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Central East Pacific:\r\nShower and thunderstorm activity associated with a broad area of low \r\npressure located several hundred miles south-southwest of the Baja \r\nCalifornia Peninsula is currently disorganized. Any additional \r\ndevelopment of this system appear unlikely as it moves slowly \r\nwestward across the central part of the eastern Pacific during the \r\nfew couple of days.","indentifierfile":"gtwo_areas_202511020507","point":{"type":"Point","coordinates":[-113.81713845752691,12.429237930642794]},"line":null,"area":{"type":"MultiPolygon","coordinates":[[[[-114.34879161466034,11.551648185107426],[-114.31328983726419,11.565288262821325],[-114.27826407929284,11.579050954882611],[-114.24371401854312,11.592933750999016],[-114.2096393328118,11.606934140878273],[-114.17603969989573,11.621049614228111],[-114.1429147975917,11.635277660756257],[-114.11026430369648,11.649615770170446],[-114.07808789600689,11.664061432178409],[-114.04638525231974,11.678612136487875],[-114.01515605043181,11.693265372806573],[-113.98439996813993,11.708018630842236],[-113.95411668324088,11.722869400302594],[-113.92430587353148,11.737815170895379],[-113.89496721680852,11.752853432328319],[-113.8661003908688,11.767981674309146],[-113.83770507350913,11.78319738654559],[-113.80978094252632,11.798498058745384],[-113.78232767571714,11.813881180616257],[-113.75534495087841,11.829344241865938],[-113.72883244580694,11.844884732202161],[-113.70278983829952,11.860500141332654],[-113.67721680615298,11.876187958965147],[-113.65211302716409,11.891945674807374],[-113.62747817912965,11.907770778567064],[-113.60331193984648,11.923660759951947],[-113.57961398711137,11.939613108669754],[-113.55638399872115,11.955625314428215],[-113.53362165247258,11.97169486693506],[-113.51132662616247,11.987819255898026],[-113.48949859758764,12.003995971024835],[-113.46813724454489,12.020222502023223],[-113.44724224483102,12.036496338600919],[-113.42681327624284,12.052814970465652],[-113.40685001657712,12.069175887325157],[-113.38735214363069,12.085576578887158],[-113.36831933520034,12.102014534859393],[-113.34975126908287,12.118487244949588],[-113.3316476230751,12.134992198865477],[-113.31400807497383,12.151526886314786],[-113.29683230257582,12.168088797005247],[-113.28011998367792,12.184675420644595],[-113.26387079607693,12.201284246940558],[-113.24808441756964,12.217912765600863],[-113.23276052595283,12.234558466333246],[-113.21789879902333,12.251218838845432],[-113.20349891457792,12.267891372845158],[-113.18956055041342,12.284573558040153],[-113.17608338432665,12.301262884138144],[-113.16306709411437,12.317956840846865],[-113.15051137820834,12.334652928674416],[-113.13842293028053,12.351352309454169],[-113.12682559162732,12.36806512012658],[-113.11574578291095,12.3848028476783],[-113.10520992479366,12.401576979095982],[-113.09524443793769,12.418399001366268],[-113.08587574300532,12.435280401475813],[-113.07713026065873,12.452232666411266],[-113.06903441156021,12.469267283159274],[-113.06161461637198,12.486395738706491],[-113.05489729575631,12.503629520039564],[-113.04890887037541,12.520980114145139],[-113.04367576089153,12.538459008009872],[-113.03922438796695,12.556077688620407],[-113.03558117226386,12.573847642963397],[-113.03277253444453,12.59178035802549],[-113.03082489517121,12.609887320793336],[-113.02976467510614,12.628180018253582],[-113.02961829491156,12.646669937392883],[-113.03041217524969,12.665368565197886],[-113.0321727367828,12.684287388655237],[-113.03492640017312,12.703437894751589],[-113.03869958608293,12.722831570473591],[-113.04351871517442,12.742479902807894],[-113.04941020810986,12.762394378741144],[-113.05640048555149,12.782586485259992],[-113.06451596816156,12.803067709351092],[-113.07378307660228,12.823849538001085],[-113.08422823153596,12.844943458196626],[-113.09587785362479,12.866360956924364],[-113.10875836353102,12.888113521170947],[-113.12289618191689,12.910212637923026],[-113.13831772944465,12.932669794167252],[-113.15504942677657,12.95549647689027],[-113.17311769457486,12.978704173078732],[-113.19254895350177,13.002304369719287],[-113.21336962421955,13.026308553798588],[-113.23560612739041,13.05072821230328],[-113.25928488367666,13.075574832220013],[-113.28443231374048,13.100859900535438],[-113.31107483824417,13.126594904236205],[-113.33923887784989,13.152791330308961],[-113.36895085321997,13.17946066574036],[-113.40023718501661,13.206614397517045],[-113.43312429390205,13.234264012625671],[-113.46763860053856,13.262420998052885],[-113.50380652558837,13.291096840785338],[-113.54165448971371,13.320303027809679],[-113.58120891357683,13.350051046112556],[-113.62249621783998,13.380352382680622],[-113.66554239753897,13.411218155370809],[-113.71034791012276,13.442637334257407],[-113.75687362978077,13.474564560351583],[-113.80507702569088,13.506951521626815],[-113.85491556703093,13.539749906056587],[-113.90634672297875,13.572911401614377],[-113.95932796271224,13.606387696273664],[-114.01381675540922,13.640130478007938],[-114.06977057024756,13.674091434790668],[-114.12714687640511,13.708222254595341],[-114.18590314305968,13.742474625395438],[-114.24599683938918,13.776800235164435],[-114.30738543457143,13.811150771875822],[-114.3700263977843,13.84547792350307],[-114.43387719820564,13.879733378019663],[-114.49889530501328,13.913868823399083],[-114.5650381873851,13.947835947614811],[-114.63226331449894,13.981586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