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","paragraphText":" Northwestern Gulf of America:\r\nA broad area of low pressure located over eastern Mexico is \r\nproducing disorganized shower and thunderstorm activity.  \r\nDevelopment is not expected during the next day or so while the low \r\nremains inland over northeastern Mexico or southern Texas during the \r\nnext day or so. The system could then re-emerge over the \r\nnorthwestern Gulf of America around midweek while interacting with a \r\nfrontal boundary, but conditions there are expected to be only \r\nmarginally conducive for development.","indentifierfile":"gtwo_areas_202606141154","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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