高考网 发表于 2016-7-29 23:18:20

2013年高考 沈阳市地区6月7、8、9日天气预报

新东方网高考频道为广大高考考生和家长们提供2013年6月7、8、9日高考期间,沈阳市地区天气情况。提前掌握高考期间的天气情况,合理安排考试出行时间,能够有效避免因天气状况引起的交通拥堵导致考试迟到、影响考生情绪等情况的发生,可以帮助考生顺利完成高考。
       
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00/SZrQVV9/MEKxvKCP7zgD6OY0GvWrFmzZg0IbYgu72NwM02/yVpQVR9/sIKxvOAPL/jDCIS2gy7vY3AzTb/JWlBVH3+wgrG84A8v+MMIhLaDLu9jcDNNv8laUFUff7CCsbzgDy/4wygroREIBAKBQDiOLoUbjUaj0UgmNAKBQCAQCF8BQiMQCAQCEWKA0AgEAoFAhBhr165du3YtCI1AIBAIRFjBEdr7o3IEAoFAIGZgZCK095/6hBwzxJ/9Ff9RRNXHH6xgLC/4wwv+MAKh7aDL+xjcTNNvshZU1ccfrGAsL/jDC/4wigk9PDw8PDwMQhuiy/sY3EzTb7IWVNXHH6xgLC/4wwv+MAKh7aDL+xjcTNMwy3aRzSiQ68b7QoxgLC/4wwv+MAKh7aDL+xjcTNMkxeziuQCkcSIoSTCWF/zhBX8YxYRet27dunXrQGhDdHkfg5tpmqQYCF13wVhe8IcX/GEEQttBl/cxuJmmSYplYS0IXWXBWF7whxf8YQRC20FXqf0TUdr6NJU0TZMUA6EHiSjHjHI1dqNgjQ1E8IcX/GEEQttBV3mdZ8RtSVRWpmmSYjyV05ZnDKH1qytmk94mBNk1dnwoYXbyyvEhUqLg1xXsYaDKSzwmQ9LyJMDLwTAPzFjFbSyimNDr169fv349CG2ILut95q2Pq0ToLmIPLjQvpk1z3WzH8qQj2eNgjFXQWJ24iQDWFxI/9jTWjHc/PxavbZ+fWnnuUEf56sSRFJlXLDeJ100ePYUyUtzj5aCjA7PdnJpQs82167Sivhaxse6dESC0LXRZ7zMviStGaB20M+wut3JyFJXFs3Bu7GCOjrfOTTF48lA0PhR9OC6E6Hy4icb3tIUQH++hqZVCwbPyFVYG7JfQic0yrncGodK/Q8KuSmC9ocRwxQHlmHUgENoOuqz3OZDEAy+Ny5imSYplp6y+sr6EjpV2PT7w39fLaBNly1gGvWnL+kdVY81eGT3eOtdXTyd8Nb/GWKUmXpYMydhGaARyk2auD0wG0Z1WFDWbU5t1Hru0pauY0Bs2bNiwYQMIbYgu632mITbvervTNEmxRLImwnjg7jUitHyKHHjAB8VjXRYJneVjrnvR0zX0WHN8KDq3Sb/1Pd2nlVnoKpvQ8oIOFX0Ts0bZVEtCpwO604qiVmd6O3Md4+yQBKHtoMt6n8xlb2LjifIhXWINzUO3joSOxVc2cRsvY8uo4sbmeg6dQ92n0Xvaoofq3q1v+S63PICCs0hTIITO2CatQXlyd2B2b2FT1Ookb4xaHYXgigOOnREgtC10We8zV61cSULzJTXfg5ECJHQWGKedRsORFUIP3JT2MlfqvuOtc0M0vqk12f0Y3+5Wlqc6rz2h9avAGUfontpNilqd/lfHpvgsE1r3wSOhR0ZGRkZGQGhDdFnvMzuh5TWlQtryu9y5oFs7QutnyYzVc4CQtkVopnRO/Khs6lf7vIxn0f8cOgOhK/QcWmhZpORSrmW5w5oSWrSb6n3uXnUtKWp1FCfdOyNAaFvost5nRkLzwLY+TZMUS6uA87K2XoSWlchmoRU9iSffEGSR0MoafVM2Qnc+3KTex9be5W5+rI1BedRdcFKxHLwplrheWc5SQ3uhkYsDs1c2J3zQlPCcOtEcNwKh7aDLep/M2VluwOxbxjRNUowvoM36MVI4hC6I2xoT2k4NLf0Yuv+9sPj30Aq8p4dh93dWXbm5y82sH7jMkNjBFaGbA1Oqkhk8C+Uut3414+aqJRYIbQdd3sfgZpomKTbwIXQWtR+tE6FrppKeQ8uwZB5Cl/oI2YpC+LWVsqy04XlTD0IXkWyasrJsxYTeuHHjxo0bQWhDdHkfg5tpmqRYGqFPvZZp93cO1vhNsXoIxvKCP7zgDyMQ2g66vI/BzTRNUiyN0EXCNNfNdoR4wVhe8IcX/GEEQttBl/cxuJmmSYqB0HUXjOUFf3jBH0YxoTdt2rRp0ybXhOZfhsrYhqSXp/Rd9G8sA13e8ekgzA+kAPAscCIoTTCWF/zhBX8YuSL06QM39Yi57eeDeKkTmmmTSG6d2QM7LIgu7/h0EFU/kKo+/mAFY3nBH17wh5EbQh/eQkP7Tl+c+OTiyZeGaNGBkywsrdTQ2fu3gi7v+HQQVT+Qqj7+YAVjecEfXvCHUUzozZs3b968uRxCnz5w0zSVD2+RyujiNfRE0j1tvaTmVRxd3vHpIKp+IFV9/MEKxvKCP7zgDyMnhGZr6IHItF5Dl4Eu7/h0M02/yVpQVR9/sIKxvOAPL/jDyA2hL058cnhLl6sSnidy1tBpuE2soc26MkYXAoFAIBDWw8ld7qkaemJ0G+W/y21QQ6eV4/zFgTGhLfI+2Nhf8Uvdqo8/WMFYXvCHF/xhFBN6y5YtW7ZsKYfQo9uo7zn0FK2zPWNOXJZX6uROrJX13W1BGoSuhKo+/mAFY3nBH17wh5ETQpvW0DFu+RpabpnYQ9p3gdB5p+k3WQuq6uMPVjCWF/zhBX8YOSH0J10wdzVdQE9ko6/ceOD6LKjO0mdedHnHp4MwPpCI1lqKBtGqIrluvC/ECMbygj+84A+jmND33HPPPffc4+FvijEr0/ideEM7bfe0b2EGYIAu7/h0EGYHEtHdKbgdJtpItJFofR5IryNabpzrZjtCvGAsL/jDC/4w8kzoesQM8ceU0MmgXXDN7Xvv+/bWxTfMv/oOopE8nG4Y57rZjhAvGMsL/vCCP4xAaDvo8j4GN9M0yLD0Anrt1iU3iD/Txbdnvfr4vK99eSnRhoyQNs51sx0hXjCWF/zhBX8YxYTeunXr1q1bQWhDdJXa/8CH6Bkf5BefpkGGpYN2mGjz3geuFe+R+AudOnTFVVcuzVhJG+e62Y5li/L8V/C5GrtRsMYGIvjDC/4wAqHtoMtuh1kewMctE3cvaZoGGcaydv03rl780ZHZ4vck3qOf7buKaF23vJ45hNb/cZlNepsQZMVY/eEFUSNeKW/trpej4PcW7GGgyku8gSeKxF1y9W9vsKkK88CMVdzGIgKh7aCrpJ4p/U03BsPVIfRaovVHfnylOEHiKImTdPPCiGhk5hBaR7LHwRjLIqEZ7ibSWv8o6f1W1CA62I5XtA9Odb671RH619llfyw3iddNHj2FMlLc4+WgowOz3ZyaULPNteu0or4WsbFeLpRBaDvoKqnnmNCy5E2JWytF6JFf7LtKnCTxNonTtG/HAqIG0TKiZUQriRp1JbRychSVxbOwYaxOX4aO2Th6rNnbGhP6WJMa1DwmhGg3p9creFa+ouC8uvJL6MRmGdc7g1Dp3yFhVyWw3lBiuOKAcsw6UEzoe++999577wWhDdFVRrc6jBNX6lurQ+jhL1y65sxP54jjJN4mcZwO7//6tdc9f+utL99yy4/mz99JtJJoZS0JHSvtepypaZxdv2eUA0Ird7nTNk0pxrNE6M5oRI2o9b4QotPaHZfRcSd6t5UgdJYMydhGaASqD6FlMYjutKKo2ZzarPPY/cU0CG0HXdb7lAtimbuJhJY1USVCb/z+934gjpE4SmKMxJlbJydOXfy0t+Pk5MU33jg+b94OouX1I7R8ihx4wAfFY10FjU183hzXtXIzuT1bQx9rRqMd9S53cg2tj8G6yia0vKBDRd/ErFE21ZLQ6YDutKKo1ZnezlzHODskQWg76LLbYSKbJwYV0xMVq6E3fP5zjTdfnStOkHiTRCf5j4WdPfvBggU7lUraONfNdixVfGUTt/EytoyyW0OnATg/QbXn0Am3vqcHUHtCZ2yT1qA8uTswu7ewKZJvn8gbo1ZHIbjigGNnhETobdu2bdu2DYQ2RFcZ3fLorRyhZ3+mQTRCNNL9U2LXfOWuXx34qjhJ4i0S71wh/vv3tB5eeeW3RMtqSegsME47jYYjN8+h017myvqmWM673BYVCKH1q8AZR+ie2k2KWp3+V8em+CwTWvcBhK5kOCA081E58PSWFqdpkGHxO9sLv3Pzy9u/uTi6cdUPF/5k1/x///qzPTz/jsQfrhPif2k9HD36N6IVRKvrRGj9LJmxeg4Q0i6fQ8t3v/U74f3qI3SntZuo0auN2genl6e6re5zaKFlkZJLuZblDmtKaNFuqve5e9W1pKjVUZx074wAoW2hq4xuM9bQ/I52p2mQYfFLYf83a+2ru+eJcRJnSPyJxLskxki8e6X4R1NceJ0htBBi795fzp49HL/abZLpgRFaViKbRf/ZVi+AwpF1QjMYNiY0X0ML7XG4xZLawZtiieuVZT2FEtvoH8vONxcHZq9sTvigKeE5daI5bgRC20FXGd1S/9PoeCVfKCvt7U7TIMPkN7dnzVrfXPrdf45eKk6R+COJE18SHx3L2M+SJa/E97oNhiFCInRB3Nab0MrbYdYILeTfQzcSXxWy/kvortzc5WbW56qb9X7qQOi+KpnBs1DucutXM75q6Gaz2Ww2QWhDdHkfg5tpGmSY8vMqoo1fnLPiloU3PrzqW2Ojz2bvZ/v21+L/JstgGCIkQtdMZdTQaUhOi4IDKFUh/NpKWVba8LypB6GLSDZNWVm2QGg76PI+BjfTNMiwpLe418ydu/03R/71n4+ydjI5+en11z9NtAKEDlAwlhf84QV/GIHQdtDlfQxupmmQYfHDYylWz5277a23/nr+/MT4+AUmzp69cPbsB+326UWL9kg/uML/PhmWYCwv+MML/jACoe2gy/sY3EzTIMOIlhGt08voSy4ZnjNny+WXb+bjsss2z5q1WvqjJcNEy41z3WxHiBeM5QV/eMEfRjGh77vvvvvuuw+ENkSX9zG4maZZkhGtSqqkG0RrsoW8r/kTR5wIShKM5QV/eMEfRiC0HXR5H4ObafpN1oKq+viDFYzlBX94wR9GILQddHkfg5tp+k3Wgqr6+IMVjOUFf3jBH0Yxoe+///77778fhDZEl/cxuJmm32QtqKqPP1jBWF7whxf8YQRC20GX9zG4mabfZC2oqo8/WMFYXvCHF/xhBELbQZf3MbiZpt9kLaiqjz9YwVhe8IcX/GEUE/qBBx544IEHUgmNQCAQCATCcQwmNAKBQCAQCF8BQiMQCAQCEWI8+OCDDz74IAiNQCAQCERYwRHa+414BAKBQCBmYGQitPcXiUOOGeLP/oq/cln18QcrGMsL/vCCP4xAaDvo8j4GN9P0m6wFVfXxBysYywv+8II/jGJCb9++ffv27SC0Ibq8j8HNNP0ma0FVffzBCsbygj+84A8jENoOuryPwc00DbNsF9mMArluvC/ECMbygj+84A8jENoOuryPwc00TVLMLp4LQBongpIEY3nBH17wh1FM6B07duzYsQOENkSX9zG4maZJioHQdReM5QV/eMEfRiC0HXR5H4ObaZqkWBbWgtBVFozlBX94wR9GILQddJXaPxGlrU9TSdM0STEQepCIcswoV2M3CtbYQAR/eMEfRjGhH3rooYceegiENkRXeZ1nxG1JVFamaZJiPJXTlmcMofWrK2aT3iYE2TV2fChhdvLK8SFSouDXFexhoMpLPCZD0vIkwMvBMA/MWMVtLCIQ2g66rPeZtz6uEqG7iD240LyYNs11sx3Lk45kj4MxVkFjdeImAlhfSPzY01gz3v38WMLK8aHow3GhfItd9sdyk3jd5NFTKCPFPV4OOjow282pCTXbXLtOK+prERvr3hkBQttCl/U+85K4YoTWQTvD7nIrJ0dRWTwL58YO5uh469wQnTvUEUJMHoq6MBZCfLyHxoeaHyf1JvqL6ToROrFZxvXOIFT6d0jYVQmsN5QYrjigHLMOFBP64Ycffvjhh0FoQ3RZ73MgiQdeGpcxTZMUy05ZfWV9CR0r7Xp84L+vl9EmypaxDHrTlvWPqsaaU2V058NNNL6pNZn+1fwaY5WaeFkyJGMboRHITZq5PjAZRHdaUdRsTm3WeezSlq5AaDvost5nGmLzrrc7TZMUSyRrIowH7l4jQsunyIEHfFA81mWR0Fk+5roXLdXQ7fPSLtO3vqU+rcxCV9mElhd0qOibmDXKploSOsnklkwAAAuGSURBVB3QnVYUtTrT25nrGGeHJAhtB13W+2QuexMbT5QP6RJraB66dSR0LL6yidt4GVtGFTc213PoHOo+eN7TFiL11rc8gIKzSFMghM7YJq1BeXJ3YHZvYVPU6iRvjFodheCKA46dERKhd+7cuXPnThDaEF3W+8xVK1eS0HxJzfdgpAAJnQXGaafRcGSF0AM3pb3MlbrveOvcUMptbYnWcee1J7R+FTjjCN1Tu0lRq9P/6tgUn2VC6z6A0JUMv4SW15QKacvvcueCbu0IrZ8lM1bPAULaFqGZ0jnxo7KpX+3zaXgWmQhdoefQQssiJZdyLcsd1pTQot1U73P3qmtJUaujOOneGQFC20KX9T4zEpoHtvVpmqRYWgWcl7X1IrSsRDYLrehJPPmGIIuEVtbom7IRuvPhJlLuY3fveKfd5RZJ73IXnFQsB2+KJa5XlrPU0F5o5OLA7JXNCR80JTynTjTHjWJCP/LII4888ggIbYgu630yZ2e5AbNvGdM0STG+gDbrx0jhELogbmtMaDs1dN/vnqffC5s8FMk/hk4cht3fWXXl5i43s37gMkNiB1eEbg5MqUpm8CyUu9z61Yybq5ZYILQddHkfg5tpmqTYwIfQWdR+tE6ErplKeg4tw5J5CF3qI2QrCuHXVsqy0obnTT0IXUSyacrKshUT+tFHH3300UdBaEN0eR+Dm2mapFgaoU+9lmn3dw7W+E2xegjG8oI/vOAPIxDaDrq8j8HNNE1SLI3QRcI01812hHjBWF7whxf8YQRC20GX9zG4maZJioHQdReM5QV/eMEfRjGhd+3atWvXLteE5l+GytiGpJen9F1yfZcxurzj00GYH0gB4FngRFCaYCwv+MML/jByRejTB27qAXHbz/vpqzfWCc20SSSuzuyM32WMLu/4dBBVP5CqPv5gBWN5wR9e8IeRG0If3kK0ZfTixCcXT740RIsOnMxDTbMaWu8KhC4+Tb/JWlBVH3+wgrG84A8v+MMoJvRjjz322GOPlUPo0wdumqby4S00tO90DmoObKNjmwf5wM4N0OUdnw6i6gdS1ccfrGAsL/jDC/4w8k/ogc+GLdbQA7/LGF3e8ekgqn4gVX38wQrG8oI/vOAPIyeEVu5ym9bQaTRNrKH1XVBDF5+m32QtqKqPP1jBWF7whxf8YRQT+vHHH3/88cdLf1PsppcO71uUm9AGNTTTjPkuY3QhEAgEAmE9nBB6Og5vkV7nHkjNLIjVyY0auozYX/FL3aqPP1jBWF7whxf8YeSG0NPPnk++NET3HM5IzRi3A58fp4EZhLYYVT+Qqj7+YAVjecEfXvCHUUzoJ5544oknniithh7d1uOq9FOriZxvb2VZz9fQ2b8rL7q849NBVP1Aqvr4gxWM5QV/eMEfRq4InRIDa2heiT0ou2f8roLo8o5PB2F8IBGttRQNolVFct14X4gRjOUFf3jBH0aeCV2PmCH+mB1IRHen4HaYaCPRRqL1eSC9jmi5ca6b7QjxgrG84A8v+MMoJvTu3bt3794NQhuiy/sY3EzTIMPSQLvgmtv33vftrYtvmH/1HUQjeTjdMM51sx0hXjCWF/zhBX8YgdB20OV9DG6maZBh6QX02q1LbhB/potvz3r18Xlf+/JSog0ZIW2c62Y7QrxgLC/4wwv+MIoJ/eSTTz755JMgtCG6Su1/4CtyZbz+ljhNgwxLB+0w0ea9D1wr3iPxFzp16IqrrlyasZI2znWzHcsWUY7/sCtXYzcK1thABH94wR9GILQddNntMMsrcnHLxN1LmqZBhrGsXf+Nqxd/dGS2+D2J9+hn+64iWtctr2cOofV/XGaT3iYEWTFWf3hB1IhXylu76+Uo+L0Fexio8hJv4IkicZdc/dsbbKrCPDBjFbexiEBoO+gqqWdKeV89beXATQWnaZBhg3C7/siPrxQnSBwlcZJuXhgRjcwcQutI9jgYY1kkNMPdRFrrHyW934oaRAfbQgghOq3dCtej1vvK19llfyw3iddNHj2FMlLc4+WgowOz3ZyaULPNteu0or4WsbFeLpRjQj/11FNPPfUUCG2IrpJ6jgktS96UuLVShB75xb6rxEkSb5M4Tft2LCBqEC0jWka0kqhRV0IrJ0dRWTwLG8bq9GXomI2jx5q9rT1CS+ojt4Jn5SvMpyTJL6ETm2Vc7wxCpX+HhF2VwHpDieGKA8ox60AgtB10ldGtDuPElfrW6hB6+AuXrjnz0zniOIm3SRynw/u/fu11z99668u33PKj+fN3Eq0kWllLQsdKux5nahpn1+8Z5YDQyl3utE1TivGcQOhuMa2conUeV4XQWTIkYxuhEag+hJbFILrTiqJmc2qzzmP3F9MgtB10We9TLohl7iYSWtZElQi98fvf+4E4RuIoiTESZ26dnDh18dPejpOTF9944/i8eTuIlteP0PIpcuABHxSPdRU0NvF5c1zXys3k9mwNfawZjXb6a+XpTdSgaLSTPgbrKpvQ8oIOFX0Ts0bZVEtCpwO604qiVmd6O3Md4+yQjAn99NNPP/300yC0IbrsdpjI5olBxfRExWroDZ//XOPNV+eKEyTeJNFJ/mNhZ89+sGDBTqWSNs51sx1LFV/ZxG28jC2j7NbQaQDOT9AEQicW0GJmEDpjm7QG5cndgdm9hU1Rq5O8MWp1FIIrDjh2RoDQttBVRrc8eitH6NmfaRCNEI10/5TYNV+561cHvipOkniLxDtXiP/+Pa2HV175LdGyWhI6C4zTTqPhyM1z6LSXuTK+KZayZrrz2hNavwqccYTuqd2kqNXpf3Vsis8yoXUfQOhKhgNCMx+VA09vaXGaBhkWv7O98Ds3v7z9m4ujG1f9cOFPds3/968/28Pz70j84Toh/pfWw9GjfyNaQbS6ToTWz5IZq+cAIe3yObR891u/E94vncfHmtSg5rHEAVT3ObTQskjJpVzLcoc1JbRoN9X73L3qWlLU6ihOundGSIR+5plnnnnmGRDaEF1ldJuxhuZ3tDtNgwyLXwr7v1lrX909T4yTOEPiTyTeJTFG4t0rxT+a4sLrDKGFEHv3/nL27OH41W6TTA+M0LIS2Sz6z7Z6ARSOrBOawXAhQndGI2pErffTxqDcbC84qVgO3hRLXK8s6ymU2Eb/WHa+uTgwe2VzwgdNCc+pE81xIxDaDrrK6Jb6n0bHK/lCWWlvd5oGGSa/uT1r1vrm0u/+c/RScYrEH0mc+JL4KKGgSdSSJa/E97oNhiFCInRB3Nab0MrbYTYJ3T6Y+BBa+Trrd7zd3OVm1ueqm/V+6kDoviqZwbNQ7nLrVzOooasXM8QfG2+KDRNt/OKcFbcsvPHhVd8aG302ez/bt78W/zdZBsMQIRG6Ziqjhk5DcloUHECpCuHXVsqy0obnTT0IXUSyacrKshUT+tlnn3322WdBaEN0eR+Dm2kaZFjSW9xr5s7d/psj//rPR1k7mZz89PrrnyZaAUIHKBjLC/7wgj+MQGg76PI+BjfTNMiwpL8Ltnru3G1vvfXX8+cnxscvMHH27IWzZz9ot08vWrRH+sEV/vfJsARjecEfXvCHEQhtB13ex+BmmgYZRrSMaJ1eRl9yyfCcOVsuv3wzH5ddtnnWrNXSHy0ZJlpunOtmO0K8YCwv+MML/jCKCf3cc88999xzILQhuryPwc00zZKMaFVSJd0gWpMt5H3NnzjiRFCSYCwv+MML/jACoe2gy/sY3EzTb7IWVNXHH6xgLC/4wwv+MAKh7aDL+xjcTNNvshZU1ccfrGAsL/jDC/4wign9/PPPP//88yC0Ibq8j8HNNP0ma0FVffzBCsbygj+84A8jENoOuryPwc00/SZrQVV9/MEKxvKCP7zgD6OshEYgEAgEAuE4uhR+4YUXXnjhhWRCIxAIBAKB8BUgNAKBQCAQIcaLL7744osvgtAIBAKBQIQVXUL/P1LQaU4KZ9XoAAAAAElFTkSuQmCC
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