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Northwestern Gulf of America:\r\nA trough of low pressure located over northeastern Mexico continues \r\nto produce disorganized shower and thunderstorm activity. \r\nDevelopment is not expected during the next day or so while the \r\ntrough remains inland and drifts generally northward over \r\nnortheastern Mexico and southern Texas.  The system is then forecast \r\nto move northeastward and could re-emerge over the northwestern Gulf \r\nof America late Tuesday or Wednesday, where environmental conditions \r\nmay support some development around midweek.  Regardless of tropical \r\ncyclone formation, heavy rainfall and flash flooding are possible \r\nacross portions of eastern and southern Texas and Louisiana this \r\nweek.","indentifierfile":"gtwo_areas_202606142321","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],[-94.081147624217948,29.65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