2013年高考 淮北市地区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,淮北市地区天气情况。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。http://gaokao.xdf.cn/201306/data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAoYAAAA+CAIAAAA57k0fAAAPHElEQVR4nO2df4wdVRXHz0rDL6EhhoqoVExsU5WEPzQREkwTYteJBkkwwQjSQmEppS1Q9pXt24I0pBEVI0mTFUoeVNPwjxqsIWAq4IsIKC0VirjYavOo5i0gcUvaBazb9vjHezu9786dM/POzL13ZvZ8c9K8Nz/uu/fbM/uZc++8XXjn4AcSEhISEhIS3gO890BCQkJCQkLiHRXJW7bvk5CQkJCQkHAcZiRPfXBUIi5miT9btu/DMqvs/S+sxFha4g8t8YeQIJnJKu99cDNM3/mZSWXvf2ElxtISf2iJP4QEyUxWee+Dm2H6zs9MKnv/Cysxlpb4Q0v8ISRIZrLKex/cDJOXVTCKMHIERjFVrEdYj1A37Rr5H4xmSm7+yaJ4ibG0xB9a4g8hQTKTVd774GaYjJTq0nRDChivQ1iHp96Np2/EgRGE4QiYZxphJzfzTBEpMZaW+ENL/CEkSGayynsf3AyTkVJpi+Nh/PIWfGIvtibxwEF84QAu+yXCiLlcZic380wRKTGWlvhDS/whJEhmssp7H9wMk5FSqerjYbzyUZw+pp/74+cQ1kUO3sBPbuaZIlJiLC3xh5b4Q0iQzGSV1fYBIG57nCwNk5FSFIlHEGoIa3H+vfjvKfPpX30EoVbxKhkArB5vW4U1tiASf2iJP4QEyUxW2Ws8JV8tYVgbJiOlzDCuI6zDT3wflzyCF27GO5+KPX3by7MUycT9Vkfu+xmnfI1tDxqGpm5sD4IWGT8uYwuJcpZ4abKir8xxk2aFvTA7irs83Xy6IJnJqtzb7LcCLhOS6wh34MZn8INpRMTjxw1T1qGe3Y9wm76izE5u5pmWlftPUsfKaGwUsUbiRl8Y33Y0/Vgwc3pwqK3uaR1aA+3B2vuRjzb2JMu4QtlLvDT3bSnv7Tze/Dm6MJu1mQHVmtRxrUbQcwRho9X+diRIZrIq9zb7RW9pkFxDWI23P5H29PYhXPoLPKneQ2WeCojk8GpHE3Q9/pTsS46NTQZnu/H2ILTvb2oARmxOdk8Jt6DGY+0jcumwG39SZkXcYcbtzqhj/TMUzurIjR6oQFtzQL2DsdBLgwTJTFbl3mYiehNvfm0Mk5FS2uLxNx/FsT9h+1B/jdz+JMJwxZGMpusfeosY42HelZexBGvjXkff9qp1aA201zSmERUe9yBZ/Wh6C1sOEi/uri7cm3hvZ0zF6iBZFcHkViMIarWZ3dErzqUtHQmSmazKvc0KVsnr8ax78M3DnLxs7Kogko2IjfspSdfTfpUjktO8TT293JwcDHmMiM3JNY1pvW4+0bi9FWXbiZd4rxZNm7gt6CPTHF+Y8URuNYKg0Tqxn7hxkSq50OF9Lbmz0TaVsyK5jgMbcPs4Hj2GU0cMcfgIHo5s/O80vnEQvziGcEelkByHYUyN6uIou7F9rSX3pffv1wBcNSSnr4AxAtrEBKsakjuz0hA0WuadQaOlITvNtWlVgmQmq3Jvs69quBxIHkVYj6dswPk/NMfHvofn3qtv/NR9OHdjD48rgOS461x7q/5g1V7b72MfygXJibvinsBKQOnOWnsQJneG76uGZFVxpa1a26nAnnVI7qpZg6DR6n3eawbIKpKjPgiSyxF+kaxusUrlfB7vqiOMmGItrtqOy36OsDaya/1s/BIU9v6Ejf5bHOWFZKI4Nr7VdpnFRXKp15KJe76UGHaZae4vzGZNn7ru1s+KgkZLm2/wcg0Kkpmsyr3NlEimCZ37MBkpleq3aa7H0+/GNw/jCwdif4nmrEUy/boIyhHJ2pborlRI3llrD8Lbj7Uw9cQ1mp64zjioUF7WkqOv01TJXvDj4sLsFsaGNxEZ1prpOx6rEiQzWZV7mxAv9QDiXBvDZKRUSiSfVMcHX8Q7n0IYST6endzMM61Juw2P7tVe08f7UgGrZOV7yRp9Y5GsdSDjiFTZ/l6y+lbbG92eWBnTH2FDbi5MpQ4meIzaxHX09kWq5BLELPHHFpLreMbdePY9CMOm32hdaSRXQ5bWkrVf4oERZlsiaO5y9r1k9r0dDZhqIDmLVNO0jbYlSGayynsf3AyTkVLJf3aihj/6Az65F+GO5ClrGJU/O1E4ibG0xB9a4g8hQTKTVd774GaYjJSC+hGKynWEOr48gROH8NTvGp7kkiq5+BJjaYk/tMQfQoJkJqu898HNMBkplWYh+ZKHMPhpCh5vECQXUWIsLfGHlvhDyDWS6SeYUh6jPvEUPYVuBPJ4DEqQTCuZyusMf+7JVFIfZ/MY5cq3JjGWlvhDS/whZAXJ4w8MahS8dYdOUzWiSCaOMSI2Cmm6teys8s5LB1H2K6fs/S+sxFha4g8t8YeQ/Sp5xzAseWicBGQuVXJc+4LkLMP0nZ+ZVPb+F1ZiLC3xh5b4Q8g2kp++FQbH9iYAsq8qeSppmppuPC9Weeelgyj7lVP2/hdWYiwt8YeW+EPILpLHHxiE255Wt6RZ382lSk7zQVlY5Z2XDqLsV07Z+19YibG0xB9a4g8hq0jWS+SpPqvkOIIaq+S4U4wsz84qCQkJCQmJ3MMakntXkftCMqNKTjNxLVVyv8P0fcuYSWXvf2ElxtISf2iJP4QsIvk3t8FXHtivbUxEciJBjaiOq5Lpt1lY5Z2XDqLsV07Z+19YibG0xB9a4g8he0jeP7ZEn7WOg6IG1DTLwHEkFiTnGGW/csre/8JKjKUl/tASfwjZQ7JhIXmqz6eu0myXKtlesK8cgBtziiGA5VmSm32uiJAYS0v8oSX+ELK5lmyKxCqZlrEF7fSU7WRklXdeOgjelQPwnRi+rgBYDbAaYGU/VL4JYBk7uXknimiJsbTEH1riDyHXSK5GzBJ/uEg2k3XR+VduXvf5tVddvHD+twBW9QPmIXZy804U0RJjaYk/tMQfQoJkJqu898HNMBkpFV8i37j26ovx73D0pYFt9yz45EevAbg5JZXZyc07UURLjKUl/tASfwgJkpmsstp+4iJ67lPxccNkpFQ8WVcA3LJ55ALcB/gPeP2xs84755qUtTI7uXkn2hb087fQ+zrYjQprbEEk/tASfwgJkpmsyrfB9Ivf9GJ87sNkpBQJ15WfmX/Ve8/PwT8D7oMnx84DuKlTQM8eJEf/c4ld0WOKoFyMja5HAAyFG9W9ne1qZPzcjC0kymPileJur5gXZiijLc68EiQzWWWpZYh5hC1uY+KujMNkpFQSX1c+/8g5+BrgbsBxuGxxALBq9iA5ymCPnWErRyQToDXiOfq2q+bWsJ1as7ut1dg0s3FTo4XRj8sX9qFcJl7i3XziYc66GsqRP83azBDDjDCq1Qh6juh44ssrQTKTVZZaBtMT4+ou495SIXnVb8fOw3HAlwD3wtjoIoAhgKUASwGuAxiqKpK1n49YWh5jHsZGcUvgMBmcrR0BDAWNt7CL4U2NVncj1PYgvtUIhgC2NpXWMFKUlxTJqoiMMu7ylYEu/FE4qyM3eqACbc0T7Zp1IEEyk1U2mo3S17gxurc8SF7x4dNu2P/rufgq4EuAr8LTWz59wYX3XXHFg5df/pOFC+8CuA7gukoiOVTcHTdRx/iqZuLkAMnaxHXcLoOaW9VCGRG7SA52tHobiTZbaiTT93naXr83ha79IZjcagRBrTazOwpg90YJkpmsyr1NteRVQVutKnn11y75Ou4B3A24E3D/FdNTrx891j1xevro44+/umDBKMCy6iFZJWviFV4oAEeV0VjjmnFYuaqHqcennF4+USV3tacGOo8xVwBH5T7xEos5I2NmCZLjidxqBEGjdWJ/9PY3NEqq5EKHjce7piIwnkoql6dKViXffPqpQy9um4evAb4I2DL/Wq6JiXcXLbpLq5XZyc070arSVMDVRjKSuE0zlR2rzopybY++uXZi4lr9XE7XU8hx4qWZWTG+rj6SO7PSECi3aD07g0ZLQ7bmiXuvBMlMVtlolmZt6ZA856QhgFUAqzq/tOv8c7/9u4c+juOAuwBfPguP/DOuhYcffg5gaSWRnIa+cT9JiyM3a8lxT2DForSzeBwpiBENs9lVQrKquPJ3liK5q2YNgkar93mvGSCrSI46I0guRzhAMvFWuxGOHpnjMBkpFT5ZvfgLlz1Y/+xVwaXLv7H4ZxsX/uf3p3R5/EfAv1yIeDyuhd27DwBcC3B9lZAcVi3qRd4voQsil2vJ6oR2dHJbkXmCuqsUSK7YWjJd7cWR243c+9Os6VPX3fpZUdBoabMLXrwSJDNZZaPZlFUyfWK+w2SkVPgk14cGbty2aQG2AfcD/g3wFcCdgK+cg/+q4cHtBJIRcfPmZ+bMWRE+gM1Obt6JtmWEcbidnoEsgnJHMsHddEjuPFO9qWd+srkVZh7Djk5co+mJ64yDClWQteTo64KA2YU/3cLY8CYiw1ozfX9jVYJkJqtsNAu9K8rhRroU1o7Pd5iMlFKfrx4YWFm75ktv7jgNXwf8K+BrZ+N7+jpfnK6++uFw+prRDSwSkjPytdpI1h7p4iBZ+VKy+tVk5XvJOo/Vj8t9Etv995LVt9peJNHr5YbPjT9KHUzwGLWJ69AQ4+2LAwmSmazy3gc3w2SklPatJ4DVH5l77eWLL71z+ed27vhB+nbq9V+Ff1SK0Q0sEpIrJhtVchyD4yJjB6zK4/eS47hLn2WtR2YV/8IMMUzc7liSIJnJKu99cDNMRkqZnrW+Yd68+rPPv3P4vbSNTE8fu+iiewGuFSQXUGIsLfGHlvhDSJDMZJX3PrgZJiOlwgVgJa6fN2941643Jien2u2DRExMHJyYeLfZ3Ltkyf3K96DkjzMWS2IsLfGHlvhDSJDMZJX3PrgZJiOlAJYC3BQtlE8+ecXcubeeeeYtdJxxxi0DA9crvy1kBcAydnLzThTREmNpiT+0xB9CgmQmq7z3wc0weVkFsNxUKw8B3JAu1HP5q4Zy5VuSGEtL/KEl/hASJDNZ5b0PbobpOz8zqez9L6zEWFriDy3xh5Agmckq731wM0zf+ZlJZe9/YSXG0hJ/aIk/hATJTFZ574ObYfrOz0wqe/8LKzGWlvhDS/whJEhmssp7H9wM03d+ZlLZ+19YibG0xB9a4g8hQTKTVd774GaYvvMzk8re/8JKjKUl/tASfwjFIllCQkJCQkLCcZxAsu/7A5FIJBKJRIiIgmSRSCQSiQqh/wM6ZdKBXUzn8AAAAABJRU5ErkJggg==
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