数学智力题:图形B代表哪个数值?
数学智力题:图形B代表哪个数值?如果图形A代表数值6,那么图形B代表哪个数值?
http://www.aoshu.com/e/20181119/data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAiQAAAD0CAIAAAAkMKohAAAgAElEQVR4nOy9eZxU1Zn/f3tlR0RAcY3fuADNKg0I4pYxGY1mMZlk8ouTyXyTmKhJNKvZNEbZFMUlxqgNQVRE6O7q2quru3qngYZm30VMZsYtjsrS3VV1zznPeT7fP25VUWz9iwnVdR3O5/V5Pa+q7oLXc6vPue+z3XMsGBkZGRkZ5VhWvhMwMjIyMvrfLwMbIyMjI6Ocy8DGyMjIyCjnMrAxMjIyMsq5DGyMjIyMjHIuAxsjIyMjo5zLwMbIyMjIKOcysDEyMjIyyrkMbIyMjIyMci4DGyMjIyOjnMvAxsjIyMgo5zKwMTIyMjLKufIJG2YWQgghmBkAEcXjcQ3++FqBCCpOPXGKKygFndQiqbUC5Emc95yPy1/aiPeo7jjFbZYSLBhJOj5zlmAJynvOx5igs6wIiiEZEpBSxZ3ck4meRLybpEr0xPNY+E8kApJadwMSLJKJLkABEEIwwAAdZ3aTnZTUR3Hecz7GJ5IGdDpf57XzJ0wFV/m4EqIZmqEAqdlWMq5knFRSk81agGV24ct1mXddzybvf61/+I+tFJQEKWineMqT1zS33SwYmiBVyiqTp+CPS/7On+CElU2Rth1EkhLOR0mqvJXzk8JGAnZWqdHH1As3w4bTBf74dsnHpfwcpxRpnCYLM6XNzGDOf8LH+7gSotPV99hbkabTBjZSStu2tdZa62QyKaUEQMQfXytNzg3OJpX5YwsNW0HQ0dapqPKd8zH5Jykh2CZoJ3mpIei4/DWEZsfuyp84g8q0tVJaqazWKINJOy8SPcl8Ff5eYSMByVqQEtIWSmkwWEMztD7WrJG667nAOnVLzraWrCWUAimwOo46Ot85H20+gpOjrkNotjXb6VIvtFaOj1DHBU6VEMoqIenrArRUCdaKdaZ/prWi0wU2tm0nk3mr7TkSpwDD2Y0LyScYAHGadSdsTeVRxCpDGgLUSTI/kr+rxGDnFkzpG3HaibhUMt3202ACSZ2M23nL9CSwEXbPkT4NQ9pKCnauizPXlY5M7oINM8ihyzFOwSZjhzqs4aI7tXNTPhozIuOjSJNlV8EmM47MKl1CdPpbBohkBjNgiKSN1CWfBrDJvjylVE9PTzwez38v9B9z6m7Gf+u/yHvCR2cDTo07gTTo+BvZCf5FvnPOts7yMW8JMolkj9by6M/kSSeBDWffDpxLUILthDrmWo5Ene/v/MTlRx/3y9R4JkNlf8Bd5YeRnp45fnZVZf0Bskal8p5wtnVWS1AfWzy6uw5lihYTug/34PSBjaPMYFrq/fHV6WMVpSTNACBJKaUYADSxYiYNYiYNZnZaG8zMLrteBqTUiWQynhQ2KWiGJgiZGsZhJg3JkDo9hA3N+c756JgeqWFKxdTYjQY0RALJHnfDJuvekRnuU4JS/RgCK0BmxawrdUHUDKkhUiUkVdqd4R1NLDTbhIRmm2BrrbTWzkW5IPN0/lqxtlnbzImUtc3aTn/7jiVYAEkgyVrlO+ejowTLo8oGa8VaAErJRKbHDEYyLnGkP/e/GjZE5LzIvsj33/sfaIKWH2MfaftIoh7NCSDB6Aa60zEOxBlxIAkW+U842yyAHuLDSnWn1soBYMTjcbBkJIFuRhfQxegCuoG4+y4hMzWQnplmQOPt/34/1b9JQAmAQQpSUl4KP3qBTVrvvfeez+sJBb2bNnY0N9W1tzak3NK4pqWxvaV5TXNze0vzmpbG9E9cEFsb2tsbVq+pb29vWN3e1L66efXq1va2NatXr2lraW1ta2xri7aujrS1RVpXR9taG9tam9tbml2ReTq2O1fRWt/eGk27vr21YW1b69q21WvbVq9ta127umnt6oa17dG17dGsv4gbYvOa5tXtzavXNLe2tzSvaUlfSFtk3bpYY2OwtSX26orla9asc3hD6vSAzTHX9s477zzxxBMzrywfP+ai8WPOnzjm/I9pLJ8y5tprp93wqenl0y4fe/k5l48dMb5s1NiykWVlZ40tO6us7KyxZSPLxo0cWzaqbNw5ZePOGT/23LznfCSOPXfSxNFjy0aWjTunfNrl118z7eqrp00af+n55w8vG3v+2LJRZWVnjR1/ZlnZmc61lI0b5ar8J445d/K48yePOzfjieMunDj2kxPGjvnDE8+8/d8fggCFRM+RYZ986WSsScSlk9iyZUvPGj60oMAaPNgqKraKC62SQquk0OpXcKxL3BMLrdISq7gkHYut4mKrtLCguKiguMAqLLSKi6zCYqu4yCossooLrOICqyTvOR8dSwqs4sK0i9IvCqzSIqu00CottEqLrNJiq7TYKi2x+pVYJYX5zzkT+xVY/Syrn5V+XWiVFFklRVZxkdWv1CoptYYMKSiwrC9/+cvvvP1+qvd8OsAG6fqmlAKgtf7Sl740ZEjJA/d/d95D314473sLF9zx8Jzb58/5zsNzbn9k/vcennP7grm3uz3OuePZPzw47AyruNB6/vkHF8y/68GHvjV37rcWPPKdefO+OXf+N+fN++bc+f933rxvz513+7y5350397sL5uY756PjI4987+FHvjfnoe9WVDxUXGANHmQ9+4c5jzz803lz75g779vz5n1z7vx/nzf/3+fO/+a8ef933rxvuyr/h+fc/uRjd/7uvv9v/kPffHju/53/4LcXzLmj4tn5RZZ1y403ZdbbagUwGCDW/7+lNKeF/3jYKEpBMBCsKSiw7rv/nuqqZ//wh18vWfzAksX3LV386xcW/zLlil+/UPHrFyruW7r4PhfFpQ8sXnLfSy8+tORPv13+0qPR2lfOGTFgQtlFy/70+J/+NG/J4vsqlvyiouLe5yt+s/j5uUsq5i2teCD/OWdixf1LKh5c/PzvKp6/v+L53yyuuG/J4geWLpm37E8L5/zux8WW9dtf373k+YVLlyx46cU5f/zjT5566odLF//aFZkvvu+FivteqLg/7fteqPj1C4t/uXTJvUuW3Lv4T79c8qffPvfcb1dVPvelL9144YXnO5hJJPh0hk2BSG5j6gS2AFuhN0FvhN4EbIHeBN7k9qi32/HdX/zC1BlTR8XjO4DXGLtIbdLYBGzS6AQ2aWwGb9W8HXoneDt4sysyT0clN5DexrQLeOMzn7r8czdfYfe8pukN6N0aW4FOjfVAp0YneHParsgcehP0JmAb2+3QneDNoC12z5bugzunTLzgczfekHqyg6DT07rEbnvOBs40DYCGxtozhxeHa18C3pJyN7Ab2A5sBbYAm7K8xVXWtNGW64GtSXtjT9fGrsM7Zk27aPasS4G3gTeArRqdzBs0tkLvg94H7Mx7zlneDt7D2KN5J+ltmrcDu4HXgf+O1S+97JIha9s9dvJ14C/AXmBHvrM93luB7eDt4Oxy4vx8d9LeLdSb8xf8asoVExiwbXR3qyOzx6cbbM4YaiXjbaSiQAPQCF2vqQ66HmiArmdd7/ZIrVpumz1z1IXnWt1da4GdzB3JRKNGi9bNxI1aN5Nu1bSadLumtZraWTe6IvNUbGBuI90O7IDeOe6yoqmTh8QPbwR2a9VBerXWjYR6zQ3EjVq3at3MuiHfOR+J0PVAC4tacBO4GdgIbD/84YZzR1qfu+m6I7AhBzaaWKTmpfJU+E8IGwJsmfR4lxeXWN7AM8CfgZ1SrlWylWQjyxjLeqQcZRUl5aIYT4S6E0GgCWgDd5LaMnPa8KmTz4DaRbRBqZitQkKGbFkn7TVKrCXZmPecs2JMqjYhVtuixRbNtmiUqpWog/WWl1/8df9Sy+99pOvQOmATY01ChKSOEEXynfORyLIeotExyxjLGKmYUo1StRI2SL0deHPegp+MGXuxLRRRerX0aQub7sMRKVaBPKw9WlZJsUrLKtYeEpVKVro92kFg+w3XnzN+jAW9EdjU0xPpOuxj1Anht6VXCL8tgsKute2oSNYLu1YJrysyd6KoAeq6u8PABmDn5LKia2efBb0D2CKSDbYIC+G1VY2QNbb0CjssRFCJGldkLitJVJKohvJTohrCm+yuhm4ENqnE5gvPsb5w4zUg7SzGcWBDUBK2q2CjGbbQBNgyXu17qbDYWuVZKOTmZHI1cxu4EVwHDoPD4FDKCAA+NzkkyMPwE4eBFmD91VcOnT51IHgL0A6ECFXEVYQAUzNTMxDOd8JHJe80pBTXSR1RXKsRA9qADdVVvyktsfy+h6TsANYmZfBgz/KEXJHvhI9xALoWug66FlwLDgNhoJbR2BOPdSXald77u7nfv2zMeULZ5Dwqd9oOo50x1ErGo6wqgRrAC/aAqqCrgRro6o+BKQyx7oZrR04db4HWQa9OJsIkAkAYXKO5BtqnOQAKa10LqgPVQvvyn/YR14BDBz6shF4NbJs2sfAz158N7ACtgYppHQRXa1SBqzXXQAehA9Bu+9N4QX4gZHettLu9oLbuA+2jzzohbGyJhLtgA7aFs/dEIhB5ZcBgyxt6TGOzVK2aG5gj4CDYD+0H+UF+aC/Y4yKjGggqvUrTKltUsYqSbJ15RemkcRZ4I9AC1Gi8wrxCoxpUB2oA+/Of9hH7NSKKaxWCkv0KAY1aoBlY5/c/UFpi+bwPaL0OWC05YPMKwANU5zvnLGsvKAQKgYLQQbAf7GcENSLAaoUOYN+8hT8YP/ETSttJxYJOb9gkDtfq5CpQDagGsprtSshqUA1Elfut7RDk+n+aPWz8ZZboaWTZCKqFDvR0v0xqZdpVJL0kfSQCJAIQnrynfSR/6QGH4l0eYDWwcdwnravK+0N1gteSiJD0EK0gWk60gtQqkh6SLko+5WQ1yA/UQ/hgByCbut5vPucEsNGEhITzuH7eCv/xsGGAoKXuqvb/qaDYWlUzT+oOIZukqtXKz6oGshqyGqImZeetO8yqElwlxMuABwg4peiGq8+cPW0Q1HpQI+tK0suUelHJV0lEtKiD9OU97az8a6QK2yqUVN6kqrHJKzlEaNDcHg7PKS2xAv45RGs1miT7FVYBlUyr8p72EYsa2H7Yftg+p2ywqtaqRpI/KWsP9tTH7c4H5n5nwuQLGFJotk+Tpc84CWziB2MU90IEIUOc9OuEj5N+iCAn/e43JaLAjhuuPqvsUouSLaBGUC2T9+CBJUq9otQrSr6q5EolqpWoUbZf2fnP+aj8bT84rGw/sAbonHi5NXvaAJ1cA6xVdlDJSqVeVupFpV5W8lUlK5Wo4aQ372lnjIQfCS/iHnAEKgjEgHWiq+Pi8wq+cON1mV1gNIGhCD0SXa6EjSJ0+SPLBgyxgnWLgG1Ah6IoUwDKD+WF9EL4IfwQAYgQpGusAiCPsFcANUAIaIHsmHXFkPLx/aG2gNrANVq/TLRcUzXLGItmiGj+0z7iCKl6RfVShYUKSAqSrmNuAXdEwwsH9rOi4ceYNirVLCmoUGmr5VD+fOecZRGCHYEdgQhA+qE8IA+TV+mARiypWxnb5z9215TyixhmGG2oRYl2UBRoAhqhG6DroBuABugGcH0e4keybgVvnzVtyOWftEBrgGYSISCgyRkYrAG8gB8IAmEgAkTT/zBPV3dcVMKb6K4GNQMbryofeOP1Z7PdAdUKRIEg4AWqgWqgBggCEXflr+uBRsQ9SFTJrlUQYWcY7aLR1lGw0WAoRg+5DzY9dpKgpO7xh14sHWBV18xPiPaunrDWtdBBUAAUgApCBSGDUEGoWqhayDp3xDBQy+QFgkwBqAaWG66dOfqaGedCb4Vu0zrIulLTKk3VLOshmyBj+c45O9ZBxUjVKxVWKqh0iHQtcxu4s3rlQ/2KrLD/UZIbpN3IHAF8dvIVUDDfOWdFWQdRB1ELGYYKQPlAPmfoXqpw0m7Q2PrgvO9cOubsuH04qSQdXQ5zXebzv11NZqOaf/mXfzlzmBU/GIMKAzHIEOwQKAJd5zQ68hQDH8EixmLLjTdcdPkllqa1SjUCDUJ4FdUweZn8UAGoAFQIyvmfjzSpXBFVSMsgUUSKOqCzfOLgWeXDoTqhW4hCpP1EIaIAcRVxFVGAVST/OR8TbR90CGIVi5XgEHSTSm44d4R162c/5TzRCQ2lnB26bM7sktDnOhlsZPpZoHBtdUGRVVk5H9goRR2rULrwpItN9ms3fPNOpIhMeEBBUBhohN5w1bQLyieOgt6odaOiqFJ+Uqu0XMUyCBF1Rc5HR5ZBEgGSPkU1SgeIG5k3+GseLS2yQr5HQRuhG5n80D5oX7oWuyJzyAhEFCIKGYD0p6y8cG4+aAJ2zZt7x9ixF8FZ+m9gAxUG6iBDsAOgCHRt1k25jx2AdMYu/jaLmJbb/vmGT152qUXUoVQj0CSEV5GPKcAUSBWIVOEIHc0bF/go2Gwqnzh01tRRUJ3gphRmVJQoQtpDXEUUyoKNa2z7wAHIVSRfBQLgRpXcMHqkdetnb0jBhqGUQmpHSOUu2DDSsEE44isosiorH3ZgAxWC8qebKRGoEFOAyU1jOI4pSnEvKAwKAzFwx6xpF0+deC7zBkKDUjGlwqSqtFwF6ct/tidwAMKvhY+kV1G1Yj+hgXmDv2ZRaaEV8j0KvQEcA3lBPlDAZVX4GNgEjvBGeYEGYNeCOXeVjfkkUrDRBjYGNnmygU1fycDGwCYHNrDpVQY2LrKBTV/JwMbAJgc2sOlVBjYusoFNX8nAxsAmBzaw6VUGNi6ygU1fycDGwCYHNrDpVQY2LrKBTV/JwMbAJgc2sOlVBjYusoFNX8nAxsAmBzaw6VUGNi6ygU1fycDGwCYHNrDpVQY2LrKBTV/JwMbAJgc2sOlVBjYusoFNX8nAxsAmBzaw6VUGNi6ygU1fycDGwCYHNrDpVQY2LrKBTV/JwMbAJgc2sOlVBjYusoFNX8nAxsAmBzaw6VUGNi6ygU1fycDGwCYHNrDpVQY2LrKBTV/JwMbAJgc2sOlVBjYusoFNX8nAxsAmBzaw6VUGNi6ygU1fycDGwCYHNrDpVQY2LrKBTV/JwMbAJgc2sOlVBjYusoFNX8nAxsAmBzaw6VUGNi6ygU1fycDGwCYHNrDpVQY2LrKBTV/JwMbAJgc2sOlVBjYusoFNX8nAxsAmBzaw6VUGNi6ygU1fycDGwCYHNrDpVQY2LrKBTV/JwMbAJgc2sOlVBjYusoFNX8nAxsAmBzaw6VUGNi6ygU1fycDGwCYHNrDpVQY2LrKBTV/JwMbAJgc2sOlVBjYusoFNX8nAxsAmBzaw6VUGNi6ygU1fycDGwCYHNrDpVQY2LrKBTV/JwMbAJgc2sOlVBjYusoFNX8nAxsAmBzaw6VUGNi6ygU1fycDGwCYHNrDpVQY2LrKBTV/JwMbAJgc2sOlVBjYusoFNX8nAxsAmBzaw6VUGNi6ygU1fycDGwCYHNrDpVQY2LrKBTV/JwMbAJgc2sOlVBjYusoFNX8nAxsAmBzaw6VUGNi6ygU1fycDGwCYHNrDpVQY2LrKBTV/JwMbAJgc2sOlVBjYusoFNX8nAxsAmBzaw6VUGNi6ygU1fycDGwCYHNrDpVQY2LrKBTV/JwMbAJgc2sOlVBjYusoFNX8nAxsAmBzaw6VUGNi6ygU1fycDGwCYHNrDpVQY2LrKBTV/JwMbAJgc2sOlVBjYusoFNX8nAxsAmBzaw6VXHwKb7UAwUBuqgQloEoCPg2lQdO6kDuYx/M2mUHyLGYseN/3Tp5ZdYWm1QqhloEsKvyEcUYAqwCvGRnANHbh+u8d8Dm3znfJTtADgEUUViJTgEbkrD5jpoSsNGuBY2DmkYCEd8RYVW5aqFwGZpx1hFnMLjfOecgU2qoLrGOiITHlAAOujA5qrpo6dOGg7u0FyvKKqU34ENqxrXJa96gc2jpUVWyLcQugNcB/KCAlDB/Cd8bP6Z9l/g6LZyANwM7Fnw0A8ysOGjy2Guy7zrYHPoQEzLMLiOREgmA6wioFoSIVaREzlV5XIZP4plDIndt1w3puxiC6KTRSvQIoRfKT9pP1HAMZOfyZt2IH0TcYWV+giwIYpk3QRdYW2HoGshvGTXQNdBt6nExtEjrVtvvhqchLYBqSgBSIbiPJEGJ4ENM1gDGmBEQ8GiAqty1SJgh7BblIqRijpmFWUVSZc6d5UfcEgkK8HVmmuARui1s2cMKZ9SDG5lDpH2KqqWtIrUKk2VLiz/UBnY+BTVKB0gNDB3BP0LS4utcGAeeA10hKUPMsQinPeEs+1UUqUDRFmXo/xQAW1HWLUDb8x98O6yyy8BZ2CD0xc2hw/EWISh67QdUokAZASqVtuhrAGoLB/5Nt1h0YjE7s9fO2bCJyzYm7Jho9iv2K90QOkAaT9pL2kPaU82hNzgk8MmcELYpCDkDjMFtAicBDZXAd3QPYCtqAeQDJ3z6nVynQQ2DAI0oBEN+YutFGxs0aJUTFE09f1ThCiQaqyo0EnaYXkyR5JJj+YazT6gBbpj9pWDpk0pBK9mjqRgozxSeRTVkHZb/iGoEIRf2yESAaX8SoeIG4/AJjgHvAY6ytIPEWVRmwK/O0wUUuyX8Dr3mVTfl7xQAbKjrNamYDPmkwBSvDltYTP8DKvngxiSYag6JELoCcCOQNQiEYIdOYFFCCLgIicbkdh5y/WXll1sQWxg0XxkGE37SadhQxneuM1+pfwnhY32nwA2broQJq8W3tScjagEh8FNKtkxepR16y0zs2CTAJTTssuXTgob7dwDdDRcU1yQGkazZUxRJFVyUoXHw7qSdRVUCLLeRabGZCKsdVhTHXgdaMvs6SOmTR4IvYGpmSiiVFDKkJQhpcKsIpDR/Od8xFGIKERY21ESEaXCiqLEzcwbgv5HS4uscGABdAd0PYswRAx2PUQs3zkfMauIYo9EpWKPYg9rD+sqUBXIQyLAtBrYN/ehO8vGXgAonObDaMPPsBIf1CEZhKxDIoDuAOwQ7FokAkhGYIdOEO0AhN8tMRmDve3mT31y3CctyLUsG4EGIWsU1WTBJpR1y0jbeZv3SIE0bKJAZ/nEobPKR6Rg40DFaVZzFXEVUcBpYrsic+0nCjD5tfSAfZArsxYIZMMmAUhFSUC7EjYETWAFyGiksrjQqqycD2y0VVTpgOIMVj3ElcwroCshA6k5YVc4A5taTTHweqhts6ePmjZpEGgjUyupqFJBKSJSRFKwyX/OR1tGIMLajpCIKBVUFDkONmuh61kGIeph18Ouz3/OGauAQqXECoVKhUrWlcwroVdCV5L0MTUDu+fOub1s7LmADSg+3RcIfFgH4Yeuhe3TCR9kACoM25ee8jouKmethTuirIfYdNMNF465xGJaTaoeiApZraja6TcQBYjSQ6vsVzpAKkqqnlTMHTGqVJAoJEUEWF8+cfCs8uGg9eDG1D3OGTTjSuJK0n6iCKn6fOd8JLKKaOEFaiBXpGETU8l1R8NGKUoiPUGaL50UNiwAG0hEI68WF1qVlXOBDbaKKPYr9qSHXjOwWQHlgfC7xTIAHU0m/VoHtQ4D7aCNs2ecOW1yf+gO1g1EAUU+KQNSBpTyM/kh853zsZfgP2rOhv2EesaaYGB+abEVDj4EbgWHWPogI7DDEIH855yx8hBWHgebFdArSXpZNwLb5875Ttm4c4AEYDMUM52+sDl0sFYrPxAm6ZN2DVMAOkgytXT4RM6ebM+zSUW16vznT59/+aWW1q2kokCtkJVZsAmlx9xDqV5OCjYu8d8BGxflzyqihQ/sg1yVtRqtY/Qo69abrwLHoW1AKyXgXtgkgcRxsIkqHVKc1RXWXtaV0JVQHkgPpNcd0Q8dSSa9mn1aB4E26A2zZ5wxbXIpeA3retJ+RTVSeaVyngfwuiDn7Og9EWwaGGuPgk1qgYADG3++c86KykNcJVGl2KPYmxpG05WgqjRsds6d852ycaOAHsBmyNMXNmcMsw4eqlXKD4Sl9Nl2DVFA66CUvpNOC2cPRuXbiqKSOm/453Mvudwi3aoomu7Z1KQXDjl356iiqKKI0iFXzXlkzdlkDaOlYJMZRgtlDaO5K38mf9YCAS90HXS7SmwePdK69eZrwQKk0s/ZuBY2Ts/GjkZWFRc6z9lstkWjonpFmU5wzCFranWMc4t0Q1QfHTbK64rMU9EPGTp2GE23Mm88ahiNGliEIeph10EG8p3zUd+/0gGpI4qiiqLpJQ9+KD+JENNqYO/cOd8rG3uu6dn8yxnDrEMHYkrWgmNSROxkiFRUU50Ukcy6z2Od6ii4wlI1C9py/Y0XffIyS+q1khpTCwRUkFWEZT3LRpLNJJuValSqUVE9USDv9+ijYRMmFZN2I7C1fMJZs6aOhtoM3ZbCjDNg5cDV6dO4KX+mgE7WQbUgGaVkLagFtF7Fd4weYd362U9BE0iDoZSGa2GjJSABGQ1XFxdYlaseBe+y7XYl25RsJdFOYi3ZHSTWsmhj0ZyaoHZHZBljak4mIprqNMXAnVA7Zk8fNW3SENAmplZS9UqFpYhKEVWyllSUncntfGeeiiIGuxnJFp1ooWSLEk1KtpLqZNod9P6xtMAK+34PtQ1yLSdbkGxHYjVEoysyT3//SjVL1aZku5LtLFpZNjprB8iOseoA3pj70PfLxl4AyNSjZqfJnI1zeczstDRvu+22QQMsyK1Q7ScwrTmJ1+bHas3xZtoI/PekK0d/4jIL2ANss0UzdAuwDqodag3UeqhOqE6mTq07Wa8BN4FjrnGTEk3AFi3WQ+6ePfWSiZeOAv4LvAW6DboFtA60BtwIboRuB7ksf90E6oC9DtgE2a7j7cAeiL988oIzvnzzjc4z02BIKQFoBuXtMZuTrkYjOwnWYNRUvjp0oFUffRn4T2AvsB3YDt4N/Rr069CvQ78GvRu8G9gJuCVqe2uiaw2wQybWAf/1/pubb75+2pQxo0H/Cd4NbAU2AVuBrcAWYAuwM+85H4m8G2onxG6ovaC94N3Aa+D/Ar/fVOsfMXhAfeBV4K+Qr0HuRmI39Bvgva7IPBUd7wW/BnaKx1agE1gPtR7YB/rLH5763YzyCUkB49oAACAASURBVB988D84rVajHQ+bAQMs0BvQ209g3nES78qP9c7jrfXrfz2097NfvW7sFSPf/rAD2AfsJLEWtAGyE2IzxFaI7ZDbWW3XarumzUwbQeuhOl0RVSewE3orsB/81lWTx10zdZLq3g/sT31GboXaDFoD3Q61EWpz/nPOjnIjdW8A9gI7ej5oRHIj1J5Df90x5uKzv/zZm6E/BrCBhoyLxOF4W1NzsWV95Uv/9IM7Pvfju2+++65P333Xp++54+Z77vj8Pd/74j3f++KPv/f5e+645Yd33vL9u275/l2fd0P84Z23/PxHX/rZ3Z//2T03/eC7N/zw9i/+4Ftfm3zJJdPLxt7z3a/cc8ct99z56XvuuuGeOz/t+O67Pv3Du252Q+ZOvPvOW350+00/+c5NP7795h9/75Z77rj5nrs+d89dX73njn//7PU3jP3Epbd86rrv/tsXH/rlN7//HzfM+dk3f3z7F+6+wxWZZ+IP77zlh3d+/u47vnj3HZ//8R03/fjOG35y5zU/uWv2j+689qc/vPnOb3/umlkTZ185DQAR98STpy9s+g0suvK6sTM+dclH8PWXucfTrh876erJF5RdaA22rv/spLJJQ6+77twZVwycMbn06vIhV08ddvUVw2dPHT6rfPjMacOvnDb8ymnDZ5afPWvq2bOmjnZHHFU+cfDEMaXjL+1/3YzLLh193pRLx15/5dip48+YNW3IrGmDZpUPn1U+bNb0frOm95tVPmxW+YhZU12U/+wrzr5u2tmfmTnqqkkls6f2//ynz59SNuDWm6aXWlYKNprBkNIGtAYTu24HAWiIHtlzML6ubW2xZQ0bbA0ssQb2s/oXWf2LrAGF1oCClAdZ1oACq6TIKi62it0RS4qsAUXWsAFW/0Jr2ACrv2Wde8aA4aUDLx559gDLGlBgDSg6yv2L3JV/vyJroGUNsaxBljXQybbY6l9kDSiyBhYUjhoybGiJ1d+yPjHKGmRZ5w6yBlpWv0JXZJ6JJUVWv0Krf4HVv9AaVGANKrQGF1mDi6xBRdaQftbQftbAUuuqGdOdQeTT6KHO42FTPKh45Phzz5x09vE+Y8LIE3v8qLz4zInnHO/hE84/a8xFF02+bOj5g274/PSLLyudOXPkzPKh180YNnP8gJnjB8wYP3j6hMHlEwdfMXng5MkDr5g0eOrEM8snnOUanzl1wpCrpp014bIBs6Z84sLhoy4dfcHVUy+/ZsZ55ZMGlE/qVz5xaPnEweWTi8onF5RPHFg+YVi+Ez7K08efOXvKWdPHlk78P9a0CdbsqQPPGW5dP/OSUsv68s03gQFNgJYqASgNIlZ5LPwngw0kILGmpb20wPrJ3d96/pn7/vDUT15Y/MsXFv9y2fP3L3v+gWXPzVn23IMvPffAsufvX7L4geeXPLDYHXHJ4vuf/8O9f3r25889/cNlFfdW/P7+Zx598JqpU6aNu2zZs/OXPX/fsop7ly3+6bKKe5dV3Lts8c9fWHzvksX3uSHzdP73LXvuZy//8acvPffzF5//2bLFP1225N4Xlty/bPGC+++9+7wRQ+f85u5nFt37p2d+vGLJL5c+9eOXK+5fsvh+N2TuxMWLH1iy+IGlFQ+88PyDLzz/wEvP3/dSxb0vV/z45Yp7nn3ijud+/5M/PnHf17/6uWuvmqUJ8R5xWsPGGlJavaPl5b1Nx/vF3Q0n8K6mF3c158Uv72k93it3tYZ3rLvqC/906YyL//z+Fon9Qm499EEzaDP0Vuit0DvBO1Pj76mR663pty7x3sTh9cAb0O/MmjThumlTQe+yvTM1yM67wTuBTqATvDP9Nu85p83bdU8nsB3YxsnVoE3AXtG1e8LlZ3/5ls+AlTP9LlU3YGsIYuGqjTiZWdvkbFdTH6k9c3Bpc0MV8BawPzVorPeA9qW9B3oXsENjG2ObGyJjG7AjNRnDncAbsvu1a6ZdMrXsHNB+8DZgI9ABbAQ2AhuAjYwtbshcp5LfAuoArYNeD94ArAc6gR3A/o7VntICqyW2FNgPtR7YhEQHsBv5zvno79+ZVtgDvRd6L2gX9BbwBvAG5yqAvz73h4enTBh34MAhJU/vno01tPTlPa3PvdFyvJ/d33witzz7elte/Nz+1cf7hddam/978/BxIwZdWHiAX2Ps67HXxHsagI1INCPejHgLJVuk3WyLxoRsTKiYEDFpx6Td6I7YCGxK9rSy7AT+MvGSc8b/n1HAf9k9a6TdLO1GmWyXyTYp6qSok8kWmWyTdnO+cz4SKdksu5upqxlYD9nCyRZgp4rvGNzP+vLnrgdscBKwJR0GEhpJF8ImtUhOs99TWWxZK1c8oexdhw+1iWS7sNtkYq1MrJOJdTKxlhLtMtki7GZbNLrHJFuVaAKaug+HgO3Aa1PGDZlVPkIm1stkixR1UkRT5UfUCVEnRCzvOWcsREzFazkRpUQ92XVK1klZL1WbFJ0NdRWlhdarL/8W2AG0Q8SQaBZdDS77/ptt0WLb7SK5ViTXUqKNks06GdPJWLIr1n2wjcX+uQ/+6MLzRtm2DUDR0WUvx3IZbM4ofXZLZOGu0EdxZOGuWpf499tCvtdil11/4ZQbL7Sx94Nk4/8c8pGuA+ohQxAhyBBUiCgg2W/Db8OvdChrR8u8x0gy6Qfa4t2RnkMts6eNnjJuKPRWYO3RS5+9pL2p7QPyn/ORyCoKrLMPhiCikNH4Qf+hDyM9B9ePHzPky5+7GugBx4EeSQeBHo0kwXYdbEiTnSQ7WRvylBRanuongV1StgOtQDO4FbwavBpoBjcB9UDUTa53FjTH41XxuDcZb+g51DqzfOiMKwZCdwDNQBSIZH0+kps0/gHrOlAMuhHcBDQCLcA6YMvyF383qL/1wpKfAhuhGuxuP2Sz3RUBGvKf89F/AkYD0JwuIan0tKjXch3otd/99s6xlzl7o+kPDnx4esNmW/TRvZHjvWhf9CSuz6kfPYkf2Rs93r/fFYr9df2o8mFnjbEOYwPQATQyh0h6IH2OWdUoqpZc6VhRjVY+rfwuiUCsp6caaAI2TJ88dFb5cGCbFFFFPkU1SoWVCiq9SulVinxKBd2Q85Eog9AxcCMQU8kacD3QET/cfuZQKw2b7J6NG4fRAGdFKgV9q4oKrRrP48DOZDJmi7AQQWGHhR1WdljZQSW8StQ4Jtsl0Zvs8bAKHT64HGgEN3UdbPjCTZeWXV4gEs3CDgvhFbJGyJpM5q7Kn+wainsp7leJkEwGhPALGbJlTIh13upHSous+trHgS0iHgaiSEYh68j2uiHzTBTCa0uvEH5l+5XtJ9tLoprsGtHjAzqB/Q8+cEf5lDGAsmVSaXlaw+bJdb6Kt9cu2lu3cFfkiX2xR3aGn3y9YdHeupO7Pqd+7KP4qd11NX9Zf8FVn7x06hlKb4RuYRlkCmiVPlFRhTi95XP62elAjg9/+2gxfXha9NiNOLN3fU7vIMAq4oacs2IIqfNsPCQqwSFwY2pvtJuvztpBQACaod12no0GZx2eVlOU3kEgdXha6uiX4w9PC6RKUf5jCBSVCS8oCAoDjdAbrpp23tRJI8AdmhsURZUKkqrSsoqlL32EoBsyTx81JgMQQS0CR86z4cbUSZ2pw9M2gGNQfqggVDD/OR/z/Z/g8DRvaudG5/C0OXeVjbkYgFP+T2vYPLU2sPitdY/vqX90Z+2TrzUs3BF5al/j43vq8+KPypundtdX/2XzeVddNmbKcKjNoCbYQaaAlsHMGTzpk1cy2+fl/SjZLP9vOBY6BB1OndQJH1CXhs210DJ9UqdLdxAwx0K7wOZY6FzJwMbAJssGNn1Y+A1s8p/tCWxgkysZ2BjYZNnApg8Lv4FN/rM9gQ1sciUDGwObLBvY9GHhN7DJf7YnsIFNrmRgY2CTZQObPiz8Bjb5z/YENrDJlQxsDGyybGDTh4XfwCb/2Z7ABja5koGNgU2WDWz6sPAb2OQ/2xPYwCZXOsWwUUolEonMeWjHXEAymXRexONxGNgY2OTCeYJNdlHXWhNR5rVTvInI+aFSyqkgQggiYuZEIuF8RiptYJNvG9jkSqcMNs4ZIQCYWUoppSQihz09PT3OrzI1MJFIwMDGwCYXzhNsDh06lHmdSCRs22Zmp8A75VwIIYTAcS2wbDFMzybvNrDJlXIyjEZEGfYgPWKALNhkfg4DGwObU+v8DaNJKTPIkVImEgkhRHZFyP6k1tr5TDKZzNRzAxsX2MAmVzqVsFFKSSkzCHHGDZRSQggHJ5mPOXXSwMbA5tTbHXM2hw8fdl44DSzbtp3uvrPbbqbVld37sW07aUsDm3zbwCZXOmWwcbjijEEjjZDMJA0AZwwhWwY2Bjan3nmCjVPUmTkejztEQXroLDOF6Uhr7TS/sn/u1AIzZ+MCG9jkSqd+GM2Z9sy8ffvtt50XWut4PO78yqlmBjYGNqfeeYKN04/v7u523h44cCCRSGQvhMno+Frd3d2dmsU0w2j5t4FNrnTqYZNp1u3du3f58uUXXnjh73//+4MHD2Z/JoMZGNgY2Jxa53UYzRlGXr58+bnnnmtZ1tChQ0tKSjIvSkpKhg4dallWSUlJU1PT2rVrHRo5UzgAFLGBTb5tYJMrnTLYxOPxzHobAH/9619/9KMfWZZlWdZjjz3mXIkzbJ35JwY2Bjan3nYAOgy5KgUbjmXBho6DzSk7YsAp+YlEgojeeuutZcuWfetb3xo6dGhBQcHIkSPnzp27YsWKFStWzJ07d+TIkQUFBZZlXXzxxUuXLs2eznz/gwMGNvm2gU2udMpg4zTNDhw44Lw9cOBA//79Bw0adMYZZ0ydOtW5kng83tXVBTOMZmCTM3PSD4RBVSRfZVVDql4lOy4YbX35lhuc6gV2lulrDXkKD0/LTPVn4PHOO+8UFxcPGzasoKAAQGaZzK5du+68807LsoqLi4cOHbpp0yYAhw8fTiQSZs7GBTawyZVO5QIBpMfQiGjbtm2lpaWWZRUWFp511lkffPAB0s/iOEsJYGBjYJMDc9ILBI+GzYYLRltfvuUz0NmwUX0Dm8LCQsuycPS6/7179zrjbJZlLV682Pmh1trM2bjABja50qns2WRW19i2XVFR4dQlZ8Rg06ZNmeuJx+NmzsbAJkd2G2ycWgDAWS/gLATQWv/gBz8oLCwsKir6+c9/7iwrSCaTtlAGNvm2gU2udCoXCGTabkKIr3zlK5ZlXXnllf3797csa+nSpZnZmkxtNLAxsDnldhtsSkpKioqKMh9zYAPgmWeeGTZsWFFR0T333KOUStUF07PJvw1scqVTCZtMz+bgwYOjR4/u37//008/7fRsvvGNbzgLbzJrQ2FgY2CTA7sNNv379y8uLs58LPPb3/zmN85Ctfvuuy9TL8ycjQtsYJMrnUrYZLDR2dlpWdb06dP/8pe/ODXqoosuevfddwF8+OGHyHoCDgY2Bjan1G6DTWbORkrp7KYB4NChQzNnznRG2CoqKgA4C2c++PCggU2+bWCTK51i2Dj17ZlnnrEs6xe/+AUzZyrVli1bAAghmNnAxsAmR3YbbIqKihzYZD721ltvOTOaRUVFX/jCF3bt2pWp52YYzQU2sMmVcjKM9oMf/KCkpOTVV18F8Ktf/WrgwIGWZTU0NGRWrJkFAgY2ObLbYDN48GAHNswcj8f37du3YMECp/k1Y8aMuro6pCdyDhw4YGDjAhvY5EqnfgeB9957r6ioqKio6J133rFte+XKlc5E6J133on06mdzxICBTc4cAPlYrISuBPuFXWv3rPvE+QVf+fyN0IAG2FnJohiKoXINmyFDhliWdcYZZzjReTFkyJAZM2ZktojObLpB2sAm7zawyZVOGWwyO6Vv3ry5X79+EydO7OrqYubt27cXFRX169dv1qxZztM2maplYGNgkwO7CzaWZQ0fPnzFihWBQKCqqmrOnDljx451ejY33XTT8uXLs3cQOHDwsIFNvm1gkyud+p7N008/XVJSctdddznZv/XWW84w2uDBg/ft24f0XCgMbAxscmLXwWbQoEHOzhrOB959993q6uphw4ZZljVlypSlS5c6n//www/NMJoLbGCTK51i2PT09Hz1q18dPHjwiy++mPnhv/3bvzlNubq6OqcqmmE0A5uc2V2wOfPMM/v16+cU9ffee8/5VSKRWLRokYOiWbNmOc2vd955x8DGBTawyZVO8d5o+/fv/8QnPjFo0CCPx5MhyrJlyy655JL+/fs/+eSTmYfaYGBjYJMTuws2mR0EkH6YxlkA/c477wwYMMCyrLPPPnv58uWpSsQGNnm3gU2udMpg47TO1q1b59Su8847z1n06WyP5rz49re/DaCnp8csfTawyZndBZvS0tJBgwZlPqO1ztTq66+/fsCAAYWFhb/61a/Y7CDgFhvY5EqneBjtmWeeKS0tvfXWW1966SWv1xsOh1955ZU//vGPzrTNsGHD3nzzTbNdjYFNLu0u2DhzNkTkHNDp9OydNZk/+9nPnMVp3/3ud5m5q6vLwMYFNrDJlU4ZbKSUhw8fvu2224qLiysqKg4fPkxETg8mHo87O3IWFhZ2dHQgfUK7gY2BTQ7sOtgMHz7c+UnmKGhn0bOzf2BRUdGnP/3p1FxmUhjY5NsGNrnS3wMbZhZC2LYthMhsr+kcjOYMQ+/evTt7bgbA17/+9f79+xcUFESj0Z6eHqTrZOYKE4nE1772taKzhxrY5NP/e2GT64c6HTkscajT3d3tHMrpzNk4xZ6ZnRcAxo0b52xT+4tf/MLBT1d33MAm3zawyZU+MmwydCGiTH7OzKczYTNo0KD//M//dH7u7Klu27YzvFZUVPTb3/428yutdYZJRPS1r33N9GzybAObf0BKqQxIbNt+8803zzzzzIEDB2Y24sxssaG1bm9vHz16tDO2vHz5cqcqmYc6XWADm1zpI8PGGX0+4a8ef/zxQYMG/eu//qvTstNaO0CKx+O7du1yRtImTZqUOUIN6WN0nX/+9a9/3RpSbGCTTxvY/L1yNjV35JzttH///kGDBvXr16+4uNgZN8401P76179+9atfdVbNjBkzxtk20Bye5g4b2ORKf88wWgYPzJzZDgDAV77ylbPOOmvRokXO2+xey5tvvllaWlpYWFhSUvL6669n/28OurTW3/jGN6yzBhrY5NMGNv+AiOiDDz7IzNm0trY66zBHjhy5f/9+p9a8//77K1euzJDmqquueu6555zPd3d398STBjb5toFNrvSRYaOU6u7udtpomfzef//91atXDxs2rLi4ePHixQ6BMkMKAN57771rrrlm6NChzkFqAA4ePJj939q2fdttt1kjBhnY5NMGNn+vlFKZhtcLL7wwYsQIZz7G2Sng/PPPd+gydOhQZ2XmiBEjvvOd7zQ1NTlwco4eMD0bF9jAJlf6h1ajOcj585///OijjzqHRDk16vzzz9+5cyeADz/8UAixatWqMWPGWJbVr1+/wsJCp7m3ZcuWbBrZtv21r33NGlpiYJNPG9j8Azp06JDDm3fffffZZ5+tqKh49dVXKyoqqqqqotHoK6+84vF4qqurX3jhhaVLl+7fvz9T/ru6uv7nf/6HmZO2NLDJtw1scqWPDJt4PO4MTztPqAFQSoXD4VdfffXll18Oh8NtbW3hcPitt95yGmsA3nrrraqqqqqqqlAo5PP5fD7fqlWr9uzZkz0ER0S33XabNbjIwCafNrD5h5WZsDzmrfOcTfa2mwCSyWRmUBrA4a4eA5t828AmV/p7ejaZYTTnJDRkVa1kMqm1zu6yOB/LcMUBVTKZzPxESun8J//xH/9hDetnYJNPG9j8w3KeLevq6nIaW0QkpXQ24sxUk56enuyWVuaHZhjNBTawyZVO/a7Pf7vMQ50GNqfcJzs87dbP3gACFMDOM16n+KHOv6PwHy+zN5oLbGCTKxnYGNhk2cCmDwu/gU3+sz2BDWxyJQMbA5ssG9j0YeE3sMl/tiewgU2uZGBjYJNlA5s+LPwGNvnP9gQ2sMmVDGwMbLJsYNOHhd/AJv/ZnsAGNrmSgY2BTZYNbPqw8BvY5D/bE9jAJlcysDGwybKBTR8WfgOb/Gd7AhvY5Eoug83Q/k+uC1S8ve7xPfULd9U++VrDIzsjT+1rXLQ3devv+/i3k+axvfVP7WrIwIZpI3QjhJ/JryirXikHNgGIAOwAZADKRdYyyCpCdh3QOX3C0NlTR0B1Qjc5tzZWUVYR1h7WVaxCrCJQobznnG1OeoEwqIrEyqNhcx20BGkwFCUByZAM6TbYaIZT6SORmqJCq3rVfAc2nPqeQ5ARyChkNA0el5lClKiG9oECDmyumnZe+cQR0Bs0NyiqVypIqorUKlY1UM7NOpC6y7shKj9LH0mvVF6pqyX7CQ2EDV7vo6VFVsj/MPRacC2oClQD8rkPNvUQ0fQVObDxQnmgvOAGYMeCOXeMv/xiMBjg0xw2j3cEnn97/aI9DY/sqnvitaaHd0af3Nf82N6GRXsa8hI/kp/a1VDz583nzRpz+RXDlO4ExzRVK1QpXQnlhfBDZOgSgh2BHYHyM3ldYz9LP1RI21Ggc8b4oVdfMQKyE9QEFYDyp+5xVAVd6VwFk7vy18IHDkFUkagEh8BNKtkxepR16y0zgW5wF5BQugtIMBJugw0zQHAOeYuFakoLLE8WbFiFIKMQMdiNsBshYhD1mR6zOxyA9lLyFehV0NVAI6jjmunDp00aBN3BupEopMgnlUeqKqUrWXug/Flt8HxH5WXtUbpSkMfWniTXJBEQaFTo8AUWFpdYodBDQDPgZXoFtBKyGjKQ7+/8GNenHXGuCKoKqhLCA6oHti946PaJY85HuuQb2KxbtLf+kV21T+xreHhn5MnXGx9LD2e5PD69s6Hmz1vPmzXm0qnDJW9kxNQxsLEDEOn2qR2FiED5SXtIe90Qmbws/ZARJKPgzpllQ6+dMgKiE9TkNPogopARUBWoCjIFGzdknslfCx90GMJDohoczoLNlcAh8GGgW+lDQIJhuw020AxikAaphmBlvwLLs2oO0CFFJD1oFoGsh4ilSOP8OfLfoM44APZK+2Xwq9DVQDNowzXTz5wxqT9oA8iBTU0aNquIK0FeKL9bTF7WVZpWSVUlyCO4xuaQRKNChz+wsLjECgd/BzQBHq2zYZP3r/1Iz4ZVlFOwiUIGoDyglaCVEFWgemDbww99a+KYcwAbrMCnM2zOKH1yna/i7bWP76lbuCvy5GuxR3aGn9rXsGhv3eN76twfn95VX/Pn7efNKrt8yiilN4MbFdUo9iiqhvJDBCACEOlhd+HAJpDqUrgi+lkGIaJI1oE3zSwbdu2UURAboVqOgo3yQHlShZvclb8WAehaCC/ZNeBa6BaV3HCkZ6N7gISiHkAyFOeJNDgZbJigJdgGJ2LhV/oVWp7K+4HVUvpYV7GuAnmhMnc3p68ZcJGVn+FPiJWEKoIPaIPedNWM4dMmDwRtZGpmFdLKR9JL0qOpknUVab/SAaKAGyKTF6oKohK2B8KrlY8opHUz9Iag/9F+RVY4OAfcCvZrWgXlgaxx159ABdI9YGd82wuqBC0HrYBc5cBmQQo2Cadzc3rDpsNb8Xb7or21C3eFnthX98jO4JOv1y/aW/uxsAObC2ZOuHzKOYq2Qrco5VfsVVQDmSaNAxsVgoikYeN3SYQKsAhDRJGIQW+ZWTbs2ilnp2ETggykWtPKC+VJTR6okBsyz+QPOws2ug66TSU2jh5p3XrzVeA4dAKQipKAZiDn1avXwn8S2AiwDe45EWwqQZ6sroAXyuuqmx1TQCMUF9UKNQpBYC3rLVfNGFE+eVAaNhGtfFp4tfSwOgIbl5jJD+lJwcb2QvpYhaBaQRtDvkf7FVmRwDzoNeAQK6f56KIvPwUbChCF2LnDKC+oCrQCegWEB9QAbF/w0Hcmjjk3NYx2mvdsFq33PPtu28J94QV7Ao/tr52/27/ojejCfeGPhZ/aXe99Y/uFV04YM/kcrbZDtykVVOwsEHBIk6qTTAHIUGopmtNWdUUMsQhD1utkDLxlxvhhV085G3IjqCW1EMDpnpMX5IWMpoaGXZF5INXet0NHw6ZdJTaPHmndevPV4CRIANopb26EjbNCQGtoFQtVlhZY1ZVzgQ1CRkj7STu9t0CqsZJCTsg9ZhXRHE0k/cRB0rXAOtC22dNHTZs0xIENUUSRj6SPpFdTNWsPU6ox7gZD+SE9sKuR9ML2HQ2bRf0KrYh/AfRaUBTCDxmBCKf7EG4xqxBRxFnIAxUAeVOD3nYAqhXYN//B748fc1Gq9DM4ize5LvMuhI332XfbFu6rXbAn8Nj+uvm7/YveqF+4L7xwX63744lgE1Y6kFqN5sBG+Zn8pDNtoryP8x5lFmHIqE7GwJtmjB929RWjTg6bSHoeMv9pH7EdgA6fCDbXggVIgaGUhmth4ywQIMSCvlLLql61ENgiRIwo4qw1Z+WsRoukF+CF8j0jfcSsIqAGkQiCwqA66PVQ266ZNmrGxAxsQsfAJn0JIVdEGYDyQFZDeLXwOcNoTM3QWbChDqh62OnR5nx/58d8/0QZ2ETTLRIPyKvtEFQ78Pr8B3/orEYzsCl9vMP7/Dvtj71W98ju0OOvxx7eFXxif8Njr9U+9lqd++PTu+r9+7d/4sqycZNHsdoKatMyeBRsZMBZEaA4PR6S9673UQ7x37r02ZNaHOVUUffYdlajOQsEarOG0T4WPRtkYFMXDBZbVuXKJ8C7bNGiVExRlFQ9qRjLelbRvPcDTtAzkBHIBt0dhqyFiEGth9h2ffmIKycOgtoAanTmbKT0SeVVVEPaZVVA+UFerWpIeqX0Se2THCJuZE7N2aRh0wA7DLvegU3ev/Zsp+efIkQRViEmv3Of0XaEVTvw+tyHflg2JgUbxukNm6fW+dzzUOdH9TM7GgL7t148Y1zZZOehlcEfHgAAIABJREFUzpYUbJT/CGzIq9ijUMXajbxJwyYKrJ8+YfDsqcOh1kM3pibhVYRVyJmsZhViFXErbJylz+HUAoEjczY2oJRKncHsNtgwp9Y9Hwsbu02pRkX1pGJHwYYCrjJkBKIRhyOwa2HHINfD3vapqSNmTRgI1QHVCBVi6fRsfIp8qZk2GUiXIhdE5XdwKFQ2bDqC/oX9iqxoNmwSMSTq02tkXGHSfsVexX5yZm6cJQ/kYfKSCLFqB/bNfej7ZWMvAFSqb3P6ztkM7f/02uBz+1c/81rLo1siT+yof2pXw+Pb636/u/HJnTH3+4/bYqu2t42/fuJlYweqZEfiUACIxhOVQnhBEagIKAT2a3gJHoYH8EIHQSG3WIeAWqBe2GEtV0+bNGTC5SXANqCJEWT4maPMEYaHUc0cgo6CIvlPO8vJQyuBKBACQoc+eBloA7aOHG597sZp0IfBqcc5AcXQxO5ajebQhrVSyR5v9ctnDrNeXj5XqI1Ap9T1UkcVRRVFnSG1rGXfbjFTALIRqrnnvVeBNbDb5fttX/3MpVdcUgDZAdUEGYbwww5BhFODV85eA1TrkkhxL+wAZETLMEkfUQhoATYFvY8MLLbCNQ8BncmDPthhiCZQC1Qg7197lj0KVRJVKeRoLznPX2sPENW6Fdgxd953x084T6NHULekJDOdvrB5oj3wh31tT+1pXrAp/Nj2+kU7Ygu3Rh/f2fDY9nr3++nN0Vc3N0y8YdL0WaOBHeJwUIuAlD6gGbIOsg6qFjqoEBDwEXz6/7V35vFRlff+PwlLIrK6K3WrilgV9BakIrfFhaqt12vv7aLtba1aqaAiLrfXq7WLyGIgAQWXIqIsDZCQzMyZmTN7VgghrCF70N7bXzcEBZLMcp718/tjZsJMCKl6m8yJPJ/X5/V9DUP++J7nPOd5P9uZR+rgzuTzZg3D09m5lVEfsG/m9ItmTr8IaKDEJ4RTSF0IjxBuIUsFtgrhFtwH5sl8zmn5l4Pq0eMbAQ+4G6gVZPf4C7R7774JogMyAphCRuNbn7lkf6+S9mPl702c0SgxuwDq95SOHqVtLSkAWj857mGijIkg50HOg4IHhPAk74hTCLdFDO4TsQBImYx6QIPgOxHec8fU874+eTTMXSCVMP2IGoh4EQ0g5ofpB/VLyxjUjy4Pwj7EQoj5ZdTNTa/klcA+R/Hi3GzNvuXXMlbNwwZQwY56wCvBfRkv9m5z6WTQGXQu3VzGv3RC6EI4iemORkJA2+LFT1498QKBCIfJQAVOY9i8tttY9aeaFf9TtajJu7Q9lP9B+autgYIPK5YdLLO+32gus7XWXD/zumuvG2l2VJvHXEA5JcahvxWKsE92BUTYR6NGmOpdzB6l9pipmzEXjRoWsRkzohEdqGKsPNxZ+c9fG/9P14+NdtUA22KmHiP2mGnETFeMlsRoccx0mTGPGct82qkGC4D5QZxAOUQA2Bnt2HHZl7T7vjUdshMyAkS57AJMAdIfx0J/+sp/qpENpSYgbKVbsrK1LcUrgQ87IzURszpiVsZilbFYpRmrNGNlpuk1Ta9pBs1YmWVcLsUORisFK/vkiF3SOpgN/3TNyJlTzwfbD7oDZgVi5QhXI7wdkRrEtsOsBrGMY9Xo2oZwLWI7Ed2OcAjREGgNRL3H8VpulrZl46+AA6AVQCU55gfZTqLlmS7zFJvBGPFHqD9mlsXMcjNWbppBEvOTWDDaVRYJ1wJ/WrT4vy67fHw42sUT64On7TTamOEr6vRVf6xc8UHZ4kbX0hZffrv/1SZPwcHAslb/sjafxeOqRr/vf/deddOV1107CrIJslZEPNGwB3I7YtsQq0GshpMqk5dHZMgUIcrKGStntNIqZuXANs6qpNgRC+/655uumDH1yzRaL1gtYwHG/fG/Ydxg3GAslPmE081pZdfHBlADGgwftR8/bAfqWaR+wuVn/ts9MwETMgaYjIctDBtEIhFOhW535OZqvy98E/irxEGgBWgCWpJuAPYCe4EGoMk6pnwXkzuB3UAd0EpjzTNnXDHtqxcB7ZCN4LtBd8Osh9kI0gTaBFYPvs8qkdYj1gSzFbQNZgPMOmnWgtVDtlUGNlxwjmYrygNagToWLQPqrVb4QBNQD9Sn15P4N63AnwT9KD9/4YwZMwiHycABcfpuEBg9XP/zLg9tcUabij6pK+3Yb+/av/XYXke43tZZb+vcZ/FoHG2o+/gP102//vqJZ4G3Aw2iq6LreAhoBFoh2iHbgVagUeIALOqGTz4OxqvmJeePmnT1xcCfgVZgD7ALOADUA7VALbAv06n2Yta5A2iE3ANaA7EXaD/y57pLLsj97r/cCckgKMAoiwCMS2K9aTQpAS4AiWCgYvjQYffe+82fz/7uo49++/G59zw+99tPzrkn4bl3z5s7a97cWU/OvfvElxn33Lvnzbvryfm3Pzrnpief/sYT8+5+6pkffPmKsy/98pinnr1/3nP3PfHMPXOevuexp+6bM+8Hj82/f+787z/x9L8/+fR9T87/jhXiU0/9+/x5P3h23g+fmf+jefP+bc6T33ps3l2PP/0vTz17/wM/vGvsuKzvfGfaL56977lnbnvwR9e+9It75j12x7w5lir/bz/++N1zH7/78bn3Pjnn3nlz7pk359vz5t45b+6dj8++67mnfvTEYw9+7aZp02++lQPHOtlpDZuskUMfWvD43Ld+8fNV//njvDkPL5//yIqnfpo/72evzX94+fyHl8+zeHw0/9m5C3953c03TP7K+RvffLHwrfkB+4KAK2/j2hc2v/vbzWte3rzmlY3vvfz+ul+vXf/S++tfWrfupXXrXnx//YsWievWv7D+/f/euP7Fwg0vF/3+tanXXztt0uTNG1Zs/v0rG9b/YsP65zase2HDuuc3bHh6w4anNqx7fsO6zOecGjese3HjOy9sfe+l0vW/1Lf8pnj9i++vfmH96sUTL7/w+/9yb2Kjl5CmGQUEl1bcIJDYIyfh9QSzNO2880afkaMNydZyhmk5w7QzhiY9TBsxTBsxTDvDYj5rjDZujDZ0mDYsR8saqp11bnbu6KHnXnyWNkrTRmramZp2pqadoWlnaNqI5DfWiSM0LTeZ24iUJEdrWo42fGT2uHOyhgzRzh6n5QzVRg3Tzsy21i3IGa4Nz9GG5yRrS7KSjBimDc/WRo7QRp2pZWnajTdM5UBHlJr8NIZNzogh2nBNG5286zmDLeZowy4458xzzxlzhjbp0twxmjZK00YP03KztDHZ2phsbUyWduZQLSdHG5ar5eQkPCxXy8m1RMzJ1XKGa+eM04ZnaxeenXPR2AvOH3Xe+HNGDM/WRuRoI3K1ETnJD2doI3K03JzM55wac3O0c0ZoY7O1UclmLVfTJl81frim3X/v95OwgWlSKSUX4BljzSk3CJg0woTJBHU47Tm52U/Me+iNt15+/Y0X3lnz0jtrXlqz+rdrVv927erfrl390tp3Xlj7zvNr33l+7TsvWMTvrf7lGwXPvF3w7Ltv/ee7q/977btLlhYsuHHa1Eu+MuHJl5/9+YInHlow9z9envPAy8/8YMEvvv/KCz9Y+PwPFj3zg8VPPbDoKSvEBxY9873fPvfAgv/+4SsvPPDKs/cveOxHCx772aInH1/yi5nfu/dL10544rmf//I3c373u/96a+X83y1/bv3bL723+pcZL/Zur1nz/Dvv/uKdd59f884v17wTT+z599Y8+96aZ99+86n31v561cpf3f/De2694xYOykA7zOOn7waBM87I0u1vbatcWxFaYzhXBLxvhfxv+Yw3ygJvB31vB31vniqGvJaIPt97G0o23vHtO75y5TlFa1+p37auwlOglyzcXv5umf52mb66TF8TcK32ud/2GG95jLd8xhsezxsez0rrxLLA2057/s5tm8p9WyZdcc3XJk/x2jdUht73Gyt8ngK/+w2fsdLvyfN5l/iN16yWv894I6S/We5YFShdWuFZsavy3TLP6sJ3l0249MIH7vseOMAhGWJRJiUYlxaEjQTjoBKscMv6ocO1Ettq4M/AB0I2QjRCtEC0gLeAN0Psh9wLsd9C5geAD+nx3TD3Hj1SBfz58CftX79r5nnXXFHz17byQ83ejxqcH9U7DjXZPmov+ejDkiMflH7cUvJJU+nHTVaIpR+3bPlry9ZDH5Qe+cB2uLX0cL1+eF/g4+Ztxz5Ysuk9beSQUt9m4BDwoST1iDWCNYMfyHyxp1ruFdgL2f3NHsidkDsl3wm0SvGHZQXPT5g4/m+f/IkhGhGdpwts4hIi8cR/97vfHTM2m5r1kPH1gD3AHiC+2LgHog6ytmcUteB14LVg1oisnrE/zrpj8oQrhgpzP41tA2qoGRKsCqIm+Zd14LUQNQnzWvDkVWQ+1kHUAXvB6oE/Tr9hwjemXQf5R6ARogZyO/huiDrISqASog58twVyTs+f7gT2gFeClyUWlljbpRcN/87d30yc1CnAKGDJlzoFJEs9qTNb21K0FGggZgWnIUkDkoYkKZekXNJQ4u1OGkieOGAFhxArg6zgzMu4X4rthB64aebE8ydfvqmh5p2mmtebQ8ubfAUNxooDnuUNwYKGsuUN/oJG7/JGrxXi8gZ/wYHQ6y1VBY3+ZU3+grZAXoN3ZWOZ41DD46te1kZpRY7XgRYRrQKpAC+XNAQSynSZp5V/vG6ABBKn2iRPPJLMgKwG2hYueOKaay4HBAfjYKczbLRYZDtnAchKoELycsGDkpcD5ZKXSxHqEcFDYOVgIVBrRFoD1nrXHVdPuFJjtI6YFUAFJYYQHgg/hB88CBYCC4L5kw5ZIvNELIeoAGokqwHav3bDxd+YdiXQBuySIiRFUPJqySul9ErplbwcrNpi5V8OWglUgRsQLiAAbAPdf/GF2ne+dRuETBwLfQI21lqz+SIcC206ASPxg0wywNiOaTMvP/eGi9c31q5q27G0rXJJm29pkyu/0bWsyZ+01zpe2hBY3la2tNm7pMWT1x5a2OTPb6koPtw0981fa6O1YsdSYD+iAVAPhJH4UdSMl/kJq2Oh+1QP2HR1VJoxg7OA4AFKfMT0UOKL/yTUyVEmDpKyTDSreoENdQnhlsyQzHuiuxGvE8QL4rdE5iR5JBcLQlRxUgU03zTpwn+eehlEE+QOzvyceTkt5zTEuYtzF2cBScotkHN6/mYIsgLUBaYDPqBKmHvHn69go2CjYKNgkw6bzuPlsaiTUQ9nXkoMM+YipptRT68W1COJB6ZVLGMV6bAp74aNoG5B3ZL4JPHB9MH0gLhB3BnPOS1/4hHEJ3iQmiFg/5Trz77lq18Cq4fYxqiHMTcjQUb9jDkYtzPqE8QviS/jaafYh2gAvAzEKYgd0gNZyWN7LjpPwUbBRsFGwSYdNuHOckpd8Ykazg1KXZwbUnopdZ1sTlzCdMEyFrEQWPNdsyakwKY8DhtO4tl6helFzEDMgOmCqWc857T8TZegHs781AxA7p1y/bjpXz0fbDdEBaU6pXZKvJQYlJVQVkKJwU2vMI2Mp33CMSMBG1Pnpi1xUmf8V58VbBRsFGwUbOIf4rCJRsoZcwAewJDS4FwXwg24E41deuTULogO0w7TElHEAmBNCdiwnYSEToKNIcxU0ugZzzktf6IL6uTcoMQL7JoyafQtU84H3w1ZFv9ZeEoMSl2UFVO+hVKdE8NS5Q/ThZgvDpvEyEbBRsFGwUbBJq4esImEg5TZpHQBLs51xu2c6xLOxNRNehTMLqkD1A5iiShNP1jTXbOuTIFNiFJdCKegTkHdkiTn/YgbxAniyHjOaflTh+S6EG5GPUDd1Mmjbpl6NuQuoIzxUsZLGXMz5mRiCxNbGHMI6rRU+YM4YfohykGckjoAr5pGU7BRsFGwSSgNNuO0zg6vSUq4cAipU2YjtJQyGxeOXi25I3k4rjVM/eANSdjsICTQDZuU06WM5OmWeuYTPtlCl9LFmRfYedMNI2fcdBbkTiCU+EF77uJc59jMsZmL+BHFmU44rfxdIIH4BgFJHWqDgIKNgo2CzQmdDBsh7YCLCxtlJRIO4JQnRsj4+cTMMqZ+QevvvOPyCVdpnNcyFgKChNgYt8fPWj8FbDKddrfjxxQKB6UuoHbKpBHTp4wF3wH4uCjhsphznQsHx2aOwsT5JZbKn+rd02hqzcZSsHn/QM3rLdvzWiuWtPmWNbsLmtz5zYGClmBBSzDjZx6mWsGm/6Rg849t7PyC7kvCpoaxQBps4lXzxGnnFiMNOxVstivY/MOlYKNgo2Az0PoCwmbWpSmw8RNaynip5I7eYJPphHuY2wSzc65TYvw92KROo2U67RPlr2CTaSvYKNicQpaFjcGFjTKbhCMOHi4cJ0fJbcnGzhqR+gXdk4CN2Ma4Px02DjA9ceh6zzY605knoiMFNjunTBo5fcpZ4DsgA2lrNrIoAZtEC2iFzG2JNRsFGwUbBRsFm17V86XODp+QOuDhwkGpXcIJuLlwJPrU6THZfDsSzXfGYwI2l6TAxkvoVsa3Sm47BWwclsg8EXXBHJy7KPGmwGYnZCgBeG5w7uKyiMsiHl+Fslb5K9hk2go2CjankCVhI5yAh3OdUruULsDNud6rJU+23RYxCaTApvok2MTRkr5ak/GcU52AzYn3bKZPOQdsF2RZAvDMy7nBZXF8Sk0yA8yV+bRP2FCwUbBRsAHVFWx60UmwCQjhBnycuyjVpTQAT+LHuE6yPLEEYg33DpsiJoqkKEnCxnESbDKddreZS1AnZ15KfH3BRpTEp9Qk81qr/BVsMm4Fm8zWfwWbPpQKm3Fjtc6OALgb8Enm4kSHMCA98ZdUevWA3Gz900YSOLFBoJdptOTIhnZPozmsBxt3EjZ7pkwaPf2r5yVh4+JcT4dN/KdFjcynfcIGYl7wAEw7N0sh3b3DhgkAEkLB5h9vBZvM1n8Fmz7UAzZdxxOwAXOJJGwSz1iv7vf791nWDEgg5T2bmpT3bE7ejeZKzvxkvIKmOD6y4cbfh40sToxsrAUbF0wXhBukmJPNkC7IMharS8Amfp6NBGMMEBJMxs+3yYQUbBRs+sEKNn2qB2wixwJgbsAH6oKpgxsQnszdvO5RyKdzAjZXpLzUWZb2nk3aS52uwQ8bw3qwsUPqoFs43QTokKEkbO5Ihw1TsOmf8lewyaAVbPqUgo2FrGAzUFKwUbDpByvY9CkFGwtZwWagpGCjYNMPVrDpUwo2FrKCzUBJwUbBph+sYNOnFGwsZAWbgZKCjYJNP1jBpk8p2FjICjYDJQUbBZt+sIJNn1KwsZAVbAZKCjYKNv1gBZs+pWBjISvYDJQUbBRs+sEKNn1KwcZCVrAZKCnYKNj0gxVs+pSCjYWsYDNQUrBRsOkHK9j0KQUbC1nBZqCkYKNg0w9WsOlTCjYWsoLNQEnBRsGmH6xg06cUbCxkBZuBkoKNgk0/WMGmTynYWMgKNgMlBRsFm36wgk2fUrCxkBVsBkoKNgo2/WAFmz6lYGMhK9gMlBRsFGz6wQo2fUrBxkJWsBkoKdgo2PSDFWz6lIKNhaxgM1BSsFGw6Qcr2PQpBRsLWcFmoKRgo2DTD1aw6VMKNhaygs1AScFGwaYfrGDTpxRsLGQFm4GSgo2CTT9YwaZPKdhYyAo2AyUFGwWbfrCCTZ9SsLGQFWwGSgo2Cjb9YAWbPqVgYyEr2AyUFGwUbPrBCjZ9SsHGQlawGSgp2CjY9IMVbPqUgo2FrGAzUFKwUbDpByvY9CkFGwtZwWagpGCjYNMPVrDpUwo2FrKCzUBJwUbBph+sYNOnFGwsZAWbgZKCjYJNP1jBpk8p2FjICjYDJQUbBZt+sIJNn+oBm67jAXA34ANzCaJDGJCexDPWq+M86D9/etIwB6hf0Po777h8wlUa5zWMhYAgITbGSyV3JKrmidqpgzn6Pf/PdrG6YA7ODUq8wK4pk0ZPn3JOEjY6F44EbGQxl8Wc65IZA3ELPoNdMHUIN0gxJ5shXZBlSdjclg4bYUXYQKbApjRriFZUtAioo8QLFq+KenfNT8LGYv0V0wl4uChh0tYbbMpSYOMraAnmt/qt44IW/9JGz4q24NJmd16LO++gf1GTN7+lrPhIw9w3X0qDDfNAGNxysHEl+7KpzZcNzAbmgCxLwuZyABJCnuaw6exIwEYyF0/CRjJX7+afEQafx7bPYOoXdM+dsy6dcJXGxTbG/YCX0K2Mb5XcJrkt0V70qARWsmB2zl2UGMDOKZNGTp9yFvgOyAAXNi5KEuMbWcRlERcOmehuW8ZUR8wLHoBp52YppBuigkV3J2AjZBI2AsmHLVPV/tSw4QyCg7k9RVlDtaLiBUAtJQaYA7wkUX+YC0yX3JGEjXXsgukGfFzYmHRAhBjbOW3mFefecOn7DduSsPEua3YWNDnzm735rf5lVnJ+qy+/0bWyzVPQ7Fja4lh60FjU7MxvCRYfqZ/75ovaGK1IfxXYK2I+MI+AwYSeeJwtYqZzrjOhc64nplLi1YbbwFyQ1UDLwlceu/aaLwFUgp3WsBkzVuvsCAjhBnycuyjVpTQAD+euXp2EzWfhQb+aegXdc+esSyZcpXFRnYRNERNFUpQkYZOKsZLM55xqbhPMzrmehM2Ik2CjJ2CDzVw4rFf+OmI+8DKYOjdtkJ7eYUMBQAJWhQ37DLDppqwVItVPAZuL32/Y9nrLtiRsHAXNDmvCpqBRX9nmXt5kX9Zizz/oWtLkyG/1Fx/Z3xM23CNgUKknRpwZL/lkZNJBpYMJFxPJsS+3gTkk80LUAAcXLph77TVfAkwo2HR2+IRwAh7OdUrtUroAd6KNO8kDMrL5TD1rf2+wOWlkcwI2tv7K5PP678HG1RtsLGPqGvywOfU0Grf1Mo2WqEgWiQ4QR3LNxgbpOzGNlgabxMimoCXzU2fp02i+ggZXOmycvcEmkAKbjJd5WvkzoVPpYtzLuFcyI/mE6pL6IWqBDxYueOLaay4G4jPJOO1hI3XAw4WDUruEE3Bz4UisGaTHEz07izgNNidPoznA9MEwjaanT6PtPCVsmCuFnRbwYIdNjw0C2fENAntTNgjoPTcIJCqSRaIDxA64uCxiKIb0MF497dZLz71x/PsNVa+3bMtrC/aAjaW8ogds2o0kbOrnvvlSOmx8QnotCRsXFQbjfsb9knmTT6hL0gBELfCHhQvmXTvx0vhS5ekNm3FaZ4dXSDtgcGGjzCbhAFxc2LhwnBwtCZt96Ws2fkJLkxsEHIMBNg7OXZR402ETSpR56poN1xVsPrf+PmzczqxsrWhL3qlhY71pNOYAKQXsHIUMRYCb8appt15y7o0Xvd9Q8XpLVV5bcEm7kYSNr6AluKLZbyEnYONZ3uRIwsadXLN5SRutFelLgf0iFkrCxmWxaTT9JNgYiXEwDUDUAf+78OWnrp14uYJNKmxcXNgoK5FwADoXtl590ipIpp0KG17DWCAdNqm70VL7RBZyCmySu9HSYGNw7uKyWMHm/6j/A2y612xskttALbUbTQcpBWwcGxkKARfjVdNu/dK5N16QhI2/B2wSQ4pmS8QVLb6CBiMBm2ZHfrs3CZuG+Nbn3mCT8TJPMXP1Bhs9BTbxkY2CzeeGTT9t7fgcTrxnc3kKbIJp79n0hI2Vkqc6mJ7ynk3fsEm+Z2Otrc/GFwc2hiMJm90n1mxSlv0SW06oK/FqhRVMXaBbgZIU2FRMu+2ivmET33NshVhwMmwajeTW5zhs8oF6ES0HCwjpp8IAzXSZp5W/wYQrbc0m2UdJW7OZeKlas/kcsHFYa+thGmxqU96zscv4OCDtpU7d2rDZM+X6sSkvdaa8Z5P6UqeCzefSp4BN6gaB5G60+DZWbgO3SVEsRUkSNn5LRGqAlPaETZ8jG0ttSMtv9Rc0GCtbfcubnMuanfnt/gRski91ngQbbxI2mS75ZPkzoVOpM24wbkjmStuNJren7Eajp/1utHFaJBygzCbhBFxcOBi3c+GQcHLhONlJ2GR69NptEhKk4c47rphwZeovCDgYc8RfDOoJG2ql5KkLzAXukcLPaQjYd9Pks2ZMvQBiL1DVEzaihHNDMq/FfkFgkMMGkgEMiLKI7to0PFcr3vqK4NWAD6IUshhiK0RpwrIYciuYE8wD6rNGdEO6eawQKAVKIV3Arptvv+ycGy5c11i5qm3bsoPBVw968lv0Fa3O5a3+5e3BZa3+vDareFmrv6DRu6otuKLZtazZWXAwsKTRW9BaufVI87Nr87Rztc22fOAAxA5JA4R6gWqwjJd5SuRuDp3BzqWTSyeEDmFP1Bb4GCmT7MDCVx6bfP0lQBQwJZiU/HSFzVgt3BUgtFRKl4STc50yG2MOCSdjDsbtPaJgDkmdIFaxNIPcPPDN27884UqNsZ2UlgEh07RTahfUKahbEo8kHpgeEDeIE8SR8ZzT8qfOFNjU3zT57BlTL4zDhjEnYw5GfYx6GC9lfCtjbkE9MnEh1rDpkRE/WEjGHNy0QRiSl9PIrgvOGTSwORbpiPBIFznmcG3IPVOzOxZLWSWEW9BiwTYLukXQYkFLBC3mbAtnxTDtMHULGV6QEsBusqLOY0XhcNmNt1x41qQLNjRvf/NgbcGHFUs/9C1vc73e7l7R7ltxMLS0PZB30CrObwu8us+5vNGzdL9jcb391SbPgn3OVxuCm/7a8GDef2lnahuLXwXfB7MKLEiZj8MvTFfmyzxpQeyEl5iihDA7YXZObZwVx+sMido4DQGtixc9ds3E80x6jPGwBD2tYdPVGTTNUiHcQjgZcxJiY8wphJNSnVJ7j8iJLogO02URi1iIxQ7Muu2Kq67QKK0lJASUxWIOQhycuDhxCdMQpoGYgRN1NPNpn8jfdIH7pAhyWt4DNokyJ15KDMpKKCuhxOCmV5hGxtM+4Zghwj7QoIjaWawU3C1YGQnXnX/2YIENZ2AMJkFXUcnqrKE2L+dFAAAMpklEQVRa4aYXIxFfR8cWSBtkCaQDwgnhgnBBOhP/5C7L2KAdpSxsB7yAl8U8lNZ+7dYvX/DVy9Y1bl/VVrPsYNmrBz35rY4VrfryNqOgzW/Bkc0b7aEVTUZ+i7H8YOjVpsDy1m0lH7c9tvI32mhtq/N1oJmFKwQJUurvjNghjEyXeYqFU8DB4RBwCSRriLRB2kjUBmwD2pfmzZt03cVqZPPdMWO1ro4y09Q5N4TwUOoixEmpi3ODUtfJ5sQlMt7ApTbWSdhc+WWNkp3ELD8JNl5hehFL5U3m0z6Rv5kKmwM3TT57xtTxEPuBbZS6KNUp8VHipcxmfdjQaMnghA1lMBkipY73h+Vqhicf2A1UC2ITxCaILkwjXos4cXES76/YLRNdMAOgQaAMqIbcJsW+GbO+cs7ky9bsrVreWLW42fdKs76kYevShpK8Rkdeo3PxAeeiA67FB1xWiEvqXQUNnlVtoRVN3mVNnoL24JJGf0FL9dYjrU+veVUbqW22FQAtLFzBzQBQIREUJONlfiIKYifMbnI7oS5CXZzonNoFLRHERqJOTqogW3/zq0evuXp8fM2GCXoar9mM1cKdlcR0C+6Tws+ohxKDUY/gPkY9J1vQ5KyUNSxjFSzWOOvWK6+6QmO0jpIKoMI0dUp1Qd2CuiXxSeKD6UvOpLkznnNa/sQDFpAidDJsGHMz5mTUz6iPcTvjdkZ9gvgl8WU87RT74rCRMUd8ZDPYptF4hEcYaEx0ldrXZw/TiosXUlIdjbhBvaAGSACkHGYlzEpJyiUNZX5ROi0GEKtGpCLSZTAWkuY2Thtm3vXVs6+/bGPzrrcO7l7+YfWyP/hf+8C98qDz9Q88Kz8MrmwPrmwLrWoLWSGuagu9dsDfK2zmv7NEG6FtKFoKtMtYdfi4s6vLyWQANONlnrpBwMu4lwovYwHGApL6JfMmXsxCDdAA/HHRgvkTr7qMMSblab71eawW6apm1AdZBhkSPMioT/AgZIizAGf+HlFSv7W2HpqVgjTfefuEq6/SBN/NaBVQRYgzvnFLMi+oH9SfrBzeEz8JbhFTbzpszp0xdTz4AaAmsTUgXvKJzQJ+SbsfNovYj2ggvkFAEPvg3CAgGFhn7HipfcOwHK2kZCmwH9jNo34e9fNIOQ9X8/B2Hq5hke0sUinD5TJSZhWHKxGuBdnFSRWwB6iXrPUb37xp1NWXvH9g58qW2qVt5UvajWUt9uUttoJW54oWz2sNntcPeK3jgn2e15tDBQ2evAZjWWtw0QHvsqbKoo9a56xaoI3WNpUuB9qBfaAV4bABVPNoMPPFnjSPBk3THyN+M1ZmxspYNMhifh7z8KiXhEM0sgv4S96iF669eoIZE0jABqcvbGKR7YIHgSqgAqJC8CBEBVAhebkUoR4RPAQeBPNbxbQarPXuWROvuToLcq/g24BtjHqk9EL4IfzgQbAQWDJn7s18zqnm/iRsKnvARgq/lF4pQlIE49s3pAharvxZEGYIsgLUBaYDPqBKmHvHnz9oYEMhw9TsiHb6A85xZ2klWws42QvUA3uAPUAD0Ap8AHwAtAOtQLOV3IqO3eCN4DuB/TK2K9LZcNe9M798y1TPof9XdPSP6483v9exZ+Ox2sKjNb8/vnPLsT3Fh/eVHtpvEZd8tL/4SENJR+uWowd+f7R+U1fLuo+bNh3/cDu6nlr96uirz7J73o507gSpBbYTEgBqgYZMl3mqG4F9ccwD9cnPdcBuoIGG94von1YsXXjLTTMgEIuAUkhx2sJmzJBodD/ntcBuYA9EnRA7IeqA3RB1Utb1iBB1ELUQNVYx3wPxh7vvnDTx6lwpW6XYB+xnbLsU2yFrIWsTOfM6cCulnWLOtnNey8hO4ODUyRdOn3opeBvkfshaiZpEyaNaojp5OVa6EF4LsgPYBVYpWBlQC+wTtGX8hdn/+u3bILjkqUcMoN8fr1PrVLDhQIzRGDE9XmdWlvad+2bMf+JfH/7JzbMfumX2Q7fM/unM2Q/ePvsnd87+yZ2PPjhr9oOzZj94+2M/sZBn/8ftTz/27UcenP7zR78x52ff/M2v5uSMyBpy3lk3//hHkx66/+qH753w8F0Tf3r7NT+99SsP3XHdQ3dO/o+7bvjRXTf+8FvWiN+a8L1ZE39015X333b5/bde8eM7L/7+rCt/eM/MeY9M/d63tBztuw/c/vhjd8/52dfnP37rjx+84eFHps3+6cyMl/mJwn/wtp89POPhR2752cMzfvbQ1x99aMajD90y+6GbZz90y389e99P7v/6/Lk/mXrjpPEXXgIBCAhx2sBGJBX/57x587QsbWPhio2blhRuWvJpYuGmJYWbFlvIhXnrNhTcMuMrt94+afWaRTbH795bv7hwy7KiooLCwrzCwrzCwmVJ5xUW5lnvEpYUFRVsKFzq9a5ds3bJzV+bMO1rE95ZvbDU/nZhYd7GTXmFhcs2blqWKP8Tl5DxtE9485ZX17z74paiJZu3LH537a/s9lVL8p677PJxt99+89FPPgIEIQQApVwIxGIkU5W/V9jEn/j4Q19auvXqiVdkadro0UOHZGnDhiSdbWmPGpGVO0wbkqVlZWnDsrVRo4adf/654y+/NHv0aG3MSG3sCG1crjZuuDY27lxtTK42Jjd79AhrxBHamBHa2BHa2FxtXK42Nv55pDZm5DmXjj/7orPHnTXyzDOzcoZpQ7O1rGwtK9tyd2TIEG3IUG3IEG3IkJQ6M0Q7I0cbPkTL0rQh2dqPf/zg//7PnyFBTHFaTKMJIRhj8c/RaPTIkSOPPPJITu4QLVvThgxaZ2tjzxqmZWtatpZzhhb/MCwn8eGUznjaKflnDUlkNXR44sOoMUMHTf5DtKE5mjZUG5qjZQ/TtCHaqLHaueeP0LK1J+fNPt5xBGCExAAIkdFxzalhwxijlALgnDc1NX344YeRSOTQoUNHBokOHz586NChv/71r3/5y1/+9re/HTly5Pjx411dXYcHuY4ePfrxxx8fPnz4UFKHDx/OdGF/Bh0/fryjo+PYsWPt7e2HDh2KV8JIJJLez+lfZQw2jLF4H7Nb27dvX7/+fcPjMDy2wWu7o9jj1SurQj6/q6R0SzDkqdlRZXgchkc/Rcx8zql2G3Z/wF1qKzI8ju01lRWVgUDQ43LbBkf+3pLyKoc3sLmiWq/c5rTrGx3OwvJKo6o6EAgaid+DkhxANBrNUMVP6NQDG4TD4XA4zBjjnMf/+OjRo3SQKKOF2r/qtUXOdHl/WjHGuueQ4h/iteu0gA0AQogQIhaL0bQ6Kga1421EvH/afTu7x3C9KfM5pzpeEeP3hTEWjUYjkUiftzHzOaeYEXbcpJ8IdAJhIEpZl0k6hDQj0Y54DwcQAMLhMADOMza66QM2pmnGYrEef5mpPP/vSp3DUMqghBDd7CGExPv6pwts4u0aY0xKKYSIRqNSSiEg+CB2XISw+Co0ANOkhDAh0LsznXAPS4lIJEYIS6178V7RIMhfCJOEuYgRGjZJF8BSLGKxyPHjx5NXlOHmrw/YpCocDnd1dQEnFjgtLpZUvDcd73vFu1+DWt23LH4thJBYLBaNRjNd3p9W8cwJIal1LP7P0wI2PabREpKD2+FwYn7GNGk3b/pSphPuaeDYsY7uSxh0+XPOk0NMYppRIZiUknMah018QIOUOYS/f4H9oz5gI5JDASll97g/043Vp1WmyjNTynR5f1qxlN5V91xLvH//xYeNEKKrq4tzHn/+TdNM+285WCMhREoeb+yi0XC84TPN6Cmmfax3vQClJiCk5J98ciQS6Yq31IMl/0gk1j05Rinvbr6RIs4pY0RKTml6rRtA9QEbzrkYtK12vGmLd/9TLyRzzew/RoQQSqlIuS/x+ZgMFfNnVvcMbfzWdM+Nnxaw4ZzT5K4bJGEjhOBcDmZzQHR0ftIVPhafvYkfUMKF2bs55ZxnOuee+ZskLCSJxjrjlxAzuyToIMlfQoISySikgGnS7icodRUkuXKTzsuB1algQymN7xECQCnthiUfJDrVxQ5o4Q6IhEgs0A4KAZBSdnZ2dieP5BLGFx82X1yJ9KWCvm3BntEgzz91Vu2U6m1wpqSk1J+yKmwsMCHzuaehPsvuKetd7xch/78rBRslpYGW9WAjB7kH+/V+EfI/mYgKLUpKGZaCjfIXy2nTgKceiikpKQ2srAcbJSUlJaUvnBRslJSUlJT6XQo2SkpKSkr9LgUbJSUlJaV+l4KNkpKSklK/S8FGSUlJSanfpWCjpKSkpNTvUrBRUlJSUup3KdgoKSkpKfW7FGyUlJSUlPpdCjZKSkpKSv2u/w//PrtzSqRVSQAAAABJRU5ErkJggg==
答案:8。各个方格都是按照从1~9的顺序排列的,从左上角的方格开始依次按照由左至右、由右至左、再由左至右的方向排列。
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