2013年高考 合肥市地区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,合肥市地区天气情况。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,iVBORw0KGgoAAAANSUhEUgAAAoYAAAA9CAIAAAC/ej+xAAAO+0lEQVR4nO2dX4hdxR3Hf+vSGoINFiyNRDZ96bMvPmqhpdncp1IQ8lCb3ZjsamgiSTdn3ewmtKmN/60BITXaS5aiPrQWiS2JpFpuGyQVS1ERggrhGuEaE22i2cWsbpJfH+6fnTsz53fO/Z0zM+fc/X35sdzzZ+bOfPmd+zkzc+5e+PTiZQkJCQkJCYngAcFbICEhISEhIfGpIFlCQkJCQqIgoSP5mSMfSEhISEhISHgOO5LnL1+RiItl4s8zRz7AMqvs7S+sxFha4g8t8YeQIJnJquBt8NPN0PmZSWVvf2ElxtISf2iJP4QEyUxWBW+Dn26Gzs9MKnv7Cysxlpb4Q0v8ISRIZrIqeBv8dJOXVTDTS+xG2I0wHXtCluTmFxbFS4ylJf7QEn8ICZKZrAreBj/dZKRUDzCeRJjEFb/GlftwYAphVyyY2cnNLCkiJcbSEn9oiT+EBMlMVgVvg59uMlIKphdgTwoe78I7nsGj72P9Ap65iCfP4OhfEKYMKu9BmFlkJzevoIiWGEtL/KEl/hASJDNZFbwNfrrJSKmUPN7wAi5e1cs++TrCpHHyHn5yM0uKSImxtMQfWuIPIUEyk1VO6weAuP1xctRNRkpRJJ5CiBB+iUMP4/l5e/H1hxGiPp+4BgCn57tWYY0tiMQfWuIPIUEyk1XuKk/JV0cY1rrJSCk7jKcRJnHNI7juMN76FO59Nbb4c28tUyQT91tN+W9nnPI1tjFs6Zq6szEMWmR8u4w1JMpb4qXJip4yx0+aFfbCbCru8vTz7oJkJqtyr7PXEXCZkDyNcD/u+wdeXkREvHbNMmXd0YnTCDv1FWV2cjNLOlCvrC0UgzVlNNZErJW45gvrZktvRp3iF940d1YuNfS3trYkS786cpd4ae7bUt7b9ZqQOcrThVmL2h2KatR59Wql6wzCRqftbUqQzGRV7nVCj+iN259vNxkppfM4QtiOE0fTFm9cwpEXcXC6i8o8FQ3JaV6H+pTsSZ6NTQZno3puGM69VEfExZcqbQDXLgxD40ANEb88AI3h6EulNuweLpcFyapSZkXcadb93qjj/D0UzurINU9UoK05oN7BOGilRYJkJqtyrzMRvYk3vy66yUgpbfH4zhfw4BvYuNRbJRPHEHYtUyRbX3tpY1rlZSzB2rjX5qauN6PWQNnO6a63NhuTpTsdeUi8zkgu7mjivZ1WA11hvvJ9YRJMrlcrlShqHzavOJ+2NCVIZrIq9zr7cJS8G298AM/OcfKy+p9limTib3GUI5LTbPY0vZw4SlbrzKUXplwnXuK9mpk2cXswRKZ5vjDjiVyvVirV+tJx4sZFRsmFjuBryc2drqmcFcnTOLAHj5zCK1dx/qulmPuqa1OLhUX88CLedhDh/n5DcsqBC/26CMpubE9ryT2ouXh8oNberl1o1dnFYywzkntKJOtQmHjdb0huzkpDpVq3H6xU6xqyNQc8O4OCZDarcq+zp9FwOZA8g7Abr9+DQ4+1Yu1juOYRXP0w3vJo187vPIjffQjXNjcfx1X7unjcH0hWRQxu1I8A/x8HKZULkhMPxT2BFVu2UT03DI37qovKZvqJ6xzl+YlrMz3UsZ0K7GWH5JZqEVSq9e7nvdpAVpFs+iBILkeERbK6xymV83m8axphqh0R3vIgzv4Xv/UrhMn2zgn8yR/xR88iTLT37F6OX4LC7k9Y829xlBeSicGxdVM71K3aBZXHLQy3n77uLDArDeinteS4sV2a1/4zzf+FWYv0qevW+FlRpVrX5huCXIOCZCarcq8zJZJpQufeTUZKUf8qZAK3/xURcf1s+8vH0zgwg++dxzc+on58gp3czJKORSOZfl0E5YhkbY95KB2S65fuA20cTI+S0fbEdcZOdRRkLdl8nWaUHAQ/Pi7M1sDYsmHIstZM3/E4lSCZyarc64R4qScQZV10k5FSNJJ/+Ad85QP8/u8Qploz24MzeOx9fP5tQTL1qeqpZelUuFGy8qXkrq8mW7+s3N2MfL/+1JTr7yWrm9pRc3/iyJh+Cxfyc2Eq42CCx6hNXJu3LzJKLkEsE39yRvI0Dj2Cg83/qdmemv7GDH5zBq+bxuum8/99xsIiuexytJas0pFYSHa6DJyLvH0vmX1vRwOmP5CcRapp2k7XEiQzWRW8DX66yUgp+89OTOH3Hsdz8/iDZ5Uflojwl0fx928gRBSP5WcniiYxlpb4Q0v8ISRIZrIqeBv8dJORUjD9lYXKu/CnzyMi/uJlhImlx75O1HFuAb/9W8sjXTJKLqzEWFriDy3xh5Agmcmq4G3w001GSsXNWq/6DW58EVc/pNB3Cjf+GXcebRPaNj4WJBdQYiwt8YeW+EPIN5LpJ5hSnqM+8WQWoSuBPB6DEiTTiqMy7DJGw1HXf+kyilxj8xjlyncmMZaW+ENL/CHkBMmnnh7WKLjjuE5TNUwkE+dYEWtCmq4tO6uC89JDlP3KKXv7Cysxlpb4Q0v8IeR+lHx8F6x79hQJyFxGyXH1C5KzdDN0fmZS2dtfWImxtMQfWuIPIddIfm0HDB98PwGQPY2S55OmqenK82JVcF56iLJfOWVvf2ElxtISf2iJP4TcIvnU08Ow8zV1T5r13VxGyWneKAurgvPSQ5T9yil7+wsrMZaW+ENL/CHkFMn6EHm+x1FyHEGto+S4IlaWZ2eVhISEhIRE7uEMyd2ryD0hmTFKTjNxLaPkXrsZ+pYxk8re/sJKjKUl/tASfwg5RPIrO+HHT5/WdiYiOZGgVlTHjZLpzSysCs5LD1H2K6fs7S+sxFha4g8t8YeQOySfPrhOn7WOg6IG1DTLwHEkFiTnGGW/csre/sJKjKUl/tASfwi5Q7JlIXm+x6eu0uyXUbK7YF85APf0EmMAYwDjtkPjAJuzJDe7rIiQGEtL/KEl/hByuZZsi8RRMi1rDVrxlPVkZFVwXnoI3pUDsBFgazoYbwLYtGLFtpUr7xsY2AIwYgPzVoBRdnLzCopoibG0xB9a4g8h30juj1gm/nCRbB3vmjFyxx2PHj36br3+2Zkz/zt58vTo6CzAZoAxc6zMTm5eQREtMZaW+ENL/CEkSGayKngb/HSTkVIpebxhw6HFxata2SeffBVgk3k+O7l5BUW0xFha4g8t8YeQIJnJKqf1Jy6i5z4VH9dNRkqRJN4CMArw86GhyfPn56zF168/ADDa30iGHn8LvdfzXauwxhZE4g8t8YeQIJnJqnwrTL/4TS/G595NRkrFwHgcYNOaNfevW3fg1lsf2Lv3SFzx55779/JEcmIO+G9nnHIx1lyPABjv7FSPNverkfF9M9aQqICJ11OehEqqwl6YTcVdnn7eXZDMZJWjmiHmEba4nYmHMnaTkVIxPL57376/Xb78NSJeu3bNnLLu6MSJ9wB+pq0os5ObV9C10lzehWKwphyRTIDWimdzs6XabKeeqNbaV6/ub+/cX62j+Xb5wr4jn4mX8k6uULd6nvypRe0udjLCqnq10nVG05NQXgmSmaxyVDPYnhhXD1mPFhvJowAbJib+lLJ4o/H5yMjhwcFx9TExRjOwkEjuXO1og26hPjcJZTfWxC2Bw2Rw1o9XYLxS/QRbGN5frbd2QvQO4ifVyjjAbE2pDY1BeUmRrIrIE+uhUHnlwx+FszpyzRMVaGueqPc0DlppkSCZySoX1Zr0te40jxYYyVvuvPPQwYP/bDQu9lTJxMSLACP9jWS0Xf/QPayxnhZcHpCsTVzHHbKoNqsOlBGxheTK8Xp3JWa1pUZy3H2e9Sh9smv59odgcr1aqURR+7B5xfk3SpDMZFXudapDXhW0ZR4lb7nxxh1nz37BqKRafb3/kGxFrPk67m9xlNFY65pxZ+Sqnqaen3J6eWmU3NI7Eeg8xlwBbMp/4iXevVkZs0yQHE/kerVSqdaXjpuTUh2jZJRc6HDxeNe8AeP5pOHyfNFHyeMDA/ceOfL2lStX5+cXzJibW5ib03cuLHz94Yef3XbbgwB39xOS4zCMqVFdHOU7So4jLgeZzRXl6B19d7Q0ca2+L6fpKeQ58eKXOxLSqf+R3JyVhopyi9Z1sFKta8hOc206lSCZySoX1dKsLSGS7wEYu/76e4eGdltj9erJm2+e1HauXTu9atV2lcd9gOS461zb1Carg390xsnPWnLcE1ixKG0uHhsDYkTLbHY/IVlV3PB3mSK5pVoElWq9+3mvNpBVJJvOCJLLER6QTGyWZ+J66f9U2+KubdueHx09DHCXcUj/B17s5OYVdC16drHvJ66xl7VkdULbnNxWZJ+gbikFkvtsLZke7S2riWtErEX61HVr/KyoUq1rswtBvBIkM1nlotqUo2S6YL7dZKRUuv/eNbZy5fazZ784efI0wJbE/8HJTm5eQdeikUy/LoJyRzLB3XRIbj5Tvb9rfrI2C+3HsM2JazSWtHMcNBdkLdl8XRAw+/CnNTC2bBiyrDXT9zdOJUhmsspFtdC9otzZSQ+FtfPz7SYjpdIhecvg4PihQ//au/dlgM2J57OTm1fQnbTbcPOo9po+P5RyX0tW93OQrHwpWf1qsvK9ZJ3H6tvlPont/3vJ6qZ2FEn0BskuP/4o42CCx6hNXHcMsd6+eJAgmcmq4G3w001GSqXg8fgNN2y76aYdABu1NeO+R3J/yMUoOY7BcZGxAU4V8HvJcdylSzlrkV3FvzDVG2Jtp2sJkpmsCt4GP91kpFQKxI4+8cTfjx17F2Bz4pS1ILmAEmNpiT+0xB9CgmQmq4K3wU83GSmVRNlxgLG33vro448/X7Fim+2nGC1F2MnNKyiiJcbSEn9oiT+EBMlMVgVvg59uMlIKYARgK72QfPvtj1UqT6Xj8VaATezk5hUU0RJjaYk/tMQfQoJkJquCt8FPN3lZBTCWNFbeZP7cU0yMZUludlkRITGWlvhDS/whJEhmsip4G/x0M3R+ZlLZ219YibG0xB9a4g8hQTKTVcHb4KebofMzk8re/sJKjKUl/tASfwgJkpmsCt4GP90MnZ+ZVPb2F1ZiLC3xh5b4Q0iQzGRV8Db46Wbo/Myksre/sBJjaYk/tMQfQoJkJquCt8FPN0PnZyaVvf2FlRhLS/yhJf4QikWyhISEhISEhOf49OLl/wMqpovlLKgSLwAAAABJRU5ErkJggg==
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