NYOJ题目916胖子小的百宝袋
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kmLWhER+35Zyq6lWy+JOkuXdKTvZkv6thf5ioL335qggjiClm/adKSLLXf78g2q5wm1svH3ulE2fwmu+bQ31aB8MxXuSjrBCOFmqeI7JUH1klFu/cM2GYa81T7Xa6YuCHFBEP26aYQK2eu4d3O7oYpk+w+FPYe2Ive3GQH5ro6J8TE9sHYz0uuyDK9VuScmGjQ2kG25vTada3yUsu1NMqZqdXv2F+6vt/KbKW8Wja7Bd8qrPLQF9pGWSVdZszqymZaKtTQuwkv2XrTx819VkFM2C+d+qWTbW16PzDAyu3Zj0pxZxoq3pvxPppz3ysaW583cCwq5sdgjJgYenl1zFHttV1LU6h5cG5JWumYmCgLlbG/5PRsbGng3q6vyMVLjlR+qUW2F9wqzGHsIR0jnsm/gJiIdLlyD6WKRwx0Mxtp77MV5ZaNWkyUy3quiZ5dTLhFjy6Fs8UVg377p7vOiGd3EJ1bqmiUmBhE2NyakhQTaWTCz3i2IFWnaej7XsV/xn7JeOil+zHyvhAnrk0bXpouQlDNMiJd8MnePNpXaTntElRWWNxYWEks7VvZ5rDEB1ghpc2d7yaTKXW8N8N9pGe2fpyGbpfEmVBJtL6hPnI/SWq+pbk5k9Qw16vrwQMj3/aoVCUycSCyWkYuNwKXisnHmHAkJLE0VvnCkCUHloNydnZ6PBH0a/dpc8xsRJk/hRW0RjfbIxPXa9FeZNNV3ZPSoI5FjMPgTAjvOzKRUWB+iYqVlb0k/Hg2bJnhbFsI77c3qQlOmcjEVqk024yYEHWU1rtmqPoyneX39cBezs0d7KXpOkcECTFRjIGebL69Z5OZ8FyvmHJm56qSTaV+WXwcXp2P/WXe9jpihXpiWDTXoEIDQTFR7M0Yas0zC9LdZ43rWYLjc3W4j67Rld+0HBVYWjbd5lC9fWAWkAOweHU1tLXlnPSXM1TdGyODYWuu0MAJKY6Q3gjItGnfoi5GJmLBI705mobhbhsua45M+M0RXoEVU0lNMVW/zyAm/LnuBKe2OfaC2PkxxN4QmaCAlUvrjOOUrSz3srmbwagzFMEUG5mYu38Y0tZPxcRsKVstjYoVq7F0dbI1pTUe3SGqBez9R8VEPExXSuU8txATYe1aZO0TVzSaC6tN606YqjUP9GawjxL1Lxf5e4DpvmIimN6l7/vEzH1/ne9CbzEZ6+vanOZcp2RgTUxMQ3fpulJTr5YhpE8oLhGI03TDNF9YXH9mjEpGNjd9G4hMZMegqzcz4dQTXvKg94kzDX19oXYkIpX0jXaDslnluM4fwDzm+5JWC811EYJiQhZdFqSWe/6SVIDZNlUjtmAqh1sgHVrpJ0t5nMhExi0IMbGcmdDi0fpt+e9Ul5SrZYsgWipVrDVLC63yTVudM9wyNxATdlI7WU7ZPaXZfV//O99v/b258D0qoCtyqDeLbeaVYfdkqiDnvH+sj6JzWz+OvWyTjJgQOZpYpu961uxzGk42c72oVjfYcGpZTEx6s0thAge+vWb6qNZ7mwnLtczFHeyeQNMV6/ezscXIhKpW5Sp9qZFp85w4Tq1r5cy4idvncrX/Y6xaL+Utwq6mp3EchDEsmW3Z3zsyEZnrQhyOTGR/HFQOHKRJpmsJWY1VTrgrtUAGx8gqdysmRNDCv0KMOj0dioKmw83M0DWLddey6hstJkKRCee7iF3N6qnXFThjkKfERC4c4yff950O/mRFQhpyS5pJupeKmBCqdC2jkMuHejOtVKbGasG7FcNqnIOcjkyUvs6JiaFPxobx3q4ZeLHifBWyhUlvW6WYuF2P1STd/epK/b0JNJ1q9Jf5WkjL1heO6e6InXhlbYv5iYY8HJnY283OpV1XWUgdIW7j+fachk6nUewXo3D9NCNiZsvAs9eTM6xHbK4LEhETa59EQ4LOrdWPU5vWtbplZMItT0BMrEcg1aRnXEIqJubKai2haiqqrjTp1b1E5LUllxb9jJio2rgzney17zcXedLO0+yLYsLKaOs8TWsIKV81m8h4EknaBpbl23JSy4qLLXm4N4N9NG4HT/eRq82yJCPzhPtovTivn5MAjR+ZuKrpfE/SC7qYdqqtJzNSxEYiRc59wTDSBkgmMNdne2ZUDU1WHJW4M71QzyW+rSd3SbupLIqPRSYSR6a6otFllh1UyD5tEpth1dfIJZtPylmaomVoqWTHZ2jRDgkBMaGqcxsx4WZSW9q8VGTCGwiroaTOzH3OhFXlqdZdVlN7mK+0hK66n1w42KteXWRPabxxXuJ0iRSp9EXJdPPl1G3pqYZNxNi5dOsVY7c1WytXROdiCj6pH73IW1Z/Z3zSod5Mvsn3kVxOb9EQ6a/2+TI6KUX7aE22vkq7hsSEvXdOezRfGHe8DYApO3b2pKa9oLta0UGicgOlA37bixYCp+gd9ymk2hWZ9nR7oZBnbiTkxcRVOMlsAKIamUgvnRMVJ5azLX7A/RWdQ8g+dQp67ZimrQM/5aY3MYysPvBmsHtGJlqoiwkxYR0WE/H1z0kxcW6B5aVejkzYz1KV7UaAU3H6f71zNMwb05u7dprFilTPqre7aovZqnMfB1UKsXwY+/1Y0Lr8jq4FDqDGjjWUJJizFkKM7DU2JC4sTdzFAZYGX0ytRrOfoIqpAiSZaEOxN5PCuH3klMzYWBKiaJygHF+6bIl62treWpigzaeyux1d4Gkl3TRWunkLT1kLHTMsoi4tpOLYVimu5lDVJV6bOF/lN6fT9Y42HlPnc4gYnpquVpNpnPELlwbtc/0Z1DU37u1qcplmqjafiAnnyknMrEnp36aYmCM6bsXyYkJYW7mkcozWhL/83gSRWwk1aXTA543gWIHyWflrWTXfqek3EJkoBSclSSckaRcWuofCSAHT8AuQMZZ4znlr8FdyrhrwJUZyWz/Ge/NwH21lUP+4GNM6EJmw+H2k2q/ghZNIcubaReuYYnvXpzX3rhX6Si+MnWZY+y0amch7aHmlrpOtVo7MAC9SWHKX2tJZ7ohnyCbabv7wgH263WkTzQmdWtVr3uegfZZk17ZkiacZbaVU5eZoXAQ8Z2QCnosbK6RXxyEtAQBgYA55xSAmAAAAoAnEBAAAADSBmAAAAIAmEBMAAADQBGICAAAAmkBMAAAAQBOICQAAAGgCMQEAAABN1MXEmWcjiltrjxjZnwi8P2sueRNFOWf7dOXSk2DXi8xjwc3Ty8IPH2t4vJQtV+BxLNXH8C0XHHncauiNAfl3xfoNUHrq5jWp6vxnw4MYAQDgZTkTmTjwFLKynNCOe32pwbQ9ttV9v5j7EgyZYqIlfJmzPj+9qhPynrHlzSDeu3TqaZXbU6Q5bi++ruue6rso7EPU3feIVMm+zYqn2gEAvHFOiIn83B95G455F7RYkuaWu9HIhPeKhORe+XKVagQjkv85Nzi76KITdt8TVixBNrYj6hvqIpGofOVAppRORsPyxnbbOP47rRATAABvnJiYCL55shLd3q/Yw/HO23jsO0qjkYn0hUl2Ve2VL1e1yJuyTkcmvBsdl1rfrhAJ7fsVJTGh7428s8y+Ac//51XKwy3p+SPvXWD5bQ5XoQAAwGsmLCYCb548zO5UpHvZvcr+/sQzYqLr7GmA5Qq1O1/3vDePTOxvscwnna9wKc1DYqIqVUSaxcjE4VM1bpSE4AQAwJvltmIi4lZ8p1GQJAe2OdJteeVDpftcv3j+yMSic1Z36r8QuSom1Hu110OSR8VEoTXnqEQXj0xkNytS0ZK+Ijy/+wQAAK+fm25zePe5fji6ll2PAEQjE16hxM8VTPzjZSITY7/vvxyPTGwtt+iGaVrT3FsiJiY8JaTFjUgzcGai1KepmFC1FMrv0g3jxCYHAMDb4r7bHKEI/SwI+r7P/kYjlqYbmVDfZMRExZvf+czEogfMil+LiZB2OSYm3J+ERn66IVI/HJmwO1giya4r1w4AAF4vNxYTh54Jsd2wno3o10CEc66vSBpjcF3b0chE9KcPh08M7m221TYvn0qNbzZu4mLC/zmo93tVm2ZONByLTFjJ4vwoBQAA3grPFZmY0tj12F8u2+mBLanq8vREZMIraTwycZLS0xt0my1FOByKSWsUFRPzfkKaZl5MXNPNiVIGxUTN8ZDL5dIP+lcp26bHTXoCAADuzDOdmRiHrrsYv7Q/ZGBYkt+iASX/URIT5ULtXm3eV6lkpO9U7r7iV9fSZL9V2xy62Ok9BTFh9xnyYkLkqOMAtpqlh2/c6tebs5jQISj5K1R5NpU4BQDA6+eWkYnDPxG8ppsaM9uidDiw0eBHJpwTB2Of7uFnyimenXD1wiuZBylcCwv1vc28m71TBSUpJ/JwxYSooTjjKHIs/z5z7C/dsD2R1C1S5dlbbnv6+mASmvJKZAIA4O0QExNwFH7iCAAAHwbEBAAAADSBmAAAAIAmEBMAAADQBGICAAAAmkBMAAAAQBOICQAAAGgCMQEAAABNICYAAACgCcQEAAAANIGYAAAAgCYQEwAAANAEYgIAAACaQEwAAABAE4gJAAAAaAIxAQAAAE0gJgAAAKAJxAQAAAA0gZgAAACAJhATAAAA0ARiAgAAAJpATAAAAEATiAkAAABoIiImpqG7rPTD0HXDdL1er9exv/Rj+q8iy2VuHmu6/rf6zrFPLp+GTl4z9iK3aehM3rJS0WI6mcrcIiwJq7LurTf/lW+HG3Eg91K91tsO1X3Pzu3UjH3MvZUzHkOhm9zv/WzLBqKN5JXYZ41yR51L88a2FChneq1p1u1P0QlHevMcZat7Ixbilbs6HeUKshYhVPf182qFDs60ewFFjsmIv1vLx+uetKjXg1t3rDWw/++lVBhbW0nS++3AChAUE90wbQWzFUrby09D96fzffbbqNtZ+6lob7sry+SXrU/EDGzp/Gymse/2smj/Wmql23Ak92yd844/vVCmIO+zLX3Qqy/J2iaulSypUjZbU275pyr6K7HPKoWWCXenLcw9bKkw0DLtnqxrxl5nf6A3YxyzurdgIVuJCr5y8wNJcfJ5Hlg0HJ5tijPtVs4kTSe5+7T8kQWTuqnrMnJiSWDsL/2ohpujBUzRx/7SDUMv5s1sCKDvk2YIGNQJMbF9MPaXfoxI17GvFiYrJqxlr/IltfElp6AODKnL+nrGbeiqmNCXbZeH1cotiOUeXk2W8smJCful13uetkrsSajoTJdticxGXJwy5muD7udF7fMgdxAT+u4b2VJITDipLZOSSE86yNuKiWvY6t6MhThzVTkWW2jRTBnLdT8+2wRmWu9z19pv3fIH6y5y3QaTLaWb8by+z6Sq5qlFZW+hgO0fl26YTBivG6ZQWEpyeJujupA0lISEUBDbP5eqyWuUsfWjo/6SKtcib8d1fbWyAeHhzi0ZbhSmPFFKlXt0rZCmKzbD8mIiCUvv3+2GYC7xQzdzTN3VpLJDvc49GBDRjfRa7DPCjcXEvWwpHJlIv5OrtatsxDttc0Ss7g1ZiIg1V9tId1KmMAfrHrOQ6EybZOBrFdtSt2r5M/2uvV9uhT3XQ02VQgeoO+YsRULLtVtRZJPvUT3x0QE5cTwykVGP2bhV3qrtJL9XVzeoNrbONvAeJ9kL4nb3AYuMKEJz5V4b36LyRVpqdTcBkSWQe3StkF/5VcSEoCCEt2JUBV2areiOaTt6ke/RzEqnEJl4efsMUozHNFrfDW0pKiZsep5Wz0yyN4lMiLtLVveWLETnWoyUVoKKTnqlum9XBCoUnGnT5fogAmcqgbu0/MG6z6nuwYK9gEkQdq7Kat7T0Hf2HGNeDva9CUPUpoUtnzqntjm8Bo4VSpZMVUiJMBngSfWdzdnRVjfV9bsHSpDl8GeP/QqV4Vo+IQ5F6x2KLRVqm2v52+ae1u6kmPC+WosqHEU29Gg7zYTzthG9jjbhlJx/nhQTz2+fcSJt/wps6YCYiLSX97Xfm0frHrO6t2Qh6915/DiTM/WfGB0HCnhopjWeNhUT6tv7RSbydTcB11HtcIxbcH//fDTnF8oAACAASURBVE5nKWo/rgGEtDUdp90N4zRakXI1l5wZt0Ex4bRoKDSav8RUUkd0hB6zXSvWmHtHSAu/ra4vRmOcK7eUd4lpDH9MAvWuKDvXnVXiuUdnVmf5dU5MJEudy0Vtljho5d+PKpukDcd+jzSGIhORmr+wfZ6j4nmD3MuWaquSUmRCTSuiE4K9ebwFqlb3lixEtJ4cja44KbmcrfDhuh+xkOhMe70KG1lCPzExcavIRKzuWjqspdafSP/odMce20qnUF0CGzuLRgAiDulwZCI95mnaUJFzHUl7aDEh5ISr71SxMkOxUsiQunT1ZKZ6621zb01D1w3j1l3rJ2kcNkeju8jRlHt5xXhcTESWKKuxmxKJuSPNfRsnaYJq6TAlJfSDFE7xypEJVag72ucBIpPGQYFxL1tqiUxosaisK9Kbhwha3VuxEDWFXbq+lwVIf10Q6sBjdc8kUihmcaadM+n7bpGzGd/1rJGJWN1TMbF/7o/ZaejUPopZi9lGcwrl1+bQlBARE7KVbxOZSD+2YmJr0HyXeIlF1OXxYGZpJk5jGLI/dzW6GLXbFmvs/QWo5m5m71Lt/dZzxYRcU8jbEz0pBosU5sUQme/obXWmdYvSn7TsvcfFhFe6O9nnQbzczzogXf6b2JJMr7Q4zkUmnLaJ9ubB6oas7s1YyL5Uzaj0UZ5mW5pQfSYurIkJr+5BC4nOtPN1ogjtkYkjLX+07vqLzDfKUpUVpx1RiUzs7ROpUGR4BMSEilndRky4mfimX+0S27xBdXmIaGTionSurk/ORvfjAPWhnzeyUwRy9+YPj7yI1TdlVcPmCXL127s0DVLYDJJwkUpFLRFyc67t8tNi4jnsUxWzlojvOVvFxA1tab320g3jtIqJaTmKIcpYikyYS6K9eai+Qat7KxYiiuEvnlKlnyuPdNYH6h60kOhMO/aL//fETt6136rlD9bdFCXTR+Mo9wx1y9lCqoaRkYkt6GTFcEWC16iLCRU0Oigm4oO0JCbKXbo32dZOwW63oaBtCHl5eGmq6tXqqntmrZZpz7LR3mD1eCj3sb9cluDgGpY7vhpOTNqZk4x7t3XMLDe39NfrN1WS3Oz2kjEtd5npV0OLiZe3z0K5k6/9ZoyJ2XyaN7SlRDTkKlAXE77CuN5ATBywujdiIekXrte6ZsaoLdbhusct5PBMGxATd2j5I3V3Us8WZB1cW0uNW5NpU6xFJqr53lxMTEPXj+6MURATohrlzpENnp0+HH2nOmoNXZn9ogz9aOa6devcFl/H96yrcW3Hq4Jpi6JjlIk7aYXjPFkO5G7DnYX2LKRTMAF3Er5utRTtFrHo4gynZ7f11FEuKOg+iW3cf5+tqvUq7NO2nd8C5TDoYSlxF1tKg7V+XRYLkSPKFXdLn0V78ygRq3sjFqLrZG73Fr7+Tfq6A3WPzzbBmXZPrCom7tLy4br7NcnW0O6hOZ/MH2QjE+XxJUt4bFIIbHPAK6FdS8D7BguBMlgI3A3EBAAAADSBmAAAAIAmEBMAAADQBGICAAAAmkBMAAAAQBOICQAAAGgCMQEAAABNICYAAACgiZCYKDyRrPIorzOohycOzmta9L9Olavy9ODwo12858KnCc9PEY0WQKaZvAFA3lN7mLx9RXdS0PzDK83zPrMPOi8+pNipevqgu/RBvbczspp1qIT3PncrVnqM54Fn8BYfKWe/97M9Mhpfvo/sc4dvSbE9PQPP3vDeWn5S02bK9ojEKvKh4ftDvz32Bzqvtw7ZApuJ/MYzWIA72rwpaMlI1yfH++m7lSvPISGry3zR/rKGU5GJ+z5GbR0IS+W2cSGenlvNPf8Sgv37iJjIWdH68Hj7cZdc7jzZdC9CxFzkgPNdnHlSaubBqVEbX27fv8+IiajLXRMqzly7G8/0SrulZwvmlN7mdtC3ZBquNmySLslmW+hIVfSX6yP5cHLxtdtOUY61pyxN7VnC76nl7aVpvkftMldhL821JLHXOtxnBotxr3nJ0aXui1vkAEhTiXqHQGmyfXvb9ry+BTGxfTD2F/etCV7xIu8EyXnI/HQn6729REBL9v1J8yb5sb+s74Tw6YZJf50V9vsT4ucb+z4yFNVz5PNiSowx6RMH9SIb20yryPPbLjGXopDJ83xiwn7p1cDzhYnliRVPpm5bIvKtIRnma4Mu7TX0Ucm/xtyN4WB7iiG6Rp+cPN9Vy5uLumGoiYnglFqdUGVTq5nQbcv7zWBh7mHzdVuSBnpLMXHM6uZbbtue9xETSx32V50eWoSoSFl1eZgWrfhmqd1B7rrUdQpeGsnH93B+Xq/6phUKEnp2Pb9wzivsnpG5b/tQyjtRDFtCb4bKlVPFhk9EJqbkZTfFTMWSLS8mEuW4f7ebjBWXmTcrrfOj2yB28axvPRQQ0Q36Gvro5mLiGmvPaegWBzUNXVaUi7ngvbW8sG3XsYl08pXS2joXqt0+F2Jib75ED6g63GEGO8ENW16I3eXrvkti5OmKdcyNnLrFra0Ut7r7tec9xMSmJYZxDyPFJ47ELssdHS6Ynbr3cEJSuANiIlcvNZ5KnWPsz/WMdTEh1iUi0uyHOuf+EU0hBbLYwkuj9Tkx0XV2ajeGm96VttO1NKmUrLsmJjKryYqYyKdhih8ZeroNUy+2d0l9bo+vj1+sj5xrkhnzrJgItOc0dHNcz4YjsiHnd9Py+4X+2E+rUYrWpOVIm8ARE31RymTExE1msCj3aXldrPmDvu8vXd/3SQZSDscjE/kAQtjq0uq1t+dMXUwUw3+ejSSuyNp6BS0mVEGs+j5SMDVoVJ9YOSmEXX6xKqtaM7KrHjbym1TKdnux/eT1enl/e+56u9PSdmXtnmtd54EtCJGIiex0uU7aKpPEcO8VmShyCzHhfbVWZjPVnJ6Z9FGv3fJMUbpts1lOps4/T7q0F+gjPYLcyERw6aWnl1p7qnWZCR+Zsr/HllcT4z6iTcv7vZLJ62BkIuqPbjyDHeTGLa/nT1G9WUinnXDmzEQ2AHrS6rY/btCed4hMtGoJ1bclMXGoYOlMZqSFmnHSzP3kQ5GJ9M/V94yJzBz7TdfLrvdMaynmajPF0SC/nxPdSi6n4F5vdnpiYrvby0i0qpnC7xqZKHIDMaEvNJE2v+n1GqEfVTbOeZrd94XWx4VG2q58+T4a++VAshCrzZGJSHtu5XTGjB1v767lxz75EVxK6nacZi5FIHKfCwnX+TsUe1lvPoMd5MYtr+fP6/U6q6S5eEYCyxT73G6Gr6m6vs8eiHfuzlvdzdvz9mKiWUskEbNiD8YK5q6ZrB6+zLawDILMCGuNTCT32lXWImXTWKy6fdW8tpS+oN0/3W+ZP/MTXv4hJcSgXKirgq/ym8x0WWmn1xKZyAp6wejvXo3q0I6t0NrDaYKyguvBKF1YZ6nsFK+8PlaFum8fLcud+X+6YbJdeEpMxNtTNYRbJW9Z+PZbfjtSkl9nynQKM9htxMR8bGXcM152u+42g8W5x7y0F08EB5I+F6JgWodIIDIxLmFsd0Y6ZHV3ac+bi4l2LaH6uOyPowXzPXkSE8g4k2ryzgyX9HWqCkV8XGlbaX3lYb6kmb9OLAGy4jQN+7piQgRx+rFguJn6VlcA9UWfM8VFSBMuiok1aDSZ2xPl6bTOZLawkqbx3Y35bk7GxqbUherT4y7NK92t+2hvzcVEk2nqjJg40J6xyIS+8F20vC1qWUzkSHWTaCJFKib2ogiHui2SZL/cYwaLc4+WlxIifU6AaMTkh4mpDElLJBvOmUDiVneX9ry1mChpiaCy2BrldmLCL2eh0QJiojQAUiNbDMG6qj0p8VkkMuGWcrO2dM4VHSLFadobATExy+my4aoCx1cA59h8QObLzFe6nbOqYZ0Aa/rZbUubwXZF0qP6Az2ObKq218+5tHv20SyLdRbNYuJQe54RE1uyb7jltxyaxER27s3dayMT+20mtrz9DNQr2y1mMIVaIjpf3rzlN9m8tZKwkvXzeXTYAFHJBaRTnHEax6zudHuWOSMm8pGQgpYYt5MA5dL69bxeI0ohHqJpFxPq08QvJP0+/ywlVLhTYkKnLm1PVlUEvC5C3Yik1RIkzXL51A6/5EKlfOefCAdtdDQ//tlEW/7+opgo5qQjEGn0wTapLYOnQGT6aph6nep7Q9O87mLcr4Z2aS/eR4mY0Bzrs2PteU5MvJeW12IiJSAm7BRWLuFapVRMjOp7fcU9ZjBTjdxXd2r5RT7pGdWXCWrV7C0w96bLnwrKH+jJW9359qxwREwIszyc2QEtIZyVla15w4gVTDa4f+WalLNmdS3H6+ckflUc10naETGhVVuS7rKaFpHGvV6jK3KF5e7qNVtKXwWrO9b4RrjuoziOdVXPUyk29lHqJpAVJ2lQNlKaYlRjHw9zF3uV3PNzn9k27tFjVa3X0Ee3jUzsyQTac82uVCcZAX1fLR+JTOQW5F4j5ebeZCwUxcQgJte7zWCmeLlp/k4tn+boCljdDflYz1B4bJLMvs9tPbtWd7o9K5za5jiBKw8AAADuQT2WDbfkucQEAAAAvFMQEwAAANAEYgIAAACaQEwAAABAE4gJAAAAaAIxAQAAAE0gJgAAAKAJxAQAAAA0cVRMZJ/nZa/STwtJHgoZefZa6+MOa8/Ys8/5mtb3TmQfhOc+Is2r82TeONv0+BT7/MvIswNrT0VVj7ctpeY+Jr72ENP408mK9hR7IrJpa/WQ1fRxieXn/pWfXlcq7PokOj/93DNvg+ZeHnXVBz0fIzY4leEftJCjxcFCXpeFHMjZv4Q5JFeRoIWYJG7Xm02pHRQT4XxUd1Tvuu30I1LNvTTBHae5h6Vni28kQrbObX29Pxc45v7ngqwPL8+WPHlEfCG16GjID7NM0csiy741YXkKbJL9+lnRDe5PWc4Uvz7jZh50rub5NBWvFinFZj04Xd74yX83tZCjmWEhhbSDX97TQsKrS+aQXNUPWUjaOuuj4G05649Lz7+d4l5iIvgId69OGWovs2jAvgzgULKHxIfbHzKF9d+tQklYuRxN63PuHaszy8bMK5GKXakvF8+jd2RxKSfnMe/m9Qkl+5i/163oW3oyoZSeiB+suXxnQ8WQRb/XXUU9Oa9tY7XpRyePE2Or+sYCU4yQhRzJHAspJue12bNZSNwjiHuYQypdGrKQpelUyaahMy8qbeRZIhO3jB8EDPJMhVIxMaZvOvFGU98n5akHFnKaOGc8Jxpvr5BJVL20ReTq5CHG0/qnqM8RCWXfJ7xmuIdAkgJ5ac+v2XHtf6vvNHTL24qnoeuHjLlEZZLagIqtKlSc6Xq9TkPfJS+Qt/nN9ta47gxO1ksb7uUZ19cfH90TK5bGJjHKlzeFLeRw/lhI2iavyUIqhd3yC1sIc0jdQvaW2Yug3ll20sMEbalGXEykPshZoaQFW/WUkYSyMbSf27zkWTGRaYT8iFVr/yHtkXhkwiRoS3a4q9c4w1KtNM632M80dOpdfF4x17Rs4YpzibZPHfaoqpBydXUt9qrtMbp+cJYSSduu2W3Th7ewURNBYcjojVJT977vL13f90kGcmjkVhXR5Zxn9vllh3UVXWevvKOYcP6MWUgQLOQVW0iaaW6GYw4R9zVZiG6aWvZnOR/kiIqJJIesmDCGExETTmMcFxOp/WmrCImJfmyTd5u0voWYmIbu0vd90iJ7vW4RK4qLibG/9EPh3caqEUw4xGZpY4G24dQayixVCiHKG60qdMtvGYz9vGwwTb5JOZNKmq4s/AELzy7PnHXnNe20c2IiOF9FLOS4m8RCshVxeX4LCXoEJzPmkCYLSTIM6LlD5G2pRkxMbFXNTjJzFV5FZCIvJlQ+ySw2X3BAgtrab2W+0TbH2MvIVkZMZCSZj9n1KV24DXbz2ZalVvq5m9Ik5zv7cRL1vPjW642N6kRwi1WFbvnrGkuc8zbTmExxCwBl09VNkmyu5ZZpXd+785fNTUxkckZN06xwKDIRsJAT2WMhr9lCoh7hyhxyXwvJt/tJCrZUIyImTD/PvLrIRFqAZBK0KaoLJrst5VMomBQT3XZKZkn3rGjMiYnB65R6Gd2ks1pbiTupuJON1zVBz55HdX7KZjWntO/8ednnRq9cxN1yVWGaRyzo9hCWuGwZfDqs6qWbrjtFcTIlG/ttTzn92l13qm/uLCYOWkgILOQq/v0aLSTuEZhDbmwhppPzRTlH0ZZq1MXEXOsk8ayYcLrgRSMTe5l2qbA02TQf0NlCajIcZgMZa6qpMLTRs2kYRnFTY+ipGJm4JuG+66qAzd1+W8kaZqYpZ/kyN0Eymr0zHZPdNrQlkmM9KcFtVxXRMJOt8jhvNPvdvk2LMtt0ClEtpzPSmtOpmDS9ohx2O/uwq6itfHQrhS3kUAGwkFduIWGPwBxyWwuJFOC8t6nYUo1IZMJN+paRibKYyGhVl0JkYv9kS3u5YOmgbXY0Rb2OvdavpcjEfHj4qi08M3GI+/KVC4gJVZ6xz656rvbzwuJzFVh7llsqS3OVukMJOFMbkc80dHq5kV+xZVIQnwZXFXHGdcvV6/v187m5rfLMBcTSdefWDN4PLuU+6npPMgGXXUVeytasrmDl3hrtoIVkwULehoVExQRzyI0tRNUs2ZA4H6kI2FKNZxETTioBhbU5/ANxl3IYwH67trzsOyFBV1Gx/pxJLhMybSR/x73ktGeaKVy5zNv4z47Vsm6drdVbA3gtIfOUrbJ+P64/P02TMEVwG0lMZqntXu3MEJ0IVhEXHe6jCdJuq0F9/9ibA1Qmbz0t7NbqFG9vMWeK2rI3C5P8HnD+N85JC2TNtWp1ATFxzkKKYCFvxEJiHoE55KYWIquo13siolVURIZ9QR+xpRqHxMTQF8qlXPBWF1la2fo1BXUyMpHECZ1CXmX5Ep2iBLHqw0L/yPDYJimuzn2ZwER5zApVUqjS9eruGZpUcmZjmq1XO0Jzx42udFUX+WknmPGelkTrsFKXdsPQW0PJ9tFywZr6ZEs6qthr2i+leXcJcbnfu59v05daj2y+o2jtcj521p3KUjIJVa3Om890Fx+xkINgIddXbiEhj8AcclsLSQ/KnY9EqALHbKlGVEzAvaiMWYA7gNVBGSwEDoKYAAAAgCYQEwAAANAEYgIAAACaQEwAAABAE4gJAAAAaAIxAQAAAE0gJgAAAKAJxAQAAAA0ERUT6VNJY8+3zlB+0Jh44Fgus8qzXo8XJ1+X2ANZJ/3CrfTZmSqJ8tNOyw9NKxV2fViZn773GORICxymnNqNbalI9AlxlcfP2ge5hg3X5OCabPjR8svFalioJ/XKRyXexxqP9N3N7fYAMjOd8alnBjrl2h+2Xy5nOL/qlLY/zLGcYKyPxFXTsLyqsmR4OrnMo3xDrC2XvG+glH7omaxpee40rYBHUEzEOryB6pA7MDMdzqxcF1n30ptC1s+KY2ofQJni12cCJ2/79HInFf2KEFuopMzBB7znn8R7RJzd8WF7JmlbI+l9sw4n01n6JQEVa5yGbn5vYOZVBNUHF6/lHHvxiiT7rHXnqf+3tcYjfXdruz1EOl1sFn3a1MTNa3p77TMmr1+qUC904WL9hoFOvg9ZDcVgH82XjeubqHIK9URBq8W3udgSpyVYlj/amLPWdHzCglsQEBPeq2KSfjvh2WNv0diLIR6D7r0L5Xjm5XdemAfir69V2SYR/wUXwVVbfC24jfksnkPMT8r7sDSr3fY2PVHvW9lStCDKbco/YpEJm3ZUTGzW5s7CR8SEznorQkbc3tQaj/Xdre02jAkW+Avu0y8MyYgJv5R6SDlLmABbqmvv5V7j4cr/Qh/lxEQmLBAvaIaCmLBfJkVwmrewXkkiErec2iBPTEyYV8U465VzYiI30pTgT822Tz88tXhZXqxSCAFOQ7e8VXwauuzEFJXIeyHDa0Hrfaah7zqbZbreHnOTslrLbsH7/HtpIkRWBEuR72VLKanhJPkbMRGKTBzakthLojJ1dsgKfrcfhRuJtLPtwVtZ46G+u7XdHsQb1U1RibR3pJjIbSPoNg7vDzn37BWqiYloH6ViwrFAo53qpMamoylJib2/vXCizT9pvZYtSLgJJ8RE19mBekcx4fw5DeYVuy3OR89/yz+llpjXNjYckTXldEi7lQhGJnRV5w/6vr90fd8nGcgJtLjCqw275uGWXwncy5YyKFG6rNLaIhN7M/p+1hR/Gra3JO7u1U6OxyMTa4WWFvRO2dzeGg/03X3sNo5o9saUJHr872LC2Zu3XZzfFwjZuwiOHhMTlT5KxERmS2vXTIEZy0iGoJjIN8novrTSl2KFPq5rN2jkVGTiamzhXD/FtzlsZv2gJIAb4Av5BTt2tml/W7MLbW+0c2Gb40ZrwWnoLn1v6z4vVEdd+KuZQA9MyskqvF1MjJn3nN/PlrLlMGGYm0QmNkmwferFe2wraH8yihf/Ku3qWIxV3fYbMZC86fp+kYmr33d3sNtjo3u/urMnC9LKx3FWG7KNZR2S+SvqOWWj2HngVGTimhtf86WemNiFtxuZ2Pebpcbxq3NKTMivpqG7LLHh5KJsuxWNA+5GTEx441CMn3PR8UORCWMQ2+Xnfc/YX7p+NALYS8vzr1UxcYu14Nib5cK8HzGup69UoUSK/ZhJ/5kiE2N/6fre9U/3sqVcOayLz4qJpJg17yonUqEM1jtT/5F+stZapunputXYUgt1YsUqrnzryESs7+5lt1HGfvO9cpy26GSnXNZPj1uOl6SChSnKuv+ZxVqnpVl78RuOmpiIjq+zYmIcuk6VMl+dc2JCXTj2i1VkjUMVhcjES3I2MqG+ubOY2C1EuYdLuiEYxw7JNehXCp3ljDlZoN5qLairLMZ62uq7A5/U1oyTrhlVoTjrAdbZ1B2897Ilj93dqyVlanPBZe927V67aejWff4l1p1vzWKkOyQmguUU3u3+kQn1jYnd3dhug6wj+fbbHCoqlYgJP3nZ67kR4XVJQlhMRPsoKybWipjqOgfVktFxUkzUQpPx5RyRiZekSUxcSx+WqK2Nde/vdmMs8Lx9mBJnpnPzpb7/ZGTiWMBWT8Vdequc3NKB7EYpAwU4P+dWJs872FKZpbauQ3S7afVp3TB4JUlclajwNJ/WbRITXkfk1lSLSdSixbeyxmN9d3O7jTL2UsrmZ5rjM4ddyugSZpxgaRMg85HMUC5UmsREUon5H46YkNpVh9v8xrBjINPOrpiQ8T15u84uPgObm246lUCNW4iJvOTPT6DXojm4mjpZJ512ezpnbXVpZU6JiZv56G20p9PKPlvNE6jsKDOP5XV84v7ORyomufu9ZluYTcu2JGpw8p9bmfbGL4kJoU7FMs50mzG7pF1vGJmQd7ruY5/zc1rjptZ4bB64p90GOBeZKM1XbpBm7MWSPZ02AmK5MNxse95CTFhbk2JiL7YetW7DKcmnps+8/Tvj0uaz7fvJHIMz8G5VfpzELAFOuw/IEBMT5UkoO+LLwzcmJuTskszxc9GOWoRJ3TVKs5QPmPISsA0XZ7FnOdd67btMV+JDnbeeorf5xiteEp5wHKfyu64PMuwBlPyJk+q+u27FJgVh/mkiCDZ/WXM9e+km3i6oeaQmMZHBn4blHWkN7mCNx+aB+9htmFNionSFrdwuJrwbRnG+1kZHui5/1jeQpXdDNraV7SMx6oWY2IotIwblhVMYlYzt6WRpqObg2Awsa2G+Mv21XnlaqoLL6ciEMtuMWZUNznfI2keJ0Nvy8eguf8/MN8U4mInc9e6vsIVPGuSzGgrsCa2pT9aaxQr56rVhSbstut79flpi98pptEQiVIGLHSDV30lbOoq/YC9FJnKXJcl6JbRSzL/ikJgQrbKFIEzf+TfIsz83tMZjfXdjuz1qoKfERH6+ShR3cSPGNLrj0d3Ymds/SYVkcyRWF+6jOSaUlNkGTS7Jbl86RReRWefb1k1sb1vh/PMtJcaXc51bWyITtyUgJk5zWLwCALwQzFcADdxTTAAAAMAHADEBAAAATSAmAAAAoAnEBAAAADSBmAAAAIAmEBMAAADQBGICAAAAmkBMAAAAQBOICQAAAGgCMQEAAABNICYAAACgCcQEAAAANIGYAAAAgCYQEwAAANAEYgIAAACaQEwAAABAE4gJAAAAaAIxAQAAAE0gJgAAAKAJxAQAAAA0gZgAAACAJhATAAAA0ERETExDd1nph6Hrhul6vV6vY3/px/RfRZbL3DzWdCUmvb730ncSHXs3OadGLvrecmKmtKow7p1j76U2DV2lIplS92O92bc6RS4UTToN3V6mvZdNLdRVphWmoTNtUm785FLdJvmuMN+U+mxuhH70S5Iz0SxLMl5Hp8mpxkl6I2d3iWE5Rdi/1/VSadoWnfbhLLI9YJ9pQ+eGcvku82U/JvXw2ik2OnKoiW1UH78Sq9NDzqZVSCTXWwB3IygmumHaDHSbfxZLD9ntPILy80dxBhI5uFNXmnvY/XuYm/ccvGmgMpW49cp+6IuJkgCLzBjzzOO0h0jbcyrX6zT23T5J7ZcnvbnWvKhV9pszfeN4unRWz1TYtn2mL1Sfpem3zMGpdcwecco5u3608ixXhaw5e+3dDeNai6Q6ywd7em5nxO0zzb/rkjGyzRaOwbhpSzGxSOVumOyf8koHPTp8w5QKYprEja/G6ioq0pZsyvY8wL05ISa2D8Z+1tmRZUjN6x0VE+moqUYb0gkkX9zstGer5S1oCiXZUkrnJ3/455p3GrqSNlNlzF5YFRP6su1yr0mSCmXbLRaZsFetstVvzrnxSlJGXnoXMbFmvpmnY2yOTM2UUhYlV63sYnpX/Zk+MWJi6JMUI/Y59qK2u+zZC13wszkxIeva9X1FTMRHR3B18eJWF4kcFnoJMQEvx+FtDh3ODnnmrAMXk9D2z2QSugbFhHt5qVgl55lOAunsV90LOTagk6vtvFIMONhbvgAAIABJREFUxPrVUPOZLHoZ5Q/DM1s5eeXqApEJddUqW3MRert+m4a+SyJhtmRiBX+sYf0Kr3rLDpGLXh9vrrsbpnRBrqpccgtC4KUNrX2z8X3X9C4beMrW0/k+vGl1MjLhIwRQmpNX0riYeFmrC82pftJSbyEm4Pk5HpmobtdJimPD+A65P6wmQJlJXUyYGEd+9yAgJkQuvd6a7fperT23e7bS6+1cp0JzuDnLWk1vpg9MFWNvp7XkXt93u75+7Je277q0r9dayKiVc7ssQJ6cmOg6G7rarpgT1M3T9/2l6/s+KYo0jxtEJg7Fw4y08DYJhJ9aT8P4YqC02Sf/UqJEbNmnvT130jH7LIa0kk2cegvpG0U9TJW2jo+OjuCK/8WtbqlJvrjKehLTQEzAy3Fqm2PBKoXIgBXTkJoRlQRIJb8XmdjHtJlIkpWBLybqRdwn1mUZeUn98xx5GXaf4o7l2t+ZgspaOpvRuj2TCuZ3GTYx4Wy7qPnULru7YRItJzOorSbbIxNXY3Ey+N2bLxbVOeqToWvx7rLNMQ2xEywbyXa42kZaQ/zFwrmNvax9d5PcvEyf7lMpEbmnHo/3hSMTSeUrkQl9DLR1dJyOTFyf1+q07J70OMw2SKohEBPw7Nx5myN/SVEEmInZERNydaIH1WU5zlGe3aLbHFc5pCtMw7AVsjCvObXPf+QqpmBkoiIm5AQlNqPWTNPQhise9br2ppEJ73MdwZoXcfMSestg9kJz/Sczr4tU1SrcK8ERZMwhK5YCUYyl5fUWyFrn5SOrWtTf06ojkuiRbKWMmDhqn8Xapk7YzB0517iMHhHL8bvo0OhoODNxfU6rU0kOnVjMJOWcg0zrbLfZHmICXojDkQn3t5nZOTgnJhJbtxGFdIZUYkJOODKzdODlIxNHJ5fyj7rEdybyIndAnBoVCrpOEm5rtYqJbd5bd3GXDRrZ2wGEC7h/ZEJ9o6dyOxuL1tfLyr7vVl+dOt0zc3AtIJe1s4IfNm7BOs1tL63eSa76N2JiSAbO7SMTQTGxru+dKETT6Bj3X56VOumlra48xW5FXaI202TjpYgJeDkiYsLZwlSfB26tfmzFhIoC7zp8H3IyDixmoMpusky9KCamzb/mZtB0Pki1jZpgyglkCrrOfod9XkVMiK91Qy/Tnp9gl882EpkI6hOlaVTibo7y32Pv/TZRLdtMAVOHcIjFQuS9dolvcivgLK/lXojRWrIDnXMVTpWKkYn5DzXiVE2LNmd7PbWCeGQicHDAKvjq6Fg/8vVbpjlewOq88pkcnRWUE1FCTMCzExAT2XBi0zZHmknOu68zhnR+Og4scrmhmCh8nx+q07rRopaROkQqE9h3hnNpevGWVjFxuRQbzFUD+1I4pzWCkYkY1WldtcG4HryXh0Bky87hLOtPTG0KRpHO4m7tk5KX7CgWmSh+lBS7VUzsH9ftsxaSWUnX6jExoTLa4xa27oHRIX1sm5i4r9W5PayER9owvlnq2fHUCAQ4Rl1MODPMQl0pxPVxzklp4T0PDCtt5EA9ICZKJbOLQDMaMzO9KlvqrsVdu8uVPigp0SZNTHnLUme9s7zNUbjTxLvtTJTuMS2B3PCEZV3A5pZ0ExfFiOrpsTfH4Ywh6Al77w7bRDmzqDVaKiacHnYSvZeYcBpUljIfBTtmnyJh/Z0bmajgi4nE8HVMPzQ6lFgoCJ6XtjpfzOaju+UtNB2iqK2eAFqpiok59OnGE/NiQswcZfciB28gypEePFNTwXUZM/Y36N78UAu591tYvjYPXfQB7nS1kLaGEhuiOnZCtuN/L0Mx6lBsz0oERNe9Ml3NF++r12oUX+uQ9GjruD1jy18j5iroLlmzbZSkn36dliu8sMukXDM4x0QSOVsvRFH16MhYPu+Yfa5JekZSV7uZYitNntrT3nMHRofovHORiWeyuiEJ3rjVKWYkiqompIjtADQROTMB8LE5dZwCAODjgJgAAACAJhATAAAA0ARiAgAAAJpATAAAAEATiAkAAABoAjEBAAAATSAmAAAAoAnEBAAAADSBmAAAAIAmEBMAAADQBGICAAAAmkBMAAAAQBOICQAAAGgCMQEAAABNICYAAACgCcQEAAAANIGYAAAAgCYQEwAAANAEYgIAAACaQEwAAABAE4gJAAAAaAIxAQAAAE0gJgAAAKAJxAQAAAA0gZgAAACAJhATAAAA0ARiAgAAAJpATAAAAEATiAkAAABoAjEBAAAATSAmAAAAoAnEBAAAADSBmAAAAIAmEBMAAADQBGICAAAAmkBMAAAAQBOICQAAAGgCMQEAAABNICYAAACgCcQEAAAANIGYAAAAgCYQEwAAANAEYgIAAACaQEwAAABAE4gJAAAAaAIxAQAAAE0gJgAAAKAJxAQAAAA0gZgAAACAJhATAAAA0ARiAgAAAJpATAAAAEATiAkAAABoAjEBAAAATSAmAAAAoAnEBAAAADSBmAAAAIAmEBMAAADQRExM/Pr89fHh6ftf8/GfLw9fHx++Pn7+k73z7++LcyMAAAC8G0Ji4r/vn74+Pvz4pT/99+3pcRYTyVcLf39fyhcAAADAm6cuJtbww/rf5dt/1+v1+vPH48PXx0+/f82SIhecWPXEchcAAAC8NyKRiZ8/pBr49/e/VSLM+xdz3CKrJ9YABpsdAAAA75K4mPj09Pjw9cvPP98/PT3qWMX+36ff/5z7K2oDAAAA3jIBMfHv29Pjw9OXz7OYuP779uTLgp8/5gtSfn3m5AQAAMB7JSAmfn3++vjw4/u3RUwspyXW/758+315ePr+8/clG3vYT11wcgIAAODdETyAuR603MTE/o+qmFDig+AEAADAO+Pwrzmevn87JCaWAxNffm7/uEc1AAAA4KUIPwHz37ltjuXiH7+u+69JvUOaAAAA8EY5KyZikYklqrFFI+aTmJycAAAAeEfcU0wsP+KQoQj1gAoAAAB4B5w9M1Hf5pAbHILlGVZsdgAAALwT2iMT8xbGXy0m1nMV3nFLnmEFAADwnriHmCgpiZnA60YBAADgbXBaTHz+sb5xY400LCch7KFLn/UFYPxSFAAA4I0TFhMAAAAAHogJAAAAaAIxAQAAAE0gJgAAAKAJxAQAAAA0gZgAAACAJhATAAAA0ARiAgAAAJpATAAAAEATiAkAAABoAjEBAAAATSAmAAAAoInDYmIausvl0o/FCwpfbxfN14z9RbHduSazXekk0Q3T2F+6YRIfzGn2o/P/zu1OCVbWZA8xDV2xcdSFH7aVAADgfXFITMxCouxSpE/yPND65dhfLv14FW5uvXf+aPe26hJVmG6YtFveEujHvRy+o02cqv/tIbLtkzTUR24lAAB4b0TFxNi7y9Cxv6iV+OqSpqG7dMNgHJxejo/9dsnyhe8mN5eqsZ7M9eT9mHzeDaP8pO9vtOaehi560wduJQAAeIdExMTYr04jWVBrXyLD8t0wJavlzfXt6YwRN3m9TtOUjbSv/lAUyzpjE+FXf9xmzb148kJsYkvv/bfSAV0FAADvgMNnJjZn5foW7TnzAfx5TT5V3eSapOOZnFMHi74Z+u2eaei7zeEph+i6ydBJhkrrLLkZN7+73Q/QSogJAICPRVxMKI81/+H6C+F2smvu/cvImjuzADaL5T3KP3+xlLcfx37zhyKZ5evNqZZiCWHkAn+Sxx6TEw0fuZUAAOCdERATY6+chh9HX77VrqjoJuUliyMsu0mzhdD33pFDJ4s98b2QOjBwg8hEcXfBttOHbSUAAHiXHNjmWL2LFzXfw/K7GxuLv1NYXJJceYfW3PsfZinuZCZ2HLquS1z2GmPx190n3KWUBYlgUBX/yK0EAADvjZCYUJsayfZ/3p+U1tz53yHk3OTYL09USPYOxKLc7A/sf9j1+ZrO+gvJ7C5EHOm3p2naTjxU0vtgrQQAAO+OM0/A3JfWnisRZysKblL8c+yXnx4Wru26bj+tkaz+l+3/cZzEql/53bS0Kqwfd5Pu7y9NPgWS8MS7bCUOYAIAfCwOionC7wau6a9F825y/Zd0O3Iln/hR+ctFvUOwHUncLl0fi7C4QXlm1GwEjEsmxZ0GW/8zi3Hpdj9GKyEmAAA+DtHnTCyEPYQ5B6iYF7nzLxqTpa7YmjeHAVwhs/0aIfHRnk+bc1wfx9QP4oePsTX3scB+teHeaSsBAMDH4sw2x8cF7wkAAJCAmAAAAIAmEBMAAADQBGICAAAAmkBMAAAAQBOICQAAAGgCMQEAAABNICYAAACgCcQEAAAANBEUE+ljGNPnIZ5hKjypWb7tynsf5g2Zhq78opEy6k7bLkk7TeKJkv3o/P+RQr/4Q7TSR2qeptC11X5InyMun9151c8S108Vj3WrKUyhxlljSq9Tb0YRt4z9/sY4eZV5N0yaU7mdkkt1KZ0RfcxWiw3K49UB3jUH3hqqp6Vk4jj3yu7YbWL6voOYWF++HSuLX2h3Ft9fGJ6msb4sY//euI1IoW/SEJ4q3KpjSuR+frIogfeiHTcr+VTxfkycYejdKuoluZnvs9/W5edqyGPf7RVUZnBx391SbC/vPfRJuWynJVrCa5oDtppfX9xlCQAAr4iAmFjmTjVTTEPnvTXiANH1m7h+XRLddlraxEFQ2uQuE2/r3t/0nTqAfvC8zez3PJ9zsBSHSr+VLnnlhvve89y/z5dGcwuPY8SEfO9pP0YyGPuqgsnb/fE3nCUrfc++EzefHQSxyIS9anuZnLU/N7m8rSImAD4udTGhliPbrJGGjw+x3XZ4lrmtmBh7845ML3FdxoKYSCfebhiHwV00zo5c+WMRqt9nZ6k+ZOz7YovkXGZr6n6ZVFq38L6CzX1eaLkK9djE4TTVNofeHqjbaUlI6ODYHitILaPg0L3NmAK2KLnbVD8EIhPqqu1tciZuYSpWtdVrpT/LsRykBsAbJ3Zm4uzuciTdeSbLTkCheffUVCQmsV0geAGTmJjY0zQtMvZLNexLyJcXf85LwL7z9/e1B5r/bV135jLxZaGNvOu9Xfrc534qZ8h4wqDn3dbSIjKRsVu/+4p6w/hisRZPqr272kRw5WReP479vNNmi7DWQEZZCsUORyaUAug623laz4ZsVdXcaT7EBMC75syvOfTMIAPK8Un/mvc/5UVkOmHNnxzL3RwbTIP2sgjeMi2tjt4OsptC+2V7XnNFt9eDr+EecWvGYYf9euR05G3ExPGdjtiRiUyi2bMPyTbHnps9JnvEVpPu3P5K6i2X7dOkO1N1xWqxYvdOlMp0SXGEtUcmbAstZT1iq04N024BgPfKS0Umxn2l43xVXPmbe0Jn6pK8kz1o84nMKBCZ0A58iR+Mo1jP7RNxrtT77n7GU0kxYTcm8kGC54lMnOgGzdhfumHoSy5HR9eTk4vbF55VBrY58peYuukW22NZcYEyJCLPFTt2+X/DyIT3uTZinWjdVmsNgJgAeNeExISZM9qXGds656CYELvS6vxA6+G/8rK64cyEM5s7M64M1aiI8y3EhLjGndNfg5hQ0a1NJFzyGYg/Ete+Ryb6nHNzC5qzu6RmtsXU1pjRgtpwct68UsxniUyob5YPj9hqUl+TO2IC4F0TERNRN3mUo2JCua+sZz3DLcSEl6hfMHt+QouHvGM/vs3hFqoQg3HKHTuAeWKbQyZkt5xSg3KCA6kpXLXfvU1kIv04beC98tJWpmnyiuZn3XV5MRaJTBzZ5suLiaTScVu13ysQEwDvnYNnJqahu3R9r2eGszPFITHhzF1biVoDE7cTE/LSZFm3LqXHUZ7wMGc1kk8clVAOJhw8C1lyjbF/lzMttdfSqdYQkiN5iZdytMLaMsse083EREqpgQNbHTaTzbKz6cYjEzGqYmKPFMVt9XpaTJzWoQDwegiLCbGAFLHQs9PZmmRMTKgNZKdYr1ZMFAMEl8sSiF+PuomzFeIApacSnGMRrpjwXZtcaeZ8kuss8p/n/WtW7IlCz61mjtHs5xMdO0lTHfWDJI6LibgqPajWskVQJzD3i8xHY3/p+j5u5aYZ907On6xIUk5CEAFbvVaUVLbFbrIcAIAXpi4m7OR0u5hl6qRzXs1xXYWp8DgZgXAgdDwED9+JOVlnk3xSbuLXtZorlCaw3tdHU6sZ5X3TNHT96ProQjHCkjh3tjNaYn3MJ1cHdcH+s4lazKMfjQ6ZJv/UTDdMeuCpHQ1TwVTFF231XGQiHBECgFfMwW0OeC2cXB7fg0rYH08BBbAQgHcBYuLNMq8kX3oiLmxBAQDABwExAQAAAE0gJgAAAKAJxAQAAAA0gZgAAACAJhATAAAA0ARiAgAAAJpATAAAAEATQTHhPJfoFi/Y2h6l6z7ez33J4Q0ev1l6BHf9oZe1Z0MXaun/6WXdD9lyiGc8FtEvyU6ePe09oLpO8VUM3hs05g/WBxPZ/78FBYOo1sk+untt+vTdXOpf8SYyhclbbqiPwgQfMn/oSSXF8ngmnd4wP6FUXqDf1qaTKPdecmm09cbktemVh973o1+Sl37CC8DrIiQm0sHUj/5rrI754vAzocVE3Cwm1pcn+zmb5Mfk5euZAhddRfKOS7dR1qsO1NCWxy1f5j0W9dT97nG7eHllQ+71k2M/W8z+Lo7TM3HgTVrHJ/q1yZemsiIo9PYI+/ZT7/sD76do0FtlC1fFdciMs3J5ZPnFAiGp7/pZsRfVG1tquXl/V56eXlbAommk1kxfq4KYAJAExMQyC6pRNw3dLNjvvXiS16+L2hYxsTnI/Os4ImIiHBvQs+b2Dg/9+sX93Qir412/8Sf6tDyZv91XOiVlL70B0+sh8aK35U0PnrjMRFecwEqzOGyOkBkxsX1g3h6Wx3uDTJqHX9OmPvKLUrLw7ENLkzroV7GlXZm8bUS3oT9SEzefHdCxyMSx1svZqn8pYgIgTuhFX8lSQb1+6Mygkm8XOuYKCmJi7JUH86dLHf1PrgmGVurFllcoDbK8H3N1wzpkIdfvtqZOnhExYV7p5NyS20MqiAlvEh6HwV1SrsFi8beYpY8LgXps4nCauXd4hay7JCR0SG1flRuFGu2jdgvfL5B1yz4TfR7o2ZGyjYW+7+ZyZ/fnottq6t2mgcjEIQu3Fj0NfZfEk1KtO4bFxJS8Bw3goxA7M3F2nziSbm5LcpmBDpwPUFOinQDFMNfBgIL3LUYm1H67SC4NE6+tZ8OrFzuzdZe+3zO8UWRCTbVdZ93CCTGxV9tUYeyXDrNeatjfPDsNfeecSThPxueE7GYvlIxMZKzdL2mxCjb6v2lx4/KjfXQLC9dlL1UtyV6OByWQ+8EJRySyf80uL8dVY4YjE9HWm+wRkWno+r6/dH3fJ0WRrRuPTCAm4OMSExMaPQ+cjvjl4r5lD5NGJrZPtPMzk/dFTTlmn0GFB8JnJvZ3Ottq2RS7ZQNDbnwsEYpkZ7a6Wj/iJtN1m21gu3tlxETid0XTzrfaBC7Sm+w7Nvv2xv5e7RNbVrEjE/kDMdkvdIjetNjR3He7y4QJpAke6KNbWPh651ZOsUXhNYwVq7brVDTAhDsK2xz3i0xkWm/V6uqLfhz7OfRg7EIZMtscAHVeKjIx7mtV56vietjcs49rf6pN19fpJ3uysW2ONKzgVnD15luY1A0nr3O9mJA3oVFpajvfepEJ727thnLztxuZ0LcujTaOIvZg5JQz707biYTWRdzYX7ph6EvJ6F0VpW5UpbwGDkRO8peYimvTtfGsWB81W7gZdr6R6ZV+P5odq1wcyDZDVUzcKjIRa72x70eVwabt52GaGzd97tdTiAkASUhMpOvzRiewrVQPiollklTzck1MZFMplEz+mY1MFCe7fboWMmHN3J+WEjExb0KLcwjJ3q2dr6vbHKluOComahUXVcrv00xD58Sjj6Ij7ZsJ2Ei27rHU2Yh6r6vXfJ0Sctbq6rpkV6IfD/XRLSx8u8CpUjFKt20COXmqriiNh+eJTKhvTLRk+bcIYqTjYOwvXd9366bdYPuSyARAQkRMRJ3HUY6KCTVFbjOpCri2TrW2SMVtjkBd0tuS2m0f7M28rJj2iK2M1I5+utkPMlNtkn1ai6pLEhdmo+SZsPfYt+0t29j8aH8lk+bvKAuxQjeq5Ko+L5C5JP04tcddGkf76DYWrkSdjNoUwzJSLyS53jYyEZlw1oFyzMKlhOgyP9FeKmMKmMoQAJAcPDMxDd2q2dWHp/zCITGR8z5iGrvBVGvzfm4xoRZHdo28nJkvVPC4mNB3HBAT8tIkBLEu/8dRHqBVlatI0Er0KHEjV7PNvVyn28fRCmtAYt/kutk2hyFrjwf66GaRCZW22xe68cSuzNUbBqfExE1WJccsfI33qUiJ1FOzjrcBI9PShf25eMsDvDPCYkKsaET8UE0BwQWFHKIxMZHdqtWzXPNUm06JdxETxQWRyHmvltgdEHWtSYNrdkc5V8HzYiJb+TVk0K99uHdm4v0LFXHKNJfAnAJYK+w+HsLtX3nlcTERj3eXxES0j24qJtZ83SREzd1u0uoiKiaW7YOwvzWduw8enXPcwheJLi7SpdTSYleYTkXcOrD9AR+XupiwA/p8JMKSui5nQvC8pp5ADg/ewkzgzX7L/oLKzZMEOZFwPjIhxMQgf14aV0P+uk213xEdKH7mGah9n2jA1C9lHGJgvb8UOdL7e29lYlv9KFRIqBgZa80Ws3BltI8OkBcTotyRMWw0QzaXxfBKw0IelC0Pnz2hNfXJ2Q+56F/1rh+XW89dqGT1bJJ++nVaLrQEfFAObnMAPAPMyfAWwW7hA4OYAAAAgCYQEwAAANAEYgIAAACaQEwAAABAE4gJAAAAaAIxAQAAAE0gJgAAAKAJxAQAAAA0ERQTzoMK3UfH1Z8M6b8twb1PPEAyfcFjA6XH+tUfBVl7ynMmUfFt5pm76lmJQ7Ycfe6VyNmGrj4lPFbxpPI2Fe9dGPMH6q1l19s+3KdgENU62Ydwr01vXwBm/hVvIlOY2BPXr2s+pw29+ODKkxTLE3uc9qRf9K0GTVrkcu8ll0Zbz3xTfxT8/DKPeEcDfExCYiIdTP2Ye7nTEcJvxRETcbOYmIb59dfZB1IXppriuznyk5K6zZuZtkda2zcMBeoiy+OWL/NGinrqfve4M6t8z6lNY346cj/u3xuncohjDzIPsjb50lRWBIXeuCBeXpP9PmYhaz3PtlHZwuOJWKVYSE6WXywQkvqunxV7Ub17pZab93flOehlBSwsXGpNnRzv4ACwBMTEMguqUTcNnXn73lGOLp5WB9SyYLsKB5kRMkExEY4N6Flze7OFegeHfjfHNg86E27tzVWhF30lZT/6BsRpf9Hb+uISR1xmoitOYKVZHDa/KcaIie0D8x6wPP5712we8Rd9hfvIL0rJwuOYd284qNdqite3FUaq926awjv8sqjXkIVbL2er/qWICYA4oRd9JUuFUb6y58ygkm/kOeYKaq//3T2Yvwmjo//JNcFtjnqx5RVKgyxvutzeH6ZCFnL9bmvq5BkRE+Y1SM4tuT2k0qsRnUl4HAZ3SbkGi8XfyZsZj3B0Ky1A7m1cIesuCQkdUttX5UahRvvoFhZ+iHmgZ0fKNhb6vpvLnd2fi26r7fWORSYOWbi16GnouySelGrdMSwmJu8NqwAfgtiZibP7xJF0c1uSywx04HzAKN9SaSdAMcx1MKDgfYuRCbXfLpJLt2PW1rPh1Yud2bpL3+8Z3igyoabarrNu4YSY2KttqjD2S4dtny1dMuxvnp2GvnPOJJwn43NCdrMXSkYmMtbul7RYBRv937S4cfnRPrqFhR9Hm7LQRvvu3OCEIxLZv7ZrXo6rxgxHJqKtNyeoDy/1fX/p+r5PiiJbNx6ZQEzAxyUmJjR6HtDjqjKH28nPG3dlD5NGJrZPtPMzk/dFTTlmn0GFB8JnJvb3IJvWudgUu2UDQ258LBGKZGe2ulo/4ibTdZttYLt7ZcSE23t7gMXZ/rpIb7Lv2OzbG/24BrZObFnFjkxE39AuvtAhetNiR3Pf7S4TJpAmeKCPGi38kMBas7Bi1XadigbIYpe3Oe4Xmci03qrV1Rf9OPZz6MHYhTJktjkA6rxUZGLc16rOV8X1sLlnH9f+VJuur9NP9mRj2xxpWMGt4OrNtzCpmfNFUyy+dj+4lmvyUhzFjUx4d2s3lJu/3ciEvnVptHEUsQcjp5x5d9pOJLQu4sb+0g1DX0pG76oodaMq5TVwIHKSv8RUXJuujWfF+ugWFn6Esb90/Wh2rHJxINsMVTFxq8hErPXGvh9VBpu2n4dpbtz0uV9PISYAJCExka7PG53AtlI9KCaWSVLNjDUxkU2lUDL5ZzYyUZzs9tW5kAlr5v60lIiJeRNanENI9m6dYxXlbY5UNxwVE7WKiyrl92mmoXPi0UfRkfbNBGwkW/dY6mxEvdfVa75OCTlrdXVdsiuxxAuifXQLC4/jS9XRk26qK0rj4XkiE+obEy1Z/i2CGOk4GPtL1/fdumk32L4kMgGQEBETUedxlKNiQk2R20yqAq6tU60tUnGbI1CX9LakdtsHezMvK6Y9YisjtaOfbvaDzFSbZJ/WIuySsiEGVR511di37S3PjaXTS83QCQ6kBnTVHu42kYn049Qed2kc7aNnFRNO9CYbU7htZKJ5Iy9bDykhusxPtJfKmAKmMgQAJAfPTExDt2p29eEpv3BITOS8j5jGbjDVOpvkzyom1OLIrpGXM/OFCh4XE/qOA2JCXpqEINbl/zjKA7SqchUJWokeJW7kara5l+t0+zhaYQ1I7JtcN9vmMGTt8UAfPaOY0I0ndmWu3jA4JSZusio5ZuFrvE9FSsxRoDmaqBI2LV3Yn7tNTAjgDRIWE2IpKOKHLYGJuJjIbtXqWa55qk2nxLuIieKCSOS8V0vsDoi61qTBNbujnKvgeTGRrfwaMujXPtw7M/H+hYo4ZZpLMOrDN2uF3cdDuP0gl9uSAAAZ3klEQVQrrzwuJuLx7pKYiPbR84kJUXO3m7S6iIqJZfsgXDjTufvg0TnHLXyR6OIiXUotLXaF6VTErQPbH/BxqYsJO6DzjjManXS3O3PSxPOaOqPDg7cwE3iz37K/oHLzJEGxoqciE0JMDPLnpXE15K/bVPsV14kJe0nqte8TDZj6pYxDDKz3J3XMs8jeW5nYVj8KFRIqRlhIy5YN6NBCHx3gZutjoxmyuSyGVxoW8qBsefjsCa2pT85+yEX/qnf9uNx67kIlq2eT9NOv03KhJeCDcnCbA+AZYE6Gtwh2Cx8YxAQAAAA0gZgAAACAJhATAAAA0ARiAgAAAJpATAAAAEATiAkAAABoAjEBAAAATSAmAAAAoImomHAfx5+++UA+x27wn6q4vmjHf0pe9TGb1TdEpU//y7/sI/o0PF1JnksDAAAgCIoJx4dmvL33ogP1cgH7rOzMG4MKL7soPizYeZOFJyb8B+9a2RN7ajav9gEAgA9NUExor1ry9lpMFB2v97JGIyaOvIx4Leieva9gxFcmFEFkAgAA4DghMSE9qPL2fd9ZzxqOTIzuy/sykQnfhyd6RuyB5IIKOtyQ3J6KiVp0AmkBAAAfnIiYUG921G/m7TrrkYNiwg05LKEIL/DhqQmrJfRb0tWLi10hUnkDaPIGcKccvNkHAACgLiYWt59sHsi9gtnzmr2Q0gHMTFZTVkyU3t29l7MfvPcGOx7/wG4FYgIAAKBIXUyM/RwwWFf8q2eVDtv9OHAA85psLRQOYGo/nmxJjH0/+gc5PBnSDeMmkvzQhNiOYZsDAAAgz4GfhgpNsX+SuVB/lp5FyB7OLP6aY9u8yP6eY7mrJAC6YehFqOXqKZxM4GIvNQoCAABgJf7QqtlBO7/F0KgzFYGlfDwysX1fcOaxyET1e0dMLGc7l2+Kv04FAAD4UITFROLFy97+Yk4WZH9ymfsuJwsuy6nPY3f5BzCXclbEhFJR4pu5MOpoBlELAAD4gIR/Grr/SiLnLlf3nH5bERNu0ELJAifp9aPkKZxVMSF+9OEUQZVlO1uqbk4Tm09rrLfUnlUBAADwroj9msMJ+Vd2L0pPm9JnHq3r3b5afpaRjUKojJIfm+gU27c5qt8QmQAAgA8KL/oCAACAJhATAAAA0ARiAgAAAJpATAAAAEATiAkAAABoAjEBAAAATSAmAAAAoAnEBAAAADSBmAAAAIAmEBMAAADQBGICAAAAmkBMAAAAQBOICQAAAGgCMQEAAABNICYAAACgCcQEAAAANIGYAAAAgCYQEwAAANAEYgIAAACaQEwAAABAE4gJAAAAaAIxAQAAAE0gJgAAAKAJxAQAAAA0ERMTvz5/fXx4+v7XfPzny8PXx4evj5//lG//9+3p8eHr46ff/84VEgAAAF4vITHx3/dPXx8ffvzSny4S4cH56upeiZgAAAB4h9TFxBp+WP+7fPvver1ef/6Y9cGvWSjo4MSvz+LKVEz8/X0JSBAAAAB4C0QiEz9/KGXw979VDcwbH3PcQukJxAQAAMCHIS4mPj09Pnz98vPP909PjzpWsf+3ygXEBAAAwIchICb+fXt6fHj68nkWE9d/3578E5c/f8wXXBETAAAAH4iAmPj1+evjw4/v3xYxsZyWWP/78u335eHp+8/fF7HTMYuJ2n+ICQAAgHdA8ADmetByExP7PzwxYeDXHAAAAO+Xw7/mePr+DTEBAAAAG+EnYP6Lb3MsF+y7GKmYWPZBak+7AgAAgFfPWTFRikwgJgAAAD4QiAkAAABo4uyZCbY5AAAA4Hq93iIy8fN6va6PjkBMAAAAfDjuKCYC/yEmAAAA3jynxcTnH8uux9/13RzOO8qzEJkAAAB4L4TFBAAAAIAHYgIAAACaQEwAAABAE4gJAAAAaAIxAQAAAE0gJgAAAKAJxAQAAAA0gZgAAACAJhATAAAA0ARiAgAAAJpATAAAAEATiAkAAABoIigmpqHrhkl/NvaXy6UfS7eN/SW57TZMQ+dnPg3dpY6605YyKfVW+7Gf77T/f6Ma5dqqWidx41qk/D3rxaKamYtLdZO32NYstq73TbbuY1+rb6HZSuWchs5UzynnNHTymrEXSaQGWO4l05Ymt9JAmdugH/30z9hfdvBkatMP2ar14/nRUe66aejWNqlYQX3Itw7SSINd15LmrzNGl9rgnlm05SsVv1zuNQEDWGJiIjX7+ZPalKz/klfrcXB0sE9Dd+m64ADPjHB3JHbD5M+B84djf+nH/XvjbA6RmSCbZ0EpJvpx6wLzp7zSQU+eflHlrDhpKRYTE1rMFOe8tAc3WxK3Hiina7hOa6xlLPbWbg2ZStSVi69ktDfIDUIvxxJ1FyQNptY1a/FPjY7aYqPwvSiXKaK56VwjmazCs42QQP6XWo16lnSo5Z2Enb8BnoG6mDDzqDXz4kjOi4mx378IhDiSEq1Ln8h9ucvWoit/m7oNf3XgLAza1gAH5o4Msuhd31fERC6/aeguVU9XrEY5UiGzKaBXcHP+Iu2MmIiU0+a8WHTqT/3iZ3OJRyZyluZkr31mu5hIe7dw4SoQlmr7hXSrHR0dpZBUuWbPJiaKs004NqCbrxuG3ljFnnq45XUxEBPwwoQiE2pkJ7bd9X0n596QmFCYiKbw3ulMM/by08xCQE8vBTHhjfxxGNyl5hpudip3SgjUYxNnxEVkm2MwOVdCr81iIr3b9Fup/bRbWVNrExNKyKYBNq84ufbc7wtHJqw9TkPfdba7U188touJJeeCC5QqRsUZbOPa2oZGR3xDYss4vWX7/Bm2OWqzTX3gm4XXPji7YVpT14HAoy1/TQ0BMQEvQERMiPBlbsGwGXzNQ+buVtujcpawiwyRj5htTLIxMbGnaUo29t0wqQG5FGvxwvME0HfSjTWP3cy8FFr7rIW6ajFhV/FX0VFbEFqXPSMmqqipMOmzmjwp+2GvqvFtjqScVkx0XcZFrOnZfFQ9lJiINpDVb33fX7q+74ui61bbHCY8lZFD09Bd+l5timUs7jajw4RMpJgwit4TE/eITERmGytpxEVpAHBtwqIIO9bymToiJuAFCIgJLSOEacv5sbotfs2auJpGtOM3IQs92dhoiRcY37/1xuK+QNj+t1ymuREWr9GP617NoaV7pkw1H2RbLDdXLMqvNp3KrYOuK5/VPFQ95YGvSb/5HIzsTFNOTJyLTFyNw5MJ1SI9ByMTq6dQmfXj2M+hh1QU3/7MhAoaTNLuZb2XtOs9c4PRkeirw5GJupg4JsoPzTazyXsO/mImyW7ZwJBSdYlQJP1cbfmjywyA+1IXE8pmu2HYp4hNYux2bxYhgUVCuiJxxEQaW0g/MYu4WmRC65TFsY6jWF2Z6cAp/L6CbR2vYy+atnCJdSt20TeKrdiMXtEuOLKmOVI/OXX345KRqVhwFtR55kzplJhIG8QahIxJ3TIyMfYmvrd5ljncotpepJh1h4e3OYJNvzbwprRLtWoYHenKXLdsLDJRqc8xxRWfbQa/8PbWuTnFRpWrsFeNcrDlnUYiMgEvQWSb43q9qiWcsOdGMWGUxLUQmUiLUxgusW2OiFNbRrUz227lS6LkR5GOcRcJesJQTWdWuiqc7MSUnallbRK3RxwxsV7r4k72qz5axGCuhURxPXedyVMcc9BiIlJONzKhSpARE1kDyZffb1TVSOuoSnK+jv16Hmkauvkk0S0iEybuogdKYmObS+vHXetI13h+dMxNmh3fYTFxfAVzlOJsU5xG9jIKmbAm6dtSuOWzVUZMwEtwRExcLpdL398sMpEqievzigkvUT83VXB11di3hRHthCpDC5n8HWWROoTSGlTHj6v+af3Id5Z5d2TEkdtKMs1yXLcemYiWMy8mvFpEIhNHA85SQjhbTNKn5HypX/AIqsnn/SLPK+91WsILa4mXPZlJdcHR0eHvDKQtG9nmsD3z3GJCUTRiIyaS6IetcbXlnXT9DwDuT11M7G7plpGJNabn5fasYkJemnjgdTkwjpMOOZu2yZeklLeMgNpdgMImsLvSlXWwixYxGyX52yk9nYa8GIBOJCMHdNU9OaG7N7m75CJkGmbDpllMWOcYjEzEWVebboRg/XzsrTJKZWNiuYHSBLY60pjV2F/6Xt+4/fj40OjwJWymiZYbKjLUsfg3LyZiLb+navLMxCLP2itAhBPbHDIyMaMGdmCiKgT5XlpMZGeCPTJzEb8c77azFYGQRqb8cwmMZ98nXWd6SlP1V6xpY+r018h6KVavnLDfpSYysGVtiq0/mpJDd0mnJaLIGJG661g5U4t0q7xsNISnYCvPtkKnvaUOYabxHdFPu1bKhfF0YDxU0lzxk20O+41uZxO0r4yOpQ5j/aRBPfCylsMdC29DTGTmxkMt7y/KsqGKVgsByHNKTAxbkHKbmEND7YbRt8zwPhBwtg9byLLPkDqb5BN/PVyr8FLkSLvsE1BusSa+S2arpb/mWIi3lvGSFhWorPj1lfno9vK0Jj8pO7WKjzxPun8RL2cmMqEsZ1W8Iv5fMpDt4MAqDyebvQ7ru0GirBrd+y37ddO602/joktbx46WDfJWb3Soc7iFJl06PivCZWGdhhF7Aao7G8iKiUCYR+R/NjKRafl8sYhMwAsQFhNwgoCWAAAAeOsgJgAAAKAJxAQAAAA0gZgAAACAJhATAAAA0ARiAgAAAJpATAAAAEATiAkAAABoAjEBAAAATSAmAAAAoAnEBAAAADSBmAAAAIAmEBMAAADQBGICAAAAmkBMAAAAQBOICQAAAGgCMQEAAABNICYAAACgCcQEAAAANIGYAAAAgCYQEwAAANAEYgIAAACaQEwAAABAE4gJAAAAaCIoJv7+vjx8ffz0+9/6wb9vT4+f/6x//ff901fx5/rJw49fsQR/ff76+PD0/a+56M+Xh6+PDyblNJ30RgAAAHg2zomJ+c+Hr19+Xq/X6/Xnj8cHrQaW6398+fT18UH8t8kClaCvPP59e1pvzIiStRgl1QIAAAD35WxkYhEQn37/W6TAKizEt5dv/63Rhc3Z//f909fHT7//7Qmu4Yf1v8u3/2T6v2ZJkQtOrHpiuQsAAACem7qYWLTC9t+Xb1s8IPlPbVt8/fIzVSGpmJDK43q9Xv/9/W+VCHOoYy1ARk+sAQw2OwAAAF6EWGRicdgyMnG9Xt2YxPW6RiOevv+VAQxxiysmPj09Pnz98vPP909PvlJxCqCKUTpaAQAAAPciJibmSENUTIgjFOLcw7wZ8ScVE/++PT0+PH35PIsJc7TTJpsIF1E8Tk4AAAC8ABExsZ1zDImJbVvk6fvf2c3/+LXGNlwxMV/z/dsiJlYtIndVnr7//H3Jxh72UxecnAAAAHh2AmJCRxd+/EpOUeizk5trf/r+988XFX74+uVn5gDmetByExP7P6piQokPghMAAADPTF1MiF9bzC7fHIBwIhNPl09fHx+evn9b3fznP+uRzOqvOZa7wmJiK0PuAAcAAADclaCY+PRkfxp6vebOTPz6OUuHpy+fnzYZoaIa5gDm9XrdQxcHtzmWi3/8uqaHPQEAAOAZCP00dPXl0V9zmCdarrGH7aEUATERi0wsKW8FmIULJycAAACekcCZiV8//zgPrbpew2JC+vhbignnNybqARUAAADwDBx+Amb29KX8PYUSE4uDn49GRs9M1Lc55AaHIPNIDAAAALgTpx+nfb3GIhPLNXbrIR6Z+Cmu38TEeq7CO27JM6wAAACekzuLiWUnIvXrf22k4YCYKCmJmcDrRgEAAOA23FVMzBsW7kGH5GSDFROft8doqqdgpYcuSwXml6IAAAB3JygmAAAAAHwQEwAAANAEYgIAAACaQEwAAABAE4gJAACA/2/v/rGSV8IADq+CnoVYs5DY2bGC1FjZp/m2YCHHRVB4ThpdgSVL4BYQTGKQGV4TvfI8x+LTm39ci/k5TAIhYgIACBETAEDI+ZjYAABsNpvN5vKY2AIAV09MAAAhYgIACBETAECImAAAQsQEABAiJgCAEDEBAISICQAgREwAACFiAgAIERMAQMi4MVFXxaKlqOoJXhIAMKXRY0JAAMDfJiYAgBAxAQCETLhmQlYAwF803d0c61JPAMAfNOGtoetysSjX47wMAOCnTBYTdVVoCQD4g0aNCUsmAODv8wRMACBETAAAIWICAAgREwBAiJgAAELEBAAQIiYAgBAxAQCEiAkAIERMAAAhYgIACBETAEDImDHR+ZyvpA/76u1xZvP846/LvA8ey7seALhK081MrMvzH0FeV8XFA3bK8XM3j1wPAFyJyWJiXSb8YR8YvJOOn7uDmACAsyaKiboqUqYNLh68E4+fu4OYAICzpomJ1GmDzhqFjGE8Y1riuGwie82ErACAIVPERF0VF4zE6zJ1/L78+DmTGenXAwBXZYKYyB21c/cLHD8rDi49DwD8baPHxGXTBod3GNKWWYx6/Eu3B4BrMXJM5A3B+UsUxj2+JRMAcJ4nYAIAIWICAAgREwBAiJgAAELEBAAQIiYAgBAxAQCEiAkAIERMAAAhYgIACBETAECImAAAQiaIif3HZfU/jWtd5n6C1vBxvtg05zO6Pi4n4yO99qfxCWAAXLeRY2JdLhZFVZW9CNj/uN5uUz/388RxTqmrImeI73yMefJnmtdVsSjLUkwAcOVGjYm6Ksr1dp8C7QhYd0bg86P3qeN8tUPOEN89bl0VCWc5XPVaTABw7SZZM9GLgPa3zRsSSY0wVkzsr2K/R2vS5MwORVX3uwgArtAPxURR1YeMOPzr22MiewlEs2oi5QQfCSEmALh6PzUz0R7kvz8m+judG+/X5bEiWv/8YuvjAcUEAFfvJ2Kit+YyecXjZTFxfq/eBZy7nvaNH0f5lwUAf8RPxER3tiCjEC6JiZS7RbqTF1lnMTMBwNUbNyY+/RF/HKRbqxoSBu7TxxmUv2TikkUWzZWJCQCumydgAgAhYgIACBETAECImAAAQsQEABAiJgCAEDEBAISICQAgREwAACFiAgAICcUEAMDm4pj46QwCAH6LC2MCAOALYgIACBETAECImAAAQsQEABAiJgCAEDEBAISICQAgREwAACFiAgAIERMAQIiYAABCxAQAECImAIAQMQEAhIgJACBETAAAIWICAAgREwBAiJgAAEISY+L1eTFbzm+e35ofvN2v5rcvzXfvDzfL1rfNT2b/ntIO+HS7nM9WD6+9jV7uZsv5rHfkAW/3q3n38gCAqVwWE/tvZ8u7x91ut9s9/pvPujVw2P7f3c1yPmt9HbOgc8Dh8jgkwuzLKGlvKSYA4AdcOjNxCIib57dDCjRh0fqvi/v3ZnbhWAPvDzfL+c3z28cBm+mH5mtx/94+/tM+FLqTE0+3rS0/x8Shdc4kCADwHc7HxKEVjl9394dpiYGvztsWy7vHzxXyOSba5bHb7XZvr+9NDeynOpoLaPWEmACAXyNtZuLE+whDcxK7XTMbsXp4bU9gtHYZjImb1Xy2vHt8ebhZDZfKp1gREwDwC6TFxH7wTo2J1hKK1rqH/fD/8jkm3u5X89nq7nYfE72lnf3D7s8lJgDg10iJiWa5ZVpMHN8WWT287kf9f0/NeD8YE/ttHu4PMdG0SPtdldXD4/Oi9U7HIW7OfIkJAJhAQkx0Zxf+PX1aRdFdO3lcULl6eH2560w/LO8eTyzAbBZaHmPi4x9DMTF8he7mAIAfcD4mWndb7If83gKIgZmJ1eJmOZ+tHu6bOYbbl2ZJ5tm7OQ57iQkA+J9IjImbVf/W0N3u1JqJp8d9OqzublfHjOjMavQWYO52u4+pi4S3OQ4bfLyL8TkmDic997QrACAs6dbQZixPvZuj90TLZu7h+FCKhJj4amZCTADAL5KwZuLp8WXgoVW7XXJMtG++EBMA8MdkPwHz5OrL1hrMbkx0btRMXTPhbQ4A+J+4+HHau13azMRhm+MzIU4d8OTMxGNrezEBAL/OyDFxclB/7d+dkR8TCV9iAgBGN2pM7N+wGPqMruNTrY76MXF7fIxm5ylYicxMAMBUEmMCAGCYmAAAQsQEABAiJgCAEDEBAISICQAgREwAACHnY2IDALDZbDaby2NiCwBcPTEBAISICQAgREwAACFiAgAIERMAQIiYAABCxAQAECImAIAQMQEAhIgJACBkzJioq2LRVVT1+Uva71auuz9dl8kHueS8H4dP2bp3htwr+vbtO7slbJ33ajtH7/9eAGC6mYl1mTASrcvFoqiq/qb7H9fb7WFIyxnREs5bV8XHmNr55vQOyWPwFNs3Oy3Kskyvg+12m/hrOfV7AYDthDGxThjl6qoo19vPA1x335TRPu+83fPVVZFQH78tJg7/V1JeblfCHqd+LwCw3U4WEwkDdEtv0Gp/27wBkHiwxPPWVdFMfbQmQb7c/nfFxDGwcmMi6xcjJgAYMk1MZA5xn2OiqOpDRhz+lTam5Zy3WUeQcuTOmoaEM4y9/cfrTH7Fx2UTGb8YMQHAkCliIu99ie3gzER71EuNifTzrstjRbT+mX6xuaX0vdu3A+KitzlSX6+YAGDIBDGRPwT19uituUxthOTz9g6Y2z65r++7t2/fmnGUcYL0/hATAAwZPSaypyW2A4NW+6/zxBEt57zdP/7zhszcu0tG3j57ZiLn+GICgCEjx0T+UHjiD+zWKoLkRQ25Q/Zlj4H4BUsmWpJiIvv4p38vAOAJmABAjJgAAELEBAAQIiYAgBAxAQCEiAkAIERMAAAhYgIACBETAECImAAAQsQEABASigkAgM3FMQEA8AUxAQCEiAkAIERMAAAhYgIACBETAECImAAAQsQEABAiJgCAEDEBAISICQAg5D8IiwYBgTOo4wAAAABJRU5ErkJggg==" alt="" />
-------------------------------
AC代码:
import java.util.Arrays;
import java.util.Scanner; public class Main { public static void main(String[] args) { Scanner sc=new Scanner(System.in); while(sc.hasNextInt()){ int n=sc.nextInt();
int a[]=new int[n];
for(int i=0;i<a.length;i++) a[i]=sc.nextInt();
int b[]=new int[n];
for(int i=0;i<b.length;i++) b[i]=sc.nextInt(); Arrays.sort(a);
Arrays.sort(b); for(int i=n-1;i>=0;i--){
System.out.print(a[i]+" "+b[i]+" ");
}
} } }
题目来源: http://acm.nyist.net/JudgeOnline/problem.php?pid=916
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