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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\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_202605290501","point":null,"line":null,"area":{"type":"MultiPolygon","coordinates":[[[[-117.90874433864293,8.1129898663037512],[-117.78328347448075,8.189079289246088],[-117.66318913999722,8.2692830033513864],[-117.54838354087787,8.3534281233851235],[-117.43878888280825,8.4413417641127833],[-117.33432737147392,8.5328510402998425],[-117.23492121256044,8.6277830667117783],[-117.14049261175336,8.7259649581140746],[-117.05096377473826,8.8272238292722083],[-116.96625690720066,8.9313867949516581],[-116.88629421482614,9.0382809699179063],[-116.81099790330025,9.14773346893643],[-116.74029017830853,9.2595714067727091],[-116.67409324553657,9.3736218981922228],[-116.61232931066988,9.4897120579604533],[-116.55492057939406,9.6076690008428756],[-116.50178925739465,9.727319841604972],[-116.45285755035719,9.8484916950122212],[-116.40804766396725,9.9710116758301037],[-116.3672818039104,10.094706898824098],[-116.33048217587218,10.219404478759682],[-116.29757098553812,10.344931530402336],[-116.26847043859384,10.471115168517541],[-116.24310274072482,10.597782507870774],[-116.22139009761666,10.724760663227517],[-116.20325471495491,10.851876749353249],[-116.18861879842514,10.978957881013448],[-116.17740455371289,11.105831172973593],[-116.1695341865037,11.232323739999167],[-116.16492990248315,11.358262696855645],[-116.16351390733679,11.48347515830851],[-116.16520840675018,11.607788239123238],[-116.16993560640887,11.731029054065312],[-116.17761771199841,11.853024717900208],[-116.18817692920437,11.97360234539341],[-116.20153546371228,12.092589051310391],[-116.21761552120772,12.209811950416638],[-116.23633930737624,12.325098157477624],[-116.25762902790339,12.438274787258832],[-116.28140688847473,12.54916895452574],[-116.30759509477582,12.657607774043827],[-116.33611585249221,12.763418360578573],[-116.36689136730946,12.866427828895461],[-116.39984440673386,12.966464266661692],[-116.43494668690325,13.063440525607524],[-116.47225616343829,13.157418797878453],[-116.51183957040867,13.248476477209461],[-116.55376364188403,13.336690957335552],[-116.59809511193407,13.422139631991708],[-116.64490071462843,13.50489989491293],[-116.69424718403678,13.585049139834203],[-116.74620125422881,13.662664760490523],[-116.80082965927413,13.737824150616879],[-116.85819913324245,13.810604703948268],[-116.91837641020342,13.881083814219679],[-116.98142822422672,13.949338875166104],[-117.047421309382,14.015447280522537],[-117.11642239973891,14.079486424023965],[-117.18849822936716,14.14153369940539],[-117.26371553233636,14.201666500401794],[-117.34214104271624,14.259962220748173],[-117.42384149457638,14.316498254179521],[-117.50888362198654,14.371351994430826],[-117.59733415901633,14.424600835237085],[-117.6892598397354,14.476322170333289],[-117.78472739821348,14.526593393454425],[-117.88380356852017,14.575491898335491],[-117.98655508472517,14.623095078711476],[-118.09304868089812,14.669480328317372],[-118.20335109110872,14.714725040888173],[-118.31752904942663,14.758906610158871],[-118.43564928992147,14.802102429864457],[-118.55777854666295,14.844389893739924],[-118.68398355372072,14.885846395520265],[-118.81433104516447,14.926549328940467],[-118.94888775506381,14.966576087735529],[-119.08772041748846,15.00600406564044],[-119.23089576650806,15.044910656390192],[-119.37848053619227,15.083373253719776],[-119.53054146061078,15.121469251364188],[-119.68714527383322,15.159276043058414],[-119.84835870992929,15.196871022537451],[-120.01424850296864,15.234331583536291],[-120.18488138702092,15.271735119789925],[-120.36032409615584,15.309159025033344],[-120.54064336444301,15.34668069300154],[-120.72589739909137,15.384373528368217],[-120.91600118269517,15.422243932043209],[-121.11075085472669,15.460242707394608],[-121.30993895738875,15.498318974905278],[-121.51335803288424,15.536421855058086],[-121.72080062341598,15.57450046833589],[-121.93205927118683,15.612503935221556],[-122.14692651839962,15.650381376197943],[-122.36519490725725,15.688081911747918],[-122.58665697996254,15.725554662354345],[-122.81110527871832,15.762748748500084],[-123.03833234572748,15.799613290667999],[-123.26813072319285,15.836097409340951],[-123.50029295331729,15.872150225001807],[-123.73461157830364,15.907720858133429],[-123.97087914035475,15.942758429218678],[-124.2088881816735,15.977212058740417],[-124.4484312444627,16.01103086718151],[-124.68930087092522,16.044163975024819],[-124.93128960326392,16.076560502753214],[-125.17418998368163,16.108169570849547],[-125.4177945543812,16.138940299796687],[-125.66189585756551,16.1688218100775],[-125.90628643543739,16.197763222174842],[-126.15075883019971,16.225713656571578],[-126.39510558405529,16.252622233750575],[-126.63911923920699,16.278438074194689],[-126.88259233785767,16.303110298386791],[-127.12531742221017,16.326588026809741],[-127.36708703446737,16.3488203799464],[-127.60769371683209,16.369756478279633],[-127.84693001150718,16.389345442292306],[-128.08458846069553,16.407536392467275],[-128.32046160659991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