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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_202605291737","point":null,"line":null,"area":{"type":"MultiPolygon","coordinates":[[[[-130.21792427541305,16.612390380777413],[-130.38710243366808,16.615016817108462],[-130.55596321922886,16.615979153402229],[-130.72441213924239,16.615264803269319],[-130.89235470085558,16.612861180320348],[-131.05969641121538,16.608755698165933],[-131.22634277746869,16.602935770416671],[-131.39219930676254,16.595388810683186],[-131.55717150624378,16.586102232576089],[-131.72116488305946,16.575063449705986],[-131.8840849443564,16.562259875683488],[-132.0458371972816,16.547678924119218],[-132.206327148982,16.531308008623771],[-132.36546030660455,16.513134542807773],[-132.52314217729617,16.493145940281835],[-132.67927826820386,16.471329614656558],[-132.83377408647448,16.44767297954256],[-132.986535139255,16.422163448550453],[-133.13746693369234,16.394788435290849],[-133.28647497693351,16.365535353374362],[-133.43346477612542,16.334391616411597],[-133.57834183841496,16.301344638013173],[-133.72101167094914,16.266381831789698],[-133.86137978087487,16.229490611351775],[-133.99935167533909,16.190658390310038],[-134.13483286148875,16.14987258227508],[-134.26772884647082,16.107120600857513],[-134.39794513743217,16.062389859667963],[-134.52538724151981,16.01566777231703],[-134.64996066588063,15.966941752415323],[-134.77157091766162,15.916199213573465],[-134.89012350400969,15.863427569402059],[-135.00552393207178,15.808614233511719],[-135.11767770899485,15.75174661951306],[-135.226498919772,15.692817969615849],[-135.33196977200009,15.631867814963119],[-135.43410495905494,15.568957760605505],[-135.53291937437876,15.504149547537653],[-135.62842791141378,15.437504916754195],[-135.72064546360221,15.369085609249774],[-135.80958692438634,15.298953366019028],[-135.89526718720836,15.227169928056593],[-135.97770114551048,15.153797036357116],[-136.05690369273495,15.078896431915229],[-136.13288972232405,15.002529855725575],[-136.2056741277199,14.924759048782789],[-136.27527180236478,14.845645752081518],[-136.34169763970098,14.765251706616397],[-136.40496653317064,14.683638653382062],[-136.465093376216,14.600868333373155],[-136.52209306227934,14.517002487584318],[-136.57598048480287,14.432102857010184],[-136.62677053722877,14.3462311826454],[-136.67447811299934,14.2594492054846],[-136.71911810555676,14.171818666522423],[-136.76070540834328,14.083401306753512],[-136.79925491480114,13.994258867172503],[-136.83478151837252,13.904453088774035],[-136.86730011249966,13.814045712552749],[-136.89682559062487,13.723098479503285],[-136.92337284619023,13.631673130620282],[-136.94695677263812,13.539831406898374],[-136.96759226341069,13.447635049332208],[-136.98529421195019,13.35514579891642],[-137.00007751169881,13.262425396645648],[-137.01195705609882,13.169535583514531],[-137.02094773859247,13.076538100517711],[-137.02706355823594,12.983493489567904],[-137.03030245806795,12.890440766659161],[-137.03064849310144,12.797400328441455],[-137.02808526042372,12.704391957634812],[-137.022596357122,12.611435436959249],[-137.0141653802836,12.5185505491348],[-137.00277592699578,12.425757076881485],[-136.98841159434579,12.333074802919329],[-136.97105597942095,12.240523509968361],[-136.9506926793085,12.1481229807486],[-136.92730529109574,12.055892997980072],[-136.90087741186994,11.963853344382805],[-136.87139263871833,11.872023802676825],[-136.83883456872829,11.780424155582152],[-136.803186798987,11.689074185818814],[-136.76443292658172,11.597993676106833],[-136.72255654859984,11.50720240916624],[-136.67754126212856,11.416720167717052],[-136.62937066425513,11.3265667344793],[-136.57802835206684,11.236761892173009],[-136.52349792265102,11.147325423518195],[-136.46576297309491,11.058277111234895],[-136.40480710048576,10.969636738043127],[-136.34061390191087,10.881424086662916],[-136.27316697445752,10.793658939814291],[-136.20244991521295,10.706361080217274],[-136.12844632126451,10.619550290591887],[-136.05113978969942,10.533246353658159],[-135.97051391760496,10.447469052136116],[-135.88655230206837,10.36223816874578],[-135.79923854017702,10.277573486207176],[-135.70855622901811,10.193494787240327],[-135.6144889656789,10.110021854565266],[-135.51702057149322,10.027174516148737],[-135.41614832258102,9.9449753147611073],[-135.31189034998147,9.8634510011183352],[-135.20426657870505,9.7826286879102025],[-135.0932969337623,9.7025354878264842],[-134.97900134016379,9.6231985135569627],[-134.86139972292008,9.5446448777914075],[-134.74051200704173,9.4669016932196044],[-134.61635811753922,9.389996072531325],[-134.48895797942316,9.3139551284163478],[-134.3583315177041,9.2388059735644514],[-134.22449865739259,9.1645757206654128],[-134.08747932349911,9.0912914824090123],[-133.94729344103433,9.0189803714850214],[-133.80396093500866,8.9476695005832223],[-133.65750173043278,8.8773859823933918],[-133.50793575231714,8.8081569296053033],[-133.35528292567236,8.74000945490874],[-133.19956317550893,8.6729706709934771],[-133.04079642683746,8.607067690549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