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Northwestern Gulf of America:\r\nA trough of low pressure located over northeastern Mexico is \r\nproducing disorganized shower and thunderstorm activity.  \r\nDevelopment is not expected during the next day or so while the \r\ntrough remains inland and drifts northward over northeastern Mexico \r\nor southern Texas. The system is then forecast to move northeastward \r\nand could re-emerge over the northwestern Gulf of America late \r\nTuesday or Wednesday, where environmental conditions may support \r\nsome development around midweek. Regardless of formation chances, \r\nheavy rainfall and flash flooding are possible across portions of \r\neastern and southern Texas and Louisiana this week.","indentifierfile":"gtwo_areas_202606141737","point":null,"line":null,"area":{"type":"MultiPolygon","coordinates":[[[[-94.461647447612648,26.664512020229218],[-94.413562281736,26.700354260568574],[-94.364910895016664,26.7370254794814],[-94.315757136245665,26.77447798761121],[-94.266164854214068,26.812664095601537],[-94.216197897712888,26.851536114095897],[-94.165920115533183,26.891046353737828],[-94.11539535646601,26.931147125170838],[-94.0646874693024,26.971790739038465],[-94.0138603028334,27.012929505984228],[-93.962977705850065,27.054515736651648],[-93.912103527143415,27.09650174168425],[-93.861301615504516,27.138839831725562],[-93.8106358197244,27.181482317419107],[-93.760169988594114,27.22438150940841],[-93.709967970904714,27.267489718336993],[-93.660093615447224,27.310759254848385],[-93.610610771012716,27.3541424295861],[-93.5615832863922,27.397591553193674],[-93.513075010376753,27.441058936314626],[-93.4651497917574,27.484496889592485],[-93.417871479325186,27.527857723670763],[-93.37130392187116,27.571093749193],[-93.325510968186364,27.614157276802711],[-93.280556467061871,27.657000617143424],[-93.236504267288666,27.699576080858655],[-93.193418217657836,27.741835978591944],[-93.151362166960425,27.783732620986797],[-93.110399963987462,27.825218318686755],[-93.07059545752999,27.866245382335332],[-93.032012485067668,27.90676613310227],[-92.994699873865372,27.946746860441156],[-92.958661850376387,27.986195358661089],[-92.9238943950506,28.025127095679991],[-92.8903934883378,28.063557539415807],[-92.858155110687918,28.101502157786463],[-92.827175242550751,28.138976418709891],[-92.797449864376176,28.175995790104025],[-92.768974956614031,28.2125757398868],[-92.7417464997142,28.248731735976136],[-92.715760474126526,28.284479246289976],[-92.69101286030083,28.319833738746254],[-92.667499638686976,28.354810681262894],[-92.645216789734846,28.389425541757834],[-92.624160293894292,28.423693788149009],[-92.604326131615139,28.457630888354341],[-92.585710283347254,28.491252310291767],[-92.568308729540462,28.52457352187923],[-92.552117450644687,28.557609991034646],[-92.537132427109725,28.590377185675955],[-92.523349639385444,28.622890573721087],[-92.510765067921682,28.655165623087978],[-92.499374693168335,28.687217801694558],[-92.4891744955752,28.719062577458757],[-92.48016045559217,28.750715418298512],[-92.472328553669072,28.782191792131748],[-92.4656747702558,28.813507166876413],[-92.46019508580217,28.844677010450418],[-92.455885480758027,28.875716790771708],[-92.452741935573272,28.906641975758212],[-92.450760428520809,28.937467971969813],[-92.449936476364044,28.968197178059732],[-92.4502645661779,28.998802970323403],[-92.451739045713609,29.029254798141043],[-92.454354262722433,29.059522110892864],[-92.4581045649556,29.089574357959087],[-92.462984300164408,29.119380988719918],[-92.468987816100068,29.148911452555588],[-92.476109460513868,29.1781351988463],[-92.484343581157034,29.207021676972271],[-92.49368452578085,29.235540336313726],[-92.504126642136541,29.263660626250868],[-92.515664277975389,29.291351996163918],[-92.528291781048623,29.318583895433097],[-92.542003499107508,29.345325773438617],[-92.5567937799033,29.371547079560692],[-92.572656971187257,29.397217263179542],[-92.589587420710615,29.422305773675376],[-92.607579476224643,29.446782060428415],[-92.626627485480611,29.470615572818872],[-92.646725796229731,29.493775760226963],[-92.667868756223285,29.516232072032906],[-92.690050713212543,29.537953957616914],[-92.713266014948715,29.558910866359206],[-92.737509009183086,29.579072247639996],[-92.762774043666923,29.598407550839497],[-92.789055466151439,29.616886225337932],[-92.816347624387916,29.634477720515513],[-92.8446448661276,29.651151485752447],[-92.873941539121745,29.666876970428966],[-92.904231830129092,29.681623754618794],[-92.935497469857737,29.695371530202184],[-92.967699075145362,29.708117129273234],[-93.000795217628365,29.719859044217891],[-93.034744468943217,29.730595767422106],[-93.069505400726356,29.7403257912718],[-93.1050365846142,29.749047608152932],[-93.1412965922432,29.75675971045143],[-93.178243995249787,29.763460590553247],[-93.215837365270389,29.769148740844315],[-93.254035273941469,29.773822653710578],[-93.292796292899453,29.777480821537978],[-93.332078993780769,29.780121736712456],[-93.371841948221871,29.78174389161995],[-93.412043727859185,29.782345778646409],[-93.452642904329153,29.78192589017776],[-93.493598049268215,29.780482718599956],[-93.5348677343128,29.778014756298933],[-93.576410531099356,29.774520495660639],[-93.6181850112643,29.769998429071002],[-93.6601497464441,29.764447048915979],[-93.702263308275178,29.7578648475815],[-93.744484268393975,29.750250317453506],[-93.786771198436909,29.741601950917943],[-93.829082670040449,29.731918240360748],[-93.871377254841022,29.721197678167869],[-93.913613524475053,29.709438756725234],[-93.955750050578985,29.6966399684188],[-93.997745404789271,29.682799805634495],[-94.039558158742324,29.667916760758267],[-94.081147624217948,29.651989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