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","paragraphText":" Western East Pacific (90E):\r\nSatellite images indicate that an area of low pressure located well \r\nsouthwest of the southern tip of the Baja California Peninsula is \r\nstarting to show signs of organization.  Environmental conditions \r\nappear conducive for additional development, and a tropical \r\ndepression is expected to form during the next day or two while the \r\nsystem moves westward or west-northwestward around 10 mph across the \r\nwestern portion of the East Pacific.","indentifierfile":"gtwo_areas_202606021131","point":{"type":"Point","coordinates":[-126.001890052183,9.6995768809460259]},"line":null,"area":{"type":"MultiPolygon","coordinates":[[[[-131.54222272042836,16.375755453675904],[-131.66807474677108,16.403024001824452],[-131.79465709375992,16.429339821414366],[-131.921840999498,16.454611233808514],[-132.04949770208827,16.47874656036976],[-132.17749843963392,16.50165412246098],[-132.30571445023787,16.523242241445043],[-132.43401697200321,16.54341923868482],[-132.562277243033,16.562093435543172],[-132.6903665014303,16.579173153382978],[-132.81815598529815,16.594566713567108],[-132.94551693273957,16.608182437458421],[-133.0723205818577,16.619928646419794],[-133.19843817075548,16.629713661814094],[-133.32374093753609,16.637445805004191],[-133.44810012030243,16.643033397352955],[-133.57138695715764,16.64638476022326],[-133.69347268620479,16.647408214977972],[-133.81422854554685,16.646012082979951],[-133.93352577328693,16.642104685592084],[-134.0512356075281,16.635594344177225],[-134.16722928637336,16.626389380098253],[-134.28137804792578,16.614398114718036],[-134.39355313028844,16.599528869399442],[-134.50362577156434,16.58168996550534],[-134.61146720985656,16.5607897243986],[-134.71694868326816,16.53673646744209],[-134.81994142990214,16.509438515998681],[-134.92031668786163,16.478804191431248],[-135.01794569524958,16.444741815102649],[-135.11269969016914,16.407159708375762],[-135.20444991072333,16.365966192613456],[-135.2930675950152,16.321069589178595],[-135.37842398114776,16.272378219434053],[-135.46040090591234,16.219818723644806],[-135.53896437760685,16.163463225135157],[-135.61412054358456,16.10345322406274],[-135.68587579839866,16.03993064784823],[-135.75423653660218,15.973037423912302],[-135.81920915274819,15.90291547967562],[-135.88080004138976,15.829706742558857],[-135.93901559708,15.75355313998268],[-135.99386221437197,15.67459659936776],[-136.04534628781877,15.592979048134767],[-136.09347421197347,15.508842413704372],[-136.13825238138912,15.422328623497242],[-136.17968719061884,15.33357960493405],[-136.21778503421569,15.242737285435466],[-136.25255230673275,15.149943592422156],[-136.28399540272312,15.055340453314793],[-136.31212071673986,14.959069795534045],[-136.33693464333607,14.861273546500582],[-136.35844357706478,14.762093633635075],[-136.3766539124791,14.661671984358197],[-136.39157204413212,14.560150526090609],[-136.40320436657692,14.457671186252989],[-136.41155727436654,14.354375892266003],[-136.41663716205417,14.250406571550322],[-136.41845042419274,14.145905151526614],[-136.41700345533539,14.041013559615552],[-136.41230265003526,13.935873723237803],[-136.40435440284531,13.830627569814041],[-136.39316510831876,13.72541702676493],[-136.37874116100861,13.620384021511143],[-136.36108895546792,13.51567048147335],[-136.34021488624978,13.411418334072222],[-136.31612534790733,13.307769506728427],[-136.28882824834244,13.204862179242168],[-136.25835866309583,13.102767254131063],[-136.22477516698925,13.001497440862146],[-136.18813710967913,12.901063530120768],[-136.14850384082186,12.801476312592287],[-136.10593471007385,12.70274657896206],[-136.06048906709145,12.604885119915437],[-136.01222626153114,12.507902726137779],[-135.96120564304923,12.411810188314437],[-135.90748656130219,12.316618297130766],[-135.85112836594638,12.222337843272124],[-135.79219040663821,12.128979617423866],[-135.73073203303409,12.036554410271345],[-135.66681259479037,11.945073012499915],[-135.60049144156352,11.854546214794937],[-135.53182792300993,11.764984807841758],[-135.46088138878596,11.676399582325738],[-135.387711188548,11.588801328932233],[-135.31237667195251,11.502200838346594],[-135.23493718865581,11.416608901254181],[-135.15545208831438,11.332036308340346],[-135.07398072058459,11.248493850290444],[-134.99058243512283,11.165992317789835],[-134.90531658158545,11.084542501523865],[-134.81824250962896,11.004155192177896],[-134.72941956890963,10.92484118043728],[-134.638907109084,10.846611256987377],[-134.54676447980839,10.769476212513535],[-134.45305103073915,10.693446837701115],[-134.35782611153277,10.618533923235468],[-134.26114907184561,10.544748259801953],[-134.16307926133408,10.472100638085925],[-134.06367602965457,10.400601848772734],[-133.96299869842881,10.330262562323414],[-133.86110490719875,10.261086235739505],[-133.7580496882826,10.19306514516034],[-133.65388784972132,10.126190604930654],[-133.54867419955582,10.060453929395177],[-133.44246354582703,9.9958464328986469],[-133.3353106965759,9.9323594297857944],[-133.22727045984337,9.8699842344013557],[-133.11839764367034,9.8087121610900621],[-133.00874705609775,9.74853452419665],[-132.89837350516649,9.6894426380658487],[-132.78733179891754,9.6314278170423968],[-132.67567674539183,9.5744813754710272],[-132.56346315263028,9.518594627696471],[-132.45074582867383,9.4637588880634631],[-132.3375795815634,9.4099654709167382],[-132.22401921933991,9.3572056906010275],[-132.11011955004429,9.3054708614610675],[-131.995935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