{"dateReference":"2026-05-31T10:00:00","version":0,"key":"EP_WSOTBCP","codeForPotential":"","basin":"Pacific","basincode":"EP","basinArea":"1","prob2Day":"20%","risk2Day":"Low","prob7Day":"90%","risk7Day":"High","prob5Day":"","risk5Day":"","rawDataByte":"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","paragraphText":" Well Southwest of the Baja California Peninsula:\r\nA broad area of low pressure located well southwest of the southern \r\ntip of the Baja California Peninsula is producing disorganized \r\nshowers and thunderstorms. Environmental conditions appear conducive \r\nfor gradual development, and a tropical depression is likely to form \r\nduring the middle part of the week while moving westward or \r\nwest-northwestward at 10 to 15 mph across the western portion of the \r\nEast Pacific.","indentifierfile":"gtwo_areas_202605312306","point":{"type":"Point","coordinates":[-120.74169808627806,8.4628058512926785]},"line":null,"area":{"type":"MultiPolygon","coordinates":[[[[-131.3673269916888,15.892351882538353],[-131.48719816137063,15.905053933039548],[-131.60678757229448,15.915706733495741],[-131.72603279535437,15.924331044933409],[-131.84487140144441,15.930947628379025],[-131.96324096145855,15.93557724485906],[-132.08107904629088,15.938240655399991],[-132.19832322683541,15.938958621028293],[-132.31491107398625,15.937751902770437],[-132.43078015863736,15.934641261652896],[-132.54586805168279,15.929647458702146],[-132.66011232401667,15.922791254944665],[-132.77345054653293,15.914093411406919],[-132.88582029012568,15.903574689115388],[-132.99715912568891,15.891255849096542],[-133.10740462411673,15.877157652376853],[-133.21649435630312,15.861300859982803],[-133.32436589314216,15.843706232940859],[-133.43095680552784,15.824394532277497],[-133.53620466435424,15.803386519019194],[-133.64004704051544,15.780702954192416],[-133.74242150490542,15.756364598823643],[-133.84326562841821,15.73039221393935],[-133.9425169819479,15.702806560566005],[-134.04011313638853,15.673628399730086],[-134.13599166263415,15.64287849245807],[-134.23009013157869,15.610577599776425],[-134.32234611411633,15.576746482711624],[-134.41269718114106,15.541405902290149],[-134.50108090354692,15.504576619538463],[-134.58743485222792,15.466279395483049],[-134.67169659807814,15.426534991150382],[-134.75380371199162,15.385364167566925],[-134.83369376486243,15.342787685759163],[-134.91131073052031,15.298825593092412],[-134.98664943293252,15.253492269255697],[-135.05972894508545,15.20679939118051],[-135.13056848930515,15.158758619153177],[-135.19918728791762,15.109381613460034],[-135.26560456324884,15.058680034387406],[-135.32983953762496,15.006665542221633],[-135.39191143337189,14.95334979724904],[-135.45183947281572,14.898744459755958],[-135.50964287828242,14.842861190028723],[-135.56534087209803,14.785711648353662],[-135.61895267658863,14.727307495017108],[-135.67049751408021,14.66766039030539],[-135.71999460689878,14.606781994504843],[-135.76746317737036,14.544683967901797],[-135.81292244782102,14.481377970782583],[-135.85639164057676,14.41687566343353],[-135.89788997796362,14.351188706140972],[-135.93743668230758,14.28432875919124],[-135.97505097593472,14.216307482870667],[-136.01075208117103,14.147136537465579],[-136.04455922034254,14.076827583262311],[-136.07649161577533,14.005392280547195],[-136.10656848979531,13.93284228960656],[-136.13480906472861,13.859189270726738],[-136.16123256290121,13.784444884194061],[-136.18585820663915,13.708620790294859],[-136.20870521826845,13.631728649315464],[-136.22979282011517,13.553780121542209],[-136.24914023450523,13.474786867261422],[-136.26676668376479,13.394760546759439],[-136.28269139021978,13.313712820322582],[-136.29693357619627,13.231655348237192],[-136.30951017924,13.148601267077547],[-136.32039712052139,13.064590215739159],[-136.32953484314282,12.979684756916802],[-136.33686262039922,12.893948209164682],[-136.3423197255855,12.807443891036995],[-136.34584543199654,12.720235121087942],[-136.34737901292732,12.632385217871727],[-136.34685974167269,12.543957499942549],[-136.34422689152757,12.455015285854607],[-136.33941973578689,12.365621894162105],[-136.33237754774558,12.275840643419246],[-136.32303960069845,12.185734852180223],[-136.31134516794054,12.095367838999245],[-136.29723352276673,12.00480292243051],[-136.28064393847183,11.914103421028219],[-136.26151568835087,11.823332653346572],[-136.23978804569873,11.73255393793977],[-136.21540028381031,11.641830593362014],[-136.18829167598051,11.551225938167509],[-136.15840149550425,11.46080329091045],[-136.12566901567644,11.370625970145044],[-136.09003350979197,11.280757294425486],[-136.05143425114582,11.191260582305981],[-136.00981051303285,11.102199152340726],[-135.96510156874794,11.013636323083928],[-135.91724669158609,10.925635413089781],[-135.86618515484213,10.838259740912493],[-135.811856231811,10.75157262510626],[-135.75419919578764,10.665637384225283],[-135.6931533200669,10.580517336823766],[-135.62865787794371,10.496275801455907],[-135.56065214271303,10.41297609667591],[-135.48907538766972,10.330681541037974],[-135.41386679871238,10.249454814827432],[-135.33496031795983,10.169320302197498],[-135.25228175967237,10.090243028296618],[-135.16575623893954,10.012182912122276],[-135.07530887085102,9.9350998726719624],[-134.98086477049637,9.858953828943168],[-134.88234905296525,9.78370469993338],[-134.7796868333472,9.7093124046400963],[-134.6728032267319,9.6357368620608028],[-134.56162334820891,9.5629379911929853],[-134.4460723128679,9.4908757110341373],[-134.32607523579841,9.4195099405817491],[-134.20155723209015,9.3488005988333072],[-134.07244341683261,9.2787076047863088],[-133.93865890511552,9.2091908774382372],[-133.80012881202836,9.140210335786584],[-133.6567782526609,9.0717258988288378],[-133.50853234210263,9.0036974855624958],[-133.35531619544324,8.9360850149850375],[-133.19705492777226,8.86884840609396],[-133.03367365417938,8.801947577886752],[-132.86509748975416,8.7353424493609015],[-132.69125154958624,8.6689929395139],[-132.5120609487652,8.6028589673432379],[-132.3274508023807,8.5369004518464031],[-132.13734622552232,8.4710773120208884],[-131.94167233327968,8.40534946686418],[-131.74035424074233,8.3396768353737709],[-131.53331706300003,8.2740193365471519],[-131.32048591514226,8.20833688938181],[-131.10178591225866,8.1425894128752336],[-130.87714216943888,8.0767368260249182],[-130.6464798017725,8.01073904782835],[-130.40972404879994,7.9445560349371283],[-130.16692410307232,7.8781852474931977],[-129.91848570872233,7.8117320246544359],[-129.66487832869953,7.7453209844813813],[-129.40657142595342,7.6790767450345783],[-129.14403446343357,7.61312392437457],[-128.87773690408943,7.5475871405618982],[-128.60814821087047,7.4825910116571084],[-128.33573784672626,7.41826015572074],[-128.06097527460631,7.35471919081334],[-127.7843299574601,7.2920927349954487],[-127.50627135823717,7.2305054063276089],[-127.227268939887,7.1700818228703653],[-126.9477921653591,7.1109466026842583],[-126.668310497603,7.053224363829834],[-126.38929339956817,6.9970397243676317],[-126.11121033420417,6.9425173023581976],[-125.83453076446048,6.8897817158620729],[-125.5597241532866,6.8389575829398],[-125.28725996363207,6.7901695216519249],[-125.01760765844634,6.7435421500589863],[-124.75123670067899,6.69920008622153],[-124.48861655327947,6.657267948200098],[-124.23021667919731,6.6178703540552339],[-123.97650654138204,6.5811319218474793],[-123.72795560278314,6.5471772696373787],[-123.48503332635012,6.516131015485473],[-123.24820917503253,6.4881177774523069],[-123.01795261177981,6.463262173598423],[-122.79473309954152,6.4416888219843651],[-122.57902010126713,6.4235223406706741],[-122.37128307990621,6.4088873477178936],[-122.17199149840819,6.3979084611865673],[-121.98161481972264,6.3907102991372371],[-121.80053530296338,6.3873921294754235],[-121.62864724046862,6.3879113681649633],[-121.46567528586502,6.39217611719625],[-121.31134392245922,6.4000944290476571],[-121.16537763355788,6.411574356197554],[-121.02750090246767,6.426523951124314],[-120.89743821249525,6.4448512663063093],[-120.77491404694725,6.4664643542219116],[-120.65965288913036,6.491271267349493],[-120.55137922235123,6.5191800581674242],[-120.44981752991653,6.55009877915408],[-120.35469229513291,6.5839354827878305],[-120.265728001307,6.6205982215470485],[-120.18264913174551,6.6599950479101064],[-120.10518016975507,6.702034014355374],[-120.03304559864235,6.7466231733612245],[-119.96596990171399,6.7936705774060293],[-119.90367756227667,6.8430842789681625],[-119.84589306363704,6.8947723305259947],[-119.79234088910178,6.9486427845578955],[-119.7427455219775,7.0046036935422418],[-119.69683144557091,7.0625631099574031],[-119.65432314318865,7.122429086281751],[-119.61494509813737,7.1841096749936568],[-119.57842179372372,7.2475129285714956],[-119.54447771325441,7.3125468994936362],[-119.51283734003604,7.3791196402384518],[-119.4832251573753,7.4471392032843129],[-119.45536564857885,7.5165136411095954],[-119.42898329695333,7.5871510061926681],[-119.40380258580542,7.6589593510119025],[-119.37954799844178,7.7318467280456735],[-119.35594401816904,7.8057211897723517],[-119.33274075315755,7.8804955123256679],[-119.30998620061766,7.9561373843329086],[-119.2879205442372,8.0326499218365583],[-119.26678717081191,8.1100368313360214],[-119.24682946713757,8.1883018193307],[-119.22829082000996,8.2674485923199974],[-119.21141461622484,8.3474808568033172],[-119.19644424257801,8.4284023192800657],[-119.18362308586519,8.5102166862496418],[-119.17319453288221,8.5929276642114516],[-119.16540197042478,8.6765389596649],[-119.16048878528871,8.7610542791093859],[-119.15869836426977,8.8464773290443173],[-119.1602740941637,8.9328118159690941],[-119.1654593617663,9.0200614463831261],[-119.17449755387331,9.1082299267858087],[-119.18763205728054,9.19732096367655],[-119.20510625878372,9.2873382635547532],[-119.22716354517866,9.378285532919822],[-119.25404730326109,9.47016647827116],[-119.28600091982682,9.562984806108167],[-119.32326778167159,9.65674422293025],[-119.36609127559117,9.7514484352368154],[-119.41471478838136,9.8471011495272567],[-119.46938170683792,9.94370607230099],[-119.53033541775659,10.041266910057409],[-119.59781930793317,10.139787369295924],[-119.67207676416342,10.239271156515931],[-119.7533511732431,10.339721978216842],[-119.84188592196801,10.441143540898056],[-119.9379243971339,10.543539551058975],[-120.04170998553656,10.646913715199009],[-120.15348607397172,10.751269739817554],[-120.273487001097,10.856609865391532],[-120.40167269250391,10.962891870684688],[-120.53768582343869,11.07002213204739],[-120.68115139700269,11.177904162504847],[-120.83169441629725,11.286441475082258],[-120.98893988442367,11.395537582804835],[-121.15251280448334,11.505095998697776],[-121.32203817957758,11.61502023578629],[-121.4971410128077,11.725213807095578],[-121.67744630727506,11.835580225650844],[-121.86257906608101,11.946023004477299],[-122.05216429232686,12.05644565660014],[-122.24582698911397,12.166751695044574],[-122.44319215954367,12.276844632835807],[-122.6438848067173,12.386627982999046],[-122.84752993373617,12.496005258559489],[-123.05375254370165,12.604879972542344],[-123.26217763971509,12.713155637972816],[-123.47243022487778,12.82073576787611],[-123.68413530229111,12.927523875277428],[-123.89691787505636,13.033423473201976],[-124.11040294627493,13.138338074674961],[-124.3242155190481,13.242171192721584],[-124.53798059647724,13.34482634036705],[-124.75132318166368,13.446207030636563],[-124.96386827770876,13.54621677655533],[-125.17524088771383,13.644759091148556],[-125.38506601478019,13.741737487441442],[-125.59296866200921,13.837055478459195],[-125.7985738325022,13.930616577227017],[-126.00150652936054,14.022324296770119],[-126.20139175568554,14.112082150113695],[-126.39785451457854,14.199793650282961],[-126.59052070805106,14.28536249491774],[-126.77916219865504,14.368722358457763],[-126.96385692785869,14.449869776622926],[-127.14472137790415,14.528809200485203],[-127.32187203103349,14.60554508111658],[-127.49542536948891,14.680081869589035],[-127.66549787551253,14.752424016974549],[-127.83220603134649,14.822575974345105],[-127.99566631923288,14.890542192772681],[-128.15599522141392,14.95632712332926],[-128.31330922013163,15.019935217086823],[-128.46772479762825,15.08137092511735],[-128.61935843614586,15.140638698492824],[-128.76832661792665,15.197742988285222],[-128.91474582521266,15.25268824556653],[-129.0587325402461,15.305478921408723],[-129.20040324526909,15.356119466883788],[-129.33987442252371,15.404614333063702],[-129.47726255425218,15.450967971020447],[-129.61268412269664,15.495184831826002],[-129.74625561009916,15.537269366552351],[-129.87809349870187,15.577226026271475],[-130.00831427074695,15.615059262055352],[-130.13703440847652,15.650773524975964],[-130.2643703941327,15.684373266105292],[-130.39043870995764,15.71586293651532],[-130.5153558381935,15.745246987278026],[-130.6392382610824,15.772529869465389],[-130.76220246086643,15.797716034149397],[-130.88436491978777,15.820809932402021],[-131.00584212008855,15.841816015295247],[-131.12675054401086,15.860738733901059],[-131.24720667379691,15.877582539291431],[-131.3673269916888,15.892351882538353]]]]}}