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数据的加密与解密(04:13)

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dRFORURnyjyruGVUB6+wSLFFdFm9gdsq/oJxQSakg6Zlak9CETMS81mcHR02exi9td9OSJ1YioCLk0Pcz0DVKd9slNAlHiZYNdumyZGbnz6CHWCj0F1Fw+YEatmvqx7GqsTw7h5GD86C9uIPRdlgRjl0Z5MgLrWVdLZWNo4+F8DVhVAdq8TSun+OC4jqaMPLKNbBB+T8uoWR+5yl4xPUGeDPssEeqiKYKDb0vrkqLVA6NZwxTnXj7sISwlD+zar1/HXBZYZPNeYreUqgd6ZsFdMHNZ8nNcOqoPq2cpynzgCtX7F9r4GRU2nAmwQe4fCgnl5ht1NQuYXPVb0IEM41thZ/3/OSrYgmmzJKEKv/poBt1j2R6FtKe0J/SA4YifghQaE3VzmjzULlOzzEatv5P2rfUwFWHKrCnAOGlU7p4734BCwXJ/mio/2SfnHz7YKbSfkDlkpn4rByHcp1403gL9tSy6itm6ThF3frXZFfhOZoiKD01KoYIVJBPL8h8QYJ/lqa+C6r5geTUi9+t9iKy1UTLLTcqrunfpSGANBK3vgt4dnXDgW/joEmYvgcziQNNmZUwPPVqnbFz2IC5bm16hJOCV/r48BTgaNx/pxO7sOfeTx+aCG+fGTaWtcvrvd7CxWjJO7Gnw/tz0YFahwy2KbpHVmlXNfDDNio1NXv1VlC7F/NMalrj/LzfIBRMX83TzNynjU1nntva1DHOzTKK0fjexnKywrkcCHlyk6Y/CiU2/SAm9ZOIn2yHQex7w2XRaNmuUVKLSe8K4YMqZd5g6ypnyjjFffvYSkRgFUqHsXX0MUmqr4VQ+K0vkqYIpaAZ04naB5RsHonIFdxywhvedU8bwBpQv6ifzWcgzq4QrXDKDmJw92h8qiIQIC/19c0EbQJ9wQ09A8QvCb1uUlnUMxtFf/aQIf53oAgHZ4gTLK9+YP/xx0of4XQMOvtwMAISttQ2fcGuMMGX7C2zsvVoZErd18FFMaLkGx9VvCLtcU4vJrZfK9ZqPdAXMcolsQvfpRiUlNdfOhKvfVcLjcoWE/QxJQ981eN7SjxB+vX3F94X1eQ9X/tUTRNpLwsRup6Atoq38bxrVomKxe7Sw4PyjwbWWl8Cg+gqbLuelPlqqoXYRHn3KLE6D2eb1g9qNW3dkZkdGZlXBtHbekmFd93qZNfCPm0gcZA+fdGVbketggbsFuClq3044Vx1cynt0CXWv7a7JA9uTImYeC/++LCgLc6oYPyv6aNvKkYmU4qe1STrd/2QI4+0dXSUUk7q2Zmf3UIlFo9FDFvs2AXF9HE8Lx2YlmvjrYzWWLVgaaTF98SYh+uooiPbkcoleycNkgIxAq2jO3xiVVbgicG0jyxEpivq6TKhE0byIfgqLDcs+XMqW3Ua0bAqWepbFNht+aw5QYKd6OakK5qqfKc+HUsNbdQfVOpvvXpulnp8a5e4SWeicDq0B3Cakhaia55xI/Gcax73uDWcR8W66ttHwfT5pG659IEi7rMQ6syqK5hH1otbRp+fSIlLI60CXNDm0PvuAnOq9nSAGgqaBIP7UoXo3fOLT5Axy1KZRAantkGxaxVY2jKmagQTHyHX1PpYKtHdvEdTiAmLgVHO66ZeAWSSLiF4Oqb8uatGWdxyyKZSoy0AcpuCTA6RyhmNFhR/W8Z5Vp8AQ5KM2dFkyD2ZP+Fq1cDEMQWq7P7lpkxvJ+Xe2jaN8ld5rOlXCl6fQI8VyrA+Y1vir5rWZp5qFLXnFgTkvZMLOnUVeOzohf7AvYo77jZBYimafqM2CN2tABGK9/SxuC9oBQHtq1fFzfLxrdFVUBQsNgDU0ErNxCEgUQb7xPDYXYEyoprfsWKSZ9TFZoElBmHVnf+aGYBR7w1M9XXpvWDysoi6jCd3GMAMUO5eOgXF75rF7v5gomia/3glQtT69U5BK3ZZI3YJdWAlZ15HQWEMHFcuSwQCfyBLnYC5FqaEiNWqOH9/m2GWyfp4pITjsXK8cZzKFat8oIiqw5EFTzeFnbywheANapz8r/J9K6iIzejnDoXwwdu47DbhPVCifR2RxYL4pIPhtXaXbI6+9XAVHdRzIiS7Gxg8lvKUfnYWuKODhEcF2wSEg2E+2316Jey3bx+66jIih3jWboQc4tFHYfbceFbQ+BsAAAXB0V1gcpeWABskpKrECSj/mO11cmhPjdkDow2s34G10aHNNt59jQS0HlCDtCOe8aYt25sdG/E1QaQKWwqmnIbu1XJv6rlLiuWh9O9zQsr8Ttt4fVMgrLj+ZxbTa2woGtx29TeoEJ1hn/1C6iErNWv6Qqr5FJJOfHHJimrt+O8wwLCDENqXbLq9BS2HbcMtqkzIgY1Bf44VjqYXEgLBQpK36mGn0/40UCgxkGVI7DKDG+0fySX7EL0UeFjUhd16i5e3Ruh9WWxrozr7bD5AhsUYcR6JCL82VsEXFaFLlEPq6T3ifPjzZavDTSxYWttbzn04i/K5NX7Zat6NWG+Ve7VPcl/hKcL8aPpyKA9CRPOxgSjhiZ10UQNjuEc32dvld+b9lD9o7WYQA7Pik4w6nApejjCtHdtfhz+uVVdFtpZlPCE4Zgcunb6lolvyBTwM78hDaQetXmDWjV4ntzVQKYmrKphbm92TVijLpsXsoGl+6DRCq60Oy+v13hSksdUdvF18jmuwK3KvyvRX04CZJOa452mEFvV6H3HtgS52ED5Er2Xk7p3qUeznTrFm/5v5PNLX+m8fJJ7AlRt6uqfNMcbEr7SvVb9Mif3ii6vNuqgtoGuNkGjFRqAz0lzcLux8JvazGePyo3LhYCfrifgkmzBGj0VgUzC+7ILlGmxgWBGxW89CdKNN7WXUjSxQjiizqzXo+dSkGkLjZwAZ8SR9ewRhBRmeS6gg6gmobD4YQ3k7sjhwrurJRxB+JI5qTtjSOXedOfYRd73nI9cxAIcJBusSA84FXc+LKBRVaXj/H6aw433WFYBRmsnCpqUhLKdiQIlgTQeqK6LF0p0GUBdGLBKo8SQqk6xXM/i6gUJvI5mn5WY3VCTWzprub4GF3DrQHFP4uq69ZqBphnizj0OEzAzcqqqJe/t9TjQqaFViSaryUmv4UTNYW2sYAQwefUFmsxxem4Pyz0gNCtLD3GM/Aep7cjPyHPHuYik5n/sqCrd7Xu+RjUNvkwvXwXXMHSzw2jELSspVc115RYQn9OIaiKA9eBn1Ei8zThdd7y6BX4wKwJWf13vTWt59Sx26EXhdgx6tHctHHxsE9fEvK1I3p0MnKXqRSU9sZGOF334IPeUpxkkbhHCaGa1iMRJW7sXgwWpP9d4qK9L2xh4DKstEpZ6OSAQomq6sfYwHq5S9AhAsLEljXdJoHEDcy1GGwDLKuvY82EZr6l/1ZCcWjPL1oovFcWhrNZPro0uxWv4yKtuKtwurdUCOX2EG8ASRGMTp5b1N+CM+fmieeTTX0pG6mAC/ggAdsWwkWmKcyAcVbZTwt5epZKqGBux62WHTYnZ3SoCC5DQbBdRsGK8XiVHVMGCEfLdcve75rQxxrDIZLW3QIRgygX1JFx74y0EFYd3vSf5J45OpKhnBPT+S70KAhrAMyB2VO+L24+WjQzNwrzUHqwMjSZejg1iq01qLKtsWwdGsnvlv0I7tib9TfcAGr1WD5a4ivLp2xL/CCDzAtyCmoPVl19jB5/QstyCPC5FP7N9Ee1nBxO4OyTDB5x6qTdHII5t0lqjAFv533zw4oKjnAkOS2+n9P5baJxrJOt4oOV9SSkuSLrqMLpAvc7Q05RWnejqGM+mNen8hh6UuZWgqEsBH6ZI++zhcK2sKlanGYO6fRlt0Ky40FC1P9dWUzpLVr49EFlym2fLL8a07G3EYOECks6prHwwPZDnNn0bRcUyjN6a3NVpxwaLSraaxdQ3q/fveiKiVRD1mk3RIx41bp3k8DFx9QXSSs2CEmRcrUzyXsobFScbLttkyu3Rz0VZSb28LO9qa4Q+YE5tyhIT/PY1CkW7On/Wi9L4z3TyOE0sBqs0RJFpum0eYiSKV6FAaq83ZdQ0hzMUqPDSqIyNbY57l+keuZpFNUC9jXpAMdtWmj1ohB7HVOO+UStu3IrowjoNJM0bKLhQ/9LINmkGIwj7oNj5xSszQ0kXib6YnRIdTq8p92jJqS6gQFZysi+mJEa+Iy0USB2m7b0gJS7bBqokaaJNOrkLlW7FnjkTqtFofpzAkTP3SoYqQBxYKTN2dL9hg+XhCcLUDxiE+12BEI+aB1Xs3D3yPbzMouyvSR29BKhps3JmgpLW1yy/1ZyuaARmnB/fkxjqv0I4FBNvS5xWTy/PNStS1VS83ujYdLCOIcuy0pwsD6BWdndVeYLh78M9Wy5LAz6f9kSM34fyecWxIPqEGppRTKnfb1K6o71ApSn7bavOLQpYeElJuiJwY0tP81mVn/UOm9FjE277Bt6NRyzgQVNsSUw9nXlKQZteQg9VzBHrak/F/xxojIrqIp2uHmVYLldBXHqOLFp1kme91xzSCzI62qVW6+tlbxBCr8F2kFZ/tdFzPUZvpOU9ht6e01+oKTuE9kS15iO7lDTsp/AAPW2Zxv3TLRfMleVXwDbZRsDcq1YKhDU/pDgzq2tkFyuNYbBVykCMVu8sqRm0Ey41Tpms8rBHWts3UPxIGaxCbmUPMYj2FlLvQuJmSnu5tL03tm0eHHr0sH7V7CZI4vtDHLiBqF7BlhDX4/p5VzsfMlpxiaq+vtbBZs8eG6dsHBahwpUef988aTYyf6vUXIXIsYEisAsuvNXjOa0Q64vZpdZH/69bALaeddZcZXRnZKOXbuX9NTp6jAoTU20VKLpFzKFfM6DGGtU0elJLyij0SUp0lO2vfRhEbsVGuRHpB74xnp0vQXUOL4KyJRG3poiF7ijBp/KXFV88Y22reBjt1HBqeQ9yS1dZ1Yye9NhEvJ6GV55aY+Cu/YIDq4zNLnkffiRzav1SsxpOMR+bHBPzcvKuzad6PXy0SYouOjb1EK3RS1FBSbkj3PbK5Goi+3jf723fuDeLhqCoN9r1jpYes+kvXylpo1eH2Nrauh+3HB0Lyw9o76woWDZ92sbpxa4gsUe9eeXfx6vHs/nfG6Q21t1m1k5P7AK6WvRAZ9JjOrsNLttdZkRr0lu0qtvqHaX2BU59KuqH1lsXIM4OP2/as9pALE4PUsXrRcL2wosavdWxt++cGgGxWWmniiReLc3pelwht6e2U+u9yHIyO7o1+iJW4VJt73/odwfgJg8nWVSuQfPlGtKLpoiBE3lWI0iVfsOMHpOzV/84HE+/3SO0vOjGyoaHXLgXPdnaCgN6nPf8nTNKspQ2Cm/wb+8huvjV8V1ovx3nSKodlZnmDhTcqAcybKO9r19q872BV6u+D/V6GhJ5tAyFaf2VenAnbN/WGU4sL/cAkr1SaLU74apfiRFhJ04vz28fJBvlQz+7mWSi112qafmcm1NGQo8dqwKqh4jezoqWNLsalQTaaKuaGDoStd/moNF1ewyr7X7vxS1nMJMIbZDbWxmo4fWChgKz0l651/MTch6bh/5uRbLlHlUPgQodSu+jtehPw28jnd1O/90SQytFzbUdLqZzZhT9b0/06XUZPAKKqgE+DRQt7+DHsEmPHfqqFng9ldqXb4+DZr0IZ/VuzYaqDCq66O9TXUm/j0BNL+er0llP9dRmIPpFQO9rlG6hQ5zNqJzUeqb7+l7pDgWbai7YcvWbCs1UjrhXpatalIbosYAGEURiRFD4rC0QuZ8FFFv/qd6mt6f+IC8dWHNLwpbvuPX/AdjR470GbgAA

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