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","paragraphText":" Bay of Campeche:\r\nA broad area of low pressure is likely to form over the Bay of \r\nCampeche on Friday from a westward-moving tropical wave currently \r\nlocated over the Yucatan Peninsula of Mexico.  Environmental \r\nconditions are forecast to be only marginally conducive for \r\ndevelopment before the system moves inland over eastern Mexico late \r\nSaturday or 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