正文:阿重与阿英:年少相知(3/3)

e3fT2vCajJbNdDFTGBPKkqa5biMR7vSAN/S5HC4w3J2raNS0smvGU+wEltYnO6d+gYORpQuBv1DwmzyLff3eIFv3HGemSo18M8aDgSVSzVta5Suw495siSAD8h741Xdp/u4veOifCug8XnefdGwYhf0pcGiOaoHGUGLHHR32q3OIqHBMINWyxYyjYAqc2PcaauFc9gmPRB/RX/aXRwQD3d8JmG2pdomkVaEG/5DZo7dYXL5Q9orOMPopmBrxcCALCQyKo6fYAAbne9+kXAZIxvq2jVXntYm05tGnEXWKeYkj5BKiQ8av7colz4l1kCaRrVZdIErz4LUw9dd9Jr17QOS6DHum0F8zyFA7Dqr1svRmTIzr5njEfuk+m0Ngd7gLTfoNiBAy9utdC1JhZlsuH2fG+FSCKCnmQlL4dbxWYtpKsXUEbu61YkVZS2KMCTH6sFoqg635CXjrpqmAB+/MKz2caalj4Z1Vpt/8WFhJR9Jza2IIF5nJz5lrr4MxAkSVjfj2/Yboy7HUQ8Cppd6oJo52fb+seVgRPaar/fvg7cXX7kTPV3iHNA/rvb3mkfIswm3N1hCMGX/J0p/HMYYVbt1NlvVONsk5r4qSwmhma3d1ghyq0uC49D7Jv6gOFSZgCDQyqXbK/yVjokU6VY81YIvQxm5X0IiJGFiQj28sXtw0HXuXCEILMSKfO1FYxOr7tMsQD34Ya3GMFwTUs//6FgIlLhWh0cl+TypRleq24Z7zaM8raKGMvRkDS9XOowVrCyTApT4gRKmNOinA2B6cApEMcCQVmscWHEyXQE+AQAcNZu3+AzhyJHFMAQ89jYqYCFcJtwYLrX5WXZKE+7ZSvxNKawrOLL+UMim65WM8k0JAfzdK+V6y1BJPDZfXPAHKbfpzs4qjGzL8pix35Xzw1BXV1kFIq7ya4ElwGEaYxjWliEsjXY7GyUk65siTJF7XHTNu8a3MXmacia3FtRKmuaZpagZOlWvomoBgHiGhloD1kwPN6CvHpIFyWK6dJPHIqd/i5O4xU02TRyRTgxTo6pUkucqUPZbG6Y4lnxxcVjmUQs9BiJY3k1WU5fvbPs6DWWY3g9BlP8UQodJbBse622LGlScVz/un6m1KNqfq/wH7IuTpQczDpVi6kru6f49DsCmGkUbo76XRV4zgSRN4V92Hjqezxb/F01v5++J5HYO61IE0OPpEDfjh0JBl4eBBxhFXbxGk/Ics08J6lNKIz7vgPZafpbFhei9Dy6c11s+X0QxgbfQOTWruf+AjC7hKY8XEBR0IUznWllFQRdv6lmj2cuFjRMAsRtxQhVqsywbHSDBC+Eq39VLuf94pWqraBAVSNKTOOKMdqjwp1w3cQ9o/gdZGbVkDVXy8aEOndWaFZ1mqmbyfkz5lPX5AoSl9/yg80Pg6aZ35tvXg/RuJtaay8MNJ8Q29ST19FGTbF0plHBSlMDUNfGUiMyYSd3MU0ZIarnnFYNO4AzsuyhsqElEDqAUQtv/vG+owBekOxotcAglVLNqAw3DcNHNuolSJytYsXRrxB242GHScCC+3hGZqpnjNAVUSHsub/MozCvf05wXvaP4Vks6359rz453pAPg8dX6isDlhXwgs/Kcq4FEeAradfOAa+QiLytQ1UAPeosls7YjjQeXGg8tpacO1TUABLB6V58+PU1eAAk9iWKG+FDQN9X+Buk9xRTT736o4t+Wln5MD/CwnsjEm3FIE9CKO3/5gl2+SaeRvfLDT2IbyvLHjyDxbu/ssqs+grYv24lePRZ49283YmM6V+TM+GuwdWBA14HJC+oS0wnRJorUpYpDa0ArJU4ttwD6NjPY4U84PWlZPWHxxOb7Rh7IYUMPPpXzeEXCyh1eDxSeIS4tki0pg1+mme1llN4fTF5VRkJ/ozO+LkCeoIqWT0Df6a/ZXDHtpCLoDhk5y2PRl7WurM5KPyc2xQ1BolG/dNI903hlUrYID20h/dAjGrSz2/P+PcvtswurZpQbhIawym6aA6V4mp75rj8Jt1hRi0rNyJfMjgVYTCcFIZoOCIALgsOius8vEKfSnWJ+BBXya363V8eOCMrXxXrAr1a5KnaXBIQMFlYwBhbgUN9RHUDNFlk+qnK+6sjeTDzPcoMktQxvRoYfPW3/WVVN5YAr9XKjw+HImo/nc2/jL7vOLcROuyVb6KeYbFQatLOX5GXfB+bP6LOvlHaNivmzvaAyb1i0P/7ZQB8MT6FmBoDf70hi3mFbSA4e2UrpFVCd5gbZEqCaAfNEIo46PINwZRpKLUgbRcnmaNqTfUzV7ch56FIx9FnIZB3ean/Glayd5DqlCw93divliSjNnVorYSFH2meGwoimBHBvIZE8IdEgtNymowYcYgFp0QGKLM/PmubxVXgXRwLJkt7FxDGkwfZAs2Vw/0gn0cA1rxIZQV6sQAjXailxRiH8jAc6t3OWi9XdUFkavR0heibB82BMFnsnXAcdoKfR4sKni7vYAv+rqYBZnG9i18ANJDjs1rvRCJkoRdrBcKIi34c8rYgSssGgXiQDMJmw241JpzXgHb+7lekxE8vUiNCXQB42wXNJPPM/nP4ZXV/5AGnH1VNI4Vo+D4vxBXaOrRchWhVicZp9aeGQXctsWy6mO1d5BX4/gMyaT1iWCIVhhOGEI8a1U24yMZm8mKhPgAJO/UWeiYBueOwkC+/mtX53YTkoezLENaZo50suPv0DimtMqTEN8SBhz8+dKXweph7eb2n/EqExhmGEl84gjwgT+ixGgvgNybn/sP3R+GtDQkt3rYUfQg+43E04bhqxDrtfiUN5S1uqCD+ipx8PpM2AaNVqxCs0xolHPuBX8vPPvWSldOQYLHXYIgQTYJdfIfmdHFWF7WcrdA+aqxcqv97YCD/oG3YrunE0NPYRFfZPjK8iTgy11z1YE9oCCLHLnNTnjCOIUrDPpcvhVoS4thtEiMIMIDJOxz7fnL4Q3h73j60xL1Q2rf4M6ah5PDaCICBspkuCBtHUB6mR6VkftNs/JeQy3y7+9il2JC81gKhJLnbsfgNm4LLXK2XaEErp2dxHNFWBGGCfJ6fxDHsoHFT0i5G1KuJolzCxzLth5E2BaS4F8RCmnwgDAo27XpIA8toHsCkVUY3my+kz1DJzV/Ifgk2PCvuTuzpD1eRr09d6XJGzCRM5tRC4LWwRx9bpWKl4AeO69XUeBsH0UBwSGdCnTBN6T6sTfCAKNWGCkzV06HcGmvU/OYpQO4SA4SgUI1JQ1EnW3uNE/fkpiTIjxDbcwrG45mCVrGuWXIoEEACbVXR92VgBhB+JvpOTbBbe/XyxXw2njLSuz2NGoU7+H2q5NdGuz8VxFE5FKDzHYFTF0wuCnvdCuNu6zpHrobE7ktUi7IEzY8dSm3Sso/KspGarAIgb+DkH+ILDxrVZRyApzSSr/EUwNDgFBe+A9n8P4ZZ3xCOj13Tz6YCLTBtnLKAr8kIQAoMxsY8FgS9fVCICP9ZMZevtmokLaW6jDRlr6xnOPRaPrMbvnKVL2Ln/gc5P2Q5zcxNGzwdAK8y4eloEL8h8iFLZnz1o0p7NAvMx4rdZ9Fff80kzdIc+C3Q9NPvl4bYR+e2jJP2o846EsDRrSPAmUNwgvznVcADmSWh7uZYahk28HDyJ8XUy+eMXeaPw+MZf8hVQnq22zotIMBVi8k4Yatfmayr3MPlugIkfALuFf0+43jMk1/VVqoXrQVdW9MXSjK6J3H+QRWtpTt4w/f08vOy0mBPHE1s0k88bO5m8Z9/UXuBeYbLWU2tzEZXT8XevwpAaNU5wFqZtRVpEV3l7N5cuR/wCxrioUM4dSWzcjUqalTpInn5vPXRzzDy6pCU70HomOfGgSz/BQgkvay7Mzgz8l6EFJ531SbDBeFoYs5rtMDEHo18riCNwqpiJi8z1++oMHzrpDgapXqDa+WKlGjQ8gmfWYMGSvaRwhBsxaH2HwxcVNtReQOmoOHmBCI5apvUcWIUSxm5lWsE7150NGaL9wq3pgOpFv0iKoj1TYUFXQwAF68nkHvxWFfO2noVkG4/jtBesMrfglwtVsE2/bBKwE2y7HHFi0utJ7xsy3Li4nm3Ka/MWnJ2yGzp8dQ68tn/4Z3aqxLzZN8vNLyBbGIkNdnwGvRLRslibKbBmx9JgqSfIw69mOtMOCdkSCYKsPwNaVBt2fY87S7rbF/FrPBiP7f4EWnHdX7B6jOq21jZVMXnITZEJvh5hhv2/f9AattxOsLodTGu4OfFGutHdG1vmVuvHaYpKeuIhFOkr5Vb9C5Ob4EbXoP6HqyE4xPrj34Qc/Yk6jw7V1+1Dw8E2LxLqDh1nmidJrjwQeDQxQD+/dPU61jbchtZae0bAytT2gaqWwVU7ydL1sirE4sKUJBipy95rJ2w23FDsd2D2CIsck2txmtKPHr5W9dcxDbgFSvIF+3ubo3puPic2iP+VAthKsLPCs5Lrta9TQ/z4vo8XFCA9K3k5+mPA/E049jChflwQvbwZMP4nbJD4xr73l2B/VbatZXm5nA1NOnDJiZmCG4/G0B3IWmxxTBNAlSTOOwse8IxiDkSHAETX7Y89sktvBmUcbEwJ36dzqohAYI9joJEjirpcLp0NQBjdiob8jbe7zhHfVX/h45bVvDofMtGxhMzGYf4M1O98dmaxzMr6wnBoXvNyi+7L0UGeEGm5Nu2ltZxCZ9WqwdUeBun015R+lmCuBTCxotYZcnWeCaV4Ox82PajFuVjU0ckpAQQNJZ+ifbEWBjixH6AKWqWcZjfNVv19RhN15Ubw3jNcGEKMGJprXhkO6zEWUSll5wlkYy58qsKw7vIv8VEBUWXO+/tvFndhM9SQjuHTzhLdslltar/DGh1Nmxcc7tRRvmydXl7Unsr+0EG2cj0YvEMclQaaao2rReZZc+bQ55uY4wMKzvVXF7fBdjZvv9RNDabBS+SYS+YK/MO8Cn+XVFLV2wpo5z2S7hfCPZL8fgMGLRM2cQKqj5GUybM1eWshL9U2iboXap4Yzt1/S0fZ2XSQVzpaVMtoyI+ozCgM2MgUiP5Wcq6EA9hyR2dSL4BIOmxfZB5t5x8W7kQu7ZWFx+IFj5oQhi8GeCABBw1CzmZ7pTYOoUb1xNxiTFkTQeqZVb1fK4tScRi4Vs/k2SOmlXrdYAAAaUjguRAzeqTt7BAuSJ2EEnuSMf13s57eV8hk2vNEbhxqO+PYXl9f6s4YyHx2MOq56FnT+L1ATl+uF53imPeA9BTZNovQpmQ39VTJysm0c49jk8ISHRTkfFe0oPWFLUQEr7c15h+umSGW1t7IHYs6PIxjodu9Uvoo8onHhkh7WCJe7Y/EdpPKFXdM3qS5mQ0Upb/xPpKcokleXqio5ryt3a56ISVfxoSkiuSm7BWadR3Jdcq5T70rwWmcmhkA9fuvI6CVrSSR6mgcK4bLLCqmiZaLDcTYWXav8wNHrBHdurG8Yht1BzqjXUuc80LL+KOLZ9cMJGr/NdoVwteykSpJ0sObPTR4j+gGVmfWM+LQHkXFwzGQnJDu4kU4FpkWnB/nS4gMGirBVy30U1Q3y8m6tC1Rg3j3zNPK9iB9G+Mp4Z8gNUSPZYQ7PJ964KwWPOxiEcMfizWhGI/AsZpc/3mRict4QD4p9DMon2+iMRbgCFnbFEevkVW1sWdu4yMSX/hi+3+9iiFhNZXHG0UHivLpa/ktIlsByEIYYup5ZvDWPtlsZNJf0HUU722oNFw69Hp3E523Aeduh8qe0EROAhubCrBkqAQ/aeWrFtsX4NlsJ3J5HNCtAjJs3mWjOmhpgZ1fHhxU0i/r60Sm8zR0gLI08FnmDWU0Ib6khJDIl/IJtjVvQT+GtH8TILKhjY1/CP20ohh6Iwaa1kRXIZbXOJ+8w80ZmPJinYG2Wf9kPLoFP175Fvg6xbDt3WD+NOloifUfn7Dy/FP1tRRO5vJYgdfx3sUEawcIBhZZ9PS7BJa8VLdYjnJ9foDy+R5ODYTxEz651N2X3+rSpjLlx8zrh/4Hlq60J/yW4sezS1xhSDxgWhmJuE0TptWwZTocRNrymmiLaM7dso7gEibhRajqkrBNnrUhFWZRTWJRS9lDgOsh5HBpdeu9CPlEaylE/xbpIAUCx5YYkEphI+4VPf4DBSeDEwROetoWUoNezSWla+Fw2clB5+jEEoja7uJadm4ZnLWg+eGxRl69dKnDpSIPFo4vfXOVBKleyEwDBRCjmu9DJVP2hR5vf3mSi8VsRBTuzMU8R54zTj/nvOSC/WmWEsR5QvVQ/RlkGAOCP3lVlVpa1dWqKOaALS2xi0Jwj9aedN+F14ZTJGXs2qUUTU3ujUrpTKsx0aQ6MwXSAkLOQxOuS4G+rVxQcr0xEEkDT0yeeD5DxWpKr6n/vD6JyTjChagvcc5SQAYa7KRAP9qm6hTjZ1r6a+7QMpGmb4pi2gRUYEydVoBuSOVzxH4iyg4sBy87tsxweEZpPiK+EJxRUJKhsjhczfJozAit7pX4/eHFyes6sSbExjq95rp3uciIYrpb6cxRo+vKk64k/hq+uuQa/B3Be/ZWQfJWSiv6CmX/nlFDC3TfDbtJyoQgbay+5GlmymDmkIZnnPaUStta5svaaAjYghY8uVYz134AzKVCeNlYqa2u5q/WFBphc945DeKXUP9FZexjrQyVWmObtO2ZP8YzplCQ/QcUsQPxZK6X1bApkorHWF2nAlh5EQslW1PDZi+RTk4uHqM5sfkDsoKi92G2KFIu4D09YGf8/d+ApUT5BLCu4m+HGZEpDLkZSdUpfW/1AKFXXLRWqQMx2TCfCj0baZ+nOKYyHKJ10/FpkOHo1GzyIoTiRgJPORE2t1UyYnQF4Vb31eY7ih0TenbVBYHEPBHSQiQ/6X3de7BLq9rxwTeg9aBPgD4NjX2EUeMqmWOSJg8zsxQh3RnjSBoBLRjWxj5H4HytqQRaMrHTUHwi6J9wGojwz8x6sFib8G9sMCkLNk6IirW9U0IBH3npRDlV8rHYeimfB5Jp3FcSqXAGWK/ZLGBig+UmTJOayIJQmTC3ATNmGMXbEzILsbKds+Sj/K7cG9c44vlnUX1b5I3mgCJnHi/kyshaIvT+jiXSjWkUxLW1TVLB3XOjlYXVDBLXj+RDtdKEtP3KrjYlGEzpjLwWtk70RwUucPao/kDvWF1Yvi1EFeViA1if9VtrRzmfTROtJnf4bs7iyByN5J1xTx7xbfGltX7spvN61uWweS0qAXZnGb2rlBIaF9OnBOrZrO0QShmojnmnNNWjLm7t2JobidyQGPjPmOOME5cRVE13iSC2pNOlzncrDmRcFxRPEbIXWdfhKnNGamQtc0agDzIqpviAau2d09GIsvcJxElp5cTJkiRUda6ym3O1EPcHvCnebumHoSYyZz95fej/XPJecTP7XVgE/ttUhdr/kvwioQUj8H9T+vsyAkW+FpcDpF80ZXktPQN767oHpzuyBfkjdjoAvsbaDHNsxVFpFzdUjewSkL05y66uqBFOJcG0Hbnq18A==

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