第四十八章 竹原南最璀璨的明ri之星(3/3)

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F2m5fkAipG1ZakI+v4muLLAGUScN0ILWWBJVSg7K62p9/9MJMzdJq5cs8CSs0+AD8CkEpMvdKUqi0WX9WdQ3ueeOxLigPo2uI18PEuQB2wQuxNOOrstK0pRi9wycgOCm0scS2Eh6S+kcUEpyB+QwOUoNlACE6LzcBLiPvw9uokye0f2S736bo7/F/SADv4tuf7nntkpJJA3zLNlYnqIA5UQesiJUArpX0Kx3bcwI4lXyk6/A6q59OM/ZW5qABwOmaErD/KZpaFRKIwu6H4EyEgH6KE7MVhMyQfmAEdWcKzalPJI6uMRgpxxQe/m4GCtaZDxxE1LqUFiLZDRk8wfWoMeN+Yuqy17l2IhZdNU/gTsKt4zwNTCSK35E5W2QAo9l+5CIEqM2DLKY/eJqLUoRwR9QTbPgqG+6smPrINd0IkYptEXYdLZMLbOzC9XSFl4ehm9TWofgn07VE0Axk0GaC/dEPML0fCOpeAaKIP3gW8o9s1uuGwgyWMVMp9LBR1J5hVvg89Q+L5jXZq5wh5QclnDQJ4UbxLLhccuAe3W4v5XoWn7r2gtgOID8aCT9Dg37C/HWaKBSoBIuoEHhwSMVFzq+FchUTag9KkuymRiBvjXiy9NKxRZp09XubA5FMlL3kjV/AiFYQn9cdGpUXef3lpPqWFOt0wFAWw9Js2eVfSjGZlE4kXoS5LYPsX/K8ESi/USMCMkBuKDNGdYiYAGK3kQL0SXcVTgGR6KnR21XvQ1fjshKh2ngL4U8fcdRyqAYm9gvCf8yqhKQF9Y9rDrzW59jnPkZiCZy6NO+e1wGqpPvAFY6cagWowBXi8sj+V/bzL5npgNQvGZXG+OYuUmBxz6nlXEb03PJi5r6TMLZ0YL0PMHmftzOcgm6zLZnnyIf+wodvjpLQGzP7f/rDLpNU/AUQBpGO2jx7IcMn2HhBUfZOffyn3X8SbIdhig/vxNL356sa2q1iZ/eLIbZRy/xpfHFgd6Sts9aA4U3FRcQX/w56bLKiMY2TjGIlm9FKuUmUJ1dYacb5yunWlSCZnD8oh9etDFmlPQxAzl6SpY1HZYEWo2P6zQcNovyznudDiJvks+1YYIMw+PfHL0lNlFS5MU6+Zec4yF4dMG8hFqsuu1RJM1hLj75aenqS1UmKtJnCKNjkBfnVCF8H0Z82aVIKAPUHy8u+rrCEeNJR8CLErHRmuy1UthoRLasRIg5BqqoxqrkQB1DscDrERgktrDmLHEX+CbCkBLeaGpgTXy/l3HUnhhPdx5BQwS6XEUHdY5clQ3IO/5jywSXTKDnScE9pio8zTPrHDemo/+rIf4JgBR2lew+XJWq8T2LdmN0VYUbyyxEuWOTgBu3Ps9dPVaYbCamZZ6TmSQEFDDscQ5WD81do1u2toJcksXhFB7RY5L0JeOmCdS1fw6SwgJk6rtVIeZujBPMLIJjiVqUZKDtRQrhZ2tx89/uHktwbtNoZIpV1H0N3E3P59aa4kRNzE9SqGii2p+u+LBBTiKo6Y5lCESk6ac6r+LuUMYnQNQCEX6RXq2GtzSmZHNOjSLZju37AFd9iApcSgwaNVRp+oVjcjydsf2jbjmTYoLsIswCglLhLrc+7WlBHSFy0F7B+Ed+83OfDZxCXVTGNqVWOI4MgeQVOL11xIYvuGcD4r4B5r/ArOTDynf9vsmA2dvVpx7WeBpfTIzlVpjFsa+wxF7iqyY0Vab8iRpOCEdTcIwdS6IqarHUcsi/CrJxEok2P3oPXD5u9cUNF5yWG+vL99hxqMvIQRMiyuIga1cl/jwx628AbI1aXJSD2RDecG/aJh72kMxSgmiFmycWVJXaMH8+ipM2Oq30+jmiB1g5kISpOUMKMyNP/Q3rrw0X7PDfaX1Aq3qUNKp7Tn6i7lFU9iWhb/0U3Kp0KBpXzYOF0Y8p3ZbX25hw2IQOvtm2K0/h7wz8lVbOQytOHMqtZ2a+9SNjnBz/PC3WsgdPY9UIpvqN+nIjWdwves5mVXoBSkFXTJT+GEkblu/LMjOCPK8h/4InMBJPlHVigB/7AV/7Q93pYR+N2WCRnwA3UV79kJCcQ8d3VRf3ehhbo+JEqtZjPOGlU1NZsnOZFQIqbIQfgvqVCGiLoA+rcVCHN70uK3tX0fxW2RuOPI+fiwM6H4CkbfhydXP+TqmvD3OIvlTSbQ8xrS6TYGhaENgttYA+35FTMtjpda3mcQ+vPgEyadV3E/5LafqMQpx7m4ajShvgSfCKaR+kXcSrCVBOkM0z7TZDC/YghHpxEca5e013VZ0Y9jlVeDw0sagsUUN0xcDJ5/p2mR0quPnDpT0YA7tZD68My5/LwBrA57xapiT5gKITIQcCGDdpOgUXOSoZKrWJNRmuaDh0nzEpA/gwiCHysvezGDDIZ646mo1RtLtY8hkkJ7AABztH+7U1Ra52P2f5L6Uzb2tDGd6TM2ZpJm087bezqY/Mh65QW/giz83Mzax597bMX99Hq96ChlJd+94IyKn/h5A9+6SPfNyj5KgEvM6IKpwASALSHiPm5rkfiKhPWAkmx4NZMTnl5Sac/IaXiRMJ5EyMdTP/erQA2Yb6qe/ceFEBOuW+TYA+3CcBQlFCxLugd7VgPsBt7iFxdlfeHILMnI0T6u7RA18I5PeT12JT1cPuDKWThe223zIBqYYy6awGSkGPPqsrQC27lGjpHrQG6cCnws9VMqTqM8NpbTPNwf2UuvF1/cMQJyMoEY9S39OyCE3oeYORB9N8ghcTu+GDMybthOip8WfsDgCF1GlzwQu64+w3qEG5j0xg9fy1In6lR/kx0W+3vUda/2OhD3tN7aktw4qFEcdAW7drcyKvRfLQQhQYNJV1UbPxsrCyznG2XfNM3LCuWLSdD/tN92fW3O7D1ksWL4C/yXnGuyLyE/2GBdOP3PF0cfyKuNmJ0KmpphywsMqt1nsScLhg4MwFBGPGzOtHD+Nxy9jUKCS2D6oCRVldcDnpVsKMPzuAbrTalbeZydHkLbZCEmK4/+Eitc0LCD2fK6zSFsLCehoifeb26YRqDHYMmxhL8sa9Oh0cZManfoAa4hY9CyqltCGb1e1q3SYKaQ3DmD8Okp2wKRL3a9of8LkUni7XHwwaDZkUqx/Ff8yFUPkq4waeyOsZkSZ/OcNNWmIrzyKNQySOrkKYbU/PqIKRqxDy/SpO5hPD1WgpQMXE+SwgMlNPcb4AFcZPwdDna9FhhgDkPQlTMqP2rJmO5hu5PmB9qE0pyhbZWdZsmEgOEUREiOii5ivpDe5xLek1vrcK2wWz0mkDDoWN8dEa9fciMQvhflwXz+I2b1ABIZqyqQA9E2a1/BX2jxM4Q/piy7mgXBuw9IeZ+DnEbVfpbA3seoIIn5I8UZZzgZYiDyA6yHMjrnyHXQ96TDx+9bY+UL8mO0f2/LTtQ9lis7gbfy6BcD/GdA2EDrI5PHw34hOeK1WyWjwwhyNcI5ONF+UpzsaKKLVJBOMT8MPZKUOV+VDcBx7kTwR0P8WmhxJhJiAu63tferMyHusWBr9jNk4TAI9WUjOX0cTPtnbdZYKj+Ng5n6aIY/dSnJWXWBS4DlcUkO7WlZbN9AqM+AGQ0ph0Iw97lMlpI9cSwF3iqPO3cKxYHH3P5+gkbV93BiADU/wPcXNto0fowSN/P2eGgUQgPBP0ylfToEsHdAFU89idBA21/bZUCKq0poqX82m38lJ1gRZ3N/gefhX6KM+nhMREaXOxA7IAnpmsthcjpnVP4BESOs+mPSdsypNPtKNApiP66jpXwUFmWyaa0qWGDAAj0S9xtfh4T1+yJNDJdAPnF8oYRA72IwMFHaoa2pQK/kH6DZjGwWMsi2vvCuO0CuZlXxKeylw0RGiUwJqX0Ijf6awzvPpEeC5oALCId/EoozCQFYgzVULSEfTQxpNZLrp0trm5QycQg4VmH9zn5WRWNMbAayy01VCenkxKtdV94oR1/OHvlGsvlSg1tFMxXTO4FkUrfXPIOgiW47oOyAvo0kKZdj9z4nw38nKCcsgKnswqVEmx17HVlbpwGch97ML45f1Uck0WomlnXOFTZWI4yBWnwh8fgp+6li9c5vFgJpYTvcNXNmUEPrKsBHVk3F7pJ+QRqCGv/ds4YzefdhabThc9Jywm+lgpbN265tFNkxWnMSnRzqm/9ansX22Fk5lSDHRBIi2busqPMmEmt6Gjnn6WtoWmG2/CiosDgzZJwNOtLdl6mlEGR/uyxp5r/dZwkazPcNoVHWDoLb8/MyBOB6UnawbvPEDaYjTrqL89moWHtBy3NRR0WO7gZvkBqBKC6OMHwqKNRcJDPPaIOsHpergkhhuvE3f/jjd+T629kUJ6WB+B1Tc9e9ajEFPzjDfdne8I2f7JwhJUjCyNfRtV3GpgySoxpwGOHIERdrlgP7HEWKPCKrhVmcYthwro3gxdSCfUXT70eKWepHNAyb1dtGyR498vrzCRrbH4iUtcC2TEqDXR1YwgSChTJXPigfj0uiYHTl4ctS2zc6A/9L/RXJzcnaJjkTM=

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