2013年高考 安阳市地区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,安阳市地区天气情况。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。http://gaokao.xdf.cn/201306/data:image/png;base64,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wOrAmxgrG84A8v+MMIDJbCKXsf0gwzIIeky9/d6on31IkLauGqunhNnb6oxv9d0V77gjg4mwNrQqxgLC/4wwv+MAKDpXDK3oc0wwzIIdEKeLfa8mu1fKtc9+1PFO0xCr8ans2BNSFWMJYX/OEFfxiBwVI41do+Ebn2u1TTMANyiEPvXkXTil5Sm36uvurZqz91VNH0kK+DiajW8nWrscY2RPCHF/xhBAZL4VRf40Kg1sTd0jADcshO3xlFe9TD/6I2H1WPvqP2f+Ss/v7ZNcpg5gSrr/T9dCmusd0Ry9D0nd0RKkXFt6vYglfhDzPK/vf5l/Iy3loBLUiUeGIWPdeHIBlOlkkHBkvhFL3NQde4bWLwjKKX1YH/VEvLSil1+7blKnShjz9T9NPyXeHgbA6sWbMaO/+FqmisyVQrYs0N68sVnZkuql89Y9nZHRm93lWld4lL90JREs+LQx7VrjJ6AfnZXhjRXUrP4MKN0r+lMkI3ahUYLIVT9DYHZW1rGDyt6EW164S0eve6GvtArZ9ZheEwNZDBzKeAatIHAa/ExvpJ2Z39coS+/HBBKbX84Wgft0qp7w5Sd2T6O1travWCuC0MZnDL15XsMXcyCVklJ1Pmj4u+krOKLPMODJbCKXqbXtby86EOJEdg8F719K/Vof9W3euDNbLrpKLdQ85g5fjIs24n7KNfsYxl4OraNl+WdWb6zlJ44foO6u6YXXa/Nb8nWGnWwd6XPDutqSghE983idJPTNOBADfSCAyWwil6m14GC/fHHWZADuk/vnH/6+ryYkgizv7vEDLYylRz23vOnl0RGSx5OdAVY20dPH9Vq3L3ArXWZpRRmAqcOD7pJV3lS/uVgy7mBsNg61sEDLBQrvvBpT3WaZh93oHBUjhFb5OZe9bCvfoxXJXBM2rdq+r4eXXzlup9b4nF79WisfPGsvr8mnrskKKXh4rBLu4qMZubo+rGDnQ/eAD1bwAfnFfKeYFa70DFUbhU3R+eASUkW0uW8sdbwNqOi1UtYrDrQ1UJphsY3NzIvg5uB4NfUbRP3fOq2vSmPR78Z/XQz8s7H/lXdd+BVQAeAgbzn5j6nHdt19/HARSFwd5DrsemnHW7s1+OOC4+azwuGm8jg0sIsaJFyai5RhisBlwHKzC4FZGXwfqeWjEc55msGUV7bfGS2n5cjf+bopeMQ/vW4neT1OqPBvPf5igWg5nlr/Vl6dBqzV91AViJGNyc+8FeBngRMhCnmUyzNsJ0TKgsDGZOU5TMjTQCg6Vwit6mkME8kqMPMyCHRD9UuU9tfE1dXlSnLzp/n3LNMpjfboIiMri0xzwkY/DC9R1Uutrcvy7tuhatbM9FVxxUoToYzC/UvBniXQta2SNJ1ADlYrDSLi/xK/6MJAaDpXCK3qb1jLUvvQBTt45hBuSQkMHrZ9Th/1H7P1K0118+OJsDa9am0sm4ebS0zZfPpcatg1d9D/juE1jLH47qXw62diPut5L6quKP5DzMBdRi27rms2aXtQPDzWDFEtesCwY3MdaIP3UxeEbd+5p64HVFu22/Dj3UDB4O1XQ/WMchczO41lu5UVTluWhzjw5U85zMe1ZnhTfPFaZYlJPCXL/RUbwsbQvdSCMwWAqn7H1IM8yAHPL/zYZp9dZ/qZMXFL3svwpNr+BvNjROMJYX/OEFfxiBwVI4Ze9DmmEG5BDNfM9heEbRjDp7SV26rjb8k+XxK6yDmy8Yywv+8II/jMBgKZyy9yHNMANySHIz+PEjavSXAgC/CgY3UTCWF/zhBX8Y1c7g8uNGdzRQGdIeUzKrDPRewXDKDsgEEf7nX7wY3mP540i2RfPtYAArTPXaBGN5wR9e8IdRPAZfOPLkCvJ2/341X83CJoOZMlammlQWvlcwnLIDMkG0faq0vf+NFYzlBX94wR9GsRh8aifRzrmbvaWb598doc1Hzg/CxbB1sNkUGFx9mLkTspLa3v/GCsbygj+84A+jSAy+cOTJu9w9tZNGDl0YgIveMiaYeVR7Gw+AU3ZAJoi2T5W297+xgrG84A8v+MMoBYO992gjroO97xUMp+yATBBtnypt739jBWN5wR9e8IdRPdeiQ9fBLl5a18FmlVrXwQgEAoFARI/Iz2Q9+e6pQ5sHZnDAOpgpVgeDqzfS/Hiv5aerbe9/YwVjecEfXvCHUTwG341TO7VHo71clEDUZHP6dXB2QCaItk+Vtve/sYKxvOAPL/jDKBaD794DPv/uCP30lJCLBVC993Fd6AWDI0bbp0rb+99YwVhe8IcX/GEUbx08t3uFnNoXk3oDPicl2c+vg+XvNSicsgMyQQRPFaLnB4kpoimiju1Qh2hrlWwOrgsxgrG84A8v+MOojmvRq8K7DuZlbaFUXfheFeGUHZAJImyqED1LtE1G3wmiiQ0btm/cuGPdukmiMRuJtxGNB2dzWEWIF4zlBX94wR9GtTN4OGKN+BPKYOuK1oyxJ574xYkTny4sfH3x4j9On/5sfPwY0VaiKXM1HJzNYRUhXjCWF/zhBX8YgcFSOGXvQ5phBuSQEMBbthxeXr5Vqvv22x8RTZjlg7M5rCLEC8bygj+84A8jMFgKp1rb994Ir+Mmt3WYATnEoneSaJzoJ5s27fnqq0Vr9aeeOkg0PtwMpgH/Kvig5etWY41tiOAPL/jDCAyWwilug5Ib4UVJa/WahhmQQw76dogmHn745c2bDz766Ov79x93VX///T+vTQZ7cyB9P12KYqx5i4GoU+zUj/b361HxfSu24FWFhxlF//v8S3kZb62AFiRKPDGLnutDkAwny6QDg6Vwqqllcjx35trpPVRxmAE55ADwcwcO/G5p6Qel1O3bt82r0IU+/vivRD8u3RUOzuawinWrsfNfqIgMZshq5bH5ckXzx4p2puf1A1/MjnaIjs3fqau/XVy6F4rkjweHPKpdZfQC8rO9MKK7lJ7BhRulf0tlhG7UKjBYCqeaWi4YrEs/ZD3abAaPE23Ztes3wurd7jdjY0fXr+/oz3YFdEM1ksHMp4Bq0gcBr+rGmnxl+Ocn5cLcKHVGZ79QSi3MvkH0xuxC/8C56ZUqKwwuWtM39LeoOK6+6mOwi6beupI95k4mIavkZMqJac446+yTuJFGYLAUTnU0a+LWutM82mAGTz799OFDh/7Y7V4bqJFduz4gGhtuBivHR551O2Ef/UrA4NK1aNchi+aP3VkKFwBexeCiEbPZ5jPYesj1kmenNRUlZOL7JlH6iWk6EOBGGoHBUjhFb7OfEKWNnoPBunrNZfDk/ffvvHz524BGZmc/GT4GW5lqbnvP2bOrorHW+77F2lQvppcXXjHW1sHnpkfnFlZfi7b2IbpCJ45HeklX+dJ+5aCLucEw2PoWAQMslOt+cGmPdRpmn3dgsBROcRu00rfnWxD3mr4O7qxb98Lx43+5efNWr3fDjMXFG4uL5Z03bvzw+edfP/bYz4ieGyYGu7irbB+LfPnsirsOdiE2hJH9u8LT57RdrWGwLp4BJSRbS5byx1vA2o6LVS1iMHNC451uYHBzo+5r0T0bXFvI4OeJpu6554VNm/ZZ48EH9zz00J7Szkcembnvvhd1AA8Bg/lPTH3Ou7br7+MASnM/2PXYlJOdC3Oj1KHRuYVVe4eKwSWEWNGiZNRcIwxWA66DlduNNAKDpXCqo9kSSl0vS7POLBlxmAE5ZP3NZ1s8s337r8bHjxI9Yxwq/1RWcDaHVaxbzPqG+bc5Snk/WL9GbV6v1nRu2gJgJWdwc+4HexngRchAnGYyzdoI0zGhsjCYOU1RMjfSCAyWwqmOZkm2DuYrxh1mQA7JfidrauPGFy9f/vb06c+IJr0/bxmczWEV6xb/2cpvN0HRGcyAVsbgPmiLx6HNQ2UGq9XQjbssroPB/ELNmyHetaCVPZJEDVAuBivt8hK/4s9IYjBYCqc6mqXVd4WLnfxit1Q+7jADckjG4Mn16zuHD/9p//7fEm31lg/O5rCK9al0Mm4eLW3z5XMp+v1gfX8Ig7UvBxtfEXYyuHi76Nelq/gjOQ9zAbXYtq75rNll7cBwM1gZwxe6kUZgsBRO2fuQZpgBOSQAcOfee7c/8MBOomdL932HnsHDoTrWwS7ouqJiB2pVleeizT06UM1zMu9ZHb+AdtVyFYtyUpjrNzqKl6VtoRtpBAZL4ZS9D2mGGZBDAqaOv/XWH06e/JRoq/cqNBjcQMFYXvCHF/xhBAZL4ZS9D2mGGZBDPqx2iKbOnv37pUvfbNiw3faXCi1VgrM5rCLEC8bygj+84A8jMFgKp+x9SDPMgBwiGiPaxt8MfvzxN0dH35EBeBvRRHA2h1WEeMFYXvCHF/xhBAZL4ZS9D2mGGZZGRFO+1fCE+ceRHDFVJZuD60KMYCwv+MML/jACg6Vwyt6HNMPMnZCV1Pb+N1Ywlhf84QV/GIHBUjhl70OaYeZOyEpqe/8bKxjLC/7wgj+MwGApnLL3Ic0wcydkJbW9/40VjOUFf3jBH0ZgsBRO2fuQZpi5E7KS2t7/xgrG8oI/vOAPIzBYCqfsfUgzzNwJWUlt739jBWN5wR9e8IfRXQYjEAgEAoFIHFeuLdGVa0sIBAKBQCDSx/8DjbmdGCs+6e8AAAAASUVORK5CYII=
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