此路由器可以直接从接口0和接口2转发分组,也可通过相邻的路由器R2,R3和R4进行转发。现共收到5个分组,其目的站IP地址分别为: (1) 128.96.39.10; (2) 128.96.40.12; (3) 128.96.40.151; (4) 192.4.153.17; (5) 192.4.153.90, 则此五个分组计算出的下一跳分别为( )。 - 快搜搜题库"/>
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设某路路由器建立了如下表所示的转发表:<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAf4AAACWCAYAAAA/v+qmAAAAAXNSR0IArs4c6QAAAAlwSFlzAAAOxAAADsQBlSsOGwAAABl0RVh0U29mdHdhcmUATWljcm9zb2Z0IE9mZmljZX/tNXEAAHDUSURBVHhe7Z0FeFXH1obfuHtCBAsQggSHBA1a3F0Kxd3d3SkUipSipVCB4lLcXYN7AgRCgCQkEJcj/+yEhATS23sL/TmQWX3OQ3rO3rPXfPPttWbWrJkx1ApBikRAIiARkAhIBCQCXzwCU6ZM0TP84mspKygRkAhIBCQCEgGJQBoC0vFLMkgEJAISAYmARCALIfCe4/fz8+Pq1askJiZmIRhkVXUdAWVGys7OLpmXMTEx6Onp6brKUr8vHIHUWVJzc3NMTU0JDw+XvPzC2/xzq57C0VKlSuHt7Z2Bmxkcv3LRtGnTePToEfny5UOtVn9u9ZT6fqEI6Ovrc+nSJSwsLChQoAAyNeULbejPrFpKB/TZs2fJnxIlSkjH/5m135esrmIzg4OD2bVrF+vXr8fS0jLzUL9Go0k2qBMnTqRx48ZfMiaybp8hAl26dEk2rgMGDPgMtZcqf6kIbNy4kR07drBu3bovtYqyXp8pAspgadSoUSQkJPy141d6r8pHpVJ9ptWUan/JCCgRKBmF+pJb+POqmzJIUuxlUlJS8kcZOCmjLCkSAV1BQOGlwsl3eSmT+3SlhaQef4lAqoFVLkgN8af/TkInEfgUCLzLSzn99ClaQT4zMwRSuan8m/pJf510/LrIG1U8sa9iMXa0J7mBNFpiI2IwdrBM+X8pEgGJgERAIiAR+IcISD/yD4GLCjrHE00eCufKllbC03vHibP3wcPR9B+WmnLb9T0/8NtZa8ZO74aSjnH30PesOp6TWVObf1C58maJQGYIhD65RUC8PeXyu6T9HPv4EY9eGlG4ZHYJmkTgM0BAxVM/f4yzOxAcGIalex7yZfswO/wZVPofqygdfyp08U9ZOncOFx7FYqj//lIxldaA5oOmU9/LjriIO4zv9y0mDXsxuEkpsczMHhP1fVYMX06OAfaYFrDF2MwCOxtbjNTP+HH+t1wMiCGTYpOfrtUkkadKG4Z2qI2J5gG7t/pRZPByLOLj0Rq/5rfF37Mjpjive+xDz8iQ2Mg46vSdRrty0ij/Y+Z/RjcmPbvK0olLuPGOzvqGplgaJRH0OAiHwj2ZNb0BVkSxedkc/rz4AsO/WvGoVWNXpCrD+3XA0QACL25j/nNfNuTPxrOnwaCnYcPS/lyz68Mcd2MSYxIQ9Ofq0e1sPyaW+qpiBGnt8SpUBXPLu9y5/pT4JJEXpCyxFB2I5oOHULuE02eEsFT1oyKgecXm5fPZ5/csrVhNUgJJGn2MTYxIT0t9G1e6DR5HGTej/16FpBesXzqKgzfEPUmCb30nUreMGecWb8S2pS9b1xzBs3d/+jsaiXw1DYbG/0PZ/70Wn/WV0vGnNl9cEAd2BOMzcjTNir5d9pDys5pdi3py4/FL6ud7yXeN+3LF3BHXo7/SdcVwmk7ZRF2nc9xJiOXhurmcEIY16F4Q3j0XMaulmmPxZrTsNwAvY+HIDU0wMzMkPioGtZh/MTQ2Q3XvZ5ZdO0U0NXm44wRJTUbydc6rDO+zEEtnM/bdMKbZqHH0/MqBGP/99Bm6E7WJyWdNPKn8f4+AoX1emgwaxFdpt+hhbC6mfaLus3LqTI7vf8A3TbNhrvwe84IjoTGU6DiUOo4a1GJzTnNLMxKjooXhFclnRqaYhB5h8YETvHjdnKc3trHjyBWexybwy9ZHnD5wioiHpzkaaUb1PMso7z2LctXzY27uQIee/eifx5VffliDV4/x+OZQOsEm5C5YmTzZHMSUVDg/T97Gk2fxUOK/r5+88gtDQM+SSg2+oVDlhLSK3V4zgZ+uuDJ2QW9s0lVXT9jD7A7/oxuKCiTg5XPqDvge642HuLRhA9kLN8PGxhIDMTAyF8vWnCzVnNz/Ky/tK9HIJ2+GzsYXhvY/qs7/iPg/esbncZOePpbWjrjlyEnOnO86fg1uLo6EGIm+anQ01tnqs3bTUHKJmh0b3ZHzx9axPbsTU/7Ygqd1Skdh5fCJnI8UxyCYGGOS+Iqb+8NoNtwbXlxnz667VO7aAgtxZeTjC6wLjMLJNQcWqkR++P0Aty2v0G7hdUx9fMUITiyvXNaZg8f3ERzdkJu7L9Nw3ETalnT8PHCVWn4wAnomVuQqXDhDOSHndjBhzmwOGPiy6eIOKhQyS/ldzwgL0cG8s/sx3WbUxFwTzP5lByjeuyPOyu9h11l18pngsA2GGjVhYU8ICXtNZEwwkbZN+GFGSVYescMnthJVrWw46RuKa+WqtChkl1x86PUbmBcbQodKBZP//9ypjVwz6079qkK/WD8iikXiUODtlMEHV14W8PkhIDqbzjnypfDtjRh4uOMelY/y7/D4H1VOq4+FrTO58+bDLscdTv65jm8XXaJcZAHKGOljZGLAg/0buKQyptPgPNLpZwKydPxpzDQVEc7LYgQ1gAN278Ki5cm9uzStKIyrfqwYNemL0ZO4UazcMTDUEhKipUTJwuS0VpZBKveK0Kjo9dpaiA6EXgwWDs68fLaDqdsjqRp7lR+3nCbC2YZ2DWqyZ+16XoqhmomZmii1CT0WTuPkuiksflSCVWPH424ulmKI/obl/Zk09J2CRet5nG/lLZP8/pHF+EJu0t5lVtuxqPrO587Qr8gQyBRhemNzYXLDTjHll3jaZA9j6aYd1LExpGvbrzm+4XcevFZj5SCWoRlZUaXZSBzMzdB/VZkuzq+Z1HEymqYdyHZxK9Meu9C+a1EOjh7ApTK16dSvOS9OruGZtib7DxlRqqI3Mc8syV/ePQXYkBByqVwpn1eGVr8Qpn20aqi0esQ/vsbeK3epU6LAh5VrZirGTwcY1KS+iHLlpd/A8RRKWMreI6FUMjBALzGWWy+f8U2HyXhZyR0+MwNbOv5UVNQiDK9flkFz59Gs4Puw/PldKwKS5zZT5uTj4xJJFPYtOiaRPBXq07BoLFMn/EHfye3InrydrEYk44vegRhVqSxz0GNwWbZOGcToe/lZvPlHwhcsZ8iBHURZl6NvTRX7rwWhEpOyrk5WRL4qRo/v25JH9DO04fdYvO43br3Ix+zZTXj48DYTB4+nYZc+1CniioHk9YcZER2/O+rRAZauOUS4iJ6nUfV1AEcT4ikSfJrp4w4TL+Yxk8W5OP1alUbP1JZGfRvzbM1QuszV49u9P+K4+Q9G9hlIuIU7XVp4cfXaboXKyRIVKzqv13/hp5sxXFNF4hb4kriQ54S/TuL+HRPuPAxEz+EZle9uZdPPzzCs/pi1c5cSlX0DVgH6/HFpFhd3Ct4G3ObePdGhsNlEjz4tyC5zq3ScXf9/6hkYGPE01J8V341nQ6HGTBvyNdnfzFaG3drLil+PIvqjfy8OBencviatBqzE9+49HmWrR8Nq+cWo/gcsD8/hVVwSCWp9fJtOp1YJ278vL4teIR1/asPriewlbQjXTh/CKTR5tjSdaLjiH45VCWMwV/Hszg7G9LiOtRjxP/M7R80yYJ3Xmzx6vZm9yJoFAxpgKHq4GnWKaVXFxWKRvQg189uy4rIWD3tHzAeWY5pnO3zXTqJErv3s8gNToYLfsuFsP6fCRpkSSEhErW+EpVs+Svu0xkfcXzKPA8f2bGbBtDloZk6hYV6rLErdrFFtY9s8lPOtRly6PbVUITY8OPOMwqXKkmHGx9IVKxM9cZ5BHPr27tQvlY8xa67i5uxMod51eF7AF6M+f+JbWsX5C2K+XxPLg4BTfP/Teh4YF2Pmkt7EzX2O01d1sTd5SVRALuo3KMOD0xrq9u1M9P7WbH5Qmntnp/Ds56fce6Wl/JiBmPk/Ji5JjX6dupjE3WbhpGuEdGkmHL/czCZrsPTva6kSnHQu3pBvZzVm4/cTGdJxCw1HLqJ9STfMHfNSoYqICPw3B8SbO2HwLIhnJ6xxLKJlxpyxJEb3pmriQ37d50fXzo3EFNY1Vk9ZQqllXSmTx0WG+jNpHun40xy/IXrap5w/tJ1X14SDzyBa/G+HUlNfwBWvwsWzPi2XDCC/GPEfGduZgNciEmBkQff+PRk8ZAOHH/igb5eEhbKsTx2NoZUFsTcusPdiPAUdwln7ZxAdfW2wLZaNB/cvEOIppgzE7koiJ5Aka29q9CpOl/ql0BcRgxcX5zFm2XnuqcK5dUwYVyNjQu7fp9zXA6jj/m4uwt+/gPKKzwsBE1sPKtfwyKj0SwtO/nyZSvVrU+ndQU2MP1ojMzRB99j6ZyDFChqxYfVtRnUwx8IrN0HBF3kS4oWxsbGYtYrk5mOR0FqjJlYWdcjv4kxsyCP2bfwFi4CL3AgL4Jdf/Ln+IJLyESEUrFCVrw+58Co6kVexolOq0scqZz58c+Z/q1+4BYucTqEnQ1GfF9H+ZW0Vn26uTsLMITd9pqyh8r6fGDFuANphM+lQzZMqtYQR/C/l1fnd7PZ7inFJe7qMGE6+e1c4F5aAU2lfzA2SMDIrSZPmrhycMZaX3cZRp2ye/7LkrHOZdPypba1RQv1l6DPtOxpkwpP9C9tyJylWieCLeX1TrKwtsBADGgtleYrIzk8Wx4oMmysON9JP5LpIsLJ0UWL1hhi8uMXkmT9RtO58ttU25o8dC5k73pgW0xYTvnEd89dbY5/LJXnpSd4aTbG7c4W5ffrwIkddvqmqT4V23ehXr2EaK2/83oOdhiqM/mp9YNbhb5asqUpk4KvUKuKiRfXfdfwiscokOpTlc3qRs0B/tsytwLYN85g/Tp/SPWdT5dxvzF0USHbBcY2liwiTduRCxCyuhAhiJ4lOqn1OmnTqjePRn9hyPze9e/sQ5reMx1GWtG7YiYLOhzGzNMbByZLbfruZuOIij9JawY6Kxb3QK+OAzV+uJcySTSYrLRAQJ8GQ9AaJIrU7s9WjNP5JSorz/yZqEZ01EknTRqbG2JrlpIibK6WNr9Fj6g7MHBuijlPjVq4F7eqXwO9BIvGC2jL4lBFj6fjT8FAmy9UkJaQm6GUEKkmZR1UuET5eT18Q700U09BA/63jFz9nz6ZkNL8iJvoJ2iRxsZER0TcuEWftS/tWZbASfYH6BYoyVyT/talYmcRcjizasiI5zGUmnr/j9xVcfFGIQTNnYmZoTqJIKlz06zpi7z8gdQHfraOXyNa2+//2tsirvxgEDPWSiBDTR6lT+xkqJiJCqsBrvBQZ1KM7N8HCUo8mZaswOeoFXepWxbmCOxHrfyUkMSqZy4poBLG1Sj6KmFaKfHyDn76bjpX41z/Sntlz/TAW2dNa/18Zv8UD15jzLJ4ZRszVy3j3GMjA1q2SjbmBsQkmhuL+a6vYcigaC5nf98Xw7d+qiEm+Ynj9g8L1xcoVI6NEnpy6LDqnt7Hq8zWGO7eIBOnyFM1hwy8iKqtRiWsc1CyeeojRpT0pbCGTodJDLR1/KhpipBTz+hhzh3dmV7b3Q/33L5+j/hzhtc0TeHD+NwZ1voqdcP6Bxw7gO6pXcqch/OlTXomOg+rFOR5djKBxJ7FiNfI+iWWaMKfvQDzeeG6zvHWYUNoabVQEL7GmrgjZr7iaQKxIgPlaZKh+na6FwozNsba2wUKc+Z2qlY2tPZYi0iAlayEQdGETU37cQ8JrsWFO1eaUyWyPnPgoXrt7M2TMeLxTN5V0Ks/oDmJ0lBBF8GtDGno5smBnMPoGWl6FBBHwUCSWmoh5Jj0HOk/bRI7CpQjdPJ3ZO9QMn9AHa4MY1v84DSenChiKSFespQX61nZYCF7ai/wBRQK2rmLhvguEPo+mVp/h/K9Ls7NWS2a92qrFHicxMSKq+hGq/vDhZtZfeE7DAu1o6vOSu1u+Z+vJpwxd2EGsdoojt1k4z2/ewi94E6G5nHAxlU7/Xdil409FxMiaynU7kv2rWpRwe3dzHC3Xj+bGSOkQaK2p1LEnzcQOUU4iGe9+0Vyo3BULHMuhNUvY+yBMjPRV5P96Ig3chXN+ZU9Fz3yYKHtZvCnWJmeKxX5+Yjffr9klRl9QsfUQsmXSGnbFerF4vjniUW+le0fiEyWZP4IN+ayKyFaoGiNHlxDDaxOccuUUDjkT9QWPvT0L4aRVxuEpnUMLZ/vkPSOibh9j1dy1PFAlUahabzwttez9fblYYhVD2xFFxYjfivzC6SviVrU27he+ZfLIkWLVqgbLYvWZVqkixj5VMEnOfe1CYtLb5D033/oMLFpFPNKevLntPytcpbL/PgJ2BctS0dA+bfDyIU8sVHccP1XUJ5ubc7JJPbH0Zzxnj6NWQWVoZESjjoWZvXoB34uoavcBvbHP7D35EAW+gHul409tRPN8DJwy+C+b1MNjYtpvjcd1TvvbY9Db71uOnU3Ld0uwLUD/BpmvW3Xxbcoc8flPYmD07goD5WpjxPSWlCyGgLGlA/k8xA55/0lMXelUr0WmV1iJLXbHrxLOOZ3U7zGV+j3ev9zQoQzDZ23I5IfUr4xJvxOqmaMLeeWeUlmMkf99dXPX7YISF/0YYiZWr6TfY81XbE71VvRwr9aDpeIj5a8RkI5fskMiIBGQCEgEJAJZCAHp+LNQY8uqSgQkAhIBiYBEQDp+yQGJgERAIiARkAhkIQQydfzaN+vSNeI0LykSgU+NgMJHA7EHtyLpuamXvDWyFInAp0FAsY/6ysZb6eylwknlk/rdp9FMPjWrI5BqM/+Khxkcv3KRQloLi5RNFRRSS5EI6AoCym5z5mJZoyKpHQFd0U3qkfUQSLWPluIYWDMzM7G2/O0SW9kpzXp80MUaK9xMP2BK1TGD41eIbGhoyNKlSzlxQpwLn5S6z5IuVknqlFUQUDqkilE9c+YM/v7+PH78OJmb0rhmFQboZj0VXiqd0WvXrhEQEMDQoUPlYEk3myrLaZVqMwMDA5N9uolJxiXq74X6lRuU3qsy6lep0p0MkuWgkxXWFQQUTirkVZy/qalpGjel49eVFsqaeqQa19TRvjK6klHSrMkFXat1qs1UuBkREfGeehkcvzJnpVar6dq1K/Xq1dO1ukh9sjgCSu+1VKlSYv/43lkcCVl9XUJg69atbN++ncmTJ+uSWlIXiQBXrlxhpNiEKyEhgdSwvwJLBsefmpQSEyNOmxMik/skc3QBgdREFYW8sbHioCQhSgdVjvh1oXWyrg6KfVQiUYq9VHipTD8puScyuS/rckJXap5qMxVupubupdct06z+1HCVDFvpSjNKPRQEUjOmlb9lcp/kxKdGILXjqdhJ5W+Fk6k2U3ZKP3XryOcrCPyVD5fr+CU/dB6BzHqsmX2n8xWRCn5RCLzLQbmE74tq3s+6Mn9nH6Xj/6ybVyovEZAISAR0FwFtfAT+IfHkzOGKadrq8HiePXmIdY5CyNNyP03bScf/aXCXT5UISAQkAl88AnovzjBi6T0WzBxEbnHKo0jNQV8VybaFcwkqMpSpHQoln/4otkISYekoDq36iYP+z0R+WWYH+IrpFMO8tOr1DSVymn7x2P2bFczSjv9Z0ANM7XNjZ/723MYQ/4vcfRaHtXMhinumHjem5cHNCzwNT8DJoyQFXVM2Rcgoidz2O0dYjClePt7Yv3Oy76vrF7geZ07REoWxNc6441zQzdM8jNAjexFv8tqmNkkc1y9c5FWCOcXLlcb6L1rqxfXz3Iu0wKeiV+qpv/8mX2TZ/xCBZ3fPiZFPEnZuXhTJZ5ehlFehd3gWJgydkQk5c+fFUtkHRhWGf0AoSRoVlk65yelonfHJmtdcO3+N1xozPIuVwTmNkhpevrhLSLi43MSM3LncMRfc0Sa+EOWFoxL/WWXLQw6HdzicFM6VCzeJ1rOgYMlSOKbZVRWhwfcJey0MtqkFuXPnShu5RYXfJ+iFCq2BIdlz5cfmXVusfsWj4BjccmTnLeVjuX3hEmGJxuQpXIYcdm/ePXU458/eJEFjRCGfcji+ezL2P8Rd3vbpEIgKCeDCySu8fBzM+TNXePxsL0s2XEJjZENSSDBPz40l4IARISKXvPfwObQsb8iBn5YR12AcdYpnfEdSahHOj5MPs698PeH4c7xvgZ/5c87/BfmKlcfNRm4+959aPms6/vhnbP9+BAMXHWTyltt09LFNxujplePsObCNm8Eqbpy8Q8MpixhQ14Nzvy9i7q7r5MhmjaHNbhq3G0AlT9e3uGqjOLb7N9bsu4kt8azddY8x49qSx0qQTx3M+tXfsm59IJ5V6+FasFA6x6/h4dm9/HlkPwFBL7gZlo9piybiky2efVt+Zv0Rf2xVsfy2rybjxrYkewbDquXmvuVsXHuB1+Z27LvQnBGDyvGOe/h0b718choCj/0OsvvAn9x9Hs/104G0nLmQHtU9ULp/2leXGVC9FOtugEOpThw/9hOFheM/s2wg1fv9JthkwtBfzjD365Jp5aljw7m8bz27/e7zMvAuATFFBW+mUMLNBPWL0/So5MsWf8hRuR/H9y0ij6GGw/O7U3vUTtRYMG7zBaY2K5RWXlJkCJf2/c4ev0eEPbrJU72KzFg4jsKOBiQEHqRD5brsewz5643m6NYZuClHQsc/YELjYiw4GY9pnoYcubidcqZvO7SRD08ydfBAtkcV4MDe38gt6qRNjOL6gY3sunSdUNHpvvU4OxOWL6Ci43OWz5jH/ucG5DSPxPH2Tdq26iI6wXJL5s/5NYp4fI1tB87y7P4r/tx5gsEDezPBZSv7/O3o3rExlqogFo+bSdRXI2hZIbfo7Ppj7uBC2dpNqVvSLJOqx3BpyyMMRHzgXQm9cYTfv/+Fh2IvhdiNTxk0tgmFnOXZ5X/Fn6zp+PVNcSlRlgqu1zFMSkzBRh3Gs0gttXp/RzcxGLqxuheD5/5A64qj+XnrrxTpfZyJ1cy49ctYFpy7n8Hxh1/ey87fAxj9y0I8RVGrJrdl2i+urOxZnjXju7A/rjYz/5xPsfeiUwlg7s43oxckO+wfxvZi171wCj87zP6doUz9aQE5BMkXjmrFjN9dWNTZVwTE3qj75CALtu2nzbebqeGWxPTR3Vl4NBvjqub9nG3Fl6e76gXPokxpPGg+rmIUe35BB8bOXEyDKgvILga7V/fup0DXNRwq64mdRU4KCO7FB17l6mt3Fu4+TBErG9yLFs2AS0L0E6KdajJhah/xfSiTa1Tlp61N+L5vefz2H6X0oN/oX9odOyt3cgvOxfhf4KaqOKv2DSW/uQ35SigsfStxoryEHI2Y3DKP+PIxIyvWZt3uZsz8pigXDp6lythNjCnmip2dB65vbOm9/X/i1PA79s8ugZ2pK8XsMzppQ3N7Svr44H8sWkQtUp6lin3CS0tvRk/oIjo98SxsVoE16y9QtMl9frz4gj/2rsdD8H3e2L4cfNKSHrayG/s5vxC5yjRl4Sxr2i5/xIIJXUkUndRgrT4PLp7hQsnCxJ2cyclHxvSxeMW9F7Z4OorVEWKzrrjYaFHtzBx/NIlJKszePaMjKYRfN3xLdJOFzK/vwfHVI5m60Yg1/ZoiXX/mDMqajt/YTvQq21BqxVY0gkjJYmBH6cpVkkdhijh5VaGKVwjWlk40r1OJCT/0xS2gNlYvazOsfakMaIY/fExkoiPOb75tVK0Wv/54nWP57rDiYgItW5tz6Zf10Kg5xbK93c8bTMlTrHDyXbFBB/Gs7UNTH2eC/wggVuOEQ/Iv+jSqUo0OP10gQjj+lO8g4MQhrDQlKeOm/J8Rtb2KMHH9JZKE40//hM/ZcHwRuhs44lPFOY1XLsWqUjUwFmV2KSF0PxMHj2IHxRg7awUTO+ZIHs0c2jCG3mN3k7+jPpumjMHVJuNrauZUhKrZUqen7ChevhZx+VxICNnL6P7jOWTnw4zZyxnVylU8N4H9a0R0a/pxivYwZf3kEWJa4O3UloKxlWtJqrildimzUbJ8TYzzOBLzZCPD+07mnHsVFsxZwoBy2ZKbRP36AjNGDufnp670mbGKOf3c3zOw5s6FadbIl9Nn96F6M11raFOAalVSn21K4XK1MHU1xTJXTep5bGbY4Dk09MxPgXy9qeCV2XTaF8GIrFWJBDXq2BecPfYzN8/c5UmI2IvjxQ269xpA9aLZcXC1YMfGn7Cu0ZEJdR3Essj/HZ74YD+e+RnTYphH8s2+VaowbcAl7nVpSpGUoz2kvINA1nT8CgiaSOKTRKZJGtPExhup4GgTCQhLovLALpjpG1Cj/RSuHC5Bj+4/0XXuCdpkz2iUXIvmJXzaRL7/vQodyrlw0++MuC83Z3eexaNUTfI4GeK/ZxPdjt7lp6Xj8VKmAJJFeaKKExu/Z96Pi3lqWpNpKzpTsXRegr6dy5JtFWlewoHzF0+JvZarZ+gDR4h5fUPLvG8NrlaMoeJfEpfcDZCiMwjopeOVOoYHMUZUG9wNZQYzUd+Nnss20P7VYyYOb8+9qwv59bta5K7RlQ1/dOLeoZXUqNiZTQdXU6XAWwumJ8pMlYTgKyR416RmzTzoRbxm4Jo/6CHm3kf1asX9W8tZOak8ng378Ufxflz98weqV/Bn++EfKev+dhJdT+/tfGhsoB9UaUSNSqLT8MKdkb//QWLIDQZ/3RL/iatZOKycoK0dX89dS/2oMOaN7kWjc5PZvq4t77rqqOjYZKef+l6l11sTdptXHmWpXbuEyB0wYOrAAdSoXYtuD8uw9f5x7OUBYTpD4X+qSHS0mFLdvJNLO45TvdJ0mncaiqO1OHNjdl9MSzRmYu9aWJqZooqPxshMRHc0gWSa0/c3CiRGJpBg5IXNmyCBRuSJaETOymtlry/p+DNFL+s6/v9Apqd3ThOfoxrV81kJMkaxY8Uy8rTbQ8DIm0wb1YVp+TYxtkmxNINm4dmEb+eHMmvlUuac0ufijt2UHT0fizNRNG7bgyYVRJJgo+rc+GoAm44G4tVQCammigHFq7Xhu+IVWdCkE6sXbqTmrDbMmxPKnHULmbNfw9mt+6k4Y0QGDhsbGmMpwmapJlsVn4ih1kE6/X9qpf71+7Q8unUOvby1qJArxUIZOxShXqMiyX9XL5GbcVOXczmsDj6lm1GgtPiyZSPyDm/OwaPH8S1QJ62t36oaxrm7EZSuWhcxHQ+OJWjYpETyz76FXZm0YBk3X1ehaNmWeJUVxbWsS57+zdh//Jxw/JXfr7HqOecC4ihb7StsFG/t4k2Tpt6KIvh4ODBjzQruxZbD09qDmiKkqkj98gUZJUbq5wJbUiP3f2tOorhw6wmFfRuS28IAdaQfS9feZuHx57w8OJNZwxtjtWCbKE9a7X+dlv/iA25c2UWIpTNl6renjLsDv88ZxfHz93kQrodvuX1MGL2boBun0biWo2mPUXSvIc46+Acjfn0jYxH9NBAbKKVURp0kplCTTMQBSv9i5T7zov/bN/Uzr2Ym6utbYWpkKI55TTmCOFWCbh5h51U9WtR3IfFlMI+DL7Li2l7aNRlG3uyeTB15j66Hr6EWjv8teHrkqdqDZeJzb/cSVsW70bdVHfyeH+ZBWLBikcXHCgdhMC1FpnVG0cPaMXvyZ9CEzqw9HUWsMPGetQeysjbc3DQPa407vZsWy3CbR0lHHl09TqC6DZ6C8HfCrpHLt0amM2NfXuN9fjV6cPkg+++Z0aqeIwnPH/LY0B4PR5u0zqND3uL4VL4itoBNXzcTSlaqQKyxWSZOP5K9m4+QmKMcvlZqnj96gCanJ25vjJ+rp5gGqviYdMEBUbClmM6qgL5dZinzEezYcgJjj0q4myUQ/CgQg1yeOL/pWboXLk3pctFvo2Jv1DTP6UW5asVFROr9LGoLczOSO6gZclviOLFrP8GWxWkh8gIiQ55w5eTv/JJoRNcczhTptICbL7qz98pT4fjzf34NLTVOQ6Bcpe6Uy/4nLR7dx65geUZPsiG6x7fUGjuNwXWzkxB0hok/56HnsPHkUSipui8muvQwt/yr3A5rTIwNk7egTS/m2fNgmGMhp+4nka+gEUFPzmNQKgf5xbhNSuYIZE3Hr4nhxtkNnLh+h/t791Eyf1ORQazh8oE19G3ZjzOv9RllJY4yLNiIrZtm08zNmt+njcf4qxI8939Oy8oNxFxsJJd3nEcjhmYl3ZM4teskl/zPIewVAyZPIZeDCZbNa/LbzKl8H98G56dnyFGyGK1LJ3Bs82FyVK1MPodEzojRXPBLsZ5FHU1UnIqverfBOPwxh49cxO/uSW6FWDJs2gTcbbUEHDtKkJhCqOibB6vSTah1OJjNc3/G0ymB0yE1GDhQGSZK0SkEtLGc27mC3q0HcznBhBFihGterClbtqwgR8htjp2+RYyYcUqMuoxd6W8oaRvP7TMHuRWcgGHiE5G650j1qr6E37nEpTtQrklpzF89YemUAQyZvw1DCyv0tWoqj1jDT92T2H32DnHCLsaL8lzLdcfLUnD95EHuimV3BgkPCTPITe1yyig+jpt7TxPtUpRieeNZMqIHw5ftw8LSCq3Yg77upA0sbRPHzvP+JApzHBt5jdwV++IhBuEJ4QGcFMu0XolTu9XRfhgWaU0Flziu7jpDfK5ilC2WDVVkAHv2H+TizWtsPXyDLtWLYB7znJ/njaT/xLUkmlnSVV9DiZ4/sKFvY0r8MYrR89bjm+MV4docNCgusrylfPYIqNUawSc1YlWqSGnKSa8pHUSHdTw+fQ/wIt6V9iu3pjh9RUQvVZsYx9Fdv6H2z8z5v+bK/WCqmGSczNS3Kkg9sRJg67IlbK6UjRP7BLf6NkcuCvlr+mRNxy9M2fMnryjbuT9aQ2Fo4jXkFcYt+CXUHTaRBnpaVIKwdp4+FMuVk4pjl2K8cjU3btwgT8WOfFPdSyAaSvCt+6jtvSiZI46HN64TX7gRy0ZWTFtPb1+sFXNH2PLTjjMkOHrRbXxn7CNusP9GAGbevsLxJxEYcJe7Qa9EDp8RjboMpaRYs5fwNAB/UZ5eibasGOMtOhmKJPLywQMeGFhRQTh+sfiLNkP7sGPRUi4/cWPomC6kmwb+7A3GF1MBbRJPXxnSbNxUmidvYKLF0cuX0s6mJD0M4Z7gVIRw/GXqdKR+WWWEG03o4zvcuBODmUMOOnTvmrwaIOjqU+7fhJLC8ZvGvyLGsRSTppdBI3ZEUeZFK7X5CrPYK9wR5UWJ/y/fqAe1SuYSU1WvRDTgFjcCErF0yUvHbh1SpgVI4sVdf8I1eSicPYak7BWZPt03+fAjrdaQ6i0rYxh9ituiPCVvpEqLvlT1ckluFmU5of/tG4jViXhVbkmLaiXEt+E8u32faKN8wvGLpXsi3+SlkQcNuxQgOvi5eJqY0hDL+SLMCjBy+jS04v3SiJFbsTqVyZ43D/NmzmbB2oOi3kbU/GYIFdxlnPZzfwc0qkSioqKIT1CRlJAkIlfGvA59jf/TWCrV+wY75yjuL5/CDxEd6dK6LKYGIhU1JpKH929hp8osuTOKoOcvBW/enw/wbtxD2N1VbL3ykFpdelKveOoeLJ87iv+O/lnT8evb8VXrcXz1Dqb12/SgfmY4Gzrzda/R7/ziRP1Rb4+H/WbixExbKFfJWkwUnzSxK0KniSnzumBDm64D37vPJHsxekzMGNoXM8L4dO6CT/qr9R1oNHAcjf4dbshSPwYC+jY0+6YvzTIpyyRPFQaMq/LOL5ZUbj2Md2fgc1RuRJ/UL8UofeSYjEv8UgqpxpAJ1TKWp2/LV+1Hv8d1xALS6gN7pl07enxm5dVhxMQ672lunsObniOVqEF6safO8Lfvg1E2H3oMzMBWsMvPoOFjMkXVIk9Fxk6s+DEQl2XoCAKPzqxn3PebKNqgN9oLm+j50y5c6rWjfqv+lKlcMTkZNPDiWfZs28yuQ3a0qOVInlIVqTvwW5LHNu+JllyGP6FnktmuflCscVfx0ZHK67gaWdPx63ijSPUkAhIBicDnjoB7hXb8VLZd8rw8ahUrKol19aamGfJVcpcpR68yZUWEVVn+oU/3Bcv/Q7X16Dy2y+cOi07oLx2/TjSDVEIiIBGQCHxZCOiLrZxNUleeir9NxSdz0cNQhPml/P8hIB3//x/W8kkSAYmAREAiIBH45AhIx//Jm0AqIBGQCEgEJAISgf8/BN5z/HpiJzt9uWvW/18LyCf9LQIKJxVJz83U7/72ZnmBROBfQiDVTir/Knw0SN1B5l96nixWIvDfIpBqHxVOKn+/ay8zOH5lYwTlApVKJbZ/FWt1pEgEdACBVF4qqmjEGnOFm+m/0wEVpQpZEIFUDipLIA3FzktxcXHvGdgsCIussg4gkMrNxMSUQ+je3fQog+NXegcKgadNm8batWuTOwBSJAK6gIDCzatXr3Lu3DkOHz6cvN5cikTgUyOg8PLp06eEhITQtGlT6fg/dYPI56choHAzKCiI7NmzYypWU6SXDI5fGU0pn9q1a1O2bNnkv6VIBHQBASUStXTpUtzd3albt+57PVhd0FHqkPUQUHh55swZ/Pz86NJFHDf8T46Xy3qwyRr/PyCgcPHOnTucOnWKpCSxzWY6eW+OXxlJVa9enTp13t+44/9BV/kIicBfIrB//35KlSpFixYtJEoSAZ1BwMjIiLCwMFq1aqUzOklFJAIKAspusydOnHgvQvqe41fmAmJixN7xUiQCOoJA6nxVQoI4yztWOWszZc5Kjq50pIGyqBpKRFRJ7FPspZJ3ogyaZIJfFiWDjlU71T4qWyZnZivlcj4dazCpjkRAIiARkAhIBD4mAv8xue9jPkiWJRGQCEgEJAISAYmA7iEgR/y61yZSI4mAREAi8EUgoAo6zfQ9wXRp34KcZqlV0nBk/UIMyg+icobTl9VEitURwSJfIlGV2UE8ephZOpAzpyumRnKL3w8hiHT8H4KevFciIBGQCEgE/hIBQ9VLLtwNpKtw+i+u7mLrqSCRm5PA0d83cW35Q/q3KYK+KoGiNVpTvoCaRZ2bctTYk7zZzDKu3FE2oREHRF85paHHDwvoWlkeu/shtPviHX9CVCi7fv4WP31vJvRpKc5sFseCh95kzdL5nA9MwiZXHUaPbYujgoQ4Qer0lsUs33cDQzNbvuk/Bl9Pe0G4t/Lkyg6mL9mBKtGJ5kNHUbeYzdsftZFc3PAzP+y9ilebIQytUzjlN62GqMCzrFi6mpvBepRsN4jedb1IOb8igV1r57Lt+EOsnKsydEJ7cihKppOY8Aes+2EOsYW+YUjzCilFJiVy99hKfljvx6sYUxoPHEPzcm5oxJnn21fNZeelp5g556XvwMEUFi+RlE+HQFLMU7atmMW+GzEYWpZmxMw+5DV7wyp1CMvHf8OGc0nYFqjCrNkTyG8FQacXM3DKVl4lGdN42FwGCL6kiUhsjLizn8XLN/IoPInCNXox8JvyJL/MiY9ZMLoLO69ocSpehznTh5NLNP+Dw3MYNHMfMRoTWo35np418r8tTySphVzfyaKVO3n6Wk3JBv3p06pUCj9j7jFrZB8O3NaSvWxT5kzqh4tx8g+sn9GeFYciMctRimnz5lDC8e2boop7xbnty/njnhFjxwwm2xtLE/3wJEuXreHui3hylenI8D41MdPTEnD0N6auOZJ8WEudbqNoVi4f+nJQ9+lI+xGe/OjM70z5Tti8e1EMH5xIm1p5CXpwgaCk3NTu0ZNG+kkc2bONm1beLKglGlsdj0rPhF7jl9G8VGY2K4YpXebx8nVKgm960STFcPfIen449ID+o6fjafsRKvAFF/HFO/6gS1tZvuo34guakKg4ftUzjh28hlfz4VQzeM6i3gMZZWzLstF1CToyl4l/hDLl27E4h51h4R8zMegxm4rZ9JMpEH11M/N+vUHTASNxf3mNifPGYjBtNrVyWkDsQ5aO68iW6HL06TcKn3xub+100kuuXX5GlZ4jafDwFP0X/Uj2QvNo6m7ImdXT2RdZnJEjW3Ft28+MnLmcxWN6YJdsXBXRcuPgOn5evR6PDlXQCsevh5rgmye49Sov/UbW5OmxpUzo14dsu//AZO84lvvlYsHYTqjvb2bRzz8wst9Q3KXv/zSvsTqS8/tPYl+hKyPr67F+dC+GDDNm7aLuWAtaRdw5zc27GvQ0SZiZuGFrLlo8PoIrp28Rq9UjKdEKJzu7DLrHiY7r8UuRNOo/EpOnJ0X79kPrsJFh9fMSduM0dwOEy1bHYWHqirXoRGriQvA7fY8kYVuTEu1wss9oFaODr3D6hoqWg0ai92g/Iwf1xiDbNvpUdSX42mn8nxiiVcViZeaGpVGKKrEPz3LtRjz6GhUmRq7Y2WT00pHCwa9etpZTsZ4MGCUcv7hH9fo+R8WIr3qPkTQJv8aEnsOY5byN0d7XGLpgL+3GTcPbJpC1G2ahsl1Im0KStJ+GtB/nqS5eXzG02yuebg6kc/cu1CrsTOMquVm+8Smd2jcXJDrF82slGDZhPJ6C9ySFi5N59UmIixb/k1nbR6PSaDHIpEeYGHqdX1euYuvFBNoOEY7/41Thiy3li3f8+ar2YPHoxyzcY0DyFgZaI4rVbYqzrbKTUQF6tKnK0gu3xG91MTM15GXiCwyt3cktDLa7mGZyME2da9Lit/ssjpZVqF1UGS3lp+XFvSz76QS1JtRh06LhbH5RjkXfTaaAs1mGM6cxsqFs4+YYKv2HvPDNi1CymSjlPuPM1kfUnT6K/PnNyT+oFds7zGKjX3N6lHN4Qzo9yraayEz/AHbHqoTLR4zstFjnLUKNQs7YCMPumX8gtTd05uULLflEHyQk/iU2efJg9rgkeY0TsEzpt0j5JAhoyF+1nnDeVsmRo+7dmhP0w3Vei7+tVEEsGzudO9mbsfi30Yi+abLc37mceduvUWnSKqbWKPCe1gaWTpRvUoRslgqf8tOh/BZuPn4hnLMJi8bMIrBoF1bPGUDuZF+s5frmxSw46E/9aWsYXcn9vfKM7Nyo2KQUToI75POgbcmdPAsKQ5MQx/yxc3leaRDrp3RLdt7JJarDWDNhMucMyjJz67f42L4PrH3hBsz/LpwxEw8JY53yu56JNd6NWuGs9HiE3l1qbeSw4LWmkgXR2hckmtiSJ4cxOeLL4Wr/SRpLPvQjImBq7YRXUU8cLxjh4RDJ8jnfcT3oJXdvBrHn0H4Mnh7nsUEBHo/uh03NLkyq5/iPozymbuWYtngm8d/MRfRFpfwNAl+841fqn5CYJBzmm6oaOQqnn2rB4gm1LkDdjnWSpwCyVRzK7Dt9qJvbEnvPsRw/OQaXtI6nHsZW0ZzYe5owGqDMMNnp26KOSCI29DgbDj8lfzVPvh/ViZuxuZm5eDKVnFJu1tMzFk+P4+rpQ2zfOA/j6pNp5qo8UZ9ojT8HTt2kXjFvELpZReoTFfn+OQkJSSq0abuCGWJl7ZzWtAnPnuLUqDu+BUxw8JpBr8vNKGBhRcnaKzi8qY1Yayzfg0+GgIEt2dIN2J9p7KnctRbZRZvEBV3kfoI+L079QuWCp5i5Zi1dq9jgL0bgUdEx/N6vARfKj+KXH7rimG7HTWNz5zQnTHwQScXq0ayxtyhvK/5JRjw9sIyy+Y8xf/1q2pYx4v6LG8S+es2KbrU4W2MSaxe0w+bNyF3BxcTCBafUV0JErvBpRhMxTRX5cB0PVaY82fEdJTce5oc/ltO4qCXqlze5F6fipf9e6hW5yMhFaxjeNEOWVnJpiQmJpM/RMjB1xjm1HklhROepTP2KJTB3cWRx/yvUqurEAMMO7Du7Cu+39P5kTScf/OEIPLlzn/vHt7GnkAbflv2opa/h7qY5LHvuxaxZ00TUS0VMXDx6NsKiakPEvP4/f2ai2Ocj6UMK+OeP/uzuzBKO/6+4FPXoCrE5SlPVN0/KPL4qHAf9Sowf78C+TZuEoSvM6I5N0oJOJVp2w/tofzp1HEIRMTI5t2MLJUZ0IfLOKWyNy9Kty1RKZ0tgzZCOjJnyOzsXdSEtA0CTSPCjAOLj7PihyxAc9uylexlXWg9pw6hJ/en9oAq2CXf580kiyz1d/nsiqcO5eiuUMi3r4iCmB1RhLynk1pyRw4uK+bOFLDuQl161fTLkKfz3hcsrPyYC6pAbPDPJQ516xZIjQua5mrBqTxPxVxQrxvbjt4nTqLX3O+r2+V18IOzWHrq0ncy6XeUY3CLdHH+aUioeiZ25nHxrU9jNUMzJt+TXQy3Fr+EsGNiLtRO+pfr2aTQbukV84OmVLXRrN5ffD5alV918mVQtgYBrt8lRow75HcWpXo6d2HS8k5greM707j1ZPXkRlf8YjV22KizYdFpx7Wz6bhjfT59Mg+qrKZQu3UUp/D/Z8Od3rmJWqhreXkoXOk7MeXgyYcJIDm/ex8pfF5F7RH+ypU13fcxWkGX9fyHgd+EXfjlwXgx8bMnnVpizf6zmRaKWqxv3keCRxLrlYWJAlEiCWp/SDbrg7v2BDf4BnYb/L0x05TlZwvGnHkuYfhZSFfeEU8Fm1PItjhEa4kQM/fbe6cwK8eGPUdPo3ao4bSb9zM6yNWlVUImBgqlzaaat28iVW88JPrmWKxZFaV3PE/3LZ3HKU5Ki2ZR0KHPqNW3MsqmBIv2Jt47fwIa67QYmf4pENebGoYtQpg4FagxgVf4qPAqOYM+3pyhfoz1l3VPS/tJLZnVQfr996z56+WtT2kUMpdTR/LFpHCfNB/DDpB50rzWbNqt/pkypMng7yWH/p3zptNpQjtyNFe1bDSUAECtOzTIzNn7TIbOi+7SZaKYMwz8CxGqlZHEsXJcl046z7uUdEbFKTQZ9W4uXwXe5b+BFzaI5xZcJRKtNsEymjj2D5kzHYOZUHkSC85tZo+wlmrFw8jE2R9wXTjnfe53BF4/v8ti8FNULCQW08cRoTbFQaKPvwtj5E5k3/wceRYlIV5qDN6bFkNnEx3bkfmiicPwZDXcyZ5X/3knSi3l5j6txuanj4yEKVxNwZiljLsby8+ypdOvegn6DhrDyRCPG1Hg/ivAp21A++39DwE0Mqnq3NCPc+hXu+fPiGPWIbyesw/Lr5cxo4sKrp5dYsvgHirWcRAE3QSrtq+QH/PWOnO9z6T0bmXz//6ZnVrw6Szh+tUr0KhMM0kYg8c9EeLLHRILsCnDhoDUqixy06d8Zw+gkHtw/zdO4NmR3Lkwhd09M3kXILDsW8cc5eDWB/gsWUM7BAFXJUmg3jmHl4Ur0qZ6XWyeuUql6Y1Jn6TMQKzYI4+KFqeDzdgRnn9Od4wc28CpnU6ZO6vW2s5DuRlVigljbKsL9ad8lceHX2QxbcZXy1YqyO1GDR61GJEbFcf/xadHpKIND7hLkd9NgZKBMskrH/6lecG3UA2b1H86JKBfKHd6DWnQCq33Ticq5Uh0/PDy/B32PVhRLF+LWiGS4cy/MqVCpwpsVIG9r8PzyRvoM/RmHYiU5s0Mf41ylaN+u8RvHD3fPH8C8UDsKpZsrV4Xf5GK4E75flX7P6T85s5beYzaRq3RJTlqpMc9Xgfat6mGR7MtFgumF49gXbU8+64woPru+jZjsjflK1OVd0aiTxHuXgMjHSpOIu3vp328R+vmLcX6PCSZ5ylLJ1YAXjy5y/ZmKCq7ueHkUJ9FYJvZ9Kr5+rOe6uBbCJdafyFcRGNm6UaZiRZq0fUCw4U0OHBKd2bAI3Fp9z9A2PimPVIUl27d3d5l7q4/2P04FaDVqMb2UgFqeLfe3TfjFO/7nV38SYcmL3AvVZ8a608xtmZvZU6ax68w5XmlOsj9JQ5GOMxluYoBlo3H0vTeCnp2/wd5cn4Y9RlPHIYA532yk2LhRVIg/xri5vxOVrzSdho2jSuEcyQAbOhSnT8/uDJ01mrNrTChY9CsmDKjIpe9mcihGhGkHZWfamDkEv07E1MKEZv2GUdVLGaUlcnLuJJZffEHe2g3oMbkJHqLjG+N/hLlTTlJtynAqu5ty+9BMfjz5hAjtRhbsLsOwel7cPvI7w2ev5fazl1y5tBeNVS7mNhkmRkwzCRYh087fXMTSyoqve4+gqP0X38x/S/RPdoH6JT/Om866fScIEaP8E/vVuH3Vm+4jbIm6uZUp87YSKpKRiletSpuW9cRU02u2fz+WzSJr39zaghZ9h1C+oCv+21exaicMWNkVh8AzDB4xh3PXHxLrdxyVWsvXS45gdm8zA+dtJ0IYvtK169CqSU1sNaH8IVaf7BIZ+FYONrTqO1isOFFm9MPZOPQ7Qoq3pV2N1wwaMR+/OyIK5ndUJOMZ0vOnthhc/YU+i/YTLcxxuYZNaN6gKtZiNBXlf5DZc9fyWKyqKuDjzdftu4glfi/4pe/3vK74NX3beZEQdIDvVm7hTngk0xZsELkvrXEIucrIUTM4fuUW0RdOkCT0rjluAyPa92DKw8dM7NkRV2s13k2706VcairhJ2s5+eCPgYCliJaK5aLJh2hb5KFt99YsnTWe5T8c4YWZA416efI4tAS5nETHUd8Idewrlk7ty95sGY+RTVFFWccP/Tq9/5v29VUWLV7CtchwgkVkymVibzwVskrJFIEv3iM4FWrFgt9aiVGvViR+iIwmMYQfMucXRi0yTRtFGRq+gcHCmc4T19A0PBy1vkiUsxVp09pEes0fhrGNOcbaakyeXxZTewex9jgjnjlLNeHXn2sQGZsoDKwDyvindPe+eGmMsbAwZNSUOaInKg6WMTTB3kZJx1bECO8eIyjUxQAHe7F4+42Yu5dn0PxSmCop+0I8KvYV87yDMNRTodFPIb1H+RbsPNtKhIvf6C7iW4bi/GXxC2O/X0+4MLh6JpbYWb6zKYB8Ef5/ETCwo8Ow7+k09keM3sQgDQTfFPpoPOswfm5lhP/DwtYB0+QwvSG1RK5IpfbiABgjU+yE81fEvVZrRvqKlQDib/3spfhxy1HMzEzS4jgKhzVJhZk0r6qYuAJLOwdMkoM8DjToNYsaSVr0jc2xs0odSdtSf9xw1OI7C1MNq/ecwtz0bQRCKU+d6M60+eIIZFGKteB86mZpFu6VGD6jZHLinpm1A+bJiYKmNJ02Aq1xir7Grr6MWVCOCUYGIlIl7k9WpRDfrt3NYjPTDHorP9XoMQ+fVuEkivleOwdbGZ/6/2Xpv/K05zcPs2bNahKNyhNz+Tjzjp0nUtjf2LhcLDxxh7J5XrNq9BJmjbpE27598S2hJzhlQOs+U2hb0SmTDXxeMLHLasIjRU7IO6JnVYge43+h11RjsceKGgtL6fT/U6N+8Y7fQBiid6YesbJKdbyZQaOHrTByaSIy8q2VrLlkMRNG6a9DkEZmVqT/2cTKOnm1gCK2dpmtT9LDxNo27ZrUZ+oZmmLj8LZXa2Rq/V7438jUXHQb/kL0jLAXnQ8puoCAPpaWmfNN38hMcO1dPuljZmX33ipmQzNLbFMvFZ1HG6v3O3T6RsKxOygLotOLvogc2IvMk3dFfP92sp60vmi6y5R3x94hxZFnKFHhp/27oy4DLOxs3742BqZYW6dck/ZsA2Oh918ncFnZyjV8usDYj6WDoaklLmLFyVTfGuRODMLR0ZGS1VtQPVfq++BA7/nzCLl2XIT/hSvSd6DTrEVYFfDEQVny+Z7Yik2teoqUk9Q1KOku0DcWK53ecCuzYMHHqtQXUs4X7/i/kHaS1ZAISAQkAp8VAo75fOgkPiniTEfP0pnqn61Y5bTlqfm9y/+HOhqQv3i6HSc/KzR0S1np+HWrPaQ2EgGJgERAIiAR+FcRkI7/X4VXFi4RkAhIBCQCEgHdQiBTx68vt3rTrVbK4tqkrutVeJnKzb9e65vFwZLV/39DIJWLqbw0SE6ulSIR+PQIpLeZmWnznuNXyBsTE0NERARqdfIiDCkSgU+OgMLLpKQkEsWSOMnNT94cUoE3CCirH2JjU06LCw0N/Q+bz0jIJAL/vwgoNjMyUqzuUjbSemdXowyOX+m5KhfPnDmTX3/9FZXYMEaKROBTI6Bs6KEY2OvXr3P+/HkOHToklgbLXTo+dbtk9ecrvDQyMiIoKCjZ6bdt21Y6/qxOCh2pf6rNfPLkCe7u7piaZlzqkMHxK8ZUGeW3a9eOqmJDERlO1ZFWzOJqpO7kNWPGDDw8PGjVqpXkZhbnhK5UX+HmkSNHOH78OJMmTUpWS/lO2k5daaGsq4fCw1u3brF58+bkSKmZ2dulwxkcv3Kh4vxLlixJRbG9ohSJgC4h4OrqSoECBSQ3dalRpC6EhYVx9+5dKlSoINGQCOgUAjY2NmwSB869O22fwfErvVTF+afOWf31nsk6VTepzBeOgMJDZRpK6bXGxaXs2qV0UOWo6gtveB2vnsJBZWo0Ojo6+UwCZWpUJvjpeKNlEfVSbaYyx5+ZH880qz/VoErDmkVY8plUM32SSmYJK59JNaSaXwgC6e1k2umZ8mi4L6R1v4xq/JUPl+v4v4z2lbWQCEgEJAISAYnAf4WAdPz/FUzyIomAREAiIBGQCHwZCEjH/2W0o6yFREAiIBGQCEgE/isEsrDjV3HnxlVschbD1ebtOXeBl/fj9ygGG9eSVC/n/gbEJC6fPMij0HjcivpS1sMxE3CjOXPoAM8jzfCuXpscNhmPhXx6bA/n422pVKUcTqaZHxn5MuwOscZ5yfnmlKknp/dzMcSYyvWqknZA4DtPfnhsN1de2VCjYUUyPdDqv6KBvOjfRiDgwh6uBSXgkKsMlUvnSPc4DU/9T+P/VI2+uTVFi5XEVhy8p459xEW/QOLF8lqnvMUpnPOd0xYTX3Di4GnCVOYULV8DD6fUVzmJwHtnePRMi4E45a9Y0WJYC3onRfuL8p6SqFXj7FGKgtltM1Y59ilHDp/ntcaSEr5f4W6XytF4Htw6z5NQsWbdxpHiRb2weLNBXUjgGW4/ShRHXZtTuJg3Tu8eARgTxJVH0RQsVBDT1MPWNK84d/AIwXFGeJaqgVfON0uMYoPYc+AC8eIY69Jf1SfX21Oq/+2mkeV/MgTUPPQ7wv1wcb5zYhwxCWqMLLJRsUZF7NJtgvjIbx+XA2OxdStJtbKpNvmTKf1FPDhrOv64INbP7MfAJceYtfsBncvaicbU8vDsQQ6fO8FjQcQL0+dzatgCxrUuyqEVs1h2OpTCue25ePU44U0HUrd4OgKqw/lz01q2Xw7D1TCGbUceMWJiV7wchMWNvcuShTPZdkxFhdr1KFGhbKaOP+rOduoOn0rj8QcY62OM3/bv2b7VXxxqZcsRv1hGja+HW4ZzeFWc2/Qdf+5+ip6tNSeuxzJ6bE2c5DHUOvZiavA/tYfDF87yNCKRc9MXcHbs9wxrWjz5zHl12AVGNPLlt9vgWLorJ46tFI5fy6llo6g1ZAMJ4oDe4b+dYU7bt45fFfWCc7s3ce5xCK8fXWfpki1M+HE+lfKYk/T0JAPqVGfHQ8hZZSAn9i4Qjl/FofkDaTBhN2qsmLj1ApPSOf7EiKec2bOJ84HhvHrgx48rdjP1x9l4ZzcmLuAAPWs14uBTKFB/HEe3Tk1x/ILXU9tUY/HZBEzzNuHYxS3C8b8l36v7hxjdux+74704engTecSJqdr4CC4KvU89CuL103ssnvc7I1asoJZrEHMnzucaLuS1CBcdpPu0aDMAL6fMjmbVseaV6nwAAmrCnlxg4qj1aAtUoHbxbAScXcWP+4fw45Qh5DDX8uDsfmGTT/IkXMOFGfM5OWQeo9t6kzUd1wdA/c6tWRM/IxuKNWhFo8NPMU4SIxZF1C95rW9Dg15TcRYjroBCQ+i3bBUv6o1ny6FtFO55ksnVzbizbjILbzzN4PjDLu7l6I4Qxv06g1yiqA1z2jPj59ys7V+BRSN7cN2+G2v2dCD7X7Rb4ssgdv9xlgSVCRaW4vzz0BOs2HeMJjO2UNsNVszoxrc7sjO/efG0EhID9rD8sB9d5q6nojjGfP7ETszfk4sZ9Qp8PHbIkj4cAVUorw2daTFgKvbCj13P3oMRi5fTttEScgoHen7bnxTsu57LdXywN7Ylp2j+mPvnuPA6N8tPXaFSNjscsqePEIjBUXwIeh6NGdZa+T6ab+tV4I+dflQaUIkz2/fjPXor02oUEx0IB3KKDbte3zzJFVVxfj07C297WxxzZSwvISEUk8KtGdnORZQXxmSxedfm/Z3w7lycEzuPU236bhZULoCNqRMubzqfV7cJR998Ced+rkY2ExtypkUIUiAzdchHw2YNidj5HJUY0Cmiin9OYo7qDGmWL/n/V7b1YdPmC5Rv+Uh0fML4Y+9SlENX548ZyNmQaOH4rT8cf1mCDiNgjHfjYTTY9QJN45GMb+AKwQUpVXQSG1t1YbCPlkg9exr1nko20XH0LziYfkuWEtjcm3zi/6X8cwSypuM3tKKwTw3yO69Eo3pzHoGBAyV83obwzdy9qeoTjZ2VOEe6RQMGz2uD/ska5DGrwzhhENPLq+BgQmPNETY7Wb4qX4vlS+5wYPcNNvib0KzBU36ZvojyX3ehsnvqVW8uTorl4p/HyO7dgFrxt8Ta9CSiLp/ELKogpYXTV8S3cCn+2ORHtHD8lm9uCzh9AjtVMYoKp69I5fzFGbfVj0Th+OU78c9fiI9+p2E2Spd1TivWMl85qpUDG+H045/vYsrYqeyNz0Ng5PfMGd0QPTEmP7pxHMMmH8LlUgQ/T55GXo+MI19zp6JUcEot0oh8PnXxKJaH+GfbGD9qFsdNCxIas5Bpg/KKi+LZ98toRs86S+4b0ayZMpm8JhnDQlYuJSin+PxkMcWzfD1svNyIevgLo0fMxS/bAaLGLWB8L6U84cDDTzFn8gR+e2jP9fD5fD+5He8eT2Nq706VSsX4c68w6m8cv5FtQSr6pD5bTa7SdTDKbYeVuxftSuykR/vB1MhXAu/iA6nkJWP9H52LOlnga+ISE9BERwrtXPH77RxJ9sUp5Ky4JgtKlPVO01qxydUqRIoOsk5W5LNSKms6fqWJNDEkqsR+72nrbtMZQ/FbQJiaqgPaYyJ+L1t/GF/v82Xw5CG0nrydrx0z7nuco6QXqpnDmbG4FO3Ku3L76D5MTby4vPcsRXzqUdIrF4H7tjNoyGNWrJxJafu3sIf4n8O0Rn1KibDq7sNaLKwtUCfaoGfligg8JIuyAYNKHYGydU2q44+MscHAxiPNyWvF3G1i0mth5pGOX6dewXS8Eu3zINaEGgNaoYxlk0wLMX7LYUZGPmZU3xF0epDAHyuaUaTZWA5XGMfd/UvpUL87P+9dR53imY9+4x5fRlW2FjWrZMfgdQzTdx9BFXGPgb360+PJPNbOq0WZ9tM4UtuAKzsW0LZ2L9YfWk2VAu90QN9gFh3gh0HVBlT2ccIwrBTzDx1FE3qVnj17E/psCcsnV0ffJBcD1+yje1wYswZNptXtGHZt7o7tO5H52Nh41G+cfkrxb7FQPb9JZIFy1KxVFD0jPYZ27MPJto0Y/6sHv1ypK0y+nLPSKRr/a8oYY2wUwublo7i/NhKbvPX57c8xFM2daunePFixySLcX3VgJ5SJWSkfhkDWdfx/iZuGBzfPg0ddymYXiUdJL/ntx0W4tN3Nswn3mTSoG2N+d2KWCFOmmiZT97rMWxbN/FV7+O1RAic2HKHKlGZYH42hQYPOfOVtA1XLcq5OP7YfC6R005RQZ1LIQeYt34yF6zWOap9x4sw9bhnPwskhCRt9s7Tyk8RudQZaq7SOgHKvqbEB5qqEtFokxcVjpJdNOv0Pex/+xbvV3L1xCfPCDSjtnBIvN7LNR4WKKVw4etCFsROX4veiBRUKViN3QagmQu45zVtw6swxahVvmJwTkEE0Lzj7IJ6K1WqQHGm39aRSJU/xR1VO5nVg/Jy13HhVX3Q8a6CM1atW9SWnmZiPP3tOOP7q79c1MYizj/WoXN03pYPpWJjKvsofVTiT05qJP67lbkx1ClnkxKd8zuT7qxzJy9iBYzkX2InaeTIkofwHLF9x9l4YpaqKvBXRu00UU1tzf77MvCOhTD0xm1ETWmA1dxeN8stQ/79ISB0pOokklSN1evSgvcE+uv7qj0W+bO8SnYAb59BPtskZB106UonPTo2s6/jFfL6ZkaGYU88YUrx3eic7bpnQsp6Yan94n7DXt/jt1lFat5gkMrLdGD+sN50O+IuArE+GBBPnki2ZtbglVzbNw0LlQf8WtbkQvAe/gFs09i4viKGPpZk72ezfGjM90zzUqFqJ56+S0CTEY2ZqhImFKznKGrL34WFuRXfGR1jg60FXyP1V3+RRYqrk98nOw0snCUjqgJewt1ef38CjZgMRqJWiiwhcP7qNAw9taFVXTci964Ta5KSwSNxM6zzaueBVrgxW72TGZy9Uivwim/79NLdQNvy0WxjDipSKe8n9gKeYFyxG9jcxd0uH7HiVLY15atgoGRQDchYpQ3z2TMZM2mDWrTmAdZHKmEWHcPfZC2wKFcXljYJW2XKJ6FUJTN6J6etZOlKoXFnsLN83JVYiX8XEyATrDKSMZNcv2wh3LE0RVThPH4Vz7+IOtibBADszLBtNoun9EE7eCpGOXxeJ/NF1EgMaI3NMrHNStN5oel+uJqJV37F6+ZC0ROU7p3bw522zFJt8/wYvLN0o6GovE/w+oC2ypuPXRHLuwFL2Xb6J0x8bKJj7Gwo7aji5ZRF92g7nusj3Gy5ANS/WgkN7F9O5UE5WjutHnJizjHjxhE61GgrSRXBizUE0xavhWzCe3et2cz7oNi9E73XwxDE4Wenh27I56yd/y8SIOji/uEL+KlVoVfQ1O5efJE+DuhRxy0etxikjPngmllvtJmej9pQuAi9vh7Jr6jyuuOmJUWA9hvUtw60d2/HX96Reg0KYF2lMy8IhbJwkVh/Yarga25ThLUp8ABXkrf8KAppoDv3+HX3aT+SeeMBQ8bEq05aDe9YQ9/QS2/deIkqkmRjoPSZ7hW4UtYrFb/9mLj6Kw0gt5sezuVO7fHlC/I5x7DLU7FoFy5f+zBzekwk/HU5TueakzfzSKYFf918mRoTXDfSfkMe3DwXMopJXAFwNShLlBaN1LUg975Livhgu/L6X17nKUb5wHDN6dWTGH6fTymvyrUgeNYni50M3xMoCDfoGzylQZQB5hROPD7kpVpOc4qV4T4y0D3Eo0x4fpyhOr91PXP7y1CifXeQB3OD3jds4dfk2q7adY1CTsliKKY3vJw1k+PxtCD+fLGUGrmH3cHEa6M5B9Bu7mArZI3muyUVLb/d/pTlkobqEgIpbx37mkFhJpVU5Ua3YIDpPWMXdBr7UbHCTSX06Y5p0nmEth3JTnBA/TKhuUbQpO/f8hpcuVeMz1CVrOn6xdE+lsqfF2BnCpIk59TfzkEkmOen3wyqMxPBKIzKSrHN7UdzVmXJDf8D8j/Xcfx5HwVp9aVzWQzR1OKqERHHqkcgT0GpIio8nR6UuTBFzlqli5VmX+ZMd+H33WYw8a9G2XRMsX98TWdkJqFMznlIvVlvQscsEzFwUk2hKrW69sFj/M5dCbRgxro1Y5qTlmjikJtFALbRXxJr6fXtivm4t1185M3Zcc3LIpBcdfAUF1yw8GLZqFYZi9Kzwyi5fSUo5GpP4RCW4EC/W6kPx6n2oUkTJ5oxFlZRAvPge+8K0bNocO8HH52qVOAhGWXQqRKPGpVxLVvm2VwpM/q5knVpi6kc4aaU88UWZ2gOpUEAkq4pOrkokT8XHJ2KQrTStmjQUC/oUEXoJ/iYliftFfkjuat+wuk43QWWlPAN8GlTFOOpcSnni6vINh+CdJyXmpBXPTxQRKkFjcpfvSm1v5X14JcpLEGFb8T4o14gyzfNWp9f4WuIdU6XoLd4TG696/Li6UfLfInUFzwq1cMruysxvf2DVH4eIF+9l4w5dKe6SRU2TDjL431NJi1plSruBvQRPDUgSHMc0H+NW/InH3jPiUK4kDEzcGfDjW5tsk7sI5dxMZQbIBzZK1ny7RJi/Yv0+vHvwcLX6ramWKaBW1G3VnboZfrOnWs+v075pOmBApnc6ePjQb4DP299sPGk+QJmHfUcMrPEWKw3eiikV2/RMp6MexVq0pFiG2yyp1qHPX+j8gcyQt38cBPStqN2kXaZlGeYsS8e+Zd/5zRyf+t3ERFJGcfGuQfvUBGenAnTvkdmyzXJ06S+WDKQXfWsqNun1HteVNNHyndqmXdmjVyblOVehx4Aq7+lu5lKMtj0zMlEkGFC5+9v3wcihOK07Zlz9go07nbp2zxyLbF707CfHcR+HdJ9LKUYUrdGBt0OlFL0t85SkW28lKiXl30Igazr+fwtNWa5EQCIgEZAISAR0HAHp+HW8gaR6EgGJgERAIiAR+JgISMf/MdGUZUkEJAISAYmAREDHEcjU8SsbxiiS+q+O10Gq94UjoPBQ781GS5KbX3hjf0bVS89F5e/Uz2dUBanqF4pAqs38Kx+ewfGnXmxikrL4N9XYfqHYyGp9Jgik8tDQ0BBj45SlC/r68gCXz6T5vlg1DQxSNjUwNTVN5qXCTykSAV1AINVmmpmJjeDSdqd9q1kGpioXKJ/AwEAePHgglryJ5RVSJAI6gIBiZCMiInj+/DkBAQFiGeWbMxZ0QDepQtZEQBkoKc7+yZMnvHr1irt37ybbT+Ujo6VZkxO6VGuFm/fv30/m47sDpQyOX/lRuXjJkiXs3LlTrPFN3WZDl6ojdcmKCCiO/8aNG1y/fp3z589Lx58VSaBjdVacuzLSDwoKIiwsjF69eskoqY61UVZWR/HlweIAudy5c5MaxU/FI4Pj14jNO5RR/rBhw6hbt640rlmZNTpWd8XxDx06FC8vL7p06SK5qWPtkxXVURy/kZER27Zt48iRI8ydO1c6/qxIBB2sc2o06uLFi/zwww/JG4IpYf9MHb/ypeL8HRwccHN7cyasDlZKqpQ1EVDmUq2srCQ3s2bz62yt7e3FvvFidJUrVy6d1VEqljURcHFxyTTpNNNsFDl/mjVJoqu1Tk06VTqlqdxMn+mvq3pLvb5sBBQ+KtOjCidTP6kJf192zWXtdB2BVPuo8DKzfBOZhqrrLSj1kwhIBCQCEgGJwEdEQDr+jwimLEoiIBGQCEgEJAK6joB0/LreQlI/iYBEQCIgEZAIfEQEpOP/iGDKoiQCEgGJgERAIqDrCGRpxx8eGoyhlTPWpik7cCmijQrG794zTG1y4uWRLeXLpFfcvhFAnL4l+YsUwOrt5Zm0byIRMTFYmtthJM5ff1dCQ55hYeeKuVH6XxIJex5MtDhI3cDMipzO4hz1uBCu3XqC1saN4h6uf8mj8PvXeRhtRvGSHmTpxtTxNy3s0TUCX6qwcfHEI7tlBm1jXgcSGiG2yTY0IptLdsyVhtS85mlQBEkaNaa2LrjYWmSsoTaGe9fuEKU1JW8hL+xSNttMlqiIR7x8Lf4wMsbFxY1keqsjeBL0GrVWhbmdG9lszDOWp47kzvX7xGJOPq9C2KTxU8Prl4+JiBI7eRqbivJcMHmzaWJcVBAvRJ20Bvo4OefCMmVTxXQSw/OQWBycnDK8Cy8f3+RRaAKueYvgZpdyU2xYALcDX2FsmZ2iBVx0vDWleh8HAQ2hgXcIixcETYojNkGNkbkDhQq5k948hj++wcPQJBzyeeFu+x7JPo4qWayUrOkrEkLYu3QcAxbtY/z6q3Twtk1u9vjw+yxesZKAR5FEhZpSrf9gOlew49L21Ww+eZ+QR/eIdW7AzDmDyGOTiVdHw6mfB9D3Vg4OTB+HUzp01VGPWD97JGO33mXFn5ep6f72/oiLP1OzTg+uvIRqA1axbUp9ru5axfaTT3hw/wVFu49hXOsyGV4GRV//Y2v59ceDPDdyxLV8B4aJM6zfMedZjM66Wd3g68fYvnMD157Ec+9KBB3nLeCbCrmTldW+vkb/asX56TI4le7IkaNr8BL9gvMr+lOt1zrhiE0Zuu4Uc9uXSqucJu411w7+zuYTVwl5HECIQQVmzB9LoWxGqEPP0LVKBTbehpxV+nJ0z2Lymmk5uqALtYZtIwlLxm06x9TmhdPKU0W/5Mr+X9ly8rYo7z6vrWsxc94wPOz0SXxyiHZVa7H7AXjWG8WRrTNxU2xvYiATGhVm7tFYzPI14NC5HZR3eMvpqMfnmDNiMJsj8rFn1zpyv7HkATf2Mn/VdtTxSUSrijBkam8KqJ/w5+ZlHL4dzYOLd6nQdzrDO5WXXNZNOn9ErZK4feJnhs3cizZHYcrkteXJzd1kazybef3boPQJg2+cZNfO9Vx+HMH9EDfGLxhHlZw2H1GHrFlU1nT8egZY5MlPMesz6Ccmvml5Fae+n0tUrs4sHVmOBP/dtJs+AUuDHmLno2bMauEujN0t+lVozs/76zKpZcH3GPPilh8bt14k2j0neu9sJa+nb0g2j4J4mT5Gk6RsN/sG+rhIzp57TOt5m5jlZo1bPm8MNFHCCXRh7tcuaC6uo87PR3nepAw5043q1MFH+Hb9VprN2kzt3AlMHtGHRacmMbJiikORoiMIqF4QGKKl4aAf6C16ZSfntGHS5IV8tWceboIjtw4dwuPr5eycnRtbaw88hdNPCLrJtVe5+HbzLjzMrSngUyRDZeIjH/LSqjJT5/QS3z9lXNWaLNtclwW9y3L98HFK9FhDRy9X7O0LkFvs2RH7yI/biUVYsrU7uUxs8CrvmaG82NcPiXSqw4zvBojIgD9DKjbkpz/rM729F35HzlNxyK/083TAIVsRXN4MuB4c3oN97ZlsG10QW/PclEzn9JXC9Q1Ncc9fkHxnE0XUIuVx6sjbbJnxKzWmrqNpPjizbhTTF81nUKPKFGwymZYDzAk7Ppe2fSdRrd5eKmfLrHOtI+0q1fgICJhQuf0k6h+ORdNwOJOb5kJ9ZwmlqkxhfbW69C5ljUptRaOBi+kh3p0/pvdl7bGHVGlf4iM8O2sXkTUdv7EDvo27cH7dXuGEU88jeC22hI0iR9mUjYtMPKpS0nArZ/xNad1JOH1FjPNQvkIVjOzTeeA3/EkMv8m5fWHUb1WXO7dVKcYunfPXt8hBzQ5tObHxLGrVG0soLgm+tJS+/abx7KtObP/uW4qKXi/YUtBOKTiGR4QypmdNnN+JcD04fgALbSnK5lYeYka9YoWY9NsFhgrHnzUbVUdfZAN7fGpUJXV2yN27JpUfv8ZU+LTEl4cZ338IOwy9mb5gDSNr5hWV0HBowxh6jtpB4T6z2D55OLntM/YizYQDru6c2squlKlQncgcDiSGHWRU71EccqrC/O9XUr+00glM5OBPI+kz5TDegxewadIAclhnxMrKrQTVsr8pzyAXZStURc/Nhtin2xjWaxzn89dh2fc/Urd49jcO3I8ZQ4ew+nkuRsxfy/RvCqTVL7VkC7fitG9bkytX96JKOeyTpNCHPHpmSd03e4OVr9+I6LU/E917GJVypDzftmAFqhYPxslEOn0dZfRHViuGJLVGTAWlcPzxuRAS9HNib66QRo9cxYunPC/yOm6VPBlW6G2k6iMrkqWKy7o+Qsyhxikj77STi6xwLxLLgiUL8Ck5Ale9Rzx6HIR7Pac0QsQGXkavRnO+8nXPSJKEcG7ffEipwQ2wPX8L9e14LDNDNjKSeEHy9IclGTgVZezKlSQEnqBZ+YbMWv87/Rq4o37ux9Rpkzh04TaF+pbFN+Ogj4hXJhia5yG1C6KnNSA+Jow4oZlVlqKwjldWz+itU9TE8SDakKqDe2Av/FqCxo62c1ZSL+IJM7s35cbFZfw0vTLO5ZuzbEUj7h9fS/myt9i6fxkV8pmmVVRP7y25Ep9fJb5MbWrX8UArDjHqJBx+i/AAJrVpyM3Rq/lhZClyVf+aFTnbcmP/Ksr73GLXwYWUzPG2J5m+vPigy2gqN6ZO1RxonwXSa+lKOoXeYmSD+tyatZZv+4kpB605DScspNzrMBaP+ZprJ2ezaXmz90LzkZHCqAv7nerCTVzEnuF6x1m44E+mdC5N/L1zxMTq4WD5NmnmwZ3HePXvRyEZzdVxYn8s9YzEtscv2PHDCJ5s1cPSzJMFv31PrYK2aQ+4tn8lMxfMJVBTkmELO4kpLTnP/6HoZ13H/x5yxjQYvYTQyUOZOXoshq9uceyRBWt83iQaqZ5z3j+WstVrYG+cfjSi5eqJlaw7aYFPyGbCLp0W81Kw89AZGlcrj8XfnB7rXKAeXQsoynSlqNsA1u1dR1id8TjY5aNdv1n4bPuRYcPHcrT6AWrkeJvyYmhghqWeSVpQQRWvwlArOgMfygh5/7+GQNDts6hyV6d6vpTkPhOnkrT8umTy3/V98jFuxiKuvqxK6QrfUKSC+LJbGzz7N2fvoROUy1czfQDpjY7hXLgTQvGqdXFWqJHNmzYdvJN/+6p4TqYsXsKtyF8oUaWz+CjlNcOjewv+PHKBkh0qvl9PTQjn772mTLWaiOl9yF6R9h1TrvMt6MLs35bi33UFHjYFadw6ZaqrZbVijByyiHNPGlMt53/MekXPwovxS2YzdcYKRo/bLqJdO4j1GklB25T3KSr4Ev56BalZVol8SMkaCIhdD1W2lGvanPoxO5jop2ZKtYIZuO5eoiZj5xVh3dfdWTprHbVW9xOZKlI+BIGs6yf0LTAxNMA03cEFBqbZ6TZzPd1UT/lt2GiK1G6Hb3bFor4SCUpnMfbwJZ8YToc+fYjGKc+b8LsepiIT1cEkhPu3wnkZFE6syNB+/CQY7btO38wcY7Gnt5lZ5j3WMpWrckVf3Cfsp56hDZ4FxWfUWO6fHkZceDykc/z5itkQeO04QZqW5BPP8Y+4hlvZfiLoL0UXEXhy6wT775jSsn5OtOFBPNRak8fBOm007Fq0ApWq3UCbIcJtgW+tyqhETsr7/cdYju4+QbRw9hXtDYl4+oAEl7y4vPG97iUqUb7yU9QZyrOjSu1KnLPKrDcayf5dZyB3efLb6BMmytO45iXbm0sL+Pji8zAWEbDKIDb5fahSsxD6mfh8czNTjMRKBYu3wQrsCjXgu3UNeH37EPMnxlB6SMvkCFVc6E02HQ2jeq0aWMSEExiVKFYKuGAuI/66SOePqJOpOOfAEjd3b+rVrca1nr70GV+ElVNbibTWFLHOlpsi4jNy3gC+XRkmJkCRjv8DWyBrOn5tLHf9dnHu9n0eHz1O2QJ1ySXWL4XeuMClh/4cPrYHPfcWTOxdB+3LQBZM6MOwH/Zh6+Qgwpxaao3+mZWDnLl5wA91bi+KVejKaGWEJuTlERUn/oSBnZoT6Xee6/FOeFfIg6HqFddO7OXSHXFm99EzFG5VjmxmeoQGXODivTBQRRPy8g7FqgzC6Pk99lwJSC5PG+2HdfuW+BY2JfDsWZ7rZ6eMT05sfJpS+VAwWxZtpIhzHMeeVmDA9JTRnhQdQkAbx5UDa+nVcgCXEswZYy06foXq88uGpbi99OfcRbGETjjT2LDTWJf8hpL2Cfj7neT+i0QM4gN5HGNL9fqVeRVwneuCEqVqFcU0Mpg1s4cyYMYfGDs4iqkENeX7/8DKniqOCN6IVaFiVcopnLw7U8QqjrsXTvIgTIV+nD+PE0WuSXkfAZBYYXDsErFOBSmYK4HV4/swaMEurBwd0NNqqD5qNUvaJnDo2iORJaDhVchZcpTviadYVZj4KpALF28RKU7tTgwXnYVCbajolsDtQ34kuBWiRCEH1FGBHDl2gqu3r7P31F2+rlBAdEpjuH34JLefiOmG09f4SuQwNCyVg8d3DjK2bWd+uRKOi7MFWsv8TP5lI13lqj4dIvK/oYqax9cPcvG6mF6y3sotn06MmLmYnvUa0uj5DSZ3b42xURQhzyPEw5OIeP6Eyv17IxY7S/lABLKm49fEE3ArAM9m36AVxjU4SpXs+MPvXuXI+SdU6jSXRkVS1vCHi9HZc3Mvho7wEiEplTCBxtSpJ5Ya6QvDefICiZrsFPNMzsRLFv0cVeldSy95hPbs+lUuRRagZLLjF+ukA8Io1aYdqhe3eRnnIxy/AS8Dr3Ls6H0x0jOiWa+RlHW3IujKaY4ePZpcXs5ivnT7uoHo/SZy87If1wz1KCkcv4FeNjoO78Mfc7/n6OXs9BdZ/cUs5fDoA9+Hj3+7NoE7gVFU7jmQyoI9KpHYma3EV5RxMSPJ/xFnjx8lXOSXlm3wDc18vcTzowi8Idr/ZjTmjjno0q8/OUUY57HfXS4ch4LC8RtHh/BYm5N+I4YmHw6j0Wip3rwapq8vc+bYUV6LjkSlZt1pWFakzqvDeXDtBEfvJWAlRvDd+nR/k5kfzcOzFwkrmI28DtEEG3syeMQQwXFRngg51W3ki374cU4ePSWWFEL1tv2oXSJHMj5JouNx8eRRgkVCSdFqzWhfU+lIhOF/6gJRpVxSHH9MEA9iRBJti694clt0RpIdfxwBp45yzrQgY7/7iZQZDzVPA4Jx/aotI2ppSRJ5NyauBajl5SanrT4+G3WsRDXBd+9S5KtKYPCC+y+jKexZlmmLVjL/jxP4Xb0nokXPxR4qj5L1rv3NYKp7yd7gx2jErOn4RaZ1vQ4zqPcOggWad2N284xf2uevyKxvM5kPFZc1nTz4vTawy1+NLvlTvi7RsTslUq8wzUWrXrNo9c4dBat3Y1b1jF/mKFGb2eKTUYyp0LsPbwILKT8ZOdNq9Iz3yvwYxJBlfCQE9G1p030YbTIpztTjK0ZO/+qdX6yo8c14arzzba4aLRiS+qXIwp88I41Z6a6sxZiZtTLeKbhet+sU6r73fBtqjxyY9u202Sm5BhmlERNnN3rvW4tc5Rk4qfw73zuKhL+374OxS0UGjH73vXGkwYSZNMhwpwHl638jPh8Jb1nMZ4SAMeVaDBefjCo7ezdilvhI+fcQyJqO/9/DU5YsEZAISAQkAhIBnUZAOn6dbh6pnERAIiARkAhIBD4uAtLxf1w8ZWkSAYmAREAiIBHQaQTec/x6YncZrchcVyT1X52ugVTui0dA4WEqLyU3v/jm/mwqmJ6Lyt+pn8+mAlLRLxaB9DZTsZ3KJ71kcPypRDY3Tznq5d2Lv1iUZMV0GoFUHpqampLKTX39v9kZSadrJJX7EhAwMEjZvEDhpPIxFHt0SJEI6AICqTbT0tIy0w5pBqYqxlQh7+7duwkJCUleKiRFIqALCChG9s6dO8TGitPgxKZLkpu60CpSB4WX586dw9/fn1WrVklAJAI6g0CqzVT+fbdTmsHxp4YELly4QFhYmDSuOtOEUhGFm48fPyZSnHeQKE5UlNNQkhO6gIAyWFJ4+fTpU/bsERt/vRNS1QUdpQ5ZEwGFm0+ePMHOzu4/O35lFJWUlMS4ceNo2LBh1kRL1lpnEejatSslS5akX79+OqujVCzrIbBt2za2bNnC2rVrs17lZY11GoErV64wcuRI4uPj06ZJFYXfG/ErXyojKikSAV1BIDVRJbVjquiV+p2u6Cj1yHoIaDQalFFVXFxcss1U+Jk675/10JA11iUEUu2j4vAV+Y/JfakGVZcqIHWRCKQiILOmJRd0EQHJS11sFalTqj/PjJ8yDVXyQyIgEZAISAQkAlkIAen4s1Bjy6pKBCQCEgGJgERAOv4P5IAq7jXPQ16KQyNNMNRTkShWQNo7uWBnaSJO2fuTX+9a0K91VcRppmhVIeydd5oCvZuQ1/rtg58cXMfZxw407FIv7QzqD1RL3i4RkAhIBCQCEoFMEZCO/2+IER8aTOBTAwqUcM5wZWKoH88M3Qhasojv/Z5hrL7Dc7UL+Z0NMCrRju/6NyUu5CGHTz5B/fAoZZv1p0Z+c6ITNzF4+AMWfjeY3BYpuym9uneRK1dzUSed49dEBXM63JhKueXp0/LdlQhIBCQCEoGPh4B0/H+FpTaJqOgkwv1OsvbXRAatbIqFVuwcZ2JATMAe1uw4SKUOQ9BE2VKxvBe5czjxJDQPHuKM8qvuYhcvUa6NtTmOnhVpmD+UPWv9qDKtJi3HryR6yEgOHX5Al4bivHQhBiZmmJmbkH5TRa1GzekDv3Itf316V/HI8NvHa35ZkkRAIiAR+FQIJHD8lxmsOxYM+mKTGX09ETHV0HTQdBoUfnfAk8S+PYuJyNWWNl4un0rhL+a50vH/VVMmPub3ubN5aFmefJaPWDxmAuXajaJ24URW/PknnrWmU9zRhhMG+hgZmhAaGMorEycCc7rjmBjKwc1buXn5BAGPnPB3L49rjkB27PgDA31nfPtPwNU+ZVtkRfT1RBmC9Okdv4FNToY1+YqJv/7CHufe1CuYMeLwxTBQVkQiIBHIoggYUbhKLWJXTUdTtRMjG3tyd/cwRnfrhuXGP6ia3TgNlyen1tF75DxqzW4kHH8WhesjVls6/r8C0zgP1ctaU3vkFMwiIjCoPZHRJRy5vnks/uYtGeRlI+7UkBj/kEPH7mFjcIsnqmiKZvcj0rk4Vib6BAaHEh2awPWrt7C21ufVg2ecOrgCi9azWdWhVNqTY2MjCYiyQ/WOLvqOXgwqfZDx23biPawbTrK1PiL1ZVESAYnAp0VAH8ecRcmfxwPDMpUpUcKFElZ9mDVrIhcCI4TjTxnshF+9xMmjKqr6FsTWOOUAOSkfhoB0JX+FX6w/Bx4b0Kv1YGLvvsYgdySnbt0n8nAA5Zpkf3OXFgevsrSumA/TFz9xKb4MTbxduRHvTOuaZSm59QHXNhRlwrg+aU8p4jqd32ITMjz1XsIrNp43YnS0mB6wzKiQQ4HyPJu1Gr/W7amdx/TDWlveLRGQCEgEdAoBtdiM6zXXT/zJQct8PPltJ17Nu9Kq5JtQ/+vH+N27R9lvGhO8cgfP1NLxf4zmk47/r1C0yE/PXrMJOb6VHx+5MHRCK0wS7jP8mRveDvZv7jLAuYATpy+c5/H1AB6oNNjoFyGfT4Hk3wMOR6IXfZsLMeCtpPULiYpOQE9MD6RJ/BORJGhB0+JGhAQ9I09B14wa2dhQQnOTiBCRPCAd/8fgvCxDIiAR0BkE9MXuh/E8D7zAr5MW8KzkUPYu65SinSaCS5cvYFGqDnlzih0SoxNRdktUTo2XRyJ8WANKx/+X+OmhuGf74lXpPlYfM+U6IxNs9RPRS0o9tVBNyOuXhISFJp9mGKKy5NXrSMLik9Ak3udyjDv5ilhx5lgg3vVyJz9JiwGWthZEPLjCtVcOFEw8xLm73owfZsaa3ZfwLtgg+blpIpJdYtUi8S99Z+HD2lzeLRGQCEgEdASBJJJU2ajTbQqjSz2gQav+rD7TkC7lHeD1bTZt+p2gyF0s1cZwze8GiVdHUs5iDq18PXVE/89TDen4/6bdjG3syK5M5yui70KR3E94ERoq/sdJfBIJEYca6ZmYkLNkI1zFnP/DGzeI8KjLo+OnUHl7MqRoDtYcOcGLurlxFtl75sRzbsNsJu50o2LbBhzbfJgCLafiVdAE54VL2PGwBk3yJHczUiT0GTdsy9Ao55uQwefJM6m1REAiIBHIBAFDtOpEXocIm2pXmm8HV6PP4OaYf7+SNmUrMGlOUeLF5ihawpg1qjMRNcbSsGxeieQHIiAd//8EoDFFm9bnz6s3hcsvjLGIA/gUdBTZ+LZYaJzFCUgitP9VE26+usDSHVep3nE+nqX18Ng7kM2bytCnZUGiH+8lJDAnHTYvRm/beA4bVWduNRENEJ2Cxt+4MXTBFNwmzcDHLiXH/87N05Su7UNJZ9lU/1NTyYslAhIBHUcggcOrp3D09mW0r2azrugcOtSbzpBzTRnWuxtX2g5l7PCG2CQvgNLD1S0HZs7ZMDOWtvBDG1Yi+D8i6FGxDY0ejuKnfQVpX8GC31afwrVyDTTGd4kRHYBEE2dMzvuJSf2vqVs6ZZTevkNb2k+ehWvpbykoeqxbB9TFaPt0llzLxrDZHbF6s44vv293hl4dxayBE/lu4SSswo6x9EkevmlcT0QKpEgEJAISgS8JAWN8mo5ke5OxoFJhYJ0SWm04eSuV+r8gQWuWzu5Zi+V8q9GKpdNSPhwB6fj/VwwNbGjUZDhHDv7J+fu+VOnRAneP0ukIGsOdhLG0rfQ2HGVcoDozpmh5ZWZGocotxBPjuZ2zKmNa18IlQwTfkCr9puO07xiqkBssOfuEptUbUdpZZvP/r80kr5cISAR0HQE9LO2ceWchU7LSdo7v7luih7HY6EzKx0FAOv5/gqNNXqo170FMohEWxhlS8URpFhSs8v4clIdHjXRPMqVQzVp/8WQTCtcWv2li6ZWzCNnM3i3/nygs75EISAQkAhIBiUAKAtLx/2MmmAin/49v/vsb9c2F0//7y+QVEgGJgERAIiAR+F8QyNTxK2slFdEqCyalSAQ+MQIKHw0MDJL5mMpN5V99fRkN+cRNk6Ufn8rBlLXlKdyUnMzSlNCZyqfazFR7+a5iGRx/KnmNjVOGsnpylwSdacisrIji9BVRjGoqN1O/y8q4yLp/WgQMDVPMp5GRUTIvlX+lSAR0AYFU+6jwMrVjml6vDI5fMaympqYcP34ctVotEi3f3T1eF6okdciKCChG9smTJ8nOf8uWLZKbWZEEOlZnZaCkGNazZ88SFBTE+vXrk/mpfC8HTTrWWFlMHYWDis28efMmJmKfmXc7pRkcv0LWQYMGcU/sjRwXFydD/VmMLLpc3SSxUVI3cWqXQmjJTV1uqaylmzI48vb2xsfHR3ZGs1bT63xtFW7mypWLatWqYWmZce3Ee3P85cqVQ/lIkQhIBCQCEgGJgETgy0NAZvV/eW0qayQRkAhIBCQCEoG/REA6fkkOiYBEQCIgEZAIZCEEDKdMmfJmw9gsVGtZVYmAREAiIBGQCGRRBP4PMESRs4LmeOYAAAAASUVORK5CYII=" alt="">此路由器可以直接从接口0和接口2转发分组,也可通过相邻的路由器R2,R3和R4进行转发。现共收到5个分组,其目的站IP地址分别为: (1) 128.96.39.10; (2) 128.96.40.12; (3) 128.96.40.151; (4) 192.4.153.17; (5) 192.4.153.90, 则此五个分组计算出的下一跳分别为( )。


A、 R3、R2、R4、接口0、接口1
B、 接口0、R2、R4、R3、R4
C、 R4、R3、R2、接口0、接口1
D、 R2、R3、R4、接口1、接口0

发布时间:2025-01-31 22:12:49
推荐参考答案 ( 由 快搜搜题库 官方老师解答 )
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答案:B
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