOVKUFHmq+D8VlQzxu4FsrHjdyppWFnBAcfS3l8KfmTsZKqk5GAZyYqUweikfxcOOR9Fu0vbWOk8oBUDPiG30yqsyvNOvEIE5WGmIaJSkO0YaLSkNUwUWmIFkxUGmIaJioN0YaJSkNWw0SlIVowUWmIaZioNEQbJioNWQ0TlYZowUSlIaZhotIQbZioNGQ1TFQaogUTlYaYholKQ7RhotKQ1TBRaYgWTFQaYhomKg3RholKQ1bDRKUhWjBRaYhpmKg0RBsmKg1ZDROVhmjBRKUhpmGi0hBtmKg0ZDVMVBqihaiJynFTWEwZ8hsMmYcJCT+9qJzpHO2EaSnLGQyZBS8qpzhROcE53EhlDIaMBDybHhCVui2sjMGQGRg3NUqicoJFKg1ZAItUGqINi1QashoWqTREC3RoslRUYrt27Vcnu3W7wZA12LXngJJ8+w73t3HPkIXYu/+A7HfYxt/GPUNWwPEMX4fP27PXtbeRyhgMmQHHvR279iWovf+/HZKo3Lv3gOzes99gyDLs2/ef/PdfyMFG2m8wZBZo2LVxj7DPYMgs4Oucy9MOTaT9BkNmAY13uJZuUUnDvnXbblmzboesXb/TYMgS0Gvfv/8/2bAp8n6DIbOAk6WBX7dhp6yJsN9gyGisWbdTfd0+Jyh37twXsYzBkBlA223esls7NIdjhyQqt2zdLavXbteTGwxZAYYeEZXrN4ZIbzBkFbyoxOGS3xapjMGQkVi9dof6OkTljh37IpYxGDIDaLtNm01UGmIcJioN0YKJSkNWw0SlIVowUWmIC5ioNEQLJioNWQ0TlYZowUSlIS5gotIQLZioNGQ1TFQaogUTlYa4gIlKQ7RgotKQ1TBRaYgWTFQa4gImKg3RgolKQ1bDRKUhWjBRaYgLmKg0RAsmKg1ZDROVhmjBRKUhLmCi0hAtmKg0ZDVMVBqiBROVcQ6ew47dIk5vyeat+yOWiQWYqDRECyYqDVkNE5WGaMFEZSrg+tZt2CW79oQEV2rYul0i1j9asGnLHvmnXRep9mNNGTFqkmv4dmnjF6ns0QwTlSFs2LRX9uwLcXfztgMRy3juw+3dCWXBvgMi23aI7ov0/m7fmVQ2Ena6zsuR/t5nBkxUHhxwavfeEE/g2aYtyYUQvNm0ZX8KTgUBr9dvtIAFMFGZBN47/BYcgWNpcYSyW5xf9FwE8HHHLnG+c0/EOoB9+LdgHf5Oq06sQt9VE5UpsX7jHlm4eI00bfaPfP3N96mie8+BWv5oFGJcM6K5QIH75H//+5/8WKOWbuOli1T+aEa8i0oabRzrwsVr5be6DeXb76rJ4KFj9XkHuct7uXnrAXWGg4eMlXr1/5Qvvqys+LF6LenTd6juo9H377Cv375jD/mm8g8R3xPQpGkb2bh5b+K54gUmKtMG3FyxcrM0/rO58uSHaj/L+Akzk/Fy89a9MnL05BScCgJez5qzNC45Fg4TlSHgp/B7AwaOUo40aNhE5s5fEVHswcMt2/+TMeOmS6PGzdXnfV7xa8fHX6Rj556yZPkG7diE16POkmXrpc0//6r/q/B5JanyfXX3d2dZumyD+tPwOrEME5WpACIOHzFRrr76GhVcqeHtd8ro93yPRiGG06Y39cADD+v/Uv2nX12jt91EZYyB6OSWbf/JgEGj5KWXX0/kbpXvaygHcKa+7KYte2XGrMXy6adfyFVXXSPHuHLA17nuuutVXOJEfTRp3YYQX4oWfTGxXCTkvfkW5VtQLMQDTFSmDu4J/Oz8b285/fTTE7lSr/5f6oc8V4j81P29UTI+heM0V7//wBEaVQo/T7wh3kUlvNm2XWT5is1St15jufGmvMqRa669ToYMGy9bnRAML8/Pn3+pI/fcUzAFty688CIp9U5ZmT5jYbL2cdPWfTJsxAQpVqyE5MhxhpbNni2b/jzrrLOleIm3ZOrU+SnOF8swUZkKGMob4BxUzpy55Mwzz5I33iwl31f9Sb759odk6NFrkJb3pDyawDXTyD/44CP6EtT4ubaJyhgDz3jx0nUqBK+6+lp9zieccKKcdNJJymfKBEUlwz5E5090+58s/IxU/eEnadainfz5V3Mp+pwTjcccI6eccqo0+rO5RoSo60Xl88+/LMcff7wUe7W4RkIrf1st2bvCcS1SGblMvIKI0aIla6VQoQfluOOOl7PPPltOO+10qVmrXjJRudeJSqLm8PeOO+6WGj+l9MWITotUhhDPopIUrvUbd+lIzAsvFJPs2U9Q3sCvW/PdLoOGjE0m8uAYHeS/m7SWk08+Wcu+9dZ70qx5O2nRsr1UqFBJLrk0j24vU+ZDHR6nztbtB2SaE5mPPvpEiJf571IOtu/QTb53fjNPnst1O4Jz3oKVKkCD1xmrMFGZChCVAweNkgsvuEguu/wKGTxkjF6/z5nwCM+phGxMeKFxxhHSw2aIeVOKSTDbtSy9as3zcM4VIPKo59ogvQYabe4VP3kR2O6PmZrzxFETad2VcA2Ac/iXwZfj94OJSn9e8pX8dVHnaHPc8SgqPRfffru0Pt+bb75Ffq5ZV3viJ510okYqKRcUleTYjhk7zYnIls4RrpK97rnDI2z+wtVSoOD9IUf5agmZO985SueMvah87rmXVKx269FP8CeOLsneFXhzpL/3mQETlZEB7+BP1R9+1gb/1dfedILxLhWVtX6tn0JU1v/jL+XeBx+WVz4GuQUspzIJ8Swqt+04IEOHj3Od6GvkmGOPkXfefV++/OpbJxhPlbx5b3Vic1wKUUl7+eBDjyq/SjvhyHbaWThFG9+gYVPdd8kll8r0mYu0/SMlo9av9XQ7xx0/cZb6PPLQaZ9J97noopza0W7dppNsdefwfI5lmKhMBV5UXnRhTu2ldOnaV3MnIpX1WOuc5HrXwPbpO0zKf/qFPP/Cy66n9Ip8Vek71zsao8SlDGURfuS3MeRc7qPPZPqMRdpIEz163tUpXvwtqeN6PYuXrk8czunQqYe8XrykvPjSq5rrMX7SLCW3Jyo/GUqaNWeJ/Pl3Sx3CfO75l+SFF4vJRx9X0PxPynjRyO9piUpE7qo126Sd63mVLlNOI1Evv/K6VKv2i0ycNFuv62hx4PEoKmm04Qe99XfeLSujRk/RjsUzzxSVE044IaKoVIfgGno6IRs3JzVGiCHsjTdKKVeeePIZmTJtvorWoKg88cQTpVWbjnrMeHCg6YGJysjY4Lg5bsJMyZPnMrnyyqtlyPDx6ouIhKclKku9U0ZFZPjxDEmIZ1FJ2929xwC57777pUGjps6f7ZJefYbIqaeeph3r1ERl3ltuVX61aNVBNm5hFCaUb87xxrqONvsuuPAiHe5m29TpC+SRRx/XDlFV1yYiKNesDx2TORmbt+1OFKpfVfpWVq7eou2+P2+swkRlKjhUUQn5cII/Vq8pV1xxlRLplFNOkWOPPVZ/v+76G6T2b39oI0xZknch5d33FJALLrhIG/iHHnpMTjn5FDnxhBO1Djkan31eScaMny4ff/K5nH/+BYnheXCPqzt85EQ9L404hO3Tb5jccefdrrd/mpY555xzE68Bx01+CWV9o5+aqAQkGRMVuND1ttif4/Qc+hPcffe90q5d1wRhGfmeHEmI5+HviZPnyPKVm/VZr1i1RR5/vHCqojII6gJ+R5yu37jdCdLn9PmXciJ10ZJ1uj1cVHbo3EN5wTtELz8UzYx8jniAicqUgA+rVm+TEiXeVj7VrddIljh/wzA4fjMtUVm6bDltS7Y5fiEG8KnBsob4FpX4IwI2k6fM1U70fscVVjg59dRT0xSV99//kPLrzZLvOgG4VfPQaVPxcb/Wrh9q91ybu2zFJvWlAwaNlly5cms0smPnXurvgtfBqF65cp9qPYJBOgTufGGwTCzCRGUqCBeVXbv1SwxfB+HLQ9I6dRqqEGSCA05xwMCR0rvvEPmmclXXmznOke8i+bdLH0fU3UpYROUTTzytPXOSeiF8479auJ7QGPnq6ypyuhNx7LvuuhucODzHOdMPVTS2bNlBbrkln5K17Psfaw8o1Ljvkt/qNNDhI6KUHTp21xm8zNgtXbqclr/6mmul/8BR7iUKDYVHEpVEqNa6Hlf58l9ItuzZ5Z57C0qTJq1l0ODR2gMsXfpDLZ8vX36dkcm5g/fuSEQ8T9Sh0cU5guUrN6VLVJKXRD14DUd4X0liP8Px+6yzz5F27bu5fSEOBXMq4fmzRZ6Xzyp8paAH37PXIHXE8eBQI8FEZXJwH+BCh4495Ezn9x555AnHj42ydPlGKVCg0EFF5a233uZ8ahXnnypK5co/SKvWHWXO3OVx33kJIp5FJb4K7rBkmrZxe0Tatu+aqqgEcKd5i3ba5p588iny6WdfqgikzW/8Z0s5/4ILtQ1mRjdlGclBqGbLlk1uuy2/jB43Tf1l8Jh0rGn7jznmGLnFcZao/MFGO2MBJipTQVBUXprnMm0YyZWAOB4sL4ATg8AzZy9R4uD0yKXY4eprXqXrrUBsSMo+hqNp3IngICoLP1VEt+e/4y4ZNHSMNuB73cNYvWa7PPzI47oP4lat+pPeM66Ba8PBZsuW3QnVXLr0kW+wp01fqGKWYWvOzfEIyzOjtxA9MUdw8kD8dYWLSo7B/0WS81lnnSU5zsihyzHscuX8mp0LFq1RAUEElGUX2B68d0ci4llUeqRXVNJJIG+oxk+1tdPCcCONPTMg7733PteId1Lu0DkK1Q/9jDT7myR58pBIZu/Ve0gKxxsPMFGZHPhL0nrg0kknnawdbSJFRJdSE5X7nN+JNPubTsx5558vefPmk9/r/6kRJngefs54QzyLynCkR1Qqz9bvkD8aNNEJNieeeJLkvSWfPP1MUcmZM7fccstt0qRZGy0HyLVk4iEcvO++B2TmnCUpgiuc46+/W8nZ55zrfGAeGTlqsorUYJlYhInKVOBF5SUXX6o9l8KFn5UyZctpbhpg8sMHH34iIxxRdjsV2LRZWznjjDPl9vx3yJx5y5XIkAyxt9P1WDgWBCTqyHYvKh9//CkVZ4hG1/ZoA0/DA2m//ibUy0H0TZ+5ODG8jtOcNHmO5MiRQ0448UQn8lYnikqijAhFGm/KkWPJuRCZhOC5hm+/+1HFIS9HuKjUvNCNe1RwIGZfePEVFQ28IBzP99J84jL5mkQRgvfuSISJyvSLShr4wYPHyM15QzlGQRCFb9S4mUa0kxrv0D3t2r2fRtpZHqZb9/4aiSJfmOEh6jLJZ9KUuYF68QETlUngHuBLvnM+CE7QaSGKzTb8WGqikqWumEBW/4+/lVeMHHXs1FN+qVk3cdTmrLPPTowk+XrxChOVSUiPqATwhnazTt2Gzj+GUtA84CkpRL5TTPtMZJN9iMrZc5elEJUMvbfv2F1y5sqtQpWcdhOV6beYFZWXX36FEgdxh/jz4G9yH1u16az/FxNnEGFENYsVKy5vlnxHSpR4S1Gy5HtStOgLehxyMMaOn67HR1Q+9lhhPV6tWvWSRfwQe0SKOM+zzz4vM2cvTSQ0Ce5Llm7QcDzD0736DE50wPxkZjlfx2G48q2335MSb7wtr75aIjHXs/K3qYtKBAbbX3Rikeu6yb2ErLXFBA3//5QqVSZxbcsCBQvJ/IUr3XmPbKFgojL9opK/WYaI9dx69xmi61u2bN1RXnypmCa7n332OVKp0neaAxcUiGs37FTHyrAPXOYn27t06aNOFS5/9FEF2b4r9oeAgjBRmQQ6uaPHTtWZuUzQYZFzfCENMEsLFXQdD0Rl7d8aaCMf8mfB+nu0vOcXkwkZnXkkYVmXJ558SqbNWOR8ZXwtOB0OE5VJSI+oxOchGlkgnbkHdIQ/+eRzbccJ3pxz7nnqN1mOCA4y0hcUlZGWsoLTDJEzJ+HSSy8zUXmIFrOiMlfO3HJRzpyaLznSkYJZ3IAlhshXZCgY5wYBWTqA4RjEZXJkl+xO/LEvX77bZY7r1RANCorKn3+uowLPn5/f+XQiDfFTTxXRSGVQVJJ/xCSc493xmRWO82XYmjwQlkS4KGcuzQ/hvP46OA8vQVqRSi8qEbJs439K/r+E/h9+8v8wu52hej8EeqTCRGX6RSXvJtuIcMNtOEIDv2LVBs2ThJNMKGvnHDWOE75Qj5/hx8J5MyRJTx8+kdKBIPB14gEmKkOAG4yYsLIFHKpVOxSNZDvcnL9wVWKkknUq2R7kSSR+rXP1aeAZGqfxv/TSPDo7F/8aLBdvMFGZhIOJSnhFJ+ST8hV1oiGBlE6de+pXnhYvWadR8Ycffkz9F2lqk6fN1/bTi8q77y7gts1THxk8LxyEx/D5xhtv1mBSpAhprMFEZSrwotLnVDLZxfmu0IxDD0canCG9D5LGfVRxwKCRMm7CDO2ZJGLMFBk7broKSY7vZ3//f0UlUSIvKjv920sFJTN7/bA1+6pU/Un69h8mEybOkkFDx0rhp57VlyC9ohJBWabsRzrEP3rstGT/z+gxU/X/oYcW7uiPRJioTL+ojAQ4gcDkE2bkGsGXyt9V0/c4PJoUhI+c//TLb1qHJTZMVMYn4B8rEVx51dXKhYccF557/mXna56TIkVelCeffEaj4HRWb7opr6408HPNOhoBSosvNNSdOvfS3LdcrjM9dPh4E5UmKhNxMFEJv/oNGKG536S6dezUS/cjEjc6oAVo/268Ma+2xyy0zzwF0i/gMSlBvZw+CBeMtK1ff/29lnlGRxuXpBCesQgTlakgKCoPtqQQ0RqGqln4+Z5779OEcxZOJdLjgZOjUeZ36mS0qETkTnU9KBZhZcY4uUYMNVGHRpzh6eJvhJbvOJioBEQ79esor72h/x/lIv0/zLDz13wkw0RlekUlE3BCM8XDG3LydWfPXaoTLODL15WrauQJ4Qi/ItfZq50dP1Ht0ceeNFEZp4AfEybN0rxzRlHIQT89Rw79nSgjn2lkzT98HhMl2P7a62+q/4FjcClSBwjfxBee+PIZQ+oss2ai0kSlR1qikneS3yu7NpFRveuvv1FmzFyUjD8IQUZb3nmnrPow0r9o3xmpzHPZFbrayh8Nm+pHInwdjsvcg1dfK6F1KlT8Wpav2qzvgC8TqzBRmQoORVTi7Pr0Gyq5c1/iBOIx0rFjDyUqzhBCIux840qjTp3MEJWsy3XNNdepc23avG3CbPUD+oLwOSk+uwfB05yo47ZB/CZNW+tLljNXLo1K8r9wfv//4OT5Xxgi8Nd8JCOeRSXPk+cGD1gq6sknn1ZR+UO1mrqdZ+udHSKRThGzc9kW5PB214mgd44jhZeN/2qpPIczrFlJHXjhecJXpOh4jBg5Sa699nrlKl9PibcG30RlEuAXKTqz5iyTmbOW6KoUYO78FTo8eOed9+havHR4mPzA5B2EJJN5GB7nGIn82rJffTLHZEIhPgwRGi/rAaaFeBeVvGt0guEBI4ysI4moJOgSmlybtH4uPo6gEB2Ziy++RMaOm5awP8QztMCChat1ngEce//9T7RjPHvucv1QCdveeutdLctSgfg91Q+DR8k1116rkfd/u/aRHbsj64dYg4nKVHAoohIC4+j87OrLL79SvxmKU5w3f6WGvVmS6POK30iDhn8nEDm0TmVGiMqOnXu6azugjpmvpXANzMqe5o6/cNEaGT5igrz8ymt6HvalJSqZ1ct5EAj+w/osdM5kIGa189Uflptp266r5qCwXqG/riMZ8SwqEXys40ejPH3mQnnooUe0w8ByUGyHNwsWr1EnPM/9Xv7TilKk6IvqCGfNXqr7+WQja6QWvC/0mcb7Cj2oUScEInyu+MU3+gWpdh26Kt9p2KnHLPCHEvKR7nI8QkAc6ZO6MhomKpMQauxZFSO0JJsHnQ/WqvQTdX6r00jTiiiLj+KrXvnz3yV16jbSFQTwqwAOlioV+gzpmWeerXm++CPOE+n88YJ4FpU8eyKL+CDmL6xYvUH+atJKeXXDDTdK1+4DXPu5Xn0fk3MQg/36D5MrrgylZbxX+gNdU3K+83m0d7TT331fXfflzn2xq99f69ChbtSomU6W5cMkLJCOv6QjNGrMVHn4kce0/X65WHEVoEdDO5kRMFGZChCVrPd4lnNU519wga6lltbCpUR1Jk+dJ48/UViHn+mdMBTDxJwrr7xKczVyOULSI6IshISsDzwQEnTVq/+aQlTyyUb2PfrokxFFpf+6TucuvfWYDHczaYf1BNl+4YUXyk033aILq1922RWSM+fFup0ZbuSE8PLR4ypYoJBur1a9pjZ6oWPt0TwTluugB0dk6+qrr9WFh8k9YRYwyyO1bN1B/xd/3Ucq4lFU+gacoWfW8WOtNXrqPEue97nnnq/Pl/y1Uu+U1edI1IdOB0OTPHc4dNdd9+izh9cn45hvvFk6ax5vaHYuqFK1hjveeXpsVhm4/fY7nAO/SVMoTj3tNClU6AGdSc71RLrWWIaJyoMDXtAY33HH3doQ/1Lzd+UV92zn7v9UCDCL9iTn8/Bvd955t/IW34YfZIIO61TSrlAv0jniCfEsKvFjpECwQgn+Ln/+O3X2NT7vGAdyIG9z7TI+sbNr12lr4R9fvCNSiQ/zQ+W0d3zxjgk85OxWd+235yV1Fi1dJx9/UsH5yzM0aMN58LNnnnmm+ktGhXTR823xEaUEJipTASFxJiUw64vvew4dNk571JHKeiDEFi1e63rZDXXRVBpilie47fb8rvfzoc4o4/8OEXKfRnLKlv1Ibrw5rzRv2V74yo0/Fr83afqPJgfzqSeiTL5BZhkNZn/zOcYbnWMlidg37hyf9QKJNF3hxCzDjkWfe0l69x0mdV0vn+HxBo2ayO69oVm723ce0C/ksL1Zi7YadQL+/5nhxOx3VarrfeB/AffcW0BnASO6KeOv+UhGvIpKhB/rqvpnxyQJeMnzZlkXv73YqyW0LB0TFtNv0uwfXU6DRp46lGeSTbUff9FoI2U5vj8Pw0NNm7WR1157Qx2xnueaa3XC16+1/9Dv0R8tXMlomKg8OOAG0aO33i4t+W7Lr+tN4oe4Z/wk8tStxwBd95QoOfyCt8wW56s6LCwd9F3xjngWlbSdrM7ChELv3xCS+DB8Er/77UTAd+4+oLyh/eSLcXya+Pbb70wsAx/f/+ATbUNZ5STIMXhLGtjfTdpovvjVCT6ViHuNn37V0cp4i5ybqDwIvKNKLym8uPPk804xaXtyp5fW8X1dPpkXvg9EqsvvBzt/+LkiHQf4YwXrhR8vvM6Ringe/vbPLfj8gs/cw5cPPt9gmeD2YPlgHZZ4SV4nVD5SnXiBicr0A+54/gS387fnUXJ+HX2+KCtgE3XC/V7aPi9U/uB+j9+DdYDfz09fL2lb/PHSROVB4InivxqSHnhS0cCGky28bGhfZOKFjhOZyMDXDd/uz+9J7c8N2BZ+Ll82fLtH8Hj+/+EFTK38kYh4FpXBZ5caKBOs45+5rxsUi8FyQfx/6sQDTFSmH54/kTgTzi/P23jnVyTYRB24ktLPhSOcO6lx7GA8S6wXqJNW+ViGiUpDXCCeRaUhujBRachqWKTSEC2YqDTEBUxUGqIFE5WGrIaJSkO0YKLSEBcwUWmIFkxUGrIaJioN0YKJSkNcwESlIVowUWnIapioNEQLJioNcQETlYZowUSlIathotIQLZioNMQFTFQaogUTlYasholKQ7RgotIQFzBRaYgWTFQashomKg3RgolKQ1zARKUhWjBRachqmKg0RAsmKg1xAROVhmjBRKUhq2Gi0hAtRE1UrlqzTU9uMGQFtiaIynUbQ6Q3GLIKXlR6h2swZDZWrdmuvg5Rud2JykhlDIbMANpuY1aKSmy/IzpOdq/BkEVAUELyvfsORNxvMGQWDhz4Tw448u3da9wzZA20fXW+jiDOfse/SGUMhswA3NvnuHe4dkiRyh0798nGLbtlk8GQRdi5e5827lu37Ym432DILNC442S3bHXc22z8M2QF9qivw+ft2r0/wn6DIXOAttu+Y69qvcOxdItKSL5s5TaZPHOdTJu93mDIVExN+Lly7XbtRc1duDFxm8GQFdjiGndyemfOc9ybZX7PkPmAZ3Ocr9u9Z5+s3bAztC2sjMGQGZjsuLdw2RbVeodjhyQqFy3bKuOmrJaJ09cYDJmKCQk/l63aJnv27JeZc9fLhGkpyxkMmYWNW3fL1m17ZYpzthOmmd8zZD7g2XTn63bt3ier1u4IbQsrYzBkBsZNXS1zF23MWlG5ePlWGT91jUyasdZgyFRMTPi5fHVIVM6at8ERP2U5gyGzsClBVBIpwulGKmMwZCTg2Qzn6xCVrDig28LKGAyZgfHT1si8xZtMVBpiEyYqDdGGiUpDVsNEpSFaMFFpiGmYqDREGyYqDVkNE5WGaMFEpSGmYaLSEG2YqDRkNUxUGqIFE5WGmIaJSkO0YaLSkNUwUWmIFkxUGmIaJioN0YaJSkNWw0SlIVowUWmIaZioNEQbJioNWQ0TlYZowURlnGHm/K0yd/FOmTZnU1w0cCYqDdGGiUpDVsNEpSFaMFF5iOBlnTZnowqzeUt2pwtzXNlIx8pK8AUjxFT3vuOlZds+Mmj4bNfIbYhYNpZgojI5eOZzFu1wvNwl0+duilgGrsxasC0Fj4OYPm9zxLqA+tPnbpbZC7cH6uySmQu2ypRZ6yPWiWWYqIwMeDJj3hb1j54n/D5j/hbdF6lOOOCUrwvnIpWJR5ioDPk6+JHUVu9Sn0RAJVL5SCAI4+vC1UhlAOcK+cxdWn6u+8nfU2bFfhsbDhOVhwjIM2jEbGneupf81axLutCqbV/9wkF6HaUH54Kccxfv0sb4cBqkqbM3yphJy+Xxws/J//73P/n621qyaOX+iGVjCSYqQ4B7OEh42KbDAPm7RTfpP3RGhHLrZdyUFdK5+8iIXPboPXBKqE4Yp+EsjfvQ0fOlQ5eh0ujvTtLw747yV/Ou0sN1aMZOXn7I78HRDhOVKYE/omPSb8h0adWun3IEtHa/9x08VRv+gzXIUxzX4JTnZN9BU3V7vPErEuJZVPL8EYATpq92/JggLf/po/xo0rK780nDZNSEJW7/5jR5wj7a3F4DJmndv1t01d8jleVYtClde41RP9fwrw7SpEV3/Zv9qXXeYxUmKg8R85bulh9/bqjCLL04/bQcSmQinJGOGQkQeviYBY6c3fRlGDl+8WH1enDSI8YtkseeKKrX9MXXNWTxygMRy8YSTFSGhB695oHDZsonFb6THDnOVA5UrFRdnefkQPQQ4dlv8DR54MEnknE4HO+V+SzkeN2xfd1Qx2e1EwedpMjzr8nZZ5+brM41194odeq3SrPHH4swUZkc8G381FVSq24zKVjoEcme/YREjhx33HG67TfHE+5V5IZ/jePzdhWkd9xZMLHuBx9V0jrwPWWd+EK8ikr1Zw7deo+V9z/6Sq697qZEfoCLcl4sb7z9gXTvM06mpRHZhkMjxi2W++5/NLFu8TdKq4+j4+3LIRgJMlWo+INcfuW1yc511TU3yBeVaiSK2ODxYxkmKg8RNM7N2/SSp599WQo98JiCBviGG2+RbNmyycmnnCp33l1IHnjoicT9L71cUiM0h+LsCNsjJs8593w597zzNeoze1HIOfx/4EXl40+GIpVffvOTico4AA6W/5eIoXeQxxx7rJxwwony6edVtQyO0pdHVPYeMFnuLfiwnHjiSXJrvjsdl59M5LLHr04QqANPqBtytuukyg915fwLLtLz3J6/gJR8u5yU/fALef7FEu7ve+Wryr84bm9LPF88wERlEibPDEUpv6v6m5x40kly0kkny4MPF1aOvFe2guS99Q7lDn7vr+ZdInbE4Rp+uNwnX2t9L0rfKfOpilWOH14n3hCvopJ2jgDMK6+WUk5c7YTd3ffcL/c/8LjcdPNtcrxro9n+6BNFZPCIORHFHvyi41vRCULKnnZ6DjnmmGPk2aKv6D7vL6k7cvwSebnYW1ruggtyykuvlJTyn1eRwk+/KKedlkO3ly33pfLyUIJKRzNMVB4ieFkhLrkT85fuUSxdI9Lgzw5y9jnnKYmJMC5bK4n7yemgLqKSnKGFy/fp0POiFft1/8xADlGop71Rlq8T+afDAMmZ6xK56KJc0rv/ZFmzRbReMHcIopIjN3/ZntAxHfgdceDLhMqlLSp5Ucg34Zo4xoLle9VxB49xNCK+RSW5jZukwpc/yMknn6IN9QsvvSHXXX+zCsZPK6YuKvPfWVAuueRy6dB1mKxwXPRc9kgebVyn3G7feYicd/6F6oDffvdjTbcgvwjOw9Fxk1fIkNHzErkeLzBRmQRGW4aMnCtXXX29+qGPyleWGY5zC5zPYhSIqM+jjz+r+x5/sqj6unC+4E+bteohOXNe7Do/DylXKf9u2c9MVCYgXkVlKMK4SKrWqC+fOf/Ws98EbSNpc+HdK6+V0o4IHZqff/3L+bLdYcdYp21lt97jNKqZK/el8sRTL0i2bCfIs0WKJYpKODl74Tb55bcmckL2E+WCC3PKn826yMIV+5THpHbgX0877XTFX826yuxF27VTlfx8sQcTlRkAGthf6zaXs84+V6686lptlIOiDgLiHHF4zVr3lB+q19ehx0qVf5Hf6rXUXA2S0yErLwXDlDV/ayqvFn9XcpxxluTIcYa8/c5H8k2VX+ULV4/QPWU57+iJSzUPqWbtJnpMxGKtOs10Qs4sriGBxGmJSoYwOV7bToOk8veco4ZU/6WRdOk5RkXJ0SwC4llUMkwDR+4u8IAOE/7xZ3uZ5hrcRx97RqM7n37+vZbj2fs6XlTecdd9kjt3Ho3KH6xzgVCAtwhWuPXIY0/LWCcgk0/mCeUoBc8VLzBRmQQEX6duwyX3xZcqV/oOmuYa4T26D26wv6ZrqNl3+RXXKH+DnMEfkfP7JA199uxSv1F7ea3EeyYqwxCvohLQXuGz/Convv2iM/xPx4GJHZp3Sn+a6Lt8Xf4m77zIc69qVPPbqr9JmQ8qyvHHZ0smKmnPEamFn35BjnHHKv3+5xqQ8ecK8XSl5L+jgJ4Lgcv24LliFSYqMwAHE5UQe9jo+VKyVDnt0UCyIArc97D80bidEpVoYYt/essVVyTPzwgCp0vvi0Tg518qIRddlDtFmXsKPChNmneT6e7c/hoiiUpeAhwQf18ZlhOS95b87iUcoC/R0Sos41tUhhxsy7Z9ZdCIORpdx9ExFHQwURmKVF6haRfLNeoeijhGihyFOkKz5LzzLlTe/Nmks/LzaOVMRsNEZRIQfD37T5KLcoZ8FiM8TEaEQ3AL3pR8+0Pd99SzL4X4lsBP+EzEu0atxhppJ5I5Z9EmefnVt7W8icokxLOoTA0IzQ5dhsvNrl2DLwjBqY5vif7P+Sva8jp/tJZTTjlV7rn3AR0iJzXjuGOPSyYqiTq2/3eIXHzpZXLWWefI7w3aKDeD50NkEhnlXC8Xe1uGj10o05zYDJaJRZiozACkJSpxkiTqPvdCcSXXZVdcLWUcmX+q9ad8Vfln13iHejIXX3KZzignTD9w+CwVmSXeLCtnnBmKVH7w0Vdap2r1etJn0BRtsD//spqceuppmiv3viN+9Z8bybff/6aCkmMSneo/ZLo62dREJU6bfLtTTztdh9p50ar91EDecw76uuvz6rWOd0IkKDyOJsSzqPSAi/AQHhBBTI+ovNs51DPOOEs++LiS1K3fWoeKGjf9V4cn6fj4XCR4iCCo17CtnOK4yBD70FHzlFukUSxedUB/Z0gIDvrzxBNMVCYBro2bulKefvYV9UM3571dmrbqrg0yjf5PNRvLqaecpkPbLdr0Us5Opq67b3NcQ84kshtvyqdpFkTRN2wXKfrC63osE5VJMFGZEnSKW/zTRy67/GrlS9Uff3f+6b/E/XCTtvr2O+7VyYys2sL2d8t8lkJU4s8aN+mkQ+lMBurYdZjqAH8swPnI++Vct99RQP3qjAXJ09JiESYqMwCpiUoaXAhY67emSqzznSNs3b6/9swXLNurjS5LsxCpZP8zRV5Rp4jQW7z6Px3WJqcjp+vVszTCig0SytdwvR2cBseq7c47bMyChFzKvbJ0tci/PUbJJZdeLqeffoYKUZx1RFHpGvw5i3ZK0edDTvnjT7/VF2GJe9HIy2T5hRZtessEd01Ha9TJRGUS0icqt0nPfhMTOztBnHPO+XL/g49LBdeZoQcPp7yo/LZqHde7P0U7MkTQmeWNM37jrQ+k1HufSI1fGqvYRJDGm7AyUZkcRGvgGEPY8Orqa2+Ut975yHWi35cLL8wl1994i3aQ4ZX3O6To0DH6qPw3Wqf0+xV0whc+7LkXQx12E5VJMFEZjnXadrLqCZMUaR8RjUnRxXWu7dsh5StUUS7ht/zKFgyTh4tK5hzUqhNq1/F5pKyFd5pnOV/3fbXfdcJOrlyXyL/dR+i2YJlYhInKDEBqohInOHrCUnnokafl+OOPd47zYyWxb8RxmAtW7JOajpw08pdfcbWuqTV7wXad/f1n0381WfjCC3PqJIjw2d+cgyHNWa4swpHflzgxSk7IU8+8LMf87xj55LPvEnNLIolK9iFm2Vbirfc1XylUfqMel+sInvNog4nKJKRHVPLcSdX45rta8lapcvLRp5Vdb/sbFYZ33BWaEMFEHPKMxkxc5ri/WRv/b7771YnK0zS94+a8t2kP/qQTT9ay1MGRF37qRWnfZajy1p8vHmCiMiXmLN4lYyYtk2eLFlN+eJx88qmax0YEic51Uvmd0rRVD9cxv0hX2ujZf6I20HSmTVSmhInKJHAvmDDYo9945Q5c+fCjrzQ4430fXOvSc7Tkyn2JXHb5VdK9z3htU0kXSk1U1v69uR7rzrvuk8EjQ53s4Hnxcw3/6uh8Yi65+OI80qXHKBOVh2AmKiOISiYqDBk1T84865zQDLDmXbUBDkb9EIqduo2Qq6+5UZcjIl9yrnsB0iMqITcildnmDGEjFBEDn3z2rVxz3U36InzsREGqonLlARUF9Rr+I6eeerqcnuMMXfqFF2HM5OUaVQoKjqMRJiqTkB5R6UHHBKe7ZLUo4NCAodPVwbLuKpyu37idOl7ykipXqa0zzOFWgYIPS4Uvqkn9Ru00Zw5O3nDTrbrvsSeL6uSyo51XhwITlcmBDxw7aYXjzK+6EgFLsTDh4ZrrblSO3HLrnZrGQ4ccnuCjxjjO0PmFt9//WE9FJtElE5WRYaIyCbTFDGvTtsGTW/PdpZFy2k7uExMaaZOLJqSoEV2kc43QPFxR2eDP9nK+43fu3JeaqDxEM1GZiqgcPHKuziIjBN6qXf8UohLxCMHvvPt+Oe6446X6zw00TH8wUQmxx05aLhW/+tHVvU9z2SB4EESHEJhpiUquBQHxtWv4r0iYqHPeeRdIgfsekWo//eGe09GbTwlMVCbhUESld57+b3hC2gapFrfdfq/y5OMK36lDhudEKolOssB5r/6TVIgyuYc0D3hWt0EbXR/zwotyS7NWPfWdCZ4vlmGiMgnwZfy0Vbp+Kf7uhpvyaad2xNiFOvHhndLllZt0sBninsIKBvO3SI2ajeWUU0+VZ4u+5jq7O3QJIkTB2i0iLyWsE8hi1/hdUnqCPjYeYaIyBIQhfozcRmZwE4XE/5DmEyoTmpzzqxOIp+c4Ux559BmdQ+CX+2Nf2Q+/VFH5/AslQhMWHe8YYWStXnjHDG++ThYuKhGQzIGg7b/iyms0LYhF+4NlYhEmKjMABxOVLH0REpX9UhWVd9xVSJ3sjz8dXFT6Ff1Z/sdHh8iLrPx9bZ1Q8fW3NXWGWyhSmbao5Di+Z89MX/LlbskXWoCYaBQThEiSP5yv+UQTJiqTcCiiMjXQmBNthB/lyn+tHRIiSZUq15STHBcLFHxQo9zBWY5Elbr3HqdDl0ywYKYk70fwuLEME5UJcH6PRr5O/ZY6ckP0pkXbPiF/5/iAn5o6Z4NGveEXi+i36zRIRo5brOk8bHvokadcR7q6fFDuS/VNFb74IXFIkwkWpctW0OXYWAAbXxvxOuIAJipDgpKfXzi+nH56Dm1Lf2/Q2t2XrYntGW0xIvGhRworh54o/LyO7n34cSUVomU/rCi35b9H03iuvfYm5VeVanVljuvYMJmWOqxNzXJ84T4Nv0dQ51hX975Cj+mkWTpIwTKxCBOVGYBURaVrWPkGMg0pSxQweSFcVM5dslMn5DDbkXIMF0LytEQloXnykfJcdqWSGvKPGr9EI0ksmo4IZHYl62elR1RyPVwX5/VJ9OXKV9ZyZ551tk78QZAcjb1/E5VJSK+o5DlHetZ+3csHH35KufHhJ5USRSXrrZJCkSvXpRrNZJuvR4+9e++xkifPFSFR2fAfE5VxCDjFUiw03PCHjjBfGoNTvgwpN6z/h29DePIpx0HDZ0vB+x7ROukBS8HwHXA+KhE8fzwh3kWln8zKus4EdEix+O33Fio0fRAFwEnmItyU97aIXIoE1rnE77Hm5bnnXaArtMBT2tngNSxcsV+KJSwp9EbJD2TUhKUyNdDZjlWYqMwApCYqEX/kcjz86FPa0yF8TmPrBZoKOUfESt/+osTjc1J8zxbiIyobN+msw4V8Uadjl+EqGhEAvDCjJy5RoUpIv6Xr7dNwczxy3HDKNPyc82CikuvgfOzn2FwzYX9EK7PHjznmWGnctLPOhIskNI50mKj0IpFnS47QqkRRyYK8bE/eYeCLEqF8Inrz7Pf1WdKlw7/DnFO9QTn0a51muo3yfQZO0fXa4AvrrMJz+ATgbdOW3TUd49I8V0pb54yTL4we2zBRGQI8ouP6wMNPKn9eePlN9Y/4zxDH+ErJdl1ZAD+KGOAjDNTt2HW45o2zgD+5uuTzApYV4qs6HO/Jp1/QDgtRI/xXeGcpnhDPopIcb1Ys4SMezBO40AnKun+00o+B4HdY99T7JjhHuwlnlF+Nk/jV4K8OmrZDJ+hY59don9nWvE1vrdN38DT9ZC3t7DvvlXftbKh95phEJAcMmSF5896u3KztOt1wm32RrjmWYKIyA5CaqPQNMp9yglhEcr6v/rvuo9EFDR2Rc19ymRx77LFS4YuqGo1UUrp9oQk8N6hwZB1A8jlowIkm4jQvT1hvi2EgSE6uEdtLv19Rz5U9W/Y0cypZfmjIqLn65Z4ff26o10vvfrr7f4iSIjz4nyLlixwtMFFJJDK0HAu8m+AaG75Vz7Nl6JDtoY5OqMywMfPly69r6Ofz4AZ8wEnjEPnkWaH7H1Ou3lvwQedUp2onBkfKPeUrFHDrfnf8PoOm6nvBp8y69Ror+W6/W/c9/kRR/apPPDhXDxOVCXDPHA6y9mm2bNnk7LPP08abTrJ2pB3XuD8fav7b8bpubtfeY3U/nWb8XzhYp9Ivfs5x8Z/M9I0nfkVCvIpKnjsBEEZOVFBemEvqNfhH+UOgRtvPACjPvcK/hXNr0Yp9Wu/9cl9pKtkLL5aQhcv3arqG95cVv/xRucd8hL9bdAvx2J2HtVhfcbw8/rjjNeeStaXjIZ8SmKjMANB48mnEHGecqYnAXlSyjygQYe+SpUJfiWCRcWaL8RH6Rx592jnWc3X7S6+8pb12n4sWaqjXaBn2s84VH6mn7u/uJSGi9F3V35w4yK6LThcs9KjOjmQhVhZuZdLEcceRU/lNMlH56ONF9HhffF1dv1k+bOxCXReOBdZvy3+vCoPHXMNPWJ8cz08+/Tb0olpO5VEHnhv8gydFnn9NnnvhdSlS9FUdgoYD199wixR125nViMBEADJ0/bwrd8KJJ+owz2NPFFGuPvjQk5Irdx6td8NNt0jr9v1C0caExpvztOk4QJ04PfdLL7vSHae4PP3MS4lffLr++rw6GcO/G/ECE5VJoDEe4Dqphe5/XDnBBMM77y4kzz3/unLxpptvk5NOPllz4JiFe7AREmZ/w22OVap0edeu2OxvEK+iEkFH+tYtt4bmBdA+IvgIzvDZTybMeLA+KiuykIIW6Vhwldnfb7/7iR7r6Wde1nYZsJ9oZP8hM+SRx57R/fjVhx4u7HhcXG7Ke7vOpbjy6uv008x0jNLicSzBRGUGgN4JYXEaVMjMVx+CCbn0aEaMXSTfVKkled1+okQMBfKpMSI4DPEQYYR4k2Yk3ReEICv1s5Zb9uzZtPfOC9Lyn756znGTV+is7TyXXaUNOcdFKHxV+SddR5DjE5FkyAlHSz7ds88V08jndz/UDX2r1L0gDFe++MqbKnCzZcuuYjLf7XfJDzXq67IeR/PLEO+ikg4P0Wmcawgn6GoEcIBoEX/zzAsUfEjFHlzt2GWYvPr6u+qIT3ONO1w96aRTtPPxwcdfyb89R2s571z9uUCb9v2188MkL+W5A+K03Mdfa14ljjp4jfEAE5XJAXeIepN+cettd2rnF25my3aCNsx8npFlzSZOX534icbUsHDFPin+Rhnlc7ny3+i2eORYOOJVVDJy0q33OLnx5nzKiWMdtxB8qYGIJh/6iHQsAil0Uhi1Odl1dBjRC4pKOtS00f0GT9fRwtwX50nwq9nlXNdZesV1xtt1Gqztejxx0kRlBoDGFFHYe+BkneE1YVrKL9Ag6njRyReiJ9XNNbB8JYfZ4ZRNLccMMiJIe/V3dfqM056R/8IN+0gYZniaxVq7u/184hFnzPVwHqKTwWvhM3s4dGZU8nL44xAlJS+OF5LjsO5W6PxHd68/nkUl4PnCSfjm0aPveOnhOABnQtvGaX4QZX2+EWtJ8pUIuEIZfsIdeu44yaCg9GAb+1gehuFv6iknh83SegyzB7kYLzBRmRI0xjTY+Bn8YCIPHW/wWfik9DTEcI61gOEnUfZIZeIR8Soq8S/wCp8HJ9LGxMS1UCMdy4N1oFlsn3Sg8H2cDy7j3zin96n4Px15DOt8xwNMVGYQIA6RHp90nloZxCMhenpU/AxNiEiddJ60vk748elNsY19of2h4yEG+SJOuCik0accDts3cKFzhHLu/HEOdl1HC+JdVAKepX+uqQHe+PKeD2zznAhxO5R7GTx2OBL5GuBSeurFMkxURgacgJvet4V4tkX5E/RxaYH7SXnqwtlIZeIR8SoqAdwJtompAd7Rxh3snSSnnLLwLNJ+AJeD5wzxOL5yxz1MVBpiGiYqDdGGiUpDViOeRaUhujBRaYhpmKg0RBsmKg1ZDROVhmjBRKUhpmGi0hBtmKg0ZDVMVBqiBROVhpiGiUpDtGGi0pDVMFFpiBZMVBpiGiYqDdGGiUpDVsNEpSFaMFFpiGmYqDREGyYqDVkNE5WGaMFEpSGmYaLSEG2YqDRkNUxUGqIFE5WGmIaJSkO0YaLSkNUwUWmIFqIiKhct2yrjpqzRxt1gyExMSPi5LEFUzpzLV4hSljMYMgteVLLQMl/AilTGYMhIwLPpztchKlc5UanbwsoYDJmBcVPXyNxFWSwql6zYqidntXmDISuwYvV2FZWz52/Ub7ZGKmMwZAY2J4jK6XNCX6iKVMZgyEjAs5nzQ6JyzfqdEcsYDJkBtN38JZuzTlT+999/sm37Xlm7Yaes22gwZA2279gn+x3JN27eLWsj7DcYMgu79+6XvXsPyIZNu8zvGbIE8Gzj5l2yf/8B2blrX8QyBkNmYK3rxNCRdlLvsCzdotLMzMzMzMzMzMwsNTNRaWZmZmZmZmZmdthmotLMzMzMzMzMzOywzUSlmZmZmZmZmZnZYZuJSjMzMzMzMzMzs8M2E5VmZmZmZmZmZmaHbSYqzczMzMzMzMzMDttMVJqZmZmZmZmZmR22mag0MzMzMzMzMzM7bDNRaWZmZmZmZmZmdthmotLMzMzMzMzMzOywzUSlmZmZmZmZmZnZYZuJSjMzMzMzMzMzs8M0kf8D37Zz/fVKtEMAAAAASUVORK5CYII=)
What is the conditional relative frequency of the sports car in the table?
Answer the following with the help of the table
![](data:image/png;base64,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)
What is the conditional relative frequency of the sports car in the table?
MathematicsGrade10
Mathematics
Answer the following with the help of the table
![](data:image/png;base64,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)
What is the conditional relative frequency of the males in the table?
Answer the following with the help of the table
![](data:image/png;base64,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)
What is the conditional relative frequency of the males in the table?
MathematicsGrade10
Mathematics
Answer the following with the help of the table
![](data:image/png;base64,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)
Of the following, which is Marginal frequency?
156,180,45,39,135
Answer the following with the help of the table
![](data:image/png;base64,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)
Of the following, which is Marginal frequency?
156,180,45,39,135
MathematicsGrade10
Mathematics
Answer the following with the help of the table
![](data:image/png;base64,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)
Of the following, which is Joint frequency?
21,60,84,240
Answer the following with the help of the table
![](data:image/png;base64,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)
Of the following, which is Joint frequency?
21,60,84,240
MathematicsGrade10
Mathematics
What is the formula for conditional frequency?
What is the formula for conditional frequency?
MathematicsGrade10
Mathematics
________ is the ratio of the joint frequency and the related marginal frequency.
________ is the ratio of the joint frequency and the related marginal frequency.
MathematicsGrade10
Mathematics
________ is the ratio, or percent, of the marginal frequency to the total.
________ is the ratio, or percent, of the marginal frequency to the total.
MathematicsGrade10
Mathematics
________ is the ratio, or percent, of joint frequency to the total.
________ is the ratio, or percent, of joint frequency to the total.
MathematicsGrade10
Mathematics
Indicate the total frequency for each option or category.
Indicate the total frequency for each option or category.
MathematicsGrade10
Mathematics
The dot plot represents which of the following?
The dot plot represents which of the following?
MathematicsGrade10
Mathematics
Find the median for the given data set: 23, 43, 12, 10, 15, 14, 8.
Find the median for the given data set: 23, 43, 12, 10, 15, 14, 8.
MathematicsGrade10
Mathematics
Histogram is a type of ________________
Histogram is a type of ________________
MathematicsGrade10
Mathematics
The following dot plot shows the number of cavities for each patient seen by Dr. David last week. Each dot represents a different patient. Find the number of patients who attended Dr. David last week.
![](data:image/png;base64,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)
The following dot plot shows the number of cavities for each patient seen by Dr. David last week. Each dot represents a different patient. Find the number of patients who attended Dr. David last week.
![](data:image/png;base64,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)
MathematicsGrade10
Mathematics
The following frequency table shows the essay scores by students in Mr. Sonny’s class.
Essay score |
No of students |
1 |
2 |
2 |
1 |
3 |
5 |
4 |
3 |
5 |
2 |
6 |
4 |
The following frequency table shows the essay scores by students in Mr. Sonny’s class.
Essay score |
No of students |
1 |
2 |
2 |
1 |
3 |
5 |
4 |
3 |
5 |
2 |
6 |
4 |
MathematicsGrade10