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Well Southwest of the Baja California Peninsula:\r\nA broad area of low pressure is forecast to form during the next few \r\ndays well to the southwest of the southern tip of the Baja \r\nCalifornia peninsula. Environmental conditions appear conducive for \r\nadditional development thereafter, and a tropical depression is \r\nlikely to form during the middle part of next week while moving \r\nwestward or west-northwestward at 10 to 15 mph across the western \r\nportion of the East Pacific.","indentifierfile":"gtwo_areas_202605310501","point":null,"line":null,"area":{"type":"MultiPolygon","coordinates":[[[[-131.91703739995131,16.217681695583046],[-132.07131686972141,16.221786448831132],[-132.22504632413168,16.224533366734459],[-132.378159865908,16.225892039123622],[-132.53059159777635,16.225832055829191],[-132.68227562246261,16.224323006681765],[-132.83314604269276,16.221334481511921],[-132.98313696119271,16.216836070150258],[-133.13218248068841,16.21079736242735],[-133.28021670390581,16.203187948173777],[-133.42717373357081,16.193977417220143],[-133.57298767240937,16.183135359397017],[-133.7175926231474,16.170631364534998],[-133.86092268851087,16.15643502246466],[-134.0029119712257,16.140515923016594],[-134.14349457401781,16.122843656021391],[-134.28260459961314,16.103387811309624],[-134.42017615073763,16.082117978711892],[-134.55614333011721,16.059003748058771],[-134.69044024047784,16.034014709180848],[-134.82300098454545,16.007120451908715],[-134.95375966504594,15.978290566072957],[-135.08265038470526,15.947494641504152],[-135.20960724624933,15.914702268032889],[-135.33456435240416,15.879883035489756],[-135.45745580589559,15.843006533705337],[-135.57821570944964,15.804042352510221],[-135.69677816579218,15.762960081734986],[-135.81307727764914,15.719729311210227],[-135.92704714774652,15.674319630766522],[-136.03862187881018,15.626700630234463],[-136.14773557356614,15.576841899444631],[-136.25432233474024,15.524713028227613],[-136.35831626505848,15.470283606413995],[-136.45965491198803,15.413530732591488],[-136.55830318006667,15.354491137576405],[-136.65423901965988,15.293229989139888],[-136.74744046147697,15.229812630184439],[-136.83788553622719,15.164304403612556],[-136.92555227461989,15.096770652326748],[-137.01041870736435,15.027276719229517],[-137.09246286516981,14.955887947223364],[-137.17166277874566,14.882669679210791],[-137.24799647880113,14.8076872580943],[-137.32144199604551,14.731006026776395],[-137.39197736118814,14.652691328159579],[-137.45958060493828,14.572808505146357],[-137.52422975800525,14.491422900639224],[-137.58590285109835,14.40859985754069],[-137.64457791492686,14.324404718753254],[-137.70023298020007,14.238902827179421],[-137.75284607762725,14.152159525721693],[-137.80239523791775,14.064240157282571],[-137.84885849178085,13.975210064764557],[-137.89221386992583,13.885134591070157],[-137.93243940306203,13.794079079101872],[-137.9695131218987,13.702108871762205],[-138.00341305714514,13.609289311953656],[-138.03411723951064,13.515685742578729],[-138.06160369970451,13.42136350653993],[-138.08585046843604,13.326387946739757],[-138.10683557641457,13.230824406080716],[-138.12453705434933,13.134738227465308],[-138.13893293294962,13.038194753796034],[-138.15000124292479,12.9412593279754],[-138.15772001498408,12.843997292905907],[-138.16206727983683,12.746473991490058],[-138.16302245020282,12.648753973222915],[-138.16058974865447,12.550887544349173],[-138.1547948576233,12.452912691082794],[-138.14566416713026,12.354866993413136],[-138.13322406719632,12.256788031329547],[-138.11750094784236,12.158713384821384],[-138.09852119908933,12.060680633878002],[-138.07631121095824,11.962727358488753],[-138.05089737346987,11.864891138642991],[-138.02230607664524,11.767209554330069],[-137.99056371050529,11.66972018553934],[-137.95569666507097,11.572460612260162],[-137.91773133036313,11.475468414481885],[-137.87669409640282,11.378781172193863],[-137.83261135321087,11.282436465385452],[-137.78550949080821,11.186471874046003],[-137.73541489921584,11.090924978164869],[-137.68235396845469,10.995833357731407],[-137.62635308854564,10.901234592734969],[-137.56743864950965,10.807166263164911],[-137.50563704136769,10.713665949010585],[-137.44097465414058,10.620771230261342],[-137.37347787784938,10.52851968690654],[-137.30317310251493,10.436948898935528],[-137.23008671815825,10.346096446337667],[-137.1542451148002,10.255999909102304],[-137.07567468246177,10.166696867218798],[-136.99440181116384,10.078224900676498],[-136.91045289092736,9.99062158946476],[-136.82385431177326,9.903924513572937],[-136.73463246372245,9.8181712529903837],[-136.64281373679592,9.733399387706454],[-136.5484245210146,9.6496464977105028],[-136.4514908566635,9.5669499679176528],[-136.35201779987648,9.4853354787893522],[-136.24997788135272,9.404810568883855],[-136.1453408339047,9.3253812161655887],[-136.03807639034486,9.2470533985989789],[-135.92815428348561,9.1698330941484532],[-135.81554424613933,9.0937262807784336],[-135.7002160111185,9.0187389364533566],[-135.58213931123555,8.94487703913764],[-135.4612838793029,8.8721465667957169],[-135.33761944813298,8.8005534973920128],[-135.21111575053817,8.7301038088909539],[-135.08174251933096,8.6608034792569661],[-134.94946948732371,8.5926584864544768],[-134.81426638732893,8.525674808447917],[-134.67610295215897,8.4598584232017089],[-134.53494891462631,8.3952153086802817],[-134.39077400754334,8.331751442848061],[-134.24354796372248,8.2694728036694745],[-134.09324051597622,8.208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