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","paragraphText":" Well Southwest of the Baja California Peninsula:\r\nA broad area of low pressure is forecast to form early next week \r\nwell to the southwest of the southern tip of the Baja California \r\npeninsula. Environmental conditions appear conducive for additional \r\ndevelopment thereafter, and a tropical depression is likely to form \r\nduring the middle part of next week while moving westward or \r\nwest-northwestward at 10 to 15 mph across the western portion of the \r\nEast Pacific.","indentifierfile":"gtwo_areas_202605292312","point":null,"line":null,"area":{"type":"MultiPolygon","coordinates":[[[[-130.21792427541305,16.612390380777413],[-130.38666520700753,16.619738440283253],[-130.55513081625784,16.624924160978697],[-130.72322517747151,16.627954670558665],[-130.89085236495612,16.628837096718076],[-131.05791645301912,16.627578567151865],[-131.22432151596809,16.624186209554939],[-131.38997162811054,16.618667151622237],[-131.554770863754,16.611028521048667],[-131.71862329720597,16.601277445529163],[-131.88143300277397,16.589421052758649],[-132.04310405476556,16.575466470432037],[-132.20354052748829,16.55942082624426],[-132.36264649524964,16.541291247890236],[-132.52032603235713,16.521084863064889],[-132.67648321311833,16.498808799463145],[-132.83102211184072,16.474470184779928],[-132.98384680283189,16.448076146710154],[-133.13486136039924,16.419633812948753],[-133.28396985885044,16.389150311190644],[-133.43107637249295,16.356632769130751],[-133.57608497563427,16.322088314463997],[-133.718899742582,16.285524074885306],[-133.85942474764357,16.246947178089602],[-133.99756406512657,16.206364751771805],[-134.13322176933855,16.163783923626841],[-134.26630193458698,16.11921182134963],[-134.39670863517938,16.072655572635103],[-134.52434594542331,16.024122305178171],[-134.64911793962631,15.973619146673766],[-134.77092869209588,15.921153224816807],[-134.88968227713949,15.86673166730222],[-135.00528276906479,15.810361601824926],[-135.11763424217921,15.75205015607985],[-135.22664940697044,15.69180834620906],[-135.33230955979988,15.629678069200208],[-135.43462870372861,15.56571594825915],[-135.53362104324467,15.499978697284394],[-135.62930078283608,15.432523030174441],[-135.72168212699083,15.363405660827793],[-135.81077928019704,15.292683303142958],[-135.89660644694266,15.220412671018435],[-135.97917783171573,15.146650478352733],[-136.05850763900429,15.071453439044351],[-136.13461007329642,14.994878266991796],[-136.20749933908007,14.916981676093567],[-136.27718964084329,14.837820380248175],[-136.34369518307418,14.757451093354119],[-136.4070301702607,14.675930529309904],[-136.46720880689085,14.593315402014033],[-136.52424529745272,14.50966242536501],[-136.57815384643436,14.42502831326134],[-136.62894865832371,14.339469779601524],[-136.67664393760884,14.253043538284066],[-136.72125388877785,14.165806303207473],[-136.7627927163187,14.077814788270247],[-136.80127462471938,13.989125707370892],[-136.836713818468,13.899795774407911],[-136.86912450205259,13.809881703279807],[-136.89852087996107,13.719440207885086],[-136.9249171566816,13.628528002122248],[-136.94832753670215,13.5372017998898],[-136.96876622451075,13.445518315086249],[-136.98624742459541,13.35353426161009],[-137.00078534144421,13.261306353359833],[-137.01239417954517,13.168891304233979],[-137.02108814338629,13.076345828131034],[-137.02688068246178,12.983725594800031],[-137.02977169261635,12.891067529418722],[-137.02974934615034,12.798392343611887],[-137.02680142880726,12.705720214399788],[-137.02091572633051,12.613071318802675],[-137.01208002446367,12.52046583384081],[-137.00028210895022,12.427923936534445],[-136.98550976553361,12.335465803903833],[-136.96775077995733,12.243111612969233],[-136.94699293796492,12.150881540750902],[-136.92322402529979,12.058795764269092],[-136.8964318277055,11.966874460544059],[-136.86660413092548,11.875137806596062],[-136.83372872070319,11.783605979445351],[-136.79779338278223,11.692299156112188],[-136.75878590290606,11.601237513616825],[-136.71669406681809,11.51044122897952],[-136.67150566026183,11.419930479220524],[-136.62320846898081,11.329725441360097],[-136.57179027871848,11.239846292418493],[-136.51723887521834,11.150313209415966],[-136.4595420442239,11.061146369372775],[-136.39868757147863,10.972365949309173],[-136.33466324272598,10.883992126245415],[-136.26745684370948,10.796045077201763],[-136.19705616017268,10.708544979198463],[-136.12344897785889,10.621512009255779],[-136.04662308251176,10.534966344393961],[-135.96656625987473,10.448928161633269],[-135.88326629569124,10.363417637993953],[-135.79671097570486,10.278454950496274],[-135.70688808565902,10.194060276160485],[-135.61378541129719,10.110253792006843],[-135.51739083758264,10.027055739164025],[-135.41769820266242,9.9444902052661721],[-135.3147105721186,9.8625872400308783],[-135.20843180529107,9.7813774060431324],[-135.09886576151968,9.7008912658879272],[-134.98601630014443,9.62115938215025],[-134.86988728050514,9.5422123174150926],[-134.75048256194174,9.4640806342674466],[-134.62780600379412,9.386794895292299],[-134.50186146540219,9.31038566307464],[-134.37265280610583,9.2348835001994658],[-134.24018388524496,9.1603189692517564],[-134.10445856215947,9.086722632816512],[-133.96548069618928,9.0141250534787165],[-133.82325414667423,8.94255679382336],[-133.67778277295429,8.8720484164354332],[-133.52907043436935,8.802630483899927],[-133.37712099025924,8.7343335588018345],[-133.22193829996397,8.667188203726143],[-133.06352622282336,8.6012249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