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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. Some gradual development of this system is possible \r\nduring the middle part of next week while it moves slowly westward \r\nor west-northwestward across the western portion of the East \r\nPacific.","indentifierfile":"gtwo_areas_202605281142","point":null,"line":null,"area":{"type":"MultiPolygon","coordinates":[[[[-118.48456087160928,8.58653308165431],[-118.4048294704621,8.6658118337705812],[-118.32909415800447,8.7484930716157283],[-118.25729181248865,8.8344321230450387],[-118.18935931216694,8.9234843159138055],[-118.12523353529161,9.0155049780773169],[-118.06485136011499,9.110349437390866],[-118.00814966488933,9.2078730217097391],[-117.95506532786693,9.3079310588892312],[-117.90553522730008,9.41037887678463],[-117.85949624144107,9.5150718032512263],[-117.81688524854219,9.6218651661443086],[-117.77763912685572,9.73061429331917],[-117.74169475463397,9.841174512631099],[-117.70898901012919,9.9534011519353882],[-117.6794587715937,10.067149539087325],[-117.65304091727977,10.182275001942202],[-117.62967232543971,10.298632868355307],[-117.6092898743258,10.416078466181933],[-117.59183044219031,10.53446712327737],[-117.57723090728555,10.653654167496907],[-117.56542814786381,10.773494926695832],[-117.55635904217738,10.893844728729443],[-117.5499604684785,11.014558901453023],[-117.54616930501955,11.135492772721866],[-117.54492243005271,11.256501670391259],[-117.54615672183036,11.377440922316497],[-117.54980905860475,11.498165856352866],[-117.55581631862816,11.618531800355662],[-117.5641153801529,11.738394082180166],[-117.57464312143124,11.857608029681678],[-117.58733642071549,11.976028970715481],[-117.60213215625791,12.093512233136872],[-117.6189672063108,12.209913144801135],[-117.63777844912647,12.325087033563564],[-117.65850276295718,12.43888922727945],[-117.68107702605525,12.551175053804082],[-117.70543811667292,12.661799840992748],[-117.73152291306253,12.770618916700743],[-117.75926829347633,12.877487608783355],[-117.78861113616662,12.98226124509587],[-117.8194883193857,13.084795153493586],[-117.85183672138585,13.184944661831789],[-117.88559369192589,13.282565836281961],[-117.92073766077196,13.377579068813629],[-117.95731943394409,13.47001808293148],[-117.99539718475197,13.559928138330665],[-118.0350290865053,13.647354494706336],[-118.07627331251382,13.732342411753649],[-118.1191880360872,13.814937149167752],[-118.16383143053518,13.895183966643803],[-118.21026166916744,13.973128123876951],[-118.25853692529371,14.048814880562352],[-118.30871537222369,14.122289496395156],[-118.36085518326709,14.193597231070516],[-118.4150145317336,14.262783344283585],[-118.47125159093295,14.329893095729517],[-118.52962453417484,14.394971745103462],[-118.590191534769,14.458064552100577],[-118.65301076602509,14.519216776416009],[-118.71814040125287,14.578473677744917],[-118.785638613762,14.635880515782448],[-118.85556357686221,14.691482550223759],[-118.92797346386321,14.745325040764],[-119.00292644807472,14.797453247098325],[-119.08048070280643,14.847912428921887],[-119.16069440136805,14.896747845929838],[-119.24362571706928,14.94400475781733],[-119.32933282321984,14.98972842427952],[-119.41787389312944,15.033964105011554],[-119.50930710010779,15.076757059708589],[-119.60369061746458,15.118152548065776],[-119.70108261850952,15.158195829778272],[-119.80154127655234,15.196932164541222],[-119.90512476490274,15.234406812049787],[-120.01189125687041,15.270665031999116],[-120.12189892576507,15.305752084084359],[-120.23520594489644,15.339713228000672],[-120.35187048757422,15.372593723443206],[-120.47195072710809,15.404438830107118],[-120.59550483680781,15.435293807687554],[-120.72259098998303,15.465203915879672],[-120.8532673599435,15.494214414378622],[-120.98759211999892,15.522370562879559],[-121.12562344345899,15.549717621077637],[-121.26741950363343,15.576300848668],[-121.413032365039,15.602164087526685],[-121.56241148356148,15.627327364599088],[-121.71542117378526,15.651790945976543],[-121.87192317314779,15.675554499607948],[-122.0317792190865,15.69861769344219],[-122.19485104903879,15.72098019542816],[-122.36100040044207,15.742641673514754],[-122.5300890107338,15.763601795650866],[-122.70197861735137,15.783860229785383],[-122.87653095773224,15.803416643867198],[-123.0536077693138,15.822270705845204],[-123.23307078953344,15.840422083668294],[-123.41478175582867,15.857870445285363],[-123.59860240563685,15.874615458645296],[-123.78439447639541,15.890656791696989],[-123.97201970554178,15.905994112389333],[-124.1613398305134,15.920627088671223],[-124.35221658874764,15.934555388491551],[-124.54451171768197,15.947778679799205],[-124.7380869547538,15.960296630543081],[-124.93280403740053,15.97210890867207],[-125.12852470305961,15.98321518213506],[-125.32511068916847,15.99361511888095],[-125.52242373316449,16.003308386858627],[-125.72032557248512,16.012294654016991],[-125.91867794456779,16.020573588304924],[-126.1173425868499,16.028144857671322],[-126.3161812367689,16.03500813006508],[-126.51505563176218,16.041163073435087],[-126.71382750926716,16.046609355730237],[-126.91235860672131,16.051346644899418],[-127.11051066156202,16.055374608891526],[-127.30814541122668,16.058692915655456],[-127.50512459315277,16.061301233140089],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