{"dateReference":"2026-06-07T16:00:00","version":0,"key":"EP_OOCA","codeForPotential":"EP92","basin":"Pacific","basincode":"EP","basinArea":"1","prob2Day":"90%","risk2Day":"High","prob7Day":"90%","risk7Day":"High","prob5Day":"","risk5Day":"","rawDataByte":"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Offshore of Central America (EP92):\r\nShowers and thunderstorms are starting to show signs of organization \r\nin association with a low pressure area offshore of Central America. \r\nEnvironmental conditions appear conducive for further development of \r\nthis system, and a tropical depression is likely to form during the \r\nnext day or two while the system moves slowly northward and then \r\nnorthwestward toward the coast of Central America. Interests along \r\nthe Pacific coasts of northwestern Costa Rica, Nicaragua, Honduras, \r\nEl Salvador, and Guatemala should monitor the progress of this \r\nsystem, as heavy rainfall and life-threatening flash flooding are \r\npossible through the middle portion of this week.","indentifierfile":"gtwo_areas_202606081123","point":{"type":"Point","coordinates":[-87.339715302423741,10.600750000406988]},"line":null,"area":{"type":"MultiPolygon","coordinates":[[[[-88.306853479325881,13.053096293559642],[-88.380572154023966,13.085979094405438],[-88.454867583529989,13.118017897980183],[-88.529695868705772,13.149201142237809],[-88.60501311041314,13.179517265132256],[-88.680775409513927,13.208954704617467],[-88.756938866869959,13.237501898647372],[-88.833459583343043,13.265147285175914],[-88.910293659795016,13.29187930215703],[-88.9873971970877,13.317686387544654],[-89.064726296082924,13.342556979292731],[-89.142237057642518,13.366479515355193],[-89.21988558262828,13.389442433685982],[-89.297627971902074,13.41143417223903],[-89.375420326325681,13.432443168968279],[-89.453218746760967,13.452457861827668],[-89.530979334069741,13.471466688771132],[-89.608658189113825,13.489458087752611],[-89.686211412755029,13.50642049672604],[-89.7635951058552,13.522342353645358],[-89.84076536927617,13.537212096464504],[-89.917678303879754,13.551018163137416],[-89.994290010527735,13.563748991618029],[-90.070556590082,13.575393019860284],[-90.146434143404377,13.585938685818118],[-90.221878771356629,13.595374427445467],[-90.296846574800611,13.603688682696273],[-90.371293654598176,13.610869889524468],[-90.445176111611119,13.616906485883995],[-90.518450046701261,13.621786909728789],[-90.591071560730441,13.625499599012787],[-90.662996754560481,13.628032991689931],[-90.734181729053219,13.629375525714156],[-90.804582585070449,13.629515639039399],[-90.874155423474022,13.628441769619597],[-90.942856345125747,13.626142355408691],[-91.010641450887462,13.62260583436062],[-91.077466841620975,13.617820644429317],[-91.143290135615885,13.611776368891206],[-91.208089551761248,13.604478139920701],[-91.271858155459341,13.595942295527379],[-91.334589339876914,13.586185421110473],[-91.396276498180725,13.575224102069209],[-91.456913023537467,13.563074923802818],[-91.5164923091139,13.549754471710527],[-91.575007748076743,13.535279331191568],[-91.632452733592729,13.519666087645172],[-91.688820658828561,13.502931326470568],[-91.744104916951,13.485091633066986],[-91.798298901126813,13.466163592833654],[-91.851396004522655,13.446163791169802],[-91.9033896203053,13.425108813474662],[-91.95427314164148,13.403015245147461],[-92.004039961697913,13.379899671587431],[-92.052683473641324,13.3557786781938],[-92.100197070638472,13.330668850365798],[-92.14657414585605,13.304586773502658],[-92.1918080924608,13.277549033003606],[-92.2358923036195,13.249572214267872],[-92.278820172498826,13.220672902694687],[-92.320585092265517,13.190867683683281],[-92.361180456086316,13.160173142632884],[-92.40059965712797,13.128605864942722],[-92.438836088557153,13.096182436012031],[-92.475883143540671,13.062919441240036],[-92.5117342152452,13.028833466025967],[-92.5463826968375,12.993941095769056],[-92.579821981484272,12.958258915868532],[-92.61204546235227,12.921803511723624],[-92.643046532608238,12.884591468733563],[-92.672818585418881,12.846639372297576],[-92.701355013950916,12.807963807814899],[-92.728649211371135,12.768581360684751],[-92.754694570846212,12.728508616306375],[-92.779484485542881,12.687762160078989],[-92.803012400028123,12.646358599471926],[-92.825277978293045,12.604317212435824],[-92.846292963375873,12.561662463393324],[-92.866070486120236,12.518419412659593],[-92.884623677369731,12.474613120549792],[-92.901965667968014,12.430268647379085],[-92.918109588758682,12.38541105346264],[-92.933068570585348,12.340065399115618],[-92.946855744291639,12.294256744653184],[-92.959484240721181,12.248010150390504],[-92.970967190717573,12.20135067664274],[-92.98131772512447,12.154303383725056],[-92.990548974785469,12.106893331952618],[-92.998674070544169,12.059145581640591],[-93.005706143244211,12.011085193104135],[-93.011658323729222,11.962737226658417],[-93.0165437428428,11.914126742618604],[-93.020375531428584,11.865278801299859],[-93.023166820330189,11.816218463017341],[-93.024930740391213,11.766970788086219],[-93.025680422455324,11.71756083682166],[-93.025428997366078,11.668013669538823],[-93.024189595967144,11.618354346552872],[-93.0219753491021,11.568607928178977],[-93.018799387614621,11.518799474732296],[-93.014674842348271,11.468954046528],[-93.0096148441467,11.419096703881246],[-93.0036325238535,11.369252507107202],[-92.996741012312327,11.319446516521033],[-92.988953440366757,11.269703792437902],[-92.980282938860455,11.220049395172973],[-92.970742638637,11.170508385041412],[-92.96034567054005,11.121105822358381],[-92.949105165413187,11.071866767439047],[-92.93703425410007,11.022816280598569],[-92.924146067444269,10.973979422152118],[-92.91045373628944,10.925381252414855],[-92.895970391479182,10.877046831701943],[-92.8807017424573,10.828999938570744],[-92.864610160289075,10.781256866561469],[-92.847642329407478,10.733831199959491],[-92.829744912608732,10.686736519313286],[-92.810864572689127,10.639986405171319],[-92.7909479724449,10.59359443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