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","paragraphText":" Well East-Southeast of the Hawaiian Islands (EP93):\r\nA broad area of low pressure located well east-southeast of the \r\nHawaiian Islands is producing disorganized showers and \r\nthunderstorms. Some slight development of this system is still \r\npossible today, although the possibility of formation is diminishing \r\nas the system moves into a less favorable environment with an\r\nincreasingly drier mid-level airmass and increasing upper-level \r\nwinds.","indentifierfile":"gtwo_areas_202606161716","point":{"type":"Point","coordinates":[-135.29334357806235,11.114761787022498]},"line":null,"area":{"type":"MultiPolygon","coordinates":[[[[-136.72030257858592,13.448713451938872],[-136.77057684707424,13.451083282003394],[-136.81992809504183,13.452604108435521],[-136.86836474599966,13.453278047760309],[-136.91589522345834,13.45310721650281],[-136.96252795092872,13.452093731188075],[-137.00827135192148,13.450239708341163],[-137.05313384994753,13.447547264487126],[-137.09712386851751,13.444018516151015],[-137.1402498311422,13.439655579857888],[-137.18252016133246,13.434460572132798],[-137.22394328259895,13.428435609500797],[-137.26452761845255,13.42158280848694],[-137.3042815924039,13.413904285616281],[-137.34321362796388,13.405402157413874],[-137.3813321486432,13.396078540404771],[-137.41864557795262,13.385935551114027],[-137.45516233940296,13.374975306066697],[-137.49089085650493,13.363199921787832],[-137.52583955276936,13.350611514802489],[-137.56001685170696,13.337212201635721],[-137.59343117682852,13.323004098812577],[-137.62609095164481,13.30798932285812],[-137.65800459966658,13.292169990297396],[-137.68918054440468,13.27554821765546],[-137.71962720936972,13.258126121457369],[-137.74935301807264,13.239905818228175],[-137.77836639402409,13.220889424492933],[-137.80667576073486,13.201079056776697],[-137.83428954171581,13.180476831604517],[-137.86121616047754,13.159084865501452],[-137.88746404053097,13.136905274992552],[-137.91304160538681,13.113940176602872],[-137.93795727855581,13.090191686857468],[-137.96221948354878,13.06566192228139],[-137.98583664387644,13.040352999399692],[-138.00881718304959,13.014267034737433],[-138.03116952457896,12.987406144819659],[-138.0529020919754,12.959772446171431],[-138.07402330874959,12.9313680553178],[-138.09454159841235,12.902195088783815],[-138.11446538447447,12.872255663094538],[-138.13380309044661,12.841551894775021],[-138.15256308390363,12.810085994054179],[-138.17074885899228,12.777868335110096],[-138.18835532367672,12.744923675664007],[-138.20537651192026,12.71127823756002],[-138.22180645768628,12.676958242642247],[-138.23763919493823,12.641989912754797],[-138.25286875763939,12.606399469741779],[-138.26748917975317,12.570213135447309],[-138.28149449524295,12.533457131715494],[-138.2948787380721,12.496157680390443],[-138.30763594220403,12.458341003316269],[-138.31976014160205,12.420033322337082],[-138.3312453702296,12.381260859296988],[-138.34208566204998,12.342049836040106],[-138.35227505102665,12.302426474410536],[-138.36180757112294,12.262416996252396],[-138.3706772563022,12.222047623409797],[-138.37887814052786,12.181344577726845],[-138.38640425776327,12.140334081047653],[-138.39324964197178,12.09904235521633],[-138.39940832711679,12.057495622076987],[-138.40487434716169,12.015720103473734],[-138.40964173606986,11.973742021250681],[-138.41370452780464,11.931587597251943],[-138.4170567563294,11.889283053321625],[-138.41969245560756,11.846854611303838],[-138.42160565960251,11.804328493042695],[-138.42279040227751,11.761730920382302],[-138.42324071759606,11.719088115166777],[-138.42295063952147,11.676426299240221],[-138.42191420201709,11.633771694446752],[-138.42012543904642,11.591150522630477],[-138.41757838457266,11.548589005635508],[-138.41426707255934,11.506113365305952],[-138.41018553696978,11.463749823485925],[-138.40532781176731,11.421524602019533],[-138.39968793091535,11.379463922750885],[-138.39325992837729,11.3375940075241],[-138.38603783811647,11.295941078183278],[-138.37801569409623,11.254531356572535],[-138.36918753028007,11.21339106453598],[-138.35954738063126,11.172546423917725],[-138.34908927911314,11.132023656561879],[-138.33780741575771,11.091848618790909],[-138.32569860205922,11.052041027305974],[-138.31276182471646,11.012615504350354],[-138.29899613626955,10.973586517962884],[-138.28440058925852,10.934968536182407],[-138.26897423622344,10.896776027047759],[-138.25271612970445,10.859023458597783],[-138.23562532224162,10.821725298871316],[-138.21770086637505,10.784896015907192],[-138.1989418146448,10.748550077744257],[-138.17934721959097,10.712701952421348],[-138.15891613375371,10.677366107977303],[-138.13764760967302,10.642557012450958],[-138.11554069988907,10.608289133881158],[-138.09259445694184,10.574576940306736],[-138.06880793337149,10.541434899766536],[-138.04418018171816,10.508877480299393],[-138.01871025452186,10.476919149944148],[-137.99239720432271,10.445574376739643],[-137.9652400836608,10.414857628724709],[-137.93723794507619,10.384783373938189],[-137.908389841109,10.355366080418927],[-137.87869482429932,10.32662021620575],[-137.84815194718721,10.298560249337509],[-137.81676026231281,10.271200647853039],[-137.78451882221614,10.244555879791175],[-137.7514266794374,10.218640413190759],[-137.71748288651656,10.19346871609063],[-137.68268649599372,10.169055256529626],[-137.64703656040908,10.14541450254659],[-137.61053213230261,10.122560922180353],[-137.57317226421446,10.100508983469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