{"dateReference":"2026-06-05T16:00:00","version":0,"key":"EP_OOCA","codeForPotential":"","basin":"Pacific","basincode":"EP","basinArea":"2","prob2Day":"50%","risk2Day":"Medium","prob7Day":"60%","risk7Day":"Medium","prob5Day":"","risk5Day":"","rawDataByte":"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","paragraphText":" Offshore of Central America:\r\nDisorganized showers and thunderstorms located offshore of Central \r\nAmerica are associated with a trough of low pressure. Environmental \r\nconditions appear conducive for gradual development of this system \r\nwhile it moves slowly northward toward the coast of Central America, \r\nand a tropical depression could form later this weekend or early \r\nnext week if the system remains offshore. Regardless of development, \r\nlocally heavy rainfall is possible across portions of Costa Rica, \r\nNicaragua, El Salvador, and Guatemala through early next week. ","indentifierfile":"gtwo_areas_202606060512","point":{"type":"Point","coordinates":[-90.5,10.0]},"line":null,"area":{"type":"MultiPolygon","coordinates":[[[[-88.625309217115159,12.9928183134684],[-88.691249459597941,13.0206618590689],[-88.758332396829942,13.048816974609924],[-88.826504625588314,13.077232281254975],[-88.895712742650161,13.105856400167561],[-88.965903344792679,13.134637952511188],[-89.037023028792987,13.163525559449356],[-89.1090183914282,13.192467842145575],[-89.181836029475463,13.221413421763351],[-89.25542253971193,13.250310919466187],[-89.3297245189147,13.279108956417591],[-89.404688563860958,13.307756153781067],[-89.480261271327819,13.336201132720118],[-89.556389238092422,13.364392514398253],[-89.6330190609319,13.392278919978976],[-89.7100973366234,13.419808970625791],[-89.787570661944045,13.446931287502206],[-89.865385633671,13.473594491771726],[-89.943488848581367,13.499747204597856],[-90.021826903452322,13.525338047144102],[-90.100346395060967,13.550315640573967],[-90.178993920184467,13.574628606050958],[-90.25771607559993,13.598225564738581],[-90.3364594580845,13.62105513780034],[-90.415170664415356,13.643065946399743],[-90.4937962913696,13.664206611700292],[-90.572282935724374,13.684425754865496],[-90.650577194256812,13.703671997058857],[-90.728625663744026,13.721893959443882],[-90.806374940963224,13.739040263184078],[-90.883771622691484,13.755059529442947],[-90.96076230570597,13.769900379383998],[-91.037293586783818,13.783511434170734],[-91.11331206270215,13.795841314966662],[-91.188764330238087,13.806838642935286],[-91.263596986168821,13.816452039240112],[-91.33775662727146,13.824630125044644],[-91.41118985032314,13.831321521512392],[-91.483844727702461,13.836476773158569],[-91.555689364553487,13.840072535921262],[-91.626706303304985,13.84210428381172],[-91.69687840511564,13.842567906285163],[-91.766188531144138,13.841459292796806],[-91.834619542549191,13.838774332801876],[-91.902154300489457,13.834508915755585],[-91.968775666123634,13.828658931113157],[-92.034466500610421,13.82122026832981],[-92.099209665108475,13.812188816860765],[-92.1629880207765,13.801560466161238],[-92.2257844287732,13.789331105686454],[-92.287581750257232,13.775496624891627],[-92.348362846387289,13.760052913231981],[-92.408110578322081,13.742995860162731],[-92.466807807220277,13.724321355139098],[-92.524437394240579,13.704025287616302],[-92.580982200541641,13.682103547049564],[-92.6364250872822,13.658552022894103],[-92.690748915620887,13.633366604605136],[-92.743936546716441,13.606543181637884],[-92.795970841727524,13.578077643447568],[-92.8468346618128,13.547965879489404],[-92.896510868131017,13.516203779218616],[-92.9449823218408,13.482787232090418],[-92.992231884100889,13.447712127560035],[-93.03824241606992,13.410974355082683],[-93.082996778906619,13.37256980411358],[-93.12647783376967,13.33249436410795],[-93.168668441817715,13.290743924521012],[-93.209551464209525,13.247314374807981],[-93.2491097621037,13.202201604424081],[-93.287326196658981,13.15540150282453],[-93.324183629034025,13.106909959464545],[-93.359664920387573,13.056722863799349],[-93.393752931878225,13.004836105284161],[-93.426430524664752,12.9512455733742],[-93.457680586661525,12.895947396291431],[-93.487489243227046,12.838966593034343],[-93.5158489073177,12.780384292787208],[-93.542752714294863,12.720288071436508],[-93.56819379951979,12.65876550486872],[-93.592165298353763,12.595904168970321],[-93.614660346158132,12.531791639627786],[-93.635672078294164,12.466515492727595],[-93.655193630123151,12.400163304156223],[-93.67321813700643,12.332822649800146],[-93.68973873430528,12.264581105545842],[-93.704748557381,12.195526247279791],[-93.718240741594883,12.125745650888465],[-93.730208422308237,12.055326892258345],[-93.7406447348824,11.984357547275904],[-93.749542814678591,11.912925191827624],[-93.756895797058178,11.841117401799977],[-93.762696817382434,11.769021753079445],[-93.766939011012667,11.696725821552501],[-93.769615513310185,11.624317183105625],[-93.770719459636283,11.551883413625292],[-93.770243985352238,11.479512088997979],[-93.768182225819388,11.407290785110167],[-93.764527316399025,11.335307077848327],[-93.759272392452431,11.26364854309894],[-93.752410589340911,11.19240275674848],[-93.743935042425775,11.121657294683429],[-93.733838887068316,11.05149973279026],[-93.722115258629842,10.982017646955448],[-93.708757292471631,10.913298613065477],[-93.693758123955035,10.845430207006819],[-93.677110888441291,10.778500004665952],[-93.658808721291749,10.712595581929355],[-93.638844757867687,10.6478045146835],[-93.6172121335304,10.584214378814867],[-93.593903983641226,10.521912750209937],[-93.568913443561414,10.460987204755181],[-93.5422336486523,10.401525318337079],[-93.513858308032155,10.343600838216043],[-93.483784481359336,10.287206757314289],[-93.452010441043925,10.232306838950837],[-93.418534461168619,10.178864806128006],[-93.383354815816276,10.126844381848128],[-93.346469779069636,10.076209289113528],[-93.307877625011542,10.026923250926531],[-93.2675766277247,9.9789499902894576],[-93.225565061291931,9.9322532302046369],[-93.18184119979604,9.8867966936743947],[-93.136403317319761,9.842544103701055],[-93.089249687945909,9.7994591832869453],[-93.040378585757281,9.75750565543439],[-92.989788284836635,9.7166472431457116],[-92.937477059266755,9.67684766942324],[-92.883443183130453,9.6380706572692958],[-92.827684930510472,9.6002799296862111],[-92.770200575489639,9.5634392096763037],[-92.7109883921507,9.5275122202419045],[-92.650046654576457,9.4924626843853357],[-92.587373636849691,9.4582543251089248],[-92.5229676130532,9.4248508654149976],[-92.45682685726976,9.3922160283058744],[-92.388949643582123,9.3603135367838863],[-92.3193342460731,9.3291071138513573],[-92.2479789388255,9.29856048251061],[-92.174881995922064,9.2686373657639756],[-92.1000416914456,9.2393014866137726],[-92.02345629947888,9.2105165680623315],[-91.9451240941047,9.1822463331119728],[-91.865043349405823,9.1544545047650274],[-91.783212339465052,9.1271048060238211],[-91.699629338365185,9.1001609598906725],[-91.614292620188962,9.0735866893679127],[-91.5272004590192,9.047345717457862],[-91.438351128938663,9.0214017671628515],[-91.347742904030156,8.9957185614852051],[-91.255376300085,8.9702615201927784],[-91.161303392191186,8.9450350886607044],[-91.065627814733332,8.9200827378713825],[-90.9684554438046,8.8954496355727475],[-90.8698921554982,8.8711809495127376],[-90.7700438259073,8.8473218474392823],[-90.669016331125064,8.8239174971003145],[-90.566915547244676,8.8010130662437778],[-90.46384735035933,8.7786537226175962],[-90.359917616562171,8.75688463396971],[-90.255232221946414,8.7357509680480536],[-90.14989704260519,8.71529789260056],[-90.044017954631727,8.69557057537516],[-89.937700834119184,8.6766141841197975],[-89.83105155716072,8.6584738865824],[-89.724175999849535,8.6411948505109031],[-89.6171800382788,8.62482224365324],[-89.510169548541683,8.60940123375735],[-89.403250406731374,8.5949769885711618],[-89.296528488941064,8.5815946758426129],[-89.190109671263883,8.5692994633196378],[-89.084099829793047,8.55813651875017],[-88.978604840621728,8.5481510098821438],[-88.873730579843112,8.5393881044634963],[-88.76958292355036,8.53189297024216],[-88.666267747836656,8.5257107749660683],[-88.563890928795175,8.52088668638316],[-88.4625583425191,8.51746587224136],[-88.3623758651016,8.5154935002886134],[-88.263449372635847,8.5150147382728516],[-88.165884741215052,8.5160747539420036],[-88.069787846932357,8.5187187150440113],[-87.975264565880948,8.5229917893268059],[-87.882420774154028,8.528939144538322],[-87.791362347844739,8.5366059484264927],[-87.70219516304627,8.5460373687392543],[-87.6150250958518,8.5572785732245418],[-87.529957987106755,8.5703747004349413],[-87.447074123021764,8.5853497222980479],[-87.3663831885201,8.6021691324657539],[-87.287882778539185,8.6207884105866839],[-87.211570488016434,8.64116303630946],[-87.137443911889264,8.6632484892827],[-87.065500645095142,8.687000249155032],[-86.995738282571466,8.712373795575072],[-86.9281544192557,8.7393246081914473],[-86.862746650085214,8.7678081666527738],[-86.799512569997475,8.7977799506076764],[-86.7384497739299,8.82919543970478],[-86.679555856819917,8.8620101135927],[-86.62282841360495,8.89617945192006],[-86.568265039222453,8.931658934335486],[-86.515863328609825,8.9684040404875951],[-86.465620876704492,9.0063702500250109],[-86.417535278443921,9.0455130425963564],[-86.371604128765483,9.08578789785025],[-86.327825022606646,9.1271502954353156],[-86.286195554904808,9.1695557150001754],[-86.246713320597422,9.2129596361934532],[-86.209375914621916,9.2573175386637665],[-86.174180931915714,9.3025849020597384],[-86.14112596741623,9.3487172060299919],[-86.1102086160609,9.3956699302231463],[-86.081426472787172,9.4433985542878265],[-86.05477713253245,9.4918585578726535],[-86.03025819023415,9.54100542062625],[-86.007867240829739,9.5907946221972331],[-85.9876018792566,9.641181642234228],[-85.969459700452191,9.69212196038586],[-85.953438299353934,9.7435710563007429],[-85.939535270899256,9.7954844096275071],[-85.9277482100256,9.8478175000147647],[-85.918074711670357,9.9005258071111459],[-85.910512370771,9.95356481056527],[-85.905058782264916,10.006889990025757],[-85.90170812730571,10.060457662806403],[-85.900424874484116,10.114231437010483],[-85.901158193581836,10.168178674722231],[-85.903857127944107,10.222266769050519],[-85.908470720916242,10.276463113104221],[-85.914948015843478,10.330735099992209],[-85.923238056071114,10.385050122823358],[-85.9332898849444,10.439375574706537],[-85.945052545808636,10.493678848750619],[-85.958475082009087,10.547927338064476],[-85.973506536891009,10.602088435756985],[-85.990095953799681,10.656129534937014],[-86.008192376080373,10.710018028713435],[-86.027744847078381,10.763721310195129],[-86.04870241013893,10.817206772490957],[-86.071014108607358,10.8704418087098],[-86.094628985828876,10.923393811960526],[-86.119496085148782,10.97603017535201],[-86.145564449912371,11.028318291993122],[-86.172783123464868,11.080225554992737],[-86.201101149151583,11.13171935745973],[-86.230467570317785,11.182767092502965],[-86.260831430308713,11.233336153231324],[-86.292141772469648,11.283393932753675],[-86.324347640145916,11.332907824178893],[-86.357398076682742,11.381845220615844],[-86.391242125425379,11.43017351517341],[-86.425828829719151,11.477860100960458],[-86.461107232909313,11.524872371085863],[-86.4970263783411,11.571177718658493],[-86.533535309359848,11.616743536787222],[-86.570583069310786,11.66153721858093],[-86.608118701539183,11.70552615714848],[-86.646091249390338,11.748677745598751],[-86.684449756209517,11.790959377040611],[-86.723143265341974,11.832338444582938],[-86.762120820132992,11.872782341334597],[-86.8013321457385,11.912259064712968],[-86.840757850810931,11.950763985072268],[-86.88042139706377,11.988330454675008],[-86.920349402741252,12.02499462350823],[-86.960568486087581,12.060792641558981],[-87.001105265346979,12.095760658814301],[-87.041986358763651,12.129934825261238],[-87.0832383845818,12.163351290886833],[-87.124887961045658,12.19604620567813],[-87.166961706399448,12.228055719622176],[-87.209486238887337,12.259415982706008],[-87.252488176753587,12.290163144916678],[-87.295994138242364,12.320333356241223],[-87.340030741597943,12.349962766666691],[-87.384624605064488,12.379087526180122],[-87.4298023468862,12.407743784768567],[-87.475590585307344,12.435967692419062],[-87.5220159385721,12.463795399118654],[-87.569105024924681,12.491263054854388],[-87.61688446260932,12.518406809613307],[-87.665380869870233,12.545262813382454],[-87.714620864951584,12.571867216148874],[-87.764631066097621,12.598256167899608],[-87.815438091552551,12.624465818621706],[-87.867068559560607,12.650532318302204],[-87.919549088365969,12.676491816928152],[-87.972906296212884,12.702380464486591],[-88.027166801345558,12.728234410964564],[-88.08235722200817,12.754089806349121],[-88.138504176444968,12.779982800627296],[-88.195634282900144,12.80594954378614],[-88.253774159617919,12.832026185812692],[-88.312950424842512,12.858248876694002],[-88.373189696818145,12.88465376641711],[-88.434518593789008,12.91127700496906],[-88.496963733999323,12.938154742336893],[-88.560551735693309,12.965323128507661],[-88.625309217115159,12.9928183134684]]]]}}