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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\nbeginning 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_202606021138","point":{"type":"Point","coordinates":[-126.2,9.8]},"line":null,"area":{"type":"MultiPolygon","coordinates":[[[[-131.32832102594128,16.094666353880747],[-131.44936232686692,16.116542262411482],[-131.569623215121,16.1362892042972],[-131.68906486764277,16.153893041857497],[-131.80764846137149,16.169339637411966],[-131.92533517324648,16.182614853280217],[-132.04208618020698,16.193704551781838],[-132.15786265919221,16.202594595236437],[-132.27262578714158,16.209270845963609],[-132.38633674099427,16.213719166282949],[-132.49895669768955,16.215925418514068],[-132.61044683416677,16.215875464976552],[-132.72076832736514,16.213555167990002],[-132.82988235422394,16.208950389874026],[-132.93775009168246,16.202046992948212],[-133.04433271668,16.19283083953216],[-133.14959140615576,16.181287791945483],[-133.25348733704908,16.167403712507763],[-133.35598168629926,16.151164463538606],[-133.4570356308455,16.132555907357613],[-133.55661034762707,16.111563906284378],[-133.65466701358329,16.088174322638505],[-133.75116680565344,16.062373018739589],[-133.84607090077682,16.034145856907227],[-133.93934047589264,16.003478699461031],[-134.03093670794019,15.970357408720583],[-134.12082077385878,15.934767847005487],[-134.20895385058765,15.89669587663535],[-134.29529711506609,15.856127359929763],[-134.37981174423337,15.813048159208325],[-134.46245891502875,15.76744413679064],[-134.54319980439155,15.719301154996304],[-134.621995589261,15.668605076144916],[-134.69880744657638,15.615341762556074],[-134.77359934112482,15.559506577891062],[-134.84635737791911,15.501170342530559],[-134.91707822003124,15.440439860070537],[-134.985758595556,15.377422155712614],[-135.05239523258808,15.312224254658403],[-135.11698485922219,15.244953182109517],[-135.17952420355306,15.175715963267576],[-135.24000999367542,15.104619623334196],[-135.29843895768391,15.031771187510984],[-135.35480782367336,14.957277680999562],[-135.40911331973837,14.881246129001539],[-135.46135217397372,14.803783556718534],[-135.51152111447414,14.724996989352162],[-135.55961686933429,14.644993452104034],[-135.60563616664896,14.563879970175771],[-135.64957573451284,14.481763568768981],[-135.69143230102057,14.398751273085285],[-135.73120259426702,14.314950108326292],[-135.76888334234675,14.230467099693623],[-135.80447127335455,14.145409272388887],[-135.83796311538512,14.059883651613703],[-135.86935559653321,13.973997262569682],[-135.8986454448935,13.887857130458444],[-135.92582938856072,13.8015702804816],[-135.95090415562959,13.715243737840767],[-135.97386647419484,13.628984527737556],[-135.99471307235115,13.542899675373588],[-136.01344067819329,13.457096205950474],[-136.0300460198159,13.371681144669829],[-136.04452582531371,13.286761516733268],[-136.05687682278153,13.202444347342405],[-136.06709574031396,13.118836661698857],[-136.07517930600579,13.036045485004237],[-136.08112219686225,12.954173919454998],[-136.08488226873124,12.873254641458928],[-136.08638552814381,12.793259410999655],[-136.08555693147335,12.714157979482163],[-136.08232143509312,12.635920098311445],[-136.07660399537656,12.558515518892486],[-136.06832956869698,12.48191399263027],[-136.05742311142768,12.40608527092979],[-136.04380957994206,12.330999105196028],[-136.02741393061339,12.256625246833975],[-136.00816111981507,12.182933447248614],[-135.98597610392042,12.109893457844935],[-135.96078383930276,12.037475030027927],[-135.9325092823355,11.965647915202574],[-135.90107738939193,11.894381864773862],[-135.86641311684534,11.823646630146781],[-135.82844142106919,11.753411962726318],[-135.78708725843671,11.683647613917461],[-135.74227558532127,11.614323335125196],[-135.69393135809628,11.545408877754509],[-135.64197953313496,11.47687399321039],[-135.58634506681077,11.408688432897822],[-135.52695291549696,11.340821948221795],[-135.4637280355669,11.273244290587295],[-135.39659538339396,11.205925211399313],[-135.32547991535148,11.138834462062832],[-135.2503065878127,11.071941793982838],[-135.17100035715112,11.005216958564322],[-135.08748617973993,10.93862970721227],[-134.9996890119526,10.872149791331669],[-134.90753381016236,10.805746962327508],[-134.81094553074263,10.739390971604768],[-134.70984913006669,10.673051570568445],[-134.60417144164404,10.606698991961808],[-134.49395192715062,10.540332348825531],[-134.37940462192043,10.473995518661235],[-134.26075857837643,10.407736229676866],[-134.13824284894145,10.341602210080367],[-134.01208648603844,10.275641188079684],[-133.88251854209025,10.209900891882755],[-133.74976806951989,10.144429049697529],[-133.61406412075016,10.079273389731949],[-133.47563574820399,10.014481640193953],[-133.33471200430427,9.9501015292914943],[-133.19152194147395,9.8861807852325061],[-133.04629461213585,9.8227671362249414],[-132.89925906871295,9.759908310476737],[-132.75064436362811,9.69765203619584],[-132.60067954930423,9.6360460415901947],[-132.44959367816418,9.5751380548677414],[-132.29761580263093,9.5149758042364265],[-132.14497497512738,9.4556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