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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. Some gradual development of this system is possible \r\nthereafter, and a tropical depression could form during the middle \r\npart of next week while it moves westward or west-northwestward at \r\n10 to 15 mph across the western portion of the East Pacific.","indentifierfile":"gtwo_areas_202605281728","point":null,"line":null,"area":{"type":"MultiPolygon","coordinates":[[[[-118.82913669290606,8.739668137954741],[-118.75233406545638,8.8152620176103849],[-118.67898851516512,8.89365592926472],[-118.60906256202539,8.974726264974656],[-118.54251872603037,9.058349416797105],[-118.47931952717318,9.1444017767889783],[-118.419427485447,9.2327597370071928],[-118.36280512084497,9.3232996895086568],[-118.30941495336019,9.4158980263502823],[-118.25921950298587,9.5104311395889827],[-118.21218128971513,9.6067754212816716],[-118.16826283354111,9.7048072634852609],[-118.12742665445697,9.80440305825666],[-118.08963527245588,9.9054391976527842],[-118.05485120753093,10.007792073730544],[-118.02303697967531,10.111338078546854],[-117.99415510888215,10.215953604158623],[-117.96816811514462,10.321515042622766],[-117.94503851845583,10.427898785996193],[-117.92472883880895,10.53498122633582],[-117.90720159619714,10.642638755698556],[-117.89241931061355,10.750747766141313],[-117.88034450205127,10.859184649721005],[-117.87093969050351,10.967825798494548],[-117.86416739596339,11.076547604518844],[-117.85999013842407,11.185226459850814],[-117.85837043787868,11.293738756547366],[-117.85927081432038,11.401960886665416],[-117.86265378774232,11.509769242261873],[-117.86848187813763,11.617040215393651],[-117.87671760549948,11.723650198117664],[-117.88732348982101,11.829475582490817],[-117.90026205109535,11.934392760570031],[-117.91549580931569,12.03827812441221],[-117.93298728447513,12.141008066074273],[-117.95269899656684,12.242458977613131],[-117.97459346558395,12.342507251085696],[-117.99863321151963,12.441029278548877],[-118.02478075436704,12.537901452059593],[-118.05299861411929,12.633000163674749],[-118.08324931076953,12.726201805451259],[-118.11549536431095,12.817382769446038],[-118.14969929473664,12.906419447715997],[-118.1858238729,12.993188875105785],[-118.22385372585093,13.077624089341578],[-118.26381198768291,13.159756796067077],[-118.30572571218032,13.239628744484364],[-118.34962195312752,13.317281683795523],[-118.3955277643089,13.392757363202634],[-118.44347019950884,13.466097531907783],[-118.49347631251172,13.53734393911305],[-118.54557315710191,13.606538334020515],[-118.59978778706383,13.673722465832265],[-118.65614725618181,13.738938083750378],[-118.71467861824026,13.80222693697694],[-118.77540892702353,13.863630774714029],[-118.83836523631605,13.923191346163732],[-118.90357459990216,13.980950400528124],[-118.97106407156626,14.0369496870093],[-119.04086070509271,14.091230954809328],[-119.1129915542659,14.143835953130301],[-119.18748367287023,14.194806431174293],[-119.26436411469005,14.244184138143393],[-119.34365993350974,14.292010823239679],[-119.42539818311371,14.338328235665236],[-119.50960591728634,14.383178124622143],[-119.59631018981197,14.426602239312487],[-119.68553805447502,14.468642328938348],[-119.77731656505983,14.509340142701802],[-119.87167277535083,14.548737429804941],[-119.96863373913236,14.586875939449843],[-120.06822651018881,14.62379742083859],[-120.17047814230459,14.659543623173267],[-120.27541568926404,14.694156295655954],[-120.38306620485155,14.727677187488732],[-120.49345674285151,14.760148047873685],[-120.6066143570483,14.791610626012893],[-120.72256610122628,14.822106671108443],[-120.84133902916986,14.851677932362414],[-120.9629601946634,14.880366158976887],[-121.08745665149129,14.908213100153949],[-121.21485545343791,14.935260505095677],[-121.34518365428764,14.961550123004155],[-121.47846830782486,14.987123703081466],[-121.61473646783394,15.012022994529696],[-121.75401518809925,15.036289746550919],[-121.89632737548112,15.059964579132297],[-122.04162628147451,15.083069144979069],[-122.18980735982005,15.105609358363468],[-122.34076431477479,15.127590657170188],[-122.49439085059576,15.149018479283914],[-122.65058067154006,15.169898262589337],[-122.80922748186467,15.190235444971151],[-122.9702249858267,15.210035464314041],[-123.13346688768314,15.2293037585027],[-123.29884689169109,15.24804576542182],[-123.46625870210757,15.266266922956085],[-123.63559602318964,15.283972668990193],[-123.80675255919434,15.301168441408827],[-123.97962201437871,15.317859678096681],[-124.15409809299982,15.334051816938446],[-124.33007449931469,15.34975029581881],[-124.50744493758039,15.364960552622463],[-124.68610311205397,15.379688025234096],[-124.86594272699246,15.393938151538398],[-125.04685748665293,15.407716369420061],[-125.22874109529241,15.421028116763774],[-125.41148725716795,15.433878831454226],[-125.5949896765366,15.44627395137611],[-125.77914205765541,15.458218914414115],[-125.96383810478143,15.469719158452929],[-126.14897152217171,15.480780121377245],[-126.3344360140833,15.491407241071752],[-126.52012528477323,15.501605955421137],[-126.70593303849856,15.511381702310096],[-126.89175297951634,15.520739919623315],[-127.07747881208363,15.529686045245487],[-127.26300424045743,15.5382255170613],[-127.44822296889484,15.546363772955445],[-127.6330287016529,15.554106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