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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_202511021143","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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