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数据的加密与解密(04:26)

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NnwzKTFsVGnpMJGVvkEgMAj+6EiBHn0f/lr/l9Rw4yMQWllzj2T0PXI8qMaBP8yiqPfvZw/YHdhDEIdiXEsjQXXT4xDN0THOqlNaxIIuJrVW81dm9qMH4nhuQ/0NxGYo8yk/MzNkLq+SgSRIvUH8MNgbITWLA5omVQ/wfJ3jUwbj7Ru4On6MBgkROnzmqKp0FnlPcm1fJ2gIG97XT+rJB9llrr0ylxUt4V6Meiiy8nDnvgM3tzDLFk41M29FqUZLq2AnyW8B0ckc+95/yYIuy8t7EEGq4/qSkPp7cizK+hz7iacCrcJPan0x4pngQ+/TgsEDBFG68D3rJ75flq6tqKKaqzWdNkMFlUbExlDPeCx4T70pebO+0D7CztSzcwldNXrcl7RT/O3UaDPLXVejr30WvBX4g75ykNzlJRs8JUhH5Ju+ztjaui6dVI6HLRCgi7NcLl19p3JZxCu49+91PraBoV83ANU1hYFlqfdx0CpuucAMs0qkqEJQhMSPjjGLqmrvGxD3Em3h+PAqZuROWtFXmXRjzpj5Cx4v66NRtnWAskUYmSWQlAiS0JpvsC8YLhFkOse8sKdlg6r0PgZPIGTMqLtwKUJOJU1Oiz+a/NK6OIgMeVJ8Hu/CC2KHTUHQ+bGaow6xxaNUutxvUQNrUdtISOoJupK2GinRFIzKav5Eyx8R6aKfBZ8CaXO5RmnNdX6V1lSmkoBA7VML4cwHhHV5AmqlpPC3tlcUnNIACkirplaAopP8HxWRdQPxDay+Asilt+lrvqMCl7iC86DcFH3crK2qULFqEO0RRZs6aBFpPtUq/Ay46qI3rJ05cjVG9ZyRbcstu6QsnGkFuy+boUPcrK+Bu4BMAhfQSaaatryYO9+kub82R4XNf0gHx6n4biN4NVAqu4aXjKP7EW5VvPpqBaTp1CIwqVRYP8ApEi3KB+M+ev8dglEJwFyNJVLR78M51UPWPbhgVVeUGumNTqLlmmCDOZ88+WwODXZdm0D3Eoj8VOeC6pZWW+G58WMqvd+szc15+JiE2yez1Hkqmsk/DhIbd2xxekQomw1AKzUvKx2Qe75cG7iiwDQpbCotxPoiDblBzaLsV1C3kBEujjwhwvFGLldZjVOu/FbOZFblZH0hTGiDs71eRPQP+1aNsGHdcQZ1Npgo4bzskJQH4C5xgT0VoLAaKmXUSc0dJ2WhPnHMR6ZqxWTWcI1NqCDXHVZUB3DV8BQKBebnhpnpk/rcmZhYV5fi4HpqcEAbc0/iZVWjjLq14Iipqi/s64JacBsFyloJYq8hptAvoOBV9AEmJzUsnYoJD1ay2yCp9Ad/VXP6pUGudS7W1qtoNTh8SMU8YpWNCmmAoQ3zgRCDE1q1NnsL58SkT7RtZpp3FqA/CW3cxvVQketEp6JaKeCL5etk5xYhRP2MIn4oeM8BaEhVARJuMgij5b32yD+1Jy50Svmiqp7o1KoY19USSAe1KQYVQeKxc9n+RBl8O3NWwcB3r0vcUFWLUvcNSmSP5jV7iPzq1nHeRM4am9K8eHeNBLfqcFP9T/dxAodZpNjwBrUVo3lVXfrdrajtl7gO5lMg8eGVVQlWMPMzY2szXcvqOnqUk4qdELqoWTZcAoivdPb3jaJt3ul9g2iUVC4ahO7FdmWNUkLb0Z3T0M2EtjUcKl5hqBV9Io4eSVoAB6+u1gcFvV9zfV9WWA5KVGjqQBn5S+815oBTyeq9CSrEZ3fujfGrxeKvZFH4m+zH8FcrUBeTvxj+so/Uy27x1kPSlh/J2dQm60vKYiRGwyzH2s1jZjmtlqX2I1fU2h3HuE3z5k4to4LkpFzMucVkNo9vvyQ0/ILM1p4McAGGGlsNHgwinmiSqkfcTxvtx6DRFJXpRPMvWpVaq4bKpMexgEeGfCefZNWyqUz+GHdSKiypVzJasdmjcGYvsNkdXsllpB2JWtLNaTVNj73ZgGmoz/db+di8+nbFKlHjB1GTHZ1Zqb9FC0Z11KVjGmnycrexMJZWYV3NE30DbNdoBBK2cAC2Cfy7q004DGiaCrDm7lCXHzEaLk7AUvbHaPeXEdFlC/499ubs2uhKlgDyrUHMq7kx6+kQgkk8zSd8m2FdXp0jGq6GKqe8bC/A6tkTpxxkK3aV8huqOH4F5wgE6Q2MiDK5zpzbxB+cH75WWgPsQUcfJa71fvViCJGXumlrZ25WCCqYg/jD6I4Jscec62pkCink44PuuzdS4A1gnZgxrhEXDE0/PXvyiC5W/6t4sLj2ukcYfXRJhVPW1IiSbS/QaC9rP3HD2W0SNpegDVSqQB/77L4mbwmnxRlQr3yu9/4yOrrZAEeZFWCVezjPoDbKoqAVR/7zcDYrOdTDHhpojBrRGwkxeKgAWyWfjPke5D/5z4bBCVwUvXn1PJURXyjzAOXEe7YqpD1Woe4AAyFs9lDVwLXC+JjtVOlMVWucWQscT1Kaw5ca5Fp3EJeC+RQNcfRLzqqH68mSoKwoMSKUyLqPNfcJRnnFO80A8wWZa8h9zAqdEUGRu9ekzvl5mJ8yNKyPF1Y/QetwaB9Q1YsWPXesd43OT1g8xms3etS6G2C1Gao4erYhh+gRP9KYV+ufUY/vp1E69xPTje0plUYkbJ9h9GqBjmqiSUQbmszgivnDj/XqxwsTG6Bwmi6WfOM9xuHrNUqgJEK5irEnajcj4bBRI/QxafhMDRDjI+Qj9LqXUfuAO9XcJ3Uk+tlsoCBdsbDSwj1boGYrr1FSoao5evxJubZ6lBVJOjWNjSltkaHmMZPeKvkNG+w4S9SolVVBNbju+BU+QQfwEl4pdvcSKBEynBMqaRPxtTYHTa7jn+/2FmgXLk1Ps3ztC0LdAJGa3ZTeNgTFA6oVsKpFJCqktEeP7370ZhxP3d9BrweMRGLWeFNt/SaH2s5sdvA7V6BIGJRwmtX2g/Kq88eoh6Cm1vQprx8+lq0fDz2tjCuqo4UVnPIaHeSi5l9Ka9tWV+BvGJVKmw2S6IpRU1G6i9YqmMg1a5qBS/k6G6fJms0GKbS5ETMy6eoAwqBzG+VRQ/oxlzgZ0Qbm1PTmooutU35soF6KQAhY9frTKVX/SKhsFEhhnd4bQy4jIvONbEmvVMXzh26Wm9ABWrvlg54McADNyLVqvhytUb8df3CU/wN+NiqaNLIeNe6fyxjEr2rbc+p6FyjiEo7JvpkvtrsrCJo+Ruiqj19aig/wrfNEOT4M7cSqH/MROyFVRVNKp6f+XoE6IRBo1NOOPhpz7EuYz3ntyATorNx5bR3zV+JDNck2tlaP/USPwbXN4bNoljr7Rc+7ny/thkX0WkwZQRIbNJpwqHGGsNFQdZ0r7tDQ4926Z/jn1W4kP0NgHo911Jm+cRucVqFcr41IGXvaLCW10GDZakk/12RmYLZJ6MLijB7Mi21m9koPKZ5pU6K5ETQ9XiXH+QnnJh3dJG84YXuzAO5geyMBqowOqb5aVGNsIzDSji+aLNJOQDInk1XVH8NlIodJj0VqtCz7oyN7NNZt1EjFSKM2q+DcmM+ymoPJeg1QL25+PRuqCZV1/aLJTMib3h251DRobk25Y6t10+mBrEdn4C7mKBXN0mNKdoy5i6hr6EYNylk3e7KDmT1wuy9AffTiYkuQdhhCGglQiS30CMf0xJwS3cU0RY8MhFYeK7clqwlFCWqPxYXjHT9G0jfeWNVxdf/bMCaX4dcxEXIqq6Xc7PdjQn7zAVVvgKixAGLV1xes6okp5UlVsDjFNDNFt3a7KFUW2numQuzRawR/hNGpX7O0x2h/zs9Nb1k33kwZKBPaHPoojCF7OXclmPnxMfcx+VbcCai9F1H0mpq5u3w1fyG5RU0l6NmaIEBSz8PBjpPd3LGGnIKma9T61pNoRWNIWX2m+Mjzo4KPdqzdN6QYriSmznrV9lJ7ScGqb0IjdIfWgl+eXlzXByLVWSNkGHlelJOQVVDUXo9DUWOztJMV+E3vQsKjt6bqopHjS0IiLHpOSzk6TTgfGN20grL6Ar3dBl1XS13qjDG0LgYFabElJr+uouiZz936Wa+Mopqp++Ood0L0jrDG2axeOfi+mrJhdUmxUauByr1cdqB3QZtSGSUu0teP3untvXX9rM6GoBmJXlBxsjygjuNATY19laLYP33R87hJJSc9+yWN0dDF8GZRMG10oqoO1KzmJA2WnyKnXYcBpgcb5Bot5tCHsbOikZqtHk8VlKOgnzqbHpPMGwVF7uoFhQ2FkT2zrV/Fop0aNbOn8vOsbu8MQHAPE43qLAsj6ktKWRPyWT0/fkK5OU9bNwaAf5IGwf5rzxjIafqqIFf9LwqDDm/3TRgNO+EHtfVhZS6MgVHXCgR6hEMDmObYMvt4XWyj/yIiRI9GT033qMmogVwpA02Vw8NL0GtgGtbY52AfL2VsDIBlVX9ubUjDwFJ1rfPU6hbiMS6bILdJfGhYDl6ufovY6RbUQe/J6eUVKIA7BvZ2PoC8S5DqpfKGOYpOe2ur6YOw6iLUjMy3nadbjLCihYQAelG2X7IeuGlvpES11p7fRXqkbnaX3J7NgJqjl4NuAQxV1Uvfntc5yuhGubwpxiU9l0hwSlwT+hdIaY26/5JcsIWQFj1R8DHomLH37gPATJWylIvrUWVQW5AJvuWpo3pzD0A0Ge8mN6F5wqj6sIZQx2M0It9ejd31iKA317Jlu3hDfz1KN7icU7ZUiTOxIoLZ0zvjkwmtncXaQO9bE6Ya3E0/vZ5WzSogK/1kjg2Ks1KTd/LXDJIcowYkuiNWA8v1uyFOD9U9njFbWZayTvp1Ce2Vt5EU1aNdKq4i/ZzV4HcCoUdqegPTIJCKunAeossrJlbym38FjTzOw5gf8a11z6ovJbs+c6lEo57GJAoM6lI5Ph766KDdaY8eN7Cmijf3rLTeZhPusHPSgPPpC2Y7xiaWYQOxBwfLimY84OoVayugFyHl/0cMuL1Zkc7DTjua5aqMSzNbo1OUvxZsw3tSezPg+HsaphPYAJBeOWV5MM3b20+61jrK1yV1xn7ZEuDThke05YVv1caRNoNGYGFt5Nia8Bt+iUXaaVFtLyhofjzcBna17SqvyGfBuY6tfo9W0Y0bk5c3atkKYyheWcaoFjr178c22flzeWNa8qZvRRu0ZjOlanqzX2q/J6BNXDnlSg6FyvffRLBs0NoBsh49dD256FBVPUWkLGM6SmimXzcVJj3njKyhDFGPbF3xTOYH7VeVyHuFY9vZjAbWAR9tkJS9t2qy6Q3ToH9QFK9ZKzG0Uw5/It2mnV8baCwyymWO92iRFzChh4lPTr7+6AS8HmxNykWPp1YjwYdT1SmfpjMec1sb65U6VU04uPG+thPE6Zk/PZqspxv1Jle15zaGuL1XsWeLM1SC5tJ8ZZfUBlnlu5KeO3ClvbJ7eEYwbNdXSiyrIdr0fJmImFqTcPB6ACOcHrmdahN3ahODkrFwQtfdb9XvCJDlajL29BrKT3XD6xmUoMT2PT8BjBb5XaNHyML51888uNv28FW/DaN5mNGCrZby1Mqt7nrD8WdyMgPUTWFSHhD2rE50Nx7jwDm2RntCI9PeZv121jLuyKGeInNZrWyjFckbtcTo9z+hN3rY+etep7gZfkrtKe2kIZvxBrYeCar+euDrEKE+HOPGuWNEOA/1WYxEqKC1tKb+qNGt8/P1j76CjXAI4NWskNrbcj1RiZdVoygKG9R8cax7zlTlpijGGnpvCIGzQ+cO+gVeJohg5doeu/1y+iZuKhqaU9ecYlYrWR38J2rME7jADbdfUXbcY3qWnX9vosiqjBk3EhFtyp6PUpOKQrz38v//A9Mqts+wbQAA

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