2013年高考 威海市地区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,威海市地区天气情况。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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Up5XwMdqZpkkwFyDitzRpCvGAsL/jDC/4wAoy1KeV8DHamaZJM6TQyMjI0NDQ4ODg4OLhr166kw8bGxkZGRozT2qwhxAvG8oI/vOAPI8BYm1LOx2BnmibJlEKDg4Ojo6MvvvjigQMHJicn9+zZs2vXrqGhoSQeG6e1WUOIF4zlBX94wR9GgLE2pQrtn4iStiepoGmaJFMKEu/fv//cuXNhkytXrnzwwQcvvPBCC9JxGae1WUMLkv/tIr+2tvgsn431QfCHF/xhBBhrU6q4zlOStSAAR6ZpkkzdSPzqq69euXIl3vCTTz7Zu3evsj42TmuzhhYUEjeEcXyXt8rX2Jk+xXzljTN9FImMp8vYQ1c5TDyt5HGVaT5fmCLBFmteAcbalMq9T92qt4wwHh4efu655y5dupTU9uzZs6OjoyMjI4Cxz8pobByuStbGf1D+uqCpWtj8/JRi19nxZuTUypFkmVcom4nHfG7IqyxdD7Apuxdmsx5QrZGwo632IcrFKmteAcbalMq9T13olhHGzzzzzFtvvcU3f+mll+KL1UZZXQIYJ31WOh1ad1k2tjsyZ+pnr+J2bjyY6QsuzoT7mhcfpRDGQqqMI+AvKYwjSkoe5XZXmWbTnxZxlTBu1BTbI55EbpotCDDWplTufXaFbtdb4CKmaZJMLIzfe+89vvkbb7yxc+fOHoRxZJfPystYhrJJP8d/jWqqJhfHc+PBzKPBWQnG8qn5LcaynHhpql5lvlUfxs16ENRq6sq4WQ+CerNjU/x6tG8UYKxNqdz7rHZlPDIyMjg4ODIy8v777/PNp6enh4aGIivVRlldAhiLnlymDsVTNl62pqlfOyrjmfrZvuDiVD0NjHOUfRgLVQopk0reVXUYt3CbtEzdqEl3La0DmJsYVMaehvNnxq2NRfM4LxgPDw+PjY0dOnTo4sWLly9f7trDkSNHIq9xGQxDlA3GyoLGT2U3VuuZsYZaT453NIQQCwvUOxryInZkABlnkSQnMBapl1uUB9iUHX+uVr4JMG7WAwor43aVHPHEvleAsTalcu9TqwIuEYxHRkaGh4e7rk7Lunz58p49e2QeGwxDeA9jGb29VhkzIIzAmKF1rGX9bB/NPFqfE0LIJXJvwDh+P9fTMG7jtQ3jdi0cg3Pr+XHcGcDY93ALY3lLoTzOBcZPP/30+Pi4bicHDhyQX+MyGIbwHsZJv/YOjJmCWPlrZFenGuclEofvbXXEQsUsROWeGaf/WeZ0hWHc+aY0EVH0+XCnQhjLS1NOvAKMtSmVe58pYcyzOfdpmiRT5wL13r17p6endTt5+eWXewfGDJj9VI4wjmyJ70oH4xZ65Zeo5ZMpKmOheps6w4Q65G1l7AmSvfhqU6Mm8blZDzoOYRb8ixZgrE2p3PukZMkHMG2LmKZJMl3Vrl279uzZMz8/r9vD+fPnd+/ePTw83AswjpO4p2CcT2UsfclY8VXjBBhHBpBxRrJ8q4wZ6DrJNy9g3FE9tx8Yx29lUBl7HT3iT0YYDw0N7d27V/nHthh99NFH4+PjlX+Bq9Qq6JmxzEXmgXGhj3tzkXMYK5db0zS3I/8vTNnGyMaiBRhrU8r5GOxM0ySZOpep9+3b9/rrr/9fCr322muvvPLK7t27IyQeGwOM/RKM5QV/eMEfRoCxNqWcj8HONE2SqVNDQ0PPpNbg4KC8Oo3K2E/BWF7whxf8YQQYa1PK+RjsTNMkmQqQcVqbNYR4wVhe8IcX/GFkD8b8O0opj5HfaYo30TqXMaWck9JCGF8zeTF4bGzMmMQC13xhgrG84A8v+MOoABifGLtjgX3bft8J2vjBcRgzxyjhGsdzynMZU8o5KS1E2a+Zso/fW8FYXvCHF/xhlDuMJ7cSbZ2Yn/14/vhwH60ZO64DSLPKON4VYJx9mq4zM5PKPn5vBWN5wR9e8IdR3jA+MXZHG8CTW6lv6IQGILseEyc0z+yunRtQyjkpLUTZr5myj99bwVhe8IcX/GFkFcZdn+PmWBl3PZcxpZyT0kKU/Zop+/i9FYzlBX94wR9GBS9Tm1bGSeBUVsbxJoVWxggEAoFA5B5FvcB1x/Dk0BptGBtUxsxhRcA4eyf+x2jJb2DLPn5vBWN5wR9e8IdRATBux+RW6YXqroBMQ9M4pO1Xxs5JaSHKfs2UffzeCsbygj+84A+j3GHcfk58fLiP/mcyJSBDsnZ91pvEYMA4xyj7NVP28XsrGMsL/vCCP4wKqIwnti0gVPpe06zmS1VptvOVcfpz6VLKOSkthPE1Q7Q+p+gnWpclrY3bQoxgLC/4wwv+MCp0mbojulbGvJQ9RJqnPFdGSjknpYUwu2aIfpJA1gGizUSbiTbq8HgD0f3GaW3WEOIFY3nBH17wh5E9GFcjesQfUxirmbrqph/u/Om3HrvntpU3/ohokw6S+43T2qwhxAvG8oI/vOAPI8BYm1LOx2BnmgbJlFwWr3/s3tvE32j+0KLnf7Hiq1+6j+iRlDw2TmuzhhAvGMsL/vCCP4wAY21KFdp/14flRTwIV07TIJmSmTpAtGXnz24WJ0m8R9PjNyxfdl/K+tg4rc0aFi3S+V/KtQ62I2+N9UTwhxf8YQQYa1Mq3w7TPCwPj1Q2L2iaBsnEYnXj12+859Kbi8WfSJykV4aWE21oFc29A+P4Py6zK36MD8rF2PjTB6L+cKO8t7VdjoznzdhDVzlMvFLc5/l5YYZS2mLNK8BYm1IF9Zz0klrSxq67Mk7TIJm6kXXjm79ZJt4lcZjEcbpzdUC0qXdgHKevw8EYK0cYM4hVgjn+q6Qz9aCf6NmGEEKIZv2pCMKD+pnI6fLFfCibidf1Pr7rYdaGGsruhdmsB1RrJOxoq31IyxNXXgHG2pQqqOcQxrLkXcq9pYLxpj8MLRfHSRwicYKGHl9F1E+0lmgt0YNE/VWFceSTUZSWxCIPY+OgZUCYDplHawt7F2AsqQPSERJHTmE+JUkeVsbK7a4y0KY/LeIqYdyoKbZHPIlcsxYEGGtTqohu49xVbozvLQ+MBz5/7cOnfrdEHCNxiMQxmhz92s23/Pruu0fuumvXypVPED1I9GAlYRwq6S6bqV1cVTBJsgDjyDJ10q6rCkmsgHGrRI587MbRW14Yp8mZyP2f29tBe/4060FQq6kr42Y9COrNjk1x9No3CjDWplTufcplrozYalXGm7/33e+LoyQOk5giceruudnp+csLDefm5vfvP7ZixeNE91cPxvLnY9dr2yv0xpXRWOWz4bBalQ+Tj2cr46O1YKLZWQG3d1E/BRPN5DHkLvswFp05k7QlsqvqMG7hNmmZulGTPkVbBzA3Mda8Aoy1KZVvh0oMz3YrkWdLVhk/8rnP9r/9/FLxLom3STTVf1rr9OkPV616IlIfG6e1WcNClabqrTaMBQvaNAvXCVLAWFkWiyrCWMQQq4Rx0gE2Zcefq5VvAoyb9YDCyrhdJUc8se8VYKxNqSK65SlbOhgv/nQ/0SaiTa0/vHXTl3/8x7GviOMkDpJ45wbx338k9bB79xtEaysJ4zTcTfoM9Ud2nhknvWOV8gWuhC3tzisG4/jtXU/DuI3XNozbtXAMzq3nx3FnAGPfwwKMmV8jV138yBynaZBM4VvTq79958j2b9wT3L7uB6t/++TKf732mQUSv0Xiz7cIcSWph8OH3yd6gOihKsE4/hGZsib2kMc2nxnLy9fxpexOxdF7tEb9VDuqHECVnhmn/1lOwgrDuPNNaSKi6PPhToUwlq9KJ14BxtqUKqLblJUx3zDfaRokU/iu1qcWrX/+qRVihsQpEn8lcYTEFIkjy8QHNXFhHwNjIcTOnQcWLx4IX642TmuzhkVLieFwu1L2B8kodxgzxM0E4+ZEQP1B/UzSGCKr5RknFcrbytgTJHvx1aZGTeJzsx50HKK0y44AY21KFdEtdT45Djfy5W/k+HynaZBM8rvTixZtrN33nX9OXCumSfyFxLtfFJcUZYpS9967O1ysNhiG8AnGGclabRhHXtrKE8aNZ5UPjCOny33J2rfKmIGuk1s9L2DcUT23HxjHb2VQGXsdPeJPHi9wDRBt/sKSB+5affvP131zauJX6fvZvv3F8D+AMhiG8AnGFVMRlXESfZMi4wAKlXMYK5db0zS3I/8vTNnGyMaiBRhrU8r5GOxM0yCZVO9RP7x06fbX3zz370tpO5mbu3zrrb8kegAw9lAwlhf84QV/GAHG2pRyPgY70zRIJtVf0Xpo6dJtBw/+/fz52ZmZC0ycPn3h9OkPG40Ta9bskL7dhP9C0S/BWF7whxf8YQQYa1PK+RjsTNMgmYjWEm2IF8fXXDOwZMnW66/fwsd1121ZtOgh6e9+DBDdb5zWZg0hXjCWF/zhBX8YAcbalHI+BjvTNMsnonWq+rif6OF0Ibc1fzqIa74gwVhe8IcX/GEEGGtTyvkY7EzTdWZmUtnH761gLC/4wwv+MAKMtSnlfAx2puk6MzOp7OP3VjCWF/zhBX8YAcbalHI+BjvTdJ2ZmVT28XsrGMsL/vCCP4wAY21KOR+DnWm6zsxMKvv4vRWM5QV/eMEfRoCxNqWcj8HONF1nZiaVffzeCsbygj+84A8jBYwRCAQCgUBYjg4YIxAIBAKBcBX/D0JV+n5AlSrNAAAAAElFTkSuQmCC
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