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Bay of Campeche:\r\nA broad area of low pressure could form over the Bay of Campeche \r\nlate this week.  Conditions are not expected to be favorable for \r\nsignificant development, and the system should move inland over \r\neastern Mexico late this weekend.","indentifierfile":"gtwo_areas_202606101137","point":null,"line":null,"area":{"type":"MultiPolygon","coordinates":[[[[-93.222138978143562,23.790500440150971],[-93.304548776007834,23.820942218060051],[-93.387633017646891,23.850455057192939],[-93.47133785134379,23.879032918162377],[-93.555609425381533,23.906669761581131],[-93.640393888043192,23.933359548061951],[-93.7256373876118,23.959096238217597],[-93.811286072370365,23.983873792660813],[-93.897286090601952,24.007686172004366],[-93.983583590589575,24.030527336861002],[-94.070124720616278,24.052391247843481],[-94.156855628965118,24.073271865564564],[-94.243722463919127,24.093163150636993],[-94.330671373761319,24.112059063673534],[-94.417648506774754,24.129953565286932],[-94.504600011242431,24.146840616089953],[-94.59147203544741,24.162714176695346],[-94.678210727672749,24.177568207715865],[-94.764762236201449,24.191396669764266],[-94.851072709316568,24.204193523453306],[-94.937088295301152,24.215952729395735],[-95.0227551424382,24.226668248204312],[-95.108019399010772,24.236334040491798],[-95.192827213301911,24.244944066870939],[-95.277124733594647,24.252492287954492],[-95.360858108172025,24.258972664355216],[-95.443973485317045,24.264379156685859],[-95.526417013312781,24.268705725559183],[-95.608134840442261,24.271946331587941],[-95.689073114988517,24.27409493538488],[-95.769177985234592,24.275145497562775],[-95.848395599463515,24.275091978734356],[-95.926672105958332,24.273928339512395],[-96.003953653002057,24.271648540509641],[-96.080186388877749,24.268246542338854],[-96.155316461868438,24.263716305612785],[-96.229290020257167,24.258051790944187],[-96.302053212326967,24.251246958945821],[-96.373552186360868,24.243295770230436],[-96.443733090641913,24.234192185410791],[-96.512542073453133,24.223930165099638],[-96.579925283077557,24.212503669909733],[-96.645828867798258,24.199906660453838],[-96.710198975898223,24.186133097344694],[-96.772981755660538,24.171176941195068],[-96.834123355368192,24.155032152617711],[-96.89356992330427,24.137692692225379],[-96.95126760775176,24.119152520630823],[-97.007162556993734,24.099405598446804],[-97.061200919313208,24.078445886286072],[-97.113328905137749,24.056267367130545],[-97.163513791886032,24.032871607108238],[-97.21177449907,24.0082787611212],[-97.258137714266269,23.982511780216804],[-97.302630125051337,23.955593615442421],[-97.345278419001744,23.927547217845422],[-97.386109283694083,23.898395538473171],[-97.425149406704875,23.86816152837304],[-97.462425475610658,23.836868138592408],[-97.497964177988,23.804538320178629],[-97.531792201413438,23.771195024179086],[-97.563936233463551,23.736861201641144],[-97.594422961714827,23.701559803612174],[-97.623279073743859,23.665313781139545],[-97.650531257127184,23.628146085270629],[-97.676206199441353,23.590079667052795],[-97.700330588262915,23.551137477533409],[-97.7229311111684,23.511342467759849],[-97.7440344557344,23.470717588779475],[-97.763667309537425,23.429285791639668],[-97.781856360154009,23.387070027387786],[-97.798628295160754,23.344093247071207],[-97.81400980213418,23.3003784017373],[-97.828027568650825,23.255948442433439],[-97.840708282287224,23.210826320206987],[-97.852078630619971,23.165034986105319],[-97.8621653012256,23.118597391175797],[-97.870994981680639,23.0715364864658],[-97.878594359561646,23.023875223022692],[-97.88499012244516,22.975636551893846],[-97.890208957907774,22.926843424126634],[-97.894277553525953,22.87751879076842],[-97.897222596876333,22.827685602866577],[-97.8990707755354,22.777366811468479],[-97.899848777079768,22.726585367621489],[-97.8995832890859,22.675364222372981],[-97.898300999130413,22.623726326770324],[-97.896028594789826,22.57169463186089],[-97.892792763640685,22.519292088692048],[-97.888620193259541,22.466541648311161],[-97.883537571222945,22.41346626176561],[-97.877571585107461,22.360088880102758],[-97.870748922489625,22.306432454369979],[-97.86309627094596,22.252519935614639],[-97.854640318053043,22.198374274884113],[-97.845407751387441,22.144018423225763],[-97.835425258525646,22.08947533168697],[-97.824719527044252,22.034767951315096],[-97.813317244519808,21.979919233157514],[-97.801245098528852,21.924952128261594],[-97.788529476589162,21.869889540138473],[-97.775178762694736,21.8147515201257],[-97.761173435377543,21.759553698691715],[-97.746491572699711,21.704311326015151],[-97.731111252723338,21.649039652274652],[-97.715010553510552,21.593753927648851],[-97.698167553123483,21.53846940231637],[-97.680560329624228,21.483201326455863],[-97.662166961074931,21.427964950245951],[-97.642965525537718,21.372775523865272],[-97.622934101074691,21.317648297492461],[-97.602050765747975,21.26259852130616],[-97.580293597619715,21.207641445484992],[-97.557640674752,21.152792320207595],[-97.534070075206941,21.098066395652605],[-97.509559877046712,21.043478921998663],[-97.484088158333392,20.989045149424388],[-97.45763299712911,20.934780328108435],[-97.430172471496,20.880699708229425],[-97.401684659496141,20.826818539966],[-97.372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