1.Timer调度任务的方法

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x5VoORbYbjt6Oxxyn/aK9i0HI+tVf4UyvPRC48urdPdemJF+mJ8PEkxfr6+rhfmRKApJAASYqz3OFfGfLzq1MN/pUhL3IZcWuInR0sra663CtLq6vRXkJP2wqshbu7/L8n3v148POPBz8nN+8S3I3FW2Tn/OJS/IK/uHx1enaeOsyenp2zHB/ZvXtJxBPJLs2cnV9wfC9fLLlX1m5u5vg+SXXPLy5Pzy9wUpI0JU1cUVKopY9zOSHaOu8fRecBw/HpTO70/CKTL6QzubPzi3yxhI9m84Xe6dnp+UXluOZZ86GdvbPzYGS7y7C90zOxKTTu2/2DVO/0jOV4sfoJhCKtNnkmso8khWQ6c3p+sSf75la8KMWrG1++2kXC29vRmLiC5OXRLr+i/fXnrlHvGvWoaJ++LqjxtbeH1wJmrlA6PTs/Pb84qtbcq94bO5yexRMHfO+0d3ombifejU2iTeJHQV+N0js924nudWnm/OLypNVe8a5rX5ea/TWyUyy/y72SSKbRU6J3eib54QnR3tvX9VR8OtyNxU/PL5Y8q9hQO9E9DQtoWEzDMmKO3kvxyKpixkG+AUkhApIU/3FU+HTOf77snZYKW751RK6QxxufL3ufzvn35by4NcTODhS3Nfh9/N9+PPjZvxaS7I/u7V9cvqo3T8SPA9xkc4XSmm/j4vIVw3Jo/17i4OLyVbF8tORZTR1mLy5fFUpll3slnkheXL46rjeWV9aWV9aGlhRq6WMe1xv4ZpNQ7f6R7D87v6g3Tzxr3t7pWeOE8Kx5T88v0KHUYbZWb3rWvMsra8XyUalcQfvPLy6pLr3uD4S3d7s0oyfffLG0vLIWjGxzfA/v5PheIBRRK2EimWY5HnfoaFDj63ms+apRbIHllTVsT7XyqJVfzf4a+Q70ylerRzX7DOeleHh7e3gtIGZy+eN6w7Pm9ax5j+sNfCtdXL46Idor3vVQZAff2i5RF9L+QYqkun1zRPb0b4WWPKuFUrlcOda+rkHvI7XyJ5LpJtHybmy63Ctr637JD3dj8Xqj+RBLPj6XPKvnF5fB8LbLveLfCp3dygs1C6hZTNsyYk6FpPgsFBwgKW6AJMVfKsXP59znc+60mN/yrX8+514fVyQbn8+5v1QK8jaBuz8QtTtB/rD/7z8e/FwNNYO+HfF+imYuLl/5/AH57X1x+Qo1a/HzGp2P9MeSZxU5M1zulS7NXFy+Wr9NZ2hJoZY+Zu/sXOK30LjBFPdfXL5a9W1INtAhhuWwtFryrPZus764fLUZDKnlov0xJz5KM2zyMCP+2MLnxOIJ9JTv+/Rx6es4GEe+evJyuVfOLy61z1Erv5r9B8pdY79aParZZySSYoj2NpJacLlXWI5fu501trbux9dycfnKs+aV/0pccYqVKM8Rl9+z5sXlH9V9pFb+Ls2IH1mSHy6vrD3QkhNh9bh+mM253CvJdKZyXNO2gJrFtC0j5rOXFC9evJiZOeh+/gLdHwhIUlwd5T+dsZ/O2F4ht+X1fTpjXx8fSTY+nbF/PsrL2wQWE2JVodaAIr5YL3aJej1+iP/b3kYStznFZqcmBeTeYPTokaQztKRQS1/PTaL/Ea+xofjhq180IIYiO6gPSHKB6/5Ard48O79onhAbokFkF5evmieEmvdFTrVX3bjz1WMBt+iBrlYetfKr2V9/7tr71c5Us8+oJIXGxhDXq788alJPcqvibZLqIi9FIpnW46XQSH8k95Ge8iv+UI8eemqM7u03iZbLvVJvnuBbUlus97XYNEuKGQf5BuaRinDT8VHMfuK7n3p0r5Dd8vo+9ejX1bJk4xPffV/MyNsEkhHu9TWXe8W9vob+1W613pXN3Fb5x4Of/y3xE9rD8b2Ly1fIUSZpi4pSAJ2/LPMToH475NVwr3rlkgK5HPpKCrX07zIahZdCbYPlePmnqvadqXiU5fhQZEft6JJnNZFMMxwvTmHFu85wfCyuqw9Y7VU37nz1WGD/ICX+xlIsj0b5Fe2vP3ft/dr1KLfPuCXFcNervzwc31vzbaBt78Yme3tpapKi3mhSXRrN3Fnf3BooR58/0GVY7esa9D5SK3/v9Ax7Wbwbm5IfPlMvBeoxRE4dPKhCzQJqFtO2jJjPX1LA8Mz7uBmeeZj8a7vxie/2cpktr+8T331dKUk2/tpuXBym5G0COyck29rc8m7/ePDz5d6/on/TmSz6VFUcSyHfRuMbqsd1yfnF8tHF5atEMu1e9TZPCPwTmmEvLl+t+TbyxZIeSaGWPma9eaI43UPxBlPcr/GIzxdLx/XGmmyFsUEfhafnFz5/wLPmzeQLir8NBMPs/Ve7y73iDwRPzy8SyXTfSlzyrJ6eX2yFpd3/o823SzPH9UbfwuB0ljyru7E4x/fwh75aedTKr2Z/Pbnr2d/XDSCxj1o5B8p3iPY2qP3VylMolavHdfeq173qPa43Mrm8/Ezx9vnFpc8fwO8zPTmirxHvxuYJ0cZNaFT3kVr5y5XjfLGEZhihwaHiX21HYwPZ7enwuN7I5gtYkWtYQM1i2pYREyTFtOFmEun6xp8Lh58Y8hPbUSZD/rlwuLm+IW8TWEZgF4VGxwfq8vjx4Od/T7wjd5hN0TjN5GEGjYRQkxGSFz8auiUZFu5e9VaP6+cXlyzHpzPZxgmB9kd2YxzfQ8Pd8U6cpqLLVzF9zL39BNEmFa9R8RUiz0XjEb/kWc0ViizHy62h8SCQH40nDk7Pzntn55l8QfzBhJNtkR00FEuSwt5+4uLyVTKt4JSS1n48gTw64txHm+9xvaHTgYwSR+MQ/VuhvuVRK7+a/fvmrqfeNepRzT5q5Rx3exvO/vLrda96j6rHZ+cXp2fnuULJpVRy8Xa90Ty/uOydnaMbua/v6uLyFbpPuwwrlqSD3keDln/Fu35CtJE3JRAMS5pWvXmiZ3GUJ8hofF8yB1ujBhUtpm0ZMUc/iRQkxWRxt9TVXvSqlPnUbX1iSCm7ratS5ngvqtgmBhqeOTVc8qxSXfqBjnqgHjsXy0eocxf4ldif43sbt/0d6/7AmWjmjiJ1ar7H5E50T88oEOCzX+pqvibA6pliiBfkrsWif86n/npS/dRtfWLan5j2p27rryfVP+dTanria+bG5hbL8ZKvSeBoeXp+cVxvPHAmCPB52b93dh6K7Cx5Vpc8q/HEQd9381OTFIFQhON7ekaBAJ+xpLiN8QEzSO9BGjbMt36RSvxHJnmVT/1XLvUf2eRZat/vgwe6MvXH+AACgTq5HY2RVPfs/OL0/KLWaMrnlkvY143xyDyq1vBwYKA2n7GkACgCgpsDgUAgcCIESTFtAEkBBAKBwIkQJMW0ASQFEAgEAidCkBTThr/97W+oUoFAIBAIfHyORVLcDp+EpS0fFSApgEAgEDhBjtFLEbz8ApM8HxMSSeG0L9LJ/XeF7MdK8WOl+K6QpRJxp31x4m0OCAQCgVPJMUoKWIrqkSGWFNlw8H05d0URwhl3fc5fn/PCGXdFER+O8tlwcCJNjeN7HN8b38/RCUPnsuJdP8zm9JxZrdWrtfpEbDiQub6qfB+BI6n3TC6/4l2f+LUAgXLqaeF9b3CQFNMDLCmyoeCvlaLQY6/POAmFHvtrpZgNTUBVjFtSPCQXh2uZ7FB4hJFYnchlyvgkhXa+gyY10PlGi61Wb4zkEkZoCpbj643mxubWo5VfI52R1PuSZ7XdoRaX3COxEhA4Qj55SeEg34CkeEQgSeF0LH4oZQWevj5lFSnw9IdS1um41wOyvOcNdXfDTDTU3V3e846jvXJ8j32qkqJxQvj8gSHunzHx4fkOISk6VPcplFyczkuTxb3qbZEd77r/cco/qnQ0uLG51TghxpoFEDgmTlpSwAKXjwgkKaj92FW7cd2jNXjVbtCJPXE7CDHROavVYDTPWa2h7q6etuWaX2lstn/YefM6+vZ19G14KYoP+fyBaq3Ocrz4Bc/xPZpht3djNMO2O9Ta+gY+PxAKN4kWw3Jkh4onkkaLDe33B7ZqjSbL8TTD4qQkaUqauKKkUEsf51KuVHXeP4rOgxbZ2Y3t0Qwbiyd2Y3sMy8UTSXw0Fk9QXZpm2Ewub7bNo51dmnGvek9abapLi02hcd8GwxGKZtodal2kfpY8q5XjGsNyklLh7chOlGbYQDCk/ZjQcI2ML1/tIuFt77pfXEHy8miXX9H+g9phVPWOWK5UN7eGtAwQqIc+f4Bm2JcmC/q3SzO+jU20HU8kaYalGfYwm8MPQw23aDCyjZ6fVJeepKR48eLFzMxB9/MX6P54HCBJ8S6bEljqmu/SmbTP7UHspFN445rvCiz1LpsSt4MwE1Xc1mAv8up19K3TJnXhbmxucXyvWCqbbQvi/ai9xhNJ64KD43tEm0T7A8EQx/cOUumXJsv2bozje4lk2mA0B0Jhju/lC0WjxTpntg4tKdTSx8wXivhmk1Dt/pHsZ1iuWCqbrPNUly6Wj0zWeZph0aHt3Vi+WDJZ5+fM1oNUOpk+RPtZjm+cEHana2XN1yRaevKNJ5JzZqt71Ut2KLyT7FBLnlW1EgYj222ygzt0NKjxdT7WfNUotsCc2YrtqVYetfKr2X8IO4yk3hF9/kChVB7aOEBgX86ZLSzHu1fWDEazc9nDsNyc2WIwmqN7+/lC0WSdN1nnc4Wi5GEof/IEI9vlo8qCw2kwmm32xYl7KWAe6eMBSYqP+cNrtnPNdujDlM/tuWY7l8W8ZOOa7XzMp+WtAXd/IGp3gpxtf/86+jazVnQv3DuneUJwfG9h0SU5H73sUbMWd4Kg8y3zdnQbIGeGwWhuEi2O79mdLvHPDYNLCrX0Mbs0I/FbaNxgivs5vmddsEs20CGiTaKsUe5dmsE/cS170La8P0j7vhWfT7Ta27tRefk5vucPBMuVKs5dm3oc/uPIV40SC7Acr10etfKr2X84Ozy83m/3WPuWBAh8IDO5wm4sbjCaIzvRTC6PdrbJju123p/Nvihp7fInT5NoiR/mE5UUMDzzcYEkxYdcSmBIgSG76aRv2S0w5GUxJ9kQGPJ9LiVvDaFbMSFWFWpNZ9Xup4Is6vU4jbzadIbRflbFe6YmBViZtxm9P1glz7NGOmp71NLXc5PolxQaG/eylp2gM1/PmrfeaEr6kgxGs93pyhdLDMuVjiqLS8viFEpHFTXvi5xqr9Jx56vHAkaLDb+A1cqjVn41+w9qh1HVO6aiSAICR8iNza3yUcVgNBdLZXxLaot1+ZOHVWnzagRJMT246fhIJwSKELqtbvrAt+wWuq3LQlayIVDEu8OEvDUgGWFy2AxGs8lhQ/9qNyCbxRn3JF9H336/8xrtITsUx/eQo0zSFhWlADrfaLFKzqdoBns1jBYb/gmWGsjl0FdSqKWPORIvhdpGu0MpJj6opGiTHc+aV+3onNkSiuy0yI44BbNtoUV2/AFds3vUXqXjzlePBYLhiPgbS7E8quVXsf+gdhhVvd/aDbwUwLET9RgiJxkeVEF2KOuCA23PO5xt0c1rULrHqS5tst6MBFpwOEFSfEW4GZ4Z27mqHwkU0U0mfMtugSIu8xnJxlX9iN7blbcG7JyQbGtzeWHtdfQtFz5H/+5EY+hTVXEshXwbjW/I5AoSV/lBKs3xvVBkx2ixlY4qWEkQrTbH96wLjv2DpB5JoZY+ZrFUVpzuoXiDKe7XeLXEE8lcoWiTrTA2qKSgGXZh0WWyzsfiCcXfutwr7fuvdoPRvLjkphk2GNnuW4lzZgvNsMsr0uERo823SbTyhWLfwuB0Xpos6/4A2aGwI0StPGrlV7P/oHYYVb0jetf9Ou0ABD6E+UIxFk9gRW4wmhPJdCZXMFpsRostXyhG9/bF58vv8XQmu3+QRHOvmkSrr3dtjJJivibA6pmPiZtJpHbH+/S+0G4IZFOZ7cb79L7T7pC3BtzxgV0UGh0fqMvjdfTtDztvav4Tp82DD23vRptEC/c44Maq1mERDEdqIm82OmS02DK5Asvx7Q61E40Vy0do/3EQUJ4AACAASURBVJpvg+xQaJg93onTFFM7fczNrVCleqx4jfIbTDEXjVfLnNkSTxy0OxQns4bGbSk/GgiGaYbt0kwsnhB/4GK/+nGtjoZiSVLY3ApxfC+y018a+gNB8racY8o3XyjqdPij9NH4R+eyp2951MqvZv9B7TCqekcslsp6FtsAAh9If2BLMgfbaLEdZnMMy9EMK56gpPb8tMzby5UqWiHG5V7p610ba4wPmEH6qLhb6irg/3iYEIia0G5ISdQ+HiayAeVZ/gMNz5wavjRZGifEAx31wL6cM1sOUmnUufs107exWW80J14MIHAchEik04N7C3Jv+t+n9q6qBYGoCe260K4LRO2qWnif2lPTE18zHa7ldocSf20DR06aYXOF4gNngjx3LnlWyQ7lcC5NvCRA4DgIkmJ6IA0btmCno5GfErEPqb0Pyb2fElFqN+xc+Kof6BpcWfPpjPEBBA7Nw2wODy8FAqePICmmBxDcHAgEAoETJEiK6QFICiAQCAROkCAppgcgKYBAIBA4QYKkmB6ApAACgUDgBAmSYnoAkgIIBAKBEyRIiumBdMaHfZFO7r8rZD9Wih8rxXeFLJWIO3UvIwgEAoFA4EAESTE9uLcuRTj4vpy7ogjhjLs+56/PeeGMu6KID0f5bHgyazrpXLtw6J8rrpupnyvedZ2TSKu1erVWn4gNBzLXs873IVX5mJczqnJmcvkV7/pkLxb4lVPPk22SMT4Aj4y71TNDwV8rRaHHXp9xEgo99tdKMRuagKoYt6R4SC4O1zLZoVzuFXEiast7j09SaOc7aFIDnW+02Gr1xkguYbQGGYedR16Ah5dzybPa7lCLS+7JXi/wayZICsA93MT4cCx+KGUFnr4+ZRUp8PSHUtbpuNcDgpfiHt8i3JyO0NLaPx+fpGicEIqRw57vt/4QkkIjAudjlvwp2H/QAoyknBubW40TYrLXCwRqEyTFV4SbSKT7sat247pHa/Cq3aATe+J2EGKic1arwWies1o1QoWJ6ZpfaWy2f9h5g4KHhZfuAkT5/IFqrY7DdOG2SDPs9m6MZth2h1pb38DnB0LhJtFiWI7sUPFEEkeF9ge2ULgvmmHFsZokocIkLV4h5pZK+jiXcqWq8/5RdB60yM5ubA9FMtuN7TEsJ47HE4snqC5NM2wmlzfbbsIEd2nGveo9abWpLi02hcZ9GwxHKJppd6h1kfpZ8qxWjmsMy8nDXKGNyE6UZthAMKT9mNBwjYwv375UtEM8kaQZlmbYw2wOVyXVpQPBcIfqUl1arA7nHc5K9VgtYpwig5Ft1FqoLi0+X7EeB60vnz9AMyyKNP3SZOnSjDikU7lS3dx6kMWAQERxSzMYzV2a8W1som3FO0jjBlG7IxQJkmJ6gCTFu2xKYKlrvktn0j63B7GTTuGNa74rsNS7bErcDsRBzPUENDcYzb3Iq9fRt06b1FW7sbnF8b1iqawY3DyeSFoXHBzfI9ok2h8Ihji+d5BKvzRZUCDyRDJtMJoDoTDH9/KFotFinTNbh5YUaulj5gtFfLNJqHb/SPajgJkm6zzVpYvlI5N1nmZYdGh7N5YvlkzW+Tmz9SCVTqYP0X6W4xsnhN3pWlnzNYmWnnzjieSc2epe9ZIdCu8kO9SSRyESN0ohGNlukx3coaNBDS/FWPPVptwO0b39fKFoss6brPO5QhFXJcf3ypWq2bbgWfPipmUwmqu1eiAYNhjNwXBET7CuYGS7fFRZcDgNRrPNvogLoFaPg9bXnNnCcjxak9uz5u1QXfzQNxjNPn+gUCo/0GhAoOG2paG4Rc5lD8Nyc2aLQf0OQpS3ZLU7Qo0gKaYHSFJ8zB9es51rtkMfpnxuzzXbuSzmJRvXbOdjPi1vDQNFIj3b/v519G1mreheuHdO84Tg+N7CoktyPnrZo2Yt7gRB56NoUnNmC3JmGIzmJtHi+J7d6RL/3DC4pFBLH7NLMxK/hcYNprif43vWBbtkAx0i2iQOlDVntuDQwBzfc93G7Jb3B2nft+LziVZ7ezcqLz/H9/yBYLlS1RmmS0/Hxzjy1abcDm2yY7udtWSzL+Iyc3zPZJ2Xl1McS11PXPUm0RI33b71OGh9GYzmTK4Qi+8bjOZ4Iil5oM+ZrX2DRwOBOpnJFXZjcYPRHNmJZnJ5tFPtDkKUt2S1O0KNICmmB0hSfMilBIYUGLKbTvqW3QJDXhZzkg2BId/nUvLWELoVE2JVodZ0Vu1+KsiiXo/TyKtNZxjtZ1W8Z2pSgJV53dGjn5V51IeTFGrp67lJ9EsKjY17WctO0JmvZ81bbzQlfUkGo9nudOWLJYblSkeVxaVlcQqlo4qa90VONUkx7ny1KbeDtHJvq1Kx88VgNNcazRsvRWS7psNLwarXrGI9DlpfBqN5Y3OrclwzGM3NEwLLSvkVAYEP5MbmVvmoYjCai6UyviXV7iDFowb1O0KNICmmBzcdH+mEQBFCt9VNH/iW3UK3dVnISjYEinh3mJC3BiQjTA6bwWg2OWzoX+0GZLM4457k6+jb73deoz1kh+L4HnKUSdqiohRA5xstVsn5FM1gr4bRYsM/wVIDuRz6Sgq19DFH4qVQ22h3KMXEB5UUbbKDI1jKj86ZLaHITovsiFMw2xZaZMcf0DW7R01SjDtfbcpzJDuUdcGBtucdzvZt1mqSolAqN04IluNrjaaekOJUl8bejgWHs289DlFfc2Yrw3IO51JTNhgTvBTAEXLObKUZFjnVcP+a2h2EKG/JaneEGkFSTA9uhmfGdq7qRwJFdJMJ37JboIjLfEaycVU/ovd25a0BOyck29pcXlh7HX3Lhc/RvzvRGPpUVRxLId9G4xsyuYLEVX6QSnN8LxTZMVpspaMKVhJEq83xPeuCY/8gqUdSqKWPWSyVFad7KN5givs1JEU8kcwVijbZCmODSgqaYRcWXSbrfCyeUPyty73Svv9qNxjNi0tummGDke2+lThnttAMu7wiHR4x2nybRCtfKPYtjIYdEsl0JlcwWmxGiy1fKEb39uVnirdZjl9YdInHK2gzncnuHyRfmizuVW+TaOFvOLV6HK6+8oXiUfUYOaXF9K77B7IPEKjNfKEYiydwr4dB/Q5ClLdVtTtCjSAppgc3k0jtjvfpfaHdEMimMtuN9+l9p90hbw244wO7KDQ6PlCXx+vo2x923tT8J07bnQt3ezfaJFq4xwE3VrUOi2A4UhN5idEho8WWyRVYjm93qJ1orFg+QvvXfBtkh0LTK/BOnKaY2uljbm6FKtVjxWtUdLzLc9GQFHNmSzxx0O5QnMwaGrel/GggGKYZtkszsXhC/CGL/fDHtToaiiVJYXMrxPG9yE5/aegPBMnbco4p33yhqNOxr1abRovtMJtjWI5mWPG0Gg0vBcvxXZphOb6tw3dimbeXK1WW4+uNpsu9gi9Zox4Vy6lmt1tTb3F8T9xhhFgslTc2t/TYBwjUQ39gq0V2xLOKNO4gxZasdkeoESTF9OBuqauA/+NhQiBqQrshJVH7eJjIBvyKrWGg4ZlTw5cmS+OEGImjHqjBObPlIJVGnbuPRrJDOVw3b26708Ww3MTtYDCaA8FwvXki2enb2NQzJwUIfMoESTE9uLcg96b/fWrvqloQiJrQrgvtukDUrqqF96k9NT3xNdPhWm53KPHXNnDkpBk2VyiOZCaIfnZpxrPmfWmyvDRZAsHwU3hnWxccRJuUeCOWPKtkh9Iz2gMIfMoESTE9kIYNW7DT0chPidiH1N6H5N5PiSi1G3YuPOoD/RlxZc2nM8YH8BnRu+6vN5rIzZsvluRzmx+Zwcg2zbBoEqmYh9kcHs4JBD5fgqSYHkBwcyAQCAROkCAppgcgKYBAIBA4QYKkmB6ApAACgUDgBAmSYnoAkgIIBAKBEyRIiukBSAogEAgETpAgKaYH0hkf9kU6uf+ukP1YKX6sFN8VslQi7lRZ/g8IBAKBwAcSJMX04N66FOHg+3LuiiKEM+76nL8+54Uz7ooiPhzls+HJrOkkX7ZytD9XXDdTP1e86zonkVZr9WqtPhEbDmSuZ53vQ6ryMS9nUuV8IvZ5CB9yH+ELz+TyK971iV/LdFBPjUCMj68Id6tnhoK/VopCj70+4yQUeuyvlWI2NAFVMW5J8ZBcHK5lskO53CviRNSW9x6fpNDOd9CkBjrfaLHV6o2RXMJoDTIOO4+8AM9dwE2EI5EUS57VdodaXHJP/HKmgCApAPdwE+PDsfihlBV4+vqUVaTA0x9KWafjXg8IXop7fItwc7KQ0IP+fHySonFCKEYOe76viiEkhWIk0scv+VOw/6AFeL7t5JlSfOEbm1sNWUxX4CNYXpEgKaYHN5FI92NX7cZ1j9bgVbtBJ/bE7SDEROesVoPRPGe1aoQKE9M1v9LYbP+w8wYFDwsv3QWI8vkD1Vodh+nCbZFm2O3dGM2w7Q61tr6Bzw+Ewk2ixbAc2aHiiSSOIu0PbKFwXzTDimN0SYI2SVq8QswtlfRxLuVKVef9o+g8aJGd3dgeimS2G9tjWE4cjycWT1BdmmbYTC5vtt2ECe7SjHvVe9JqU11abAqN+zYYjlA00+5Q6yL1s+RZrRzXGJaTlApvR3aiNMMGgiHtx4SGa2R8+faloh3iiSTNsDTDHmZzuCqpLh0IhjtUl+rSYnU473BWqsdqEeMUGYxso9ZCdWnx+Yr1OGh9+fwBmmFRZNSXJkuXZsQhnZ6+fagu7dvYRBEpj6rH4uXVB2rnGtkpll+jXgxGc7lS3dx6UEubPopbGqoI38amhoU1akTD8nKCpJgeIEnxLpsSWOqa79KZtM/tQeykU3jjmu8KLPUumxK3A3EQcz0BzQ1Gcy/y6nX0rdMmdTlubG5xfK9YKisGN48nktYFB8f3iDaJ9geCIY7vHaTSL00WFIg8kUwbjOZAKMzxvXyhaLRY58zWoSWFWvqY+UIR32wSqt0/kv0MyxVLZZN1nurSxfKRyTpPMyw6tL0byxdLJuv8nNl6kEon04doP8vxjRPC7nStrPmaREtPvvFEcs5sda96yQ6Fd5IdaskjjUiOUwhGtttkB3foaFDDSzHWfLUpt0N0bz9fKJqs8ybrfK5QxFXJ8b1ypWq2LXjWvLhpGYzmaq0eCIYNRnMwHNET4CMY2S4fVRYcToPRbLMv4gKo1eOg9TVntrAcj9be9qx5O1RXf+D1p2Af1G6dy56XJksimUpnstr2GbSdq5VfrV4Qff5AoVR+YGObMqKWhuIWOZc9DMvNmS0aFlarEW3LywmSYnqAJMXH/OE127lmO/Rhyuf2XLOdy2JesnHNdj7m0/LWMFAk0rPt719H32bWiu6Fe+c0TwiO78mDKaCXPWrW4k4QdD763JkzW5Azw2A0N4kWx/fsTpf454bBJYVa+phdmpH4LTRuMMX9HN+zLtglG+gQ0Sbxl9yc2YJDA3N8z7V8Ew5e3h+kfd+Kzyda7e3dqLz8HN/zB4LlSlVnmC49HR/jyFebcju0yY7tdtaSzb6Iy8zxPZN1Xl5OcSx1PXHVm0RL3HT71uOg9WUwmjO5AorxEU8kJQ/0p28fju/hTwWTdR7bYVTtXK38avVym6O1b9Dtr5CZXGE3FjcYzZGdaCaX17awWo1oW15OkBTTAyQpPuRSAkMKDNlNJ33LboEhL4s5yYbAkO9zKXlrCN2KCbGqUGs6q3Y/FWRRr8dp5NWmM4z2syreMzUpwMq87ujRxso86sNJCrX09dwk+iWFxsa9rGUn6MzXs+atN5qSviSD0Wx3uvLFEsNypaPK4tKyOIXSUUXN+yKnmqQYd77alNtBWrm3VSlpKni71mjefIVHtmt6vsLVa1axHgetL4PRvLG5VTmuGYzm5gmBX7fPxT4a6Y+knaul39fgevTQ18aNza3yUcVgNBdLZXxLqllY1bD9LC8hSIrpwU3HRzohUITQbXXTB75lt9BtXRaykg2BIt4dJuStAckIk8NmMJpNDhv6V7sB2SzOuCf5Ovr2+53XaA/ZoTi+hxxlkraoKAXQ+UaLVXI+RTPYq2G02PBPsNRALoe+kkItfcyReCnUNtodSjHxQR+1bbKDI1XKj86ZLaHITovsiFMw2xZaZMcf0DW7R01SjDtfbcpzJDuUdcGBtucdzvZt1mqvzEKp3DghWI6vNZp6QodTXRp/zS84nH3rcYj6mjNbGZZzOJeaDx5U+Pj2Ef92YdF10mpr22fQdq5WfrV6wSYFL4Wcc2YrzbDIaYT719QsrFYj2paXEyTF9OBmeGZs56p+JFBEN5nwLbsFirjMZyQbV/Ujem9X3hqwc0Kyrc3lhbXX0bdc+Bz9uxONoU9VxbEU8m00viGTK0hc5QepNMf3QpEdo8VWOqpgJUG02hzfsy449g+SeiSFWvqYxVJZcbqH4g2muF9DUsQTyVyhaJOtMDboo5Zm2IVFl8k6H4snFH/rcq+077/aDUbz4pKbZthgZLtvJc6ZLTTDLq9Ih0eMNt8m0coXin0Lo2GHRDKdyRWMFpvRYssXitG9ffmZ4m2W4xcWXfrHK6Qz2f2D5EuTxb3qRYMQtetxuPrKF4pH1WPklH5e9sFfC/MOZ7lSDd1W8ajauVr51eoF0bvuH8huXw/zhWIsnsC9HhoWVqsRbcvLCZJienAzidTueJ/eF9oNgWwqs914n9532h3y1oA7PrCLQqPjA3V5vI6+/WHnTc1/4rTduXC3d6NNooV7HHBjVdw2GM3BcKQm8hKjQ0aLLZMrsBzf7lA70VixfIT2r/k2yA6FplfgnThNMbXTx9zcClWqx4rXqOiYleeiISnmzJZ44qDdoTiZNTRuS/nRQDBMM2yXZmLxhPiDDPuZj2t1NBRLksLmVojje5Gd/tLQHwiSt+UcU775QlGng1qtNo0W22E2x7AczbDiaTUaX+Esx3dphuX4tg7fiWXeXq5UWY6vN5ou9wq+ZI16VCynmt1uTb3F8T1xh9FzsQ/H91iOZ/neSasdiuzg/YO280HLr1YviMVSeWNzS4/dvjb6A1stsiOeVaTRQhRrRNvycoKkmB7cLXUV8H88TAhETWg3pCRqHw8T2YDyvLWBhmdODV+aLI0TYiSOeqAG58yWg1Qade4+GskO5XDdvLntThfDchO3g8FoDgTD9ebJc7RPX7/349O3salnrgrwcQiSYnpwb0HuTf/71N5VtSAQNaFdF9p1gahdVQvvU3tqeuJrpsO13O5Q4q9t4MhJM2yuUBzJTBD97NKMZ8370mR5abIEguGn8O6xLjiINin/qn4W9nlqkmLJs0p2KD2jQICPQ5AU0wNp2LAFOx2N/JSIfUjtfUju/ZSIUrth58KjPrCeEVfWfDpjfACfEb3r/nqjidy8+WJJPrf5kRmMbNMMiyaRPgUOap8n4ubBPMzm8DBY4FMgSIrpAQQ3BwKBQOAECZJiegCSAggEAoETJEiK6QFICiAQCAROkCAppgcgKYBAIBA4QYKkmB6ApAACgUDgBAmSYnognfFhX6ST++8K2Y+V4sdK8V0hSyXiTpXl/4BAIBAIfCBBUkwP7q1LEQ6+L+euKEI4467P+etzXjjjrijiw1E+G57Mmk7yZStH+3PFdTMfjdVavVqrPx1zDc0V77rOybQjv+RxcFLrKDy19RuG4+KSu1ZvSAL4TareJ5LvBB8pT9PCfU0BkmJ6cLd6Zij4a6Uo9NjrM05Cocf+WilmQxNQFeOWFEPkclQ9ZlhOEjjHYDTnCkWyQymmrPaIGZ+kwEtf0wxbOqroWdVHsfx66HAtkx3K5V5RvGTusV4t2vkOmtRA5xsttlq9MZJLGKEp0HLIetacHlX5EY9rdRSnVMyR1LtiOSfV3vTUwkTyfWSCpADcw02MD8fih1JW4OnrU1aRAk9/KGWdjns9IHgp7vEtws3JQkIP+vPRSgrLvJ3je4fZHMf38EtUI5FH/liRSAqD0bzqW+f4XkNH+Mqhi9o4IRQjqD3fb/0hJIViRNbHL7k4HRS0SRKsYazlR3zIDfuQcj61V/hTK89TNgVIiunBTSTS/dhVu3HdozV41W7QiT1xOwgx0Tmr1WA0z1mtGqHCxHTNrzQ22z/svEHBw8JLdwGifP5AtVbHYbpwW6QZdns3RjNsu0OtrW/g8wOhcJNoMSxHdqh4IomjJPsDWyjcF82w8lesQendqfg2VUw/GI6wHG+yzrN8D69mqPGRpPaeVjwZhVHFX3gr3nVOlMtDrlccVmpjc4totRmWa5wQK9517fJr5ItzL1eqOp8jium3yM5ubA9FdNuN7TEsJ45LFIsnqC5NM2wmlzfbbsIld2nGveo9abWpLi1uEhrPr2A4QtFMu0Oti9TPkme1clxjWE5ea2gjshOlGTYQDGk0aW3rjS9f7SLhbe+6X1xB8vJol1/R/vpz16h3jXpUtE9fF9T42tvDawEznkjSDEsz7GE2h28lqksHguEO1aW6tFidzzucleqxWuTCcdDnD9AMi2PMdmnGt7GpUXKNggUj2+i5QXVpkBRfEZCkeJdNCSx1zXfpTNrn9iB20im8cc13BZZ6l02J24E4iLmegOYGo7kXefU6+tZpc0v2b2xucXyvWCorBjePJ5LWBQfH94g2ifYHgiGO7x2k0i9NFhSIPJFMG4zmQCjM8b18oWi0WOfM1qElhVr6xVK5WD4yGM3VWl3igx3CSyE/Wq5UGZZzLnscziWqSx+k0g+8XhS+UhynGMkC96pXbE+1oqrli5kvFPFDR351evYzLFcslU3WeapLF8tHJus8zbDo0PZuLF8smazzc2brQSqdTB+i/SzHN04Iu9O1suZrEi09+cYTyTmz1b3qFXfukB1qySONzI5TCEa222RH4otSpMbX81jz1WhXeHvObMX2VCuPWvnV7K+R70CvfLV6VLPPcF6Kh7e3h9cCYnRvP18omqzzJut8rlDEtxLH98qVqtm24Fnzim/J6m0XUjAceZxAM3NmC8vxKG6Rc9nDsNyc2aJRcrUrDUa2y0cVFNHeZl8ESfEVAUmKj/nDa7ZzzXbow5TP7blmO5fFvGTjmu18zKflrWGgSKRn29+/jr7NrBXdC/fOaZ4QHN+TBwtAzybUrDlRJwg6H0VLmjNbOL6HngtNosXxPbvTJf65YXBJoZi+0WJj+V54e9dgNMfiCY7v2URzYTQkhcZDVrLTbFsg2mSL7BCtdiZX0C5P3+tFFtvejSnWBXe/U0mxhGr5YnZpRuK30HjQKO7n+J51wS7ZQIeINokDYs2ZLThEMsf3XMsetC13s2s/v8TnE6329m5UXn6O7/kDwXKlqjMcl56Og3Hkq0aJBRRDn4vLo1Z+NfsPlLvGfrV6VLPPSCTFEO1tJLVgMJrbZAc/MWz2RXwtHN8zWefldhBXnM749Q9nJlfYjcUNRnNkJ4o/RdRKrnalTaIlfpiDpPiKgCTFh1xKYEiBIbvppG/ZLTDkZTEn2RAY8n0uJW8NoVsxIVYVak1n1e6ngizq9TiNvNp0hvGNpNjs1KQAK/OColtOks7QkkIxffTFj8I6ozEKwci2RiJqO7WPIseD5FU93PVaF+wMyx2LBk8tLrnLlSruIlH8bV87aD9N+h6SG19j417WshN05utZ89YbTUmfmsFotjtd+WKJYbnSUWVxaVmcQumoouZ9kVPtVTfufPVYwGix4VejWnnUyq9mf/25a+9XO1PNPqOSFBobQ1yv/vKoST3JbYi3a43mjZcisl17rHC4G5tb5aOKwWgulsq4KWqLVMXnhp6qwQRJMT246fhIJwSKELqtbvrAt+wWuq3LQlayIVDEu8OEvDUgGWFy2AxGs8lhQ/9qNyCbxRn3JF9H336/8xrtITsUx/eQo0zSFhWlADrfaLFKzqdohrv1ahgtNvwT/OpFn9p9JYVi+vlCUfLQQZ0g+C56uKRwLnsomglt79AMWyiVtcujcb14I18scSL3D9EmOb7nXPbIc1csv1q+mCPxUqhttDuUYuKDSoo22cGRJ+VH58yWUGSnJZrCw/E9s22hRXb8AV2znNRedePOV48FguGI+FtTsTyq5Vexv/7ctfdr16PcPuOWFMNdr/7ykB3KuuBA2/MOJ541piYpCqVy44RgOb7WaD5aKHbUU4acNHhQhVrJ1a6U6tLY77LgcIKk+IpwMzwztnNVPxIooptM+JbdAkVc5jOSjav6Eb23K28N2Dkh2dbm8sLa6+hbLnyO/t2JxtAnmuJYCvk26tfP5AoSFzEa4RiK7BgtttJRBb8miVab43vWBcf+QVKPpJCnj3oZk+kMPqdYPmI5Hj+D0NtacucPJCnsThcaAmkwmtf9AY7vpTPZ4a4XpxwMRzi+t717UyNdmuH4nnXBHorsSHJXLL9avndGKJUVp3soPmgU92s84uOJZK5QtMlWWhtUUtAMu7DoMlnnUXeV/Ccu90r7/qvdYDQvLrlphhU7otQ4Z7bQDLu8Iu3+H22+TaKVLxT7Fgan89JkWfcHyA6FP/TVyqNWfjX768ldz/6+bxqJfdTKOVC+Q7S3Qe2vVp5EMp3JFYwWm9FiyxeK0b19+Zn3VD7HLyy68Htdm3gyp3xjUOYLxVg8IR6ApVZytStNZ7L7B0k056hJtPr22oCkmB7cTCK1O96n94V2QyCbymw33qf3nXaHvDXgjg/sotDo+EBdHq+jb3/YeVPznzhtHnxoezfaJFrY044bq+K2wWgOhiM1kRcXHTJabJlcgeX4dofaicaK5SO0f823QXYoNMwb78RpiqmW/vc//IHje2Kn9G5sj+N7eOS8d93fIjuSRNQkhTxf64KD7FCNEwK5HHD6sXhiiOvFJ6CxUfjJsrkVoro0w3IHqXS5UhWXTbH8avlibm6FKtVjxbpWfIXIra3xiJ8zW+KJg3aH4mStQuPxJD8aCIZphu3STCyeEHeQc7f+7eNaHQ1Jk6SwuRXi+F5kp79E9geC5G05x5RvvlDUDyqmOAAAIABJREFU2aGO0kfjEJ3Lnr7lUSu/mv375q6n3jXqUc0+auUcd3sbzv7y6zVabIfZHMNyNMOKp5moSYpCqcxyfJdmWI5v9/NdjVBS+ANbkrnHGiVXvFLLvL1cqaKVUVzulb6jUkBSTA/ulroK+D8eJgSiJrQbUhK1j4eJbEB5dvtAwzOBU8aXJkvjhHigox7Yl3Nmy0EqjTq5gV+J/ckOhUZuGYxmu9PFsNzE7TAmgqSYHtxbkHvT/z61d1UtCERNaNeFdl0galfVwvvUnpqeAAIdruV2h5J8TQJHS5phc4XiA2eCAJ+X/bs041nzvjRZXposgWD4ceaRToQgKaYH0rBhC3Y6GvkpEfuQ2vuQ3PspEaV2w84FeJABtbiy5tMZ4wMIBOqkd91fbzRRd0O+WJLPsZ8agqSYHkBwcyAQCAROkCAppgcgKYBAIBA4QYKkmB6ApAACgUDgBAmSYnoAkgIIBAKBEyRIiukBSAogEAgETpAgKaYH0hkf9kU6uf+ukP1YKX6sFN8VslQi7hxw+TwgEAgEAnUSJMX04N66FOHg+3LuiiKEM+76nL8+54Uz7ooiPhzls+HJrGWkf82+4X6uuG7mo3Ho5e3GZK6hueJd1zmJdOSXPA5OxIYjzHeCTXqgy5lUOZ+IfR7Cp3Mf6SlJX1ODpJge3K2eGQr+WikKPfb6jJNQ6LG/VorZ0ARUxbglxRC5HFWPGZaTBM4xGM25QpHsUIopqz3Cxicp8JLGNMOWjip6Yg4pll8PHa5lskO53CuKlyy58PE9CrXzHTSpgc43Wmy1emMklzBag4zDziMvwHMXcBMhSApFgKSYPG5ifDgWP5SyAk9fn7KKFHj6QynrdNzrAcFLcY9vEW7uYSGGRy4pLPN2ju8dZnMc38MvUY1EHvljSCIpDLdB2BsnxAiNIGHjhFCMHPZ8XxVDSAqNCJmPWfKnYP9BC/B82wlwVKYGSTE9uIlEuh+7ajeue7QGr9oNOrEnbgchJjpntRqM5jmrVSNUmJiu+ZXGZvuHnTcoeFh46S4wks8fqNbqODwVbos0w27vxmiGbXeotfUNfH4gFG4SLYblUPROHBHUH9hCYa5ohpW/Yg1K707Ft6li+sFwhOV4k3We5Xux+L7454ofx2rvacWTUVjRQDCM/l3xrnOiXB5yveJwRxubW0SrzbBc44RY8a5rl18jX5x7uVLV+RxRTL9FdnZjeyii225sj2E5cVyiWDxBdWmaYTO5vNl2Ey65SzPuVe9Jq011aXGT0Hh+BcMRimbaHWpdpH6WPKuV4xrDcvJaQxuRnSjNsIFgSKNJa1tvfPn2paId4okkzbA0wx5mc7gqqS4dCIY7VJfq0mJ1OO9wVqrHahHjFBmMbKPWQnVp8fmK9Thoffn8AZphUWTOlyZLl2bEoa2evn2oLu3b2ESROY+qx+LlvQdq5w90wmlQbGFUABwoUdEyGiVRawmKBEkxPUCS4l02JbDUNd+lM2mf24PYSafwxjXfFVjqXTYlbgfiIOZ6ApobjOZe5NXr6FunzS3Zv7G5xfG9YqmsGNw8nkhaFxwc3yPaJNofCIY4vneQSr80WVAA7kQybTCaA6Ewx/fyhaLRYp0zW4eWFGrpF0vlYvnIYDRXa3WJr3sIL4X8aLlSZVjOuexxOJeoLn2QSj/wev2BLY7vieMUI1ngXvWK7alWVLV8MfOFojg6q+Tq9OxHATNN1nmqSxfLRybrPM2w6ND2bixfLJms83Nm60EqnUwfov0sxzdOCLvTtbLmaxItPfnGE8k5s9W96hV37pAdasmjECkbpRCMbLfJjsQXpUgNL8VY89Wm3A7Rvf18oWiyzpus87lCEVclx/fKlarZtuBZ84qbRLVWRwI3GI7oCTARjGyXjyoLDqfhNgSudj0OWl9zZgvL8Z41r8Fo9qx5O1RXZ+DvJ2If1G6dy56XJksimUpnstr2GaKdP5DIwihej3PZw7AcCoysZhm1kqi1BDWCpJgeIEnxMX94zXau2Q59mPK5Pdds57KYl2xcs52P+bS8NQwUifRs+/vX0beZtaJ74d45zROC43vyRezRew41a07UCYLORzJ/zmxBzgyD0dwkWhzfsztd4p8bBpcUiukbLTaW74W3dw1Gcyye4PieTTQXRkNSqGl5+U6zbYFoky2yQ7TamVxBuzx9rxdZbHs3plgX3P1OJcUSquWL2aUZid9C40GjuJ/je9YFu2QDHSLaJP6SmzNbcIhkju+5bmN2y/vFtJ9f4vOJVnt7NyovP8f3/IFguVLVGSZKT8fHOPLVptwObbKDW6zNvojLzPE9k3VeXk6xc0tPXO8m0RLfwn3rcdD6MhjNmVwB+e3iiaTkxfb07cPxPfzJZLLOYzuMo50PzUyusBuLG4zmyE4Uf4qoWUatJGotQY0gKaYHSFJ8yKUEhhQYsptO+pbdAkNeFnOSDYEh3+dS8tYQuhUTYlWh1nRW7X4qyKJej9PIq01nGN8wis1OTQqwMm8zuqUl6QwtKRTTR1/8KNwwGqMQjGxrJKK2U/socjxIXtXDXa91wc6w3LFo8NTikrtcqeIuEsXf9rWD9tOk7yG58TU27mUtO0Fnvp41b73RlPSpGYxmu9OVL5YYlisdVRaXlsUplI4qat4XOdUkxbjz1aZia7xXubdVKWkGeLvWaN58hUe2a3q+wtVrVrEeB60vg9G8sblVOa4ZjObmCYFft8/FPhrpj6Sdj4Qbm1sohnuxVMZNUa3kaiXpW8USgqSYHtx0fKQTAkUI3VY3feBbdgvd1mUhK9kQKOLdYULeGpCMMDlsBqPZ5LChf7UbkM3ijHuSr6Nvv995jfaQHYrje8hRJmmLilIAnW+0WCXnUzTD3Xo1jBYb/gl+9aJP7b6SQjH9fKEouflRJwi+ix4uKZzLHopmQts7NMMWSmXt8mhcL97IF0ucyP1DtEmO7zmXPfLcFcuvli/mSLwUahvtDqWY+KCP2jbZQd5yxaNzZksostMSTeHh+J7ZttAiO/6ArllOapJi3PlqU7E2rQsOtD3vcOJZS2qvzEKp3DghWI6vNZp6Jg1RXRp/zS84nH3rcYj6mjNbGZZzOJeaOkYcPzX7iH+7sOg6abW17TMRSTFnttIMi5wluF9JzTJqJVFrCWoESTE9uBmeGdu5qh8JFNFNJnzLboEiLvMZycZV/Yje25W3BuyckGxrc3lh7XX0LRc+R//uRGPoE01xLIV8G/XrZ3IFiYsYjXAMRXaMFlvpqIJfk0SrzfE964Jj/yCpR1LI00e9jMl0Bp9TLB+xHI+fBehtLXmyDCQp7E4XGgJpMJrX/QGO74l7Wwe6XpxyMBzh+N727k2NdGmG43vWBXsosiPJXbH8avneGaFUVpzuofigUdyvISniiWSuULTJVlob9FFLM+zCostknUfdVfKfuNwr7fuvdoPRvLjkphlW7IhS45zZQjPs8op0eMRo820SrXyh2LcwGnZIJNOZXMFosRkttnyhGN3bl595T2Vy/MKiS/94hXQmu3+QfGmyuFe9aBCidj0OV1/5QvGoeoyc88/LPvirad7hLFeqodsqHkk7x5M55RuDMl8oxuIJ8QAsNcuolVOtJagRJMX04GYSqd3xPr0vtBsC2VRmu/E+ve+0O+StAXd8YBeFRscH6vJ4HX37w86bmv/EabtzXW7vRptEC3vacWNV3DYYzcFwpCbyjqJDRostkyuwHN/uUDvRWLF8hPav+TbIDoWmFeCdOE0x1dL//oc/cHxP7JTeje1xfA+PSPeu+1tkR5KImqSQ52tdcJAdqnFCIJcDTj8WTwxxvfgENDYKP1k2t0JUl2ZY7iCVLleq4rIpll8tX8zNrVCleqznkadmbQ1JMWe2xBMH7Q7FyVqFxuNJfjQQDNMM26WZWDwh7sjnbv3Mx7U6GpImSWFzK8TxvchOf4nsDwTJ23KOKd98oainw16jVRsttsNsjmE5mmHF02rUXpmFUpnl+C7NsBzf1uE7sczby5Uqy/H1RtPlXsGXrFGPiuVUs9utqbc4vifuMHou9uH4HsvxLN87abVDkR28f9B2rlj+EUoKf2CrRXbEs2k0LKNoSbWWoEaQFNODu6WuAv6PhwmBqAnthpRE7eNhIhtQnq810PBM4JTxpcnSOCFG4qgHanDObDlIpVEn96OR7FBo5JDBaLY7XQzLTdwOBqM5EAzXmyfP0T7aUvhrJkiK6cG9Bbk3/e9Te1fVgkDUhHZdaNcFonZVLbxP7anpCSDQ4Vpudyjx1zZw5KQZNlcojmQmiH52acaz5n1psrw0WQLBsJ55kuOmdcFBtMmNza3naB+QFGoESTE9kIYNW7DT0chPidiH1N6H5N5PiSi1G3YuPOqNCnx2XFnz6YzxAXxG9K77640mcnfniyX5HO9HZjCyTTMsXvxt4hzUPk/EzfMECZJiegDBzYFAIBA4QYKkmB6ApAACgUDgBAmSYnoAkgIIBAKBEyRIiukBSAogEAgETpAgKaYHICmAQCAQOEGCpJgeSGd82Bfp5P67QvZjpfixUnxXyFKJuFNl2TsgEAgEAh9IkBTTg3vrUoSD78u5K4oQzrjrc/76nBfOuCuK+HCUz4af/VpGQ68lp8EV77p48mQml1/xrk/8SoFAIHC0HMfzExMkxfTgbvXMUPDXSlHosddnnIRCj/21UsyGRqAqjBZbrd7Qf77N4jz2n/yw8wYt4z10OuO4JRyuZbJDudwreM+SZ7XdoRaX3GO68YBAIFA/rQuOfLGEIw/j/U/h+SkmSIrpwU2MD8fih1JW4OnrU1aRAk9/KGWdjns9IHgpbv2LcKvFbFQjucVElmPywDyDpjMONk4IecSsjc2txoNjJAKBQODDWa3VA6Hw03x+igmSYnpwE4l0P3bVblz3aA1etRt0Yk/cDkJMdM5qNRjNc1arRqgwTI0YXQajOZ5I0gxLM+xhNofDe/5r9N9Npnn96XRpxr3qPWm1qS69tr4h/4kkKapLB4LhDtWlurRYH8w7nJXqsVqsLIPR7A9slStVxcssV6qbW6GJ36VAIPArpzhUMuZTeH5KCJJieoAkxbtsSmCpa75LZ9I+twexk07hjWu+K7DUu2xK3A7EQcz1BDQ3qKvj6N5+vlA0WedN1vlcoZhIptH+nLdMh/gNZ1AitNXSYTm+cULYna6VNV+TaMnvJfmecqVqti141rxEm8T7q7V6IBg2GM3BcERx6f58oSiOSiqmzx8olMqP8LwAAoFADSaS6Xqjuba+8dSenxKCpJgeIEnxMX94zXau2Q59mPK5Pdds57KYl2xcs52P+bS8NQwUiVStKbfJju12XonNvig+J7wU7Qa5s+3vEyuZudsbQy0dju+5lm8CprNKN4B8j8k6Lz9fHCVZMWJyl2bk8h9xzmztG8wXCAQCH4GbW6FavUF2qN1YfM78VJ6fEoKkmB4gSfEhlxIYUmDIbjrpW3YLDHlZzEk2BIZ8n0vJW0PoVkyIVYVa09FoyuJ/5a1waX61GSCr/uZA6ei5JRS3a43mjcqObNeUVLZ2RnruIiAQCHwcLi65S0eVXKGI/p3481NCkBTTg5uOj3RCoAih2+qmD3zLbqHbuixkJRsCRbw7TMhbA5IRJofNYDSbHDb0r1rTUWvKZIeyLjjQ9rzD2SY78nNemiz/Gv33x7klCqVy44RgOb7WaDqcS/KkwEsBBAKfEV+aLPhTZ+LPTwlBUkwPboZnxnau6kcCRXSTCd+yW6CIy3xGsnFVP6L3duWtATsnJNuKnDNbaIZdXlmV7E8k05lcwWixGS22fKEY3ZPGL54zWfY8yXagq53OqG4JluMXFl3ykdKYxVJZPt0D0bvuz99+DQCBQODEOWe2RHaileox/neyz08JQVJMD24mkdod79P7QrshkE1lthvv0/tOu0PeGnDHB3ZRaM/+8AeCZIeSz5M+zOYYlqMZNp5I4v1oOYrX0beXO/9a9FWtlkXtdNRuCbVBzhoqm+X4Ls2wHN8mO/6AdE2Oza0Qvj8lLJbKG5tb435GAIFAoDbx446imdRhxjJvx4cm+/yUECTF9OBuqauA/+NhQiBqQrshJVH7eJjIBvyKrWGg4ZnPhWSHcriW0bbd6WJYTnLCS5OlcULIbxXfxqaeEc5AIBA4rez7/JQQJMX04N6C3Jv+96m9q2pBIGpCuy606wJRu6oW3qf21PTEtLJLM54170uT5aXJEgiGFVWCw7Xc7lDulTW8Z8mzSnYoPX2HQCAQOK3U8/wUEyTF9EAaNmzBTkcjPyViH1J7H5J7PyWi1G7YuWAfolU9a3rX/fVGE3XE5IulhUWX4mkraz5xjI/DbM6z9uw9NEAgEPgQ6nx+YoKkmB5AcHMgEAgETpAgKaYHICmAQCAQOEGCpJgegKQAAoFA4AQJkmJ6AJICCAQCgRMkSIrpAUgKIBAIBE6QICmmB9IZH/ZFOrn/rpD9WCl+rBTfFbJUIu60L468DQGBQCAQaABJMU24ty5FOPi+nLuiCOGMuz7nr8954Yy7oogPR/lsuM/yZ0+EksXdBuWKd108KVQjF+0TqrV6tVZ/CtYYqJyZXH7Fuz7xYgOBwIE49BNPns5Dnp9DEyTF9OBu9cxQ8NdKUeix12echEKP/bVSzIaeh6oY+gZzuJbJDuVyr+A9a76NeqPJcnyL7ATDEf3pP1BSGC22Wr3xCHaQlHPJs9ruUItL7gnWHRAIHJSjFQEgKQDD4ybGh2PxQykr8PT1KatIgac/lLJOx70eELwU91NbhHu4W6JxQogjgbncK2SHci17DEbz4tJyi+z4NjYf55ZTixP4CHbY2NxqnBCPWVlAIPCBBEmBAJJi8riJRLofu2o3rnu0Bq/aDTqxJ24HISY6Z7UajOY5q1U7VJiYsXiC6tI0w2ZyebNt/i61yPZJq81yPNmhTlpteeOWNPRgOELRTLtDrcsigspvCY99vb1F/2H331AQMnmp/IGtcqUq3pMvlja3QneN3h/AJzAs5133N08IluOPqsc4GI9iZB3tq96Jxtr3g/eoRejRZjyRpBmWZtjDbA5HXR+inAajuVypii/8/2/vTJsTR9I8/sEKg8QlDOYyYBD4KJ8Uh7l8UICNdSAJ3NVT3dtTruiYrpg3dnU5wjFyTMzGxuB9sful9vW+kC2nJaUQBpvDzxO/cKRTIpWZyuOvzJQSAIApB1fTbZiWwcTfhpEUuBbMsB3mOwKdWeP4Dt8RcDs2o4CkmB9TJMW3Ul6W+NteR9gvxENhBa6QVx23vY4s8d9KebQcoJuYm2xojrKxuV2pHRAuj510fcgXcoWi4r+6/v7wuO7x+W0O0uPzD9zpTqkSdtIVisZYjtdcRV8lPm38GqbMVglUqjV1EEKhI4hoTbOTLkGUFLfUO2+enPqD4QXCmc3lC/slfYBoHHCpXn+/VW80lVSjDDtKsbWzV6nWCJeHcHnK1Vo2V3hePBXiSbp6cGj96gAATBZcTce1DDh/BX2bgGvBbJh2uNs7Pzyuk25veDnWZtiB8QdJMT+mSIrvleKtxN1KnFDMx0PhW4n7XKtoHLcS971S0JeGoXYibTOsqqDtpLMjiIr75LRN+R+/A29FUqDVSeOjP7O39pfdcI4gPIYh2HQCwjBYqdtTwyfdXsVNuDxqKnBxwKW6fcao+/WhDCspGJZzP7yV46YW1d8OG8+HGLoMzwQAYDrB1XRcy4DzV0PThI9rwVCkp2014fLo/XGApJgfUyTFVTkvi6wssp1CLh4MySL7uVbWOGSRvSzn9aVh9UFMoKrCpOijqKVNU+wGSorwckxZOGk4dK/3WXQHPyZPf9v8ekKzS96IYcQ0PoIo2UmX+i/a0WpOVqUGLkCLqVYZVlLg4jNsPM3PBABgOhm2BTBvGQxbVMMWDNcOW3kURAFJMT92P/FRyMp8W+6cdQof4sGQ3Dn7XC1pHDLf/lbM6kuDIiMIn9vmIAmfW/kXV3QYjtcMBih0BFGdn/MiEx9q2SVcHrRoMiyn7vlpRVIo2AnnZnDvfP0XwwhoInZwdIzODtKZ1XK1pg+f8gfaDys/cHHApZrjO26jb34MKylYjnd5fYrb4/MzLPe8eN7nEoxSAMBMgavpuJYB568PTQHXguHaYZAUb9ful2duv79pHsl8u5PLxoMhmW9/ruxrHDfNI2FnU18a1MEJjduQ3WyuXK3p+9FiqZzN5RcIZygaY1hOVc1thg0vx0i35/DoGC2agih5FwOEy7O9m7UuKWwOMuSN/2QkKWoHh5plRPGV1BnLKW9ULoWj6tsfSvjeh2Ufh0fHqxvvzSs5LtXZXL52cOjS7R1vJ52CKAUj0YFV8SGcwn656nC6HU53pVrb2tl7XjwVYolk5UE8AQAw/eBqOq5lwPmroWnCx7VguHYYJMXbtfuXSCnfZWFPZloye2IM07os7Pkpn740qBMf6hCFycSHnXTuZj+o7ziopc3lpY7qH6Vur3lyGoklRKmr+MeTNC+IHN+hV9fQR2c6syaIUkcQt3ezqD/udQnlRY+/bv3OZ6QotaKPWCq9elz/qPHMrG+0GVbq9hrNVjT+uLpzv1zlBVHqnTMst7FprJ/QioRLtcPpzuYKgijpp2+SdIZ9+iaICQ6nu1gqi1JXEKXdbO7Z8VSoHRyupNIDLwoAwJSAq+m4lgHnj2s/cS2YSTts6MYBkmJ+7PFTV3TyezErtxsy09LSbnwvZkt00rA0DLU80yIW35wcIwuEs3XaTtLj+ZyXw+lWXw+ZZvTxjK+kmq2TiUcMAIC3A0iK+bEnH+ROJS/zOzf1qtxuyExTZppyu3FTr17md3B64oV4fUlhc5C+QJDh+FBkecRw7KTzQ75g5cPek0UfT2V+x+dfmnjcAAB4O4CkmB/TbhvmpYSt9T+y21f5navczh/ZLX5zza+b7H9p1ImPVyayHB9FCohSVxlLzBf30a/BTBu4eBZLZXWxFQAAwOsAkmJ+DDY3BwAAACYISIr5MZAUAAAAwAQBSTE/BpICAAAAmCAgKebHQFIAAAAAEwQkxfwYSAoAAABggoCkmB/TvvFBLQq5vW/V0vfj2vfj2rdqic/u+o0+Gg0AAAAAowOSYn7syXcp1jKXh+Ubvi1/6t7+3Lv9uSd/6t7w7aujSmltPN+AGtcHJ17owxXDBhuJJdCXTvfLlUjMbAt1AACAWaTeaNYbzRcKHCTF/Njj1zNXM38e1+Rz6fZTV4N8Lv15XCutjkFVvIKkWFwKHdU/ilKX4fjM+sbLRc8XCLIcHwg97mu6FI4yHK9sCwIAADA3DCUpHE53o9myHjhIivmx+z0+fItXByW5J9z+JBki94Srg5Lf92QGRP0Ut/WPcL+0pPAFgmcsF19JLRBOp4fK5gpjCdaQ1mlbs9OYzUGupNKt0/ZY0ggAADCLDLuXMkiK+bH7nUj3tm+Y1u25YMIN0xKyO2g5WBW37C6XzUHaXS6TrcJQpG4vkaQZjuf4TnwlhR7KrK3zgshwPLqleJhKMGnht82vyr5fA8Mplsq4kYndbE4QJUGUiqUyulFvZn3jpH0mSl2+I6CSYns3y3cEQZT2yxX9pzCTdPrwuG54ocPjeiq9OvFaDQAAMBY0u4Wp8B2BzqxxfIfvCOrzFW7vMRNAUsyPKZLiWykvS/xtryPsF+KhsAJXyKuO215HlvhvpTxaDtBNzE02NEeReudH9Y9ODxWKxtpnDHpoN5uzk65QNMZyvOr5aePXMGWwOgEXDsd3CJfBl7C3dvYq1Rrh8hAuT7laU0cvMusbh0fHyr7AbmpRLf0bm9uV2gHh8thJ14d8IVcoagKsVGsaSaQST9LVg8OJtwIAAABjRC8Our3zw+M66faGl2NthlX9YZTi7ZoiKb5XircSdytxQjEfD4VvJe5zraJx3Erc94rBPMJQO5F2e+fqE7+EUa+of2/tL7vhHEFoVQIuHJwiZljO/fDeiptaVIv7SfvMuxjQ/7zNsE7P/c4mdtKJ7tur0BFEdKgDxU669OcDAADMNIaSQn2EQ9thkBRv1xRJcVXOyyIri2ynkIsHQ7LIfq6VNQ5ZZC/LeX1pWH0QE6iqsFIoUXd4OdZsnUjdnmagbNEd/Jg8/W3z6wnNLnkjA8MRRMlOugZWBqnb01cD9DTNwJ1e/ZiP5qnhAwAAzAeGksLQDZLi7dr9xEchK/NtuXPWKXyIB0Ny5+xztaRxyHz7WzGrLw2KjCB8bpuDJHxu5V8rhRJ1Myyn7oGpL7h2wrkZ3Dtf/2VgOLXDIzpjsI6B5XiX16e4PT4/w3KKm+8Iqsr2+vxqUAzH4wYhFGCUAgCANwVICrDBdr88c/v9TfNI5tudXDYeDMl8+3NlX+O4aR4JO5v60qAOTmjcAwulZnTBuxggXJ7t3azhAEDIG//JgqSIxhMsx0fjCZuDdHqoD/n7mZpsrrBfrjqcbofTXanWtnb2FP/CfmnvQ26BcIaisZP2mTq6sJvNlas1N/4bX7WDQ/3rHgqxRLJSrU28/gMAAIwR65LCTjoFUQpGohZDBkkxP3b/EinluyzsyUxLZk+MYVqXhT0/5dOXBnXiQx2ieMbEB51ZE0SpI4jbu1n0EV950eOvW7/zGSlKrQwMx+YgY4lko9mSeudnLEevrimeDqe7WCqLUlcQpd1sTj3Z6aEOj+tSt9dsnQRCEfXSdtK5m/3AcDxu0XIqvXpc/2iYxtrB4UoqPfH6DwAAMBZwL3GYtMNJOsM+tJ8DwwdJMT/2+KkrOvm9mJXbDZlpaWk3vhezJTppWBqGWp45NywQztZpO0lrP/8VX0k1WycTjx4AAMCsAJJifuzJB7lTycv8zk29KrcbMtOUmabcbtzUq5f5HZyeeMv4AkGG40ORZdVnKRxlOd7nX5p43AAAAGYFkBTzY9ptw7yUsLX+R3b7Kr9zldv5I7vFb675vdTEy9x0ElmOo3t8FEtldZEpAAD2buUkAAASHUlEQVQAYAWQFPNjsLk5AAAAMEFAUsyPgaQAAAAAJghIivkxkBQAAADABAFJMT8GkgIAAACYICAp5sdAUgAAAAATBCTF/Jj2jQ9qUcjtfauWvh/Xvh/XvlVLfHbXj/+IJAAAAACMSAJjylGQFDNjT75LsZa5PCzf8G35U/f2597tzz35U/eGb18dVUpr2m86TSe4j12+EJFYAn2JdL9cicQMtmIHAADllespitTt1RvNWGKWPrTzEhlVbzTrjebEk2YRkBQzY49fz1zN/Hlck8+l209dDfK59OdxrbQ6AVXhcLobzZbhocWl0FH9oyh1GY7PrG+gh16nqfIFgizHB0KP+6MuhaMMxy8uhSZY9wBgqph4PdWgbOhzesbg9ugZBZP2ahSel1H6r2ij4YCkAHsRu9/jw7d4dVCSe8LtT5Ihck+4Oij5fU9mQNRPcb/cR7hxO9r5AsEzlouvpBYIp9NDZXOF0WvgsLRO2/pWaSWVbp22J14DAWAamHg9jcYT++WK3t8fDL9EPR12B06LjJhRry/d9svVyHJ8jAGCpJgZu9+JdG/7hmndngsm3DAtIbuD3uZVccvuctkcpN3lMtkqDMXj8x/XP0rdnl41b+9m+Y4giNJ+uUK6PTb8XjU2B1kslTVPPAOrUGZtnRdEhuMTiA4IUwkmLfy2+VXZn0z1XwpHjz82RKmLG55N0unD47rh1Q+P66m0wQbrAPDWGFc9xdVH83oaSyRFqYsbjVC3HTZH3y7ZHGS+uK+ORtQbTWXHY5P2ChcO3xHozBrHd/iOoIlnZn3jpH0mSl2+I6hBDWyXLOazYQzPWG5ze0cQpe3d7Ob2jih10R0WDePfEURlyIfvCMuJx20d4yspUeqOcXYJJMXMmCIpvpXyssTf9jrCfiEeCitwhbzquO11ZIn/VsqjtxndxNxkQ3OUeqNJZ9aUhgPdXmtjc7tSOyBcHjvp+pAv5ApFxR+n+jm+Q7g81quQzUHuZnN20hWKxliOVz0/bfwapgxWP7AcvxQ225m3Uq3FV1KGh+JJunpwOK66BACzy7jqKa4+mtRTOrPa7Z3TGQNxv0A4M2vrVob9Tdql1mk7s76xub2LPlrg2itcON3e+eFxnXR7w8uxNsOq52fWNw6Pjr0+v81BuqlFNaMGtkvW81nvL0rd2sEh4fLwHaF2eES4PIIomcdf6vZap23KH4gsx0/aZ0/zf63bOx/XwxVIipkxRVJ8rxRvJe5W4oRiPh4K30rc51pF47iVuO+Vgv5mD7UTKfpkgLrbDOv03O8kYied6ibjuCpqrtDNj0rI0d7aX3bDOYLQtnrtM2Zjc8vhdOMC6Qgi7qiddKH7swPAm2Vc9RRXH3H+axub3d752samQbDdnvKo7fL6BsYf1y7ZHKTPv8RwfJthSbdX9cS1V7hwur1zVXKh6T1pn3kXA/qMGtguDZXPGv9u79zlpTSOgfEPBMP6+Cusv9/q9s7X31t62jQHJMXMmCIprsp5WWRlke0UcvFgSBbZz7WyxiGL7GU5r7/Zqw9iAlUVuJLRaJ3cj1KsbzSQUQrNgKFaOnFVVBAlO+myXoXCy7Fm60SdcFH9F93Bj8nT3za/ntDskvdxoSXlD1RqB6LUPTg6XlwKWq+ltodma/RaBACzzrjqKa4+4vxNOjO+I1iPP65dsjnIWCLZaJ2cnjHoXsQmj0CG4aBpRN2SrrM3T+/AVFjx7+pihToGxl/P6vp7nLAbFpAUM2P3Ex+FrMy35c5Zp/AhHgzJnbPP1ZLGIfPtb8Ws/mYrMoLwuW0OkvC5lX9xJaN6cNg6bUvdXqN1gm4CznC8ofTGVdHa4ZHhkCauoDMsp+4Rqj9qJ5ybwb3z9V+0/qRzdf39GcvpLwGjFAAwkDHXU0x9NPRPpVe7vXN6dW2U+OPaJcof4PiOLxAMRZZZjnc97NWMa69w4eAkBd8R1NELr8+vyQqTdsliPhv6m0gKK/HXkKQzMPHxFu1+eeb2+5vmkcy3O7lsPBiS+fbnyr7GcdM8EnY29TdbHZzQuA2Ruj3vYmCBcGr8d7O5crXm1n1Ty046BVEKRrTTh9F4guX4aDxhc5BOD6UsjzIp6IIoeRcDhMuzvZs1rAYhb/wnnaSwOchAKMIYVd3awSFu2VcskaxUa2OpSAAw04y9nuLqo6F/LJGUuj3NIsGhXp40bJfspKvZOtnc3lX+zeby9UbTTjpt+PYK177hJEVhv7T3Iae873rSPtOPeuLywZDRJYWV+GtyXhAldMHmiICkmBm7f4mU8l0W9mSmJbMnxjCty8KenzKYfVQnPtQhCpOJj+rBodTtdQRR6vYYlkvSmYda6tzNfmA4Xr8UOUln2Ad/TaltNFtS7/yM5dRnEdyiazqzJohSRxC3d7PoEILyosdft37nM1KUeqwA6vjex0YTHdhUSaVXj+sfDdNYOzhcSaXHVZcAYKYZSz3F1ceB9TSyHNe8RDqUpDBsl3KF/WbrRH0ucjjdp2eMumLRsL3CtW84SeH0UIfHdanba7ZOAqEIunbBPL2GmLzxgcbHRFJYiT8KvET6du3xU1d08nsxK7cbMtPS0m58L2ZLtPEbQUMtz2Q53he4nwKk/AFR6o6x2L0mC4SzddpWJZFKfCWFvskCAAAAjAhIipmxJx/kTiUv8zs39arcbshMU2aacrtxU69e5ndwemJYOoIYXo4tEM4Fwkln1ma69/UFggzHo88KS+Eoy/HoGhEAAABgREBSzIxptw3zUsLW+h/Z7av8zlVu54/sFr+55n9YfDQ6sUSy2ToRpa4gSpXaAfqi1CwSWY6je3wUS2V1cRkAAAAwFkBSzIzB5uYAAADANAOSYmYMJAUAAAAwzYCkmBkDSQEAAABMMyApZsZAUgAAAADTDEiKmTGQFAAAAMA0A5JiZgwkBQAAADDNgKSYGQNJAQAA8NLEEiuxkT9Qnc6sKgz7Qze1GI5a/drm6ISjy/qvd48CSIqZsRmVFA6nu9FsTTwaAPCmsJOuaCxOpzPP69hUFghnfHwbQIzOK8RnKElhHp9hc550e5MpWt2d/BVweqgknUa3fR8RkBQzY7MrKQx3/AMA4OWIJVYov8G2f8OyQDhT9BTtgzNb8RlWUiSSKY/P/8pJoBYDiWRqXKGBpJgZe2VJsRSOHn9siFJXvw3YbjYniJIgSsVSWd1I13BbHdyeQwAAvCjpzKqhnvD4/HQ6oxxaIJx0OuOhFm0O0umhluMJzaiGOnpvOIwfCIZTdJpOZyLLMWV7z5UUHQiG6HQmEAwrjqVQZGBUl0IROp2h05lwdFmNM3oti/ExJEWnvT5/IplKZ1aX4wk76VL86XTG5fUlkqkUnfb4FtFrGYacotM+/1KKTqfotNrrD4yPxXAUqEX/cjyhT4I+n20OMhSJqqMj8ZVkMBx5XnoVluMJakzfRwZJMTP2ypKC5filsHbnX5uD3NrZq1RrhMtDuDzlai2bu98EGbdTH4xSAMDrEwxHEytJj29RIywWCDKdWXV5KZuDdHmpFJ1WTsCNt+Oewv1LoWgsbiddC4QzGI6EIlGbg6TTmeVY3E66UnRaOUqntdv1aQgEw9HlmJ102UlXZDkWfGhzDCWFSXxwpDOriWSKdHuVeKrLFBR/wuV2e336Z3RDcaD00C4vtZKiLcbHejg2Bxldjnl1QxSG+axcN5FM+QJL/qUQKkSel16Pzx+NjWc/UpAUM2OvLCnaZ8zG5pY6CKHCsJy6nMdNLapyASQFAEwV1GIgnlhJpmj/UmiBePQPR2OBYMjmIJdCEbULX0mm/EtB/cAGrstcSdHqE/ACQSrSIZ1ZdThdGod5JJMpWm1kHE63eq0xSgo1nqjESWdWnQ8LCGgLowtoOLTl+FgPx+Yg1dGjgfmsQLo8STqNnvDs9CrjVdZz1QSQFDNjrywpKH+gUjsQpe7B0fHiUlD110xeSN2e3h8kBQBMCaTbuxxPRJBN8qjFgPJcm1hJqt0M4XIryzmX4wnS7VFPxnWZmgF/pZdCZyg0DhyaEwx/OKKkGBj+wF89Oz7Ww8FFyTCfFTzUYnwlmUimXMjw0vPSa+UEi4CkmBmb0eWZAAAAwBsBJMXMGEgKAAAAYJoBSTEz9pqS4u7ubow/txLaiFecQkZMNeQhAAAzB0iKmbFRJEWCv767u+v3L4p2YuDJ5v2cuelP0//K8Frj7Q7f2VPsdd9iel85D5+R1S+dh+/s5S9IuvQpHSrtc8BLlJ+JX11zl58bwjgjpknp6DEEJg5IipkxRVIolVDpV/oXZet3emB1tSgX0PNx4aCOgR2e5rRxYZJeyEODDPnKJ5B06VP61pr7yab3Ja6uv8vTEDE0wLHE0CIe5n89Ty+k9wGeAUiKmTFFUiT46x98yqZUxevH6pfgefN6btgWoJ7mHZL17tDKUf0JrykpIA+fkXtzIykG3uVpSO9U5TaaYy8qKUa5X8Nftxv644mG0PsAhthDKeqnf/p+vfP9x3+jKEdBUsyMKZKCvb5mk9ou0Eo9f6Hu0Hzo3uTnVk4YBVyevLOnpioPrQ9jvGYezquksJ4KkBSGMXllSfGi+fDO3g19viI0quKpD6DH0/qbc69JffqXc69J0B98v/ybyBQJOqscBUkxM6ZICoMurXShdkj9/kVh/0JxFJP8jz52nlKZFkV/iI6u6zs5k95O/6w81OA/LnxDlEn9u7u7LyVCndll+eu7uztl4EHNkP719Q9jSWEkCyadh3r/l8hDJcJfLi7u7u6+XFwo6brPrkECwrxxT/DX/f71j+t+//rrxXX/8V7cZ+A1m3y8X0U7UbxAchU5BxvzJP+j379DJqqelIQS5n49DVlzl7HdmK786FOB5mFhoWRYDl+i9NocpJp1GseXi77J1TV3GXd1w1+hOaYUA22cLd9B9BxNSvXl0PB+PbkXmPtunXeRqxjTNfcBNDgiqzYHSf38rwVf2EY4fZ//Cz0KkmJmDCcpbJiurn89YHZc42nY81nsDu90qsLc/bwuU43tU0f/B59CfO4HId4leeuSYhry0GL2jpiHxYtrNkkULy6KyXIxiSZ2JEnxzl7+0r9mk+pf3b245hN24l2Sv1CmnEr8fTevnvN0Eupp4Cn2uv/QDesLwGNJQO+XYcgDn3r15UefCn0e6svhC5Vek3C+lB5jaF590BJuHmcrv7J8B5+cY5jSgaXOoEQZ1VPrwPTHs6E+/5fNQdoDMer8n6g/SIqZMf3Ex7tkyrChHNjzGXqO2B1qfqXp29C/ekx6Vg3qg0vfrGt54tCG8HTiY6ryUHPoJfLwXeniB89r1u2PSVJcFJ/8NbwpSuanWL6M/LCP3lN84MYDS33M7TYM2YKkGFyi9Hk4sNSNq/RajKF50nDhPO9Xlu9g3zztVkrdsEkeUBdATzyXBU9AGZxwxN9TvX+gh0BSzIwZLM+8QNtlpbEr46rZwLo3XkmhcVvpDgd2io/JfHyCxHVaxLvSBa6Bm9o8NM/P8eVh/wv/5HH2xSSF9pnS9tCtfilpnzttiLzTBX4/SmF7WPtiUhKe/kobsuYuY671pPzgnozRPBxOCoxWelFlg3TP2nw2+aE2HGuSQlMv9HEedAefnGOYUpNS93B1w3vxHEkBemIUnHtNqntjc5COxCZ1fmtzkPbA/RffQVLMjGleIn36lPngeVFGJyDVyU51EvcOP2+K9nz68fOXe8LGaRFDHuZfv15c9//94+Jv/SepfrI44OLiS79v+I7oG8/D4sVF0Z4qlp5M3iv20G1rUzow7coJ6goD9TSDGXT9C6u6dRK4+35nsObg68V1/9//+GEYPX3I6F0eUMaQ8qNPBZqH6iO4phy+UOlVc1s9R5EUP677d4hWw2XgHbKSw1Kc0XqB+ZWlO6i/F09Tqi+HhvdLv5bCvErigJdIn82Cm/L9/J+e1u82B7lABX2/3rk/fvGc/V05CpJiZuylv55p3hUN2x0OdNsees2hojHlQB4Cr88og/8AMCz24Ar1S9+R2lP+9bT/7vvl387tuvIvSIqZsUlJCs2j9sDzbbqHdXO39ZhMP1by8G6QvfE8BIaleNG/u7t79hLFN0jq2/8NZOKRnFFAUsyMwbZhAAAAwDQDkmJmDCQFAAAAMM2ApJgZ+x8wMDAwMLDpNivdGUgKMDAwMDAwsDEYSAowMDAwMDCwMRhICjAwMDAwMLAx2P8DvM4UBBaZWJ0AAAAASUVORK5CYII=" alt="" />

1.1 可以指定在某个时间参数(Date firstTime)调度这个任务(TimerTask task),如果需要循环执行这个任务可以指定参数 (long period)

1.2 也可以指定延迟(long delay)多久开始调度任务和是否循环调度任务

2.Timer简单实例代码

public class TimerTest {
public static void main(String[] args) {
new Timer().schedule(new TimerTask() {
@Override
public void run() {
System.out.println("booming");
}
}, 3000, 2000); while (true) {
try {
System.out.println(System.currentTimeMillis() / 1000);
Thread.sleep(1000);
} catch (InterruptedException e) {
e.printStackTrace();
}
}
}
}

运行结果:

aaarticlea/png;base64,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" alt="" />

3.1 TimerTask的run方法中同样可以在起一个定时任务

class MyTimerTask extends TimerTask {
@Override
public void run() {
System.out.println("booming");
new Timer().schedule(new MyTimerTask(), 2000);
}
}

3.2 如果需要两个TimerTask按照不同的间隔时间交替运行可以,创建两个自己的TimerTask,如A B  然后在run方法中 A 调度B  B调度A

4.如果需要更复杂的任务调度,如在每天凌晨的3点  或者在 每个月的第二个星期天调度时,可以使用Quartz这个任务调度框架。

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