2013年高考 铜陵市地区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,铜陵市地区天气情况。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,iVBORw0KGgoAAAANSUhEUgAAAoUAAAA+CAIAAADS2fYcAAAPbElEQVR4nO2dbYxU1RnHn2VVqKlEmxiw0MV+sEnbD36on5pooinLfDImJjRp3BdhdyUWCuzefRl2rUTxlRb6Ir40UzBFa4itoTVAqDZriC/U1lhrQ9SGjrQZFWvBshNZXODph5kdzp57zjN3zr33nHNnnn+eTO7bOXPOP8+d3z333JmB/5w8zcHBwcHBweE2wHkLODg4ODg4OC7w+Im973FwcHBwcHBYDgWPy6fPcuiiRfx5Yu97mGVlvf3eio2lxf7QYn8IMY9NQOW8DXa66To5Yynr7fdWbCwt9ocW+0OIeWwCKudtsNNN18kZS1lvv7diY2mxP7TYH0LMYxNQOW+DnW6apRRsaiTGEMYQ8toD4mS2eWGWXmwsLfaHFvtDiHlsAirnbbDTTYN8aoDEwwjDuOBuvHQzto0iDGmpbJzZhiVZpNhYWuwPLfaHEPPYBFTO22Cnmwb5BPlpGI8A4yG8/gnc9y4WT+Cxk/jqMez5DcJoCMnjCJtmjDPbrCCLFhtLi/2hxf4QYh6bgMp5G+x00yCfIsJ45dM4c04uu+1lhOHQwePmmW1YkkWKjaXF/tBifwgxj01AlWr9AKDbrlNK3TTIJwrDowgBwkbseAA/LquLr9iJEDT5/WoASPX4tOWtsZ6I/aHF/hBiHpuAKr3KI8I1JQZL3TTIJzWJ8wjDuORBXL4Tr/0ZTrygLb77zRblMXGxVZH9duqUrLGlTkXXxI2lTpAi5tvFrKGurCVelKxoKHPspJm3J2ZFutPTzrszj01AlXidjY59s8TjPMIIbv4jnp5BRDx/XnGnuqZDRxE2yLPIxpltWDJliee27jz3CsCSYhob5qsSt+EF5WpFM8/lZovnTpXEPcVT66DUGXwWemtlS+L0q6b0Ei/KRVvECzuHV36WTszJYLZDwSR1XLGQm3MEYWOq7a2IeWwCqsTrbJS7meFxgLAWB/dFLV46hd3PYnt+DpLN5A+P/f+IbEiWja1PzVLheCeUtk9K9EWcPFEtUtuCEoylt0ikwXb8iZgVusOU260hJ/X3ECAr8zZ8oEBsyQHx3EyhlQoxj01AlXiddblb9zM9jW4a5JM0YXzr07jjMJZONVbJ4H6EoebhsSTiI1JiM328KyVlLAFa3XJ4da6Kp9ZBaV1hBlGA8Rwei29NbzGWhcSD2TGcbm/dCzupBrrCZGX7xCSAXCzkckEwuzt8xtm0pSLmsQmoEq+zLo8jbk+2mwb5JP7Qx+X34IdTJklZ+HOL8ph49UcJ8jjKauS7ypMnOmswRsTJE+sKM/KI+ULl6c0ip514dS/Uwmmj24IuMs3yianHcbGQyxWKF/YTVy08PvY3nM8fVzamjeS4PM5j2zjuPYJnz2H5DJbP4NQZnDpTXS6Hliur0zP4/km8bgfCSHPymPjgU35c6g52qPjGNjR/3JA+2y7Rt9l4HH3si6Fkq5tgzcbjys1oyBWK6p25QlHiteSAZWeQeWwGqsTrbGgcnA0eb0LI4/xx7Hi4Glc9gFc9UF1e+hAuuh+//CAum9216H7seBiXbcWFd8+BcUvxWDz/7X8WRFQiPK67S/fIVR2Ovh6UOuHE67X1ZuOxKF0uiaM6kdYtx+OqJgPIFYpzH/CapbHI47APzOMMhFsei1tSRXIyz3PlEUYRRhE24u3P4trfI2xEGMGL8vjIa/iNHyMMIQzizb/CYD/CIMIowljTft+JHvWKH5rhV3+UFI+JYbFyVdqllimPMz1/rBvVRVm2n2n2T8zJQL5jXR05C8oVitKdBifnIPPYBFSJ1xmRxzSeE++mQT5pv3+cxzc/wH99ipfchTCE334cEXHiBYRBhGE8+A8sn8Ev3Ysw2rS/X60DsHKVJrdbJchjaUt4VyQevx6UOuH4c0WMfL8aVc9Xx+xUTU7mj8PLUcbHTthj48SsDokVKyEp5pfpy51UxTw2AVXidYJe4gFE2TS6aZBPah6PIQzjfS/h9leqX4K6+mE88C7mnkQIEALcuA+ffAMX/FD9lxLGmW1YMmmJF93ELuIj1UIjo8vD8bHw/WMJvVoeSw2I2SNRaX//WFyV9oa31x0T02+RhuycmMIImIAxSverw9cuPD72PVrEnwR/D+SLd+NV91WHwjCGi7bgF8YRhhBGcP4EXnkvwhBCwP/vlA2lNH8s/VIHhoCdEj4Tl7XvHxMXedKydGFH06U5eBxHomnSxrTFPDYBlfM22OmmQT4p/k9iCMf/gH/6N7ZtQhjFiybwzQ/wB89XR8arfotvlPDiCf1fIPP/SXgmNpYW+0OL/SHEPDYBlfM22OmmQT5B/oyM5AB/dwQR8SsPIQzhV7ciIu75G0KAMIS//Asi4te3y89U8/jYW7GxtNgfWuwPIeaxCaict8FONw3ySQHUUfzWI3jL7uq96/YJ/O4z+M2fVJ+7/to2XPkMXqQcH48zj30UG0uL/aHF/hCyymP6kaWIx4iPOIWL0JVAEs89MY9pKZA8Muf3tiozxzVaz9k1Z+L5vDGMkU/71MTG0mJ/aLE/hJLn8ZHHOiUErj8oo1SMMI+JY5R8DROari0+qJzD0kJk/bTJevu9FRtLi/2hxf4QSnl8fHAIlv/iCEnHRMbHuvqZx3G66To5Yynr7fdWbCwt9ocW+0MoVR6/uB46d7xbh44NjY/L9e5O05UnBSrnsLQQWT9tst5+b8XG0mJ/aLE/hFLk8ZHHOmHDi+KWKHO6iYyPo7xRHFA5h6WFyPppk/X2eys2lhb7Q4v9IZQej+XBcbnB8bEOn8rxsa6IEuTxQcXBwcHBwZF4pMPjuTPHDfHYYHwc5X41j48b7abri8VYynr7vRUbS4v9ocX+EEqLxwc2wHceOyptrMvjuvhUclo3PqZX44DKOSwtRNZPm6y331uxsbTYH1rsD6GUeHx0x3L5ZrWOiBJNo0z96jDMPE4wsn7aZL393oqNpcX+0GJ/CKXEY8XkcbnBx6yibOfxcXphfNoADAD0AwxEiz6APs3x/QCr4mS2cVkWITaWFvtDi/0hlNr8sSrqjo9pKWuQikesJyaonMPSQpidNgBdAGuikbgXoHfBgu9feum6trbVAN0qKq8B6DHObLOCLFpsLC32hxb7Q8gqj5sjWsQfUx5HHBl3X3/9Q/v2vV0sfnLs2H9fffVoT88ugFUAfeFRsnFmmxVk0WJjabE/tNgfQsxjE1A5b4OdbhrkU0QYr1z5+MzMOanstm0vAPSGjzfObLOCLFpsLC32hxb7Q4h5bAKqVOuvO3Ge+B14XTcN8onE8GqAHoDbOjqGP/54Sll8xYrtAD3NzWNo8I/NGz0+bXlrrCdif2ixP4SYxyagSrbC6BPe9AR84t00yCcNifsBepcsGVm+fPu1194zMbFXV3z37tdak8d1c8B+O3VKxNjwNARAf22juLeyXYyY7xuzhrpymHgN5YmrpLLsT62bYn+j9N2JP8xjE1ClVDNonlnTbay7K2Y3DfJJA+PbN29+/vTpzxHx/Pnz4TvVNR069A7A96RZZOPMNiuYhhoFrVcAlpQgjwnKKtkcXq1qcletnmCyuq1Y2DK7cUuhiOG3S5b0NdlMvIiXcV5d59nncaWb4VfpGB/8YR6bgCqlmkH1fLi4S7kXvOZxD8DKwcE9EYuXSp92d+9sb+8XnwszaAb6x+Moy558KNCKb2yYtQQL61OzeDAH/bnCR1hl8JZCsboRgrcQPyrk+gF2TQq1iQviW8TsV0WuEo/IE+UuV3ll+XqFeJUOU5a1LOaxCajSqDaMXuXG8F6Pebz61lsf37HjpVLpZEOVDA4+C9DdmjxWLltpY1RZ4LF0v1q3S6HJXeIQGRGrPM4dLM6tJFxtpnmsxIxuL31w2rLvT/jqVrrS9ccf5rEJqBKvUxzsipTN8vh49eWXr//ww/8ZVFIovNyaPCZe/VFMY5XzxLUxq3iYeHzEu8oXxsdVvRWADGNMlL5hOeGNtEAf0FI8Dncz3H1//GEem4Aq2QqVJC7XGyiXfR8f97e13bF371/Pnj1XLk/XYmpqWlyVYnr68/ff/+S66+4DuL3JeKyTeEzdZR+U7PhYh1sTXlZmkYO35M3BhfvV4vuaND2CnMyPGqRWK/CYcMZPf5jHJqBKo1oatBnk8QBA3/z5d3R0jFVi2bKxJUtGFi8Oli4dFTdeeeXQokXBsmWV1fzChWtFGDcHj0URgxjxs8D556ZOduaPdY9caTlamTAODYURFTexm4nHonQDO394g36Pj9G1P8xjE1ClUa2EVd2qdKEXPjLBbhrkk/I3qGejZ+nSoV27XrnssjsBemc33nbzzT+/6aatALfNbpF/oss4s80Kpi2Cx8SrP7I5fyzexw7f0xakvi9dVQQeN9n8sZQz0na3eeWEx9I9A2/9YR6bgCqNaiOOj+mCyXbTIJ/I3wPpWrv2GURcseKns18y7m9rG3jnnY8OH/6n/l8lWovH9LIPSpzHBHSj8bjyBLU4bVxlcOWh6/D9agxNYyc4XPZk/ji87Al1XPEYhdtOSh774A/z2ARUaVQLc2eRaxvpQbB0fLLdNMgnmsc33vijAwf+fs01dwGsqtzQbm8f2L//7aeeOsw8Vn6Aihf1nijx+WNxuwmPhS8fi19BFr5/LMNYfLvE713bnx8VV6W9SHLFSXa55TGS9A2XZR77Hi3iT9I87u/oGG1vr/xkZvWO9MUXD1xyycC8ef3z5vXrYNx8PM660hgf6wCsi5gNSFUOv3+sgwpdKrUWqeXq90Bqq9KyV/4wj01A5bwNdrppkE8apq66+ur88eOnbrhhq/CPET0bN+559NGXAHoIGDOPfRMbS4v9ocX+EGIem4DKeRvsdNMgnzRk7b7llkcR8c47fw3QVXvO69Ch96ampq+4YgPAamJgbZzZZgVZtNhYWuwPLfaHEPPYBFTO22Cnmwb5BNANsCbE1L6FC9d3de1cvDgQHp9e3dW1c8OGPbN4VsJ4DUCvcWabFWTRYmNpsT+02B9CzGMTUDlvg51umqWU5smsPoCu0HeZesXf4VJFX5zMNi7LIsTG0mJ/aLE/hJjHJqBy3gY73XSdnLGU9fZ7KzaWFvtDi/0hxDw2AZXzNtjppuvkjKWst99bsbG02B9a7A8h5rEJqJy3wU43XSdnLGW9/d6KjaXF/tBifwgxj01A5bwNdrrpOjljKevt91ZsLC32hxb7Q4h5bAIq522w003XyRlLWW+/t2JjabE/tNgfQmoec3BwcHBwcFiOKo9dXxmwWCwWi8VC5jGLxWKxWO71f92k2KojHWaIAAAAAElFTkSuQmCC
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