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Well Southwest of the Baja California Peninsula (EP93):\r\nAn area of low pressure located well southwest of the Baja \r\nCalifornia Peninsula is producing showers and thunderstorms that \r\nhave shown some signs of organization during the past day. \r\nEnvironmental conditions could support some gradual development \r\nduring the next couple of days while the system moves \r\neast-northeastward to northeastward at 5 to 10 mph.","indentifierfile":"gtwo_areas_202606140538","point":{"type":"Point","coordinates":[-132.78226124639116,8.8028708720146867]},"line":null,"area":{"type":"MultiPolygon","coordinates":[[[[-133.98808330341575,11.750769414425621],[-134.00678116222215,11.709261286917165],[-134.02452137875321,11.666409529056002],[-134.04132841439332,11.622289589806753],[-134.05722673052719,11.576976918134042],[-134.07224078853929,11.530546963002484],[-134.0863950498142,11.483075173376708],[-134.09971397573642,11.434636998221325],[-134.11222202769048,11.385307886500963],[-134.12394366706099,11.335163287180238],[-134.13490335523244,11.284278649223776],[-134.1451255535894,11.23272942159619],[-134.15463472351641,11.180591053262107],[-134.16345532639804,11.127938993186145],[-134.17161182361878,11.074848690332928],[-134.17912867656324,11.021395593667071],[-134.18603034661592,10.9676551521532],[-134.19234129516136,10.913702814755935],[-134.19808598358412,10.859614030439889],[-134.20328887326875,10.805464248169695],[-134.20797442559976,10.751328916909968],[-134.21216710196177,10.697283485625324],[-134.21589136373925,10.64340340328039],[-134.21917167231678,10.589764118839785],[-134.22203248907889,10.536441081268128],[-134.22449827541013,10.483509739530042],[-134.22659349269503,10.431045542590148],[-134.22834260231821,10.379123939413066],[-134.2297700656641,10.327820378963413],[-134.23090034411732,10.277210310205813],[-134.231757894689,10.22736916329905],[-134.23236137088969,10.178347413053709],[-134.23271218191761,10.130121382857679],[-134.23280854876293,10.082653686642297],[-134.23264869241584,10.035906938338915],[-134.23223083386657,9.9898437518788636],[-134.23155319410535,9.9444267411934941],[-134.23061399412239,9.8996185202141458],[-134.2294114549079,9.8553817028721635],[-134.2279437974521,9.8116789030988851],[-134.22620924274517,9.768472734825659],[-134.2242060117774,9.7257258119838248],[-134.22193232553892,9.6834007485047255],[-134.21938640502003,9.6414601583197026],[-134.21656647121085,9.5998666553601],[-134.21347074510166,9.55858285355726],[-134.21009744768267,9.5175713668425281],[-134.20644479994408,9.47679480914724],[-134.20251102287611,9.4362157944027434],[-134.198294337469,9.39579693654038],[-134.19379296471291,9.35550084949149],[-134.1890051255981,9.31529014718742],[-134.18392904111474,9.27512744355951],[-134.1785629322531,9.2349753525391041],[-134.17290502000338,9.1947964880575448],[-134.16695352535578,9.15455346404617],[-134.16070666930048,9.1142088944363291],[-134.1541626728278,9.07372539315936],[-134.14731975692783,9.0330655741466082],[-134.14017614259089,8.9921920513294129],[-134.13273002276156,8.95106755943796],[-134.12497364472449,8.9096804425555245],[-134.1168859902117,8.8680761826145478],[-134.10844424603872,8.826307992672934],[-134.09962559902141,8.7844290857885827],[-134.09040723597539,8.7424926750193972],[-134.08076634371633,8.7005519734232841],[-134.07068010906002,8.6586601940581414],[-134.06012571882209,8.6168705499818738],[-134.04908035981825,8.575236254252383],[-134.03752121886419,8.5338105199275756],[-134.0254254827756,8.4926465600653476],[-134.0127703383682,8.45179758772361],[-133.99953297245767,8.4113168159602552],[-133.98569057185975,8.3712574578331989],[-133.97122032339007,8.3316727264003312],[-133.95609941386437,8.29261583471956],[-133.94030503009836,8.2541399958487922],[-133.92381435890772,8.2162984228459237],[-133.90660458710809,8.1791443287688619],[-133.88865290151529,8.1427309266755064],[-133.86993648894492,8.1071114296237621],[-133.85043253621265,8.0723390506715322],[-133.83011823013433,8.0384670028767164],[-133.80897075752552,8.0055484992972215],[-133.78696730520196,7.973636752990946],[-133.76408505997932,7.9427849770157941],[-133.74030120867337,7.9130463844296708],[-133.71559293809972,7.8844741882904765],[-133.68993743507411,7.8571216016561145],[-133.66331213705644,7.8310414572452487],[-133.63571387393839,7.8062571607888191],[-133.60717234712996,7.7827422372310044],[-133.5777204421502,7.7604653797989958],[-133.54739104451824,7.7393952817199843],[-133.51621703975323,7.7195006362211611],[-133.48423131337421,7.7007501365297149],[-133.45146675090035,7.6831124758728393],[-133.41795623785077,7.6665563474777239],[-133.38373265974457,7.65105044457156],[-133.34882890210085,7.636563460381538],[-133.31327785043874,7.623064088134849],[-133.27711239027735,7.610521021058684],[-133.24036540713578,7.5989029523802341],[-133.20306978653321,7.5881785753266895],[-133.16525841398868,7.5783165831252406],[-133.12696417502133,7.56928566900308],[-133.08821995515029,7.5610545261873972],[-133.04905863989467,7.553591847905385],[-133.0095131147736,7.5468663273842305],[-132.96961626530614,7.5408466578511293],[-132.92940097701145,7.5355015325332673],[-132.88890013540862,7.5307996446578391],[-132.84814662601684,7.5267096874520352],[-132.8071733343551,7.5232003541430448],[-132.76601314594262,7.52024033795806],[-132.72469894629847,7.5177983321242712],[-132.68326362094174,7.51584302986887],[-132.64174005539158,7.514343124419045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