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","paragraphText":" Offshore Southern and Southwestern Mexico (EP91):\r\nOvernight satellite-derived wind data depict an elongated area of \r\nlow pressure located a few hundred miles southwest of Zihuatanejo, \r\nMexico. Shower and thunderstorm activity associated with the \r\nsystem has gradually increased during the past several hours.  \r\nEnvironmental conditions appear conducive for development of this \r\nsystem, and a tropical depression is likely to form Sunday or early \r\nnext week. The disturbance is forecast to move generally northward \r\nnear the coast of southern Mexico during the next few days. \r\nInterests in southern Mexico should monitor the progress of this \r\nsystem. Regardless of development, locally heavy rainfall is \r\npossible across portions of southern Mexico through early next \r\nweek.","indentifierfile":"gtwo_areas_202606061124","point":{"type":"Point","coordinates":[-103.39297979784917,14.924597582859034]},"line":null,"area":{"type":"MultiPolygon","coordinates":[[[[-98.266607997575989,15.738157082151568],[-98.3118410133671,15.786128680439587],[-98.3602407355267,15.833709147492447],[-98.411693111030161,15.88088646431844],[-98.466084086852717,15.927648611925848],[-98.523299609969754,15.973983571322957],[-98.583225627356555,16.019879323518058],[-98.645748085988473,16.065323849519423],[-98.7107529328408,16.110305130335359],[-98.778126114888849,16.154811146974133],[-98.847753579107945,16.198829880444045],[-98.919521272473389,16.242349311753369],[-98.993315141960565,16.285357421910398],[-99.069021134544712,16.327842191923413],[-99.146525197201171,16.369791602800706],[-99.225713276905282,16.411193635550561],[-99.306471320632355,16.452036271181257],[-99.388685275357687,16.492307490701094],[-99.47224108805662,16.531995275118341],[-99.557024705704464,16.571087605441296],[-99.642922075276516,16.609572462678241],[-99.729819143748131,16.647437827837464],[-99.817601858094619,16.684671681927249],[-99.90615616529125,16.721262005955882],[-99.995368012313421,16.757196780931647],[-100.08512334613639,16.792463987862831],[-100.17530811373548,16.827051607757721],[-100.26580826208604,16.860947621624604],[-100.35650973816337,16.894140010471762],[-100.44729848894278,16.926616755307482],[-100.5380604613996,16.958365837140057],[-100.62868160250915,16.989375236977761],[-100.71904785924673,17.019632935828891],[-100.80904517858768,17.049126914701727],[-100.8985595075073,17.07784515460455],[-100.98747679298093,17.105775636545658],[-101.07568298198386,17.132906341533328],[-101.16306402149142,17.159225250575847],[-101.24950585847893,17.1847203446815],[-101.33489443992171,17.209379604858579],[-101.41911571279506,17.233191012115366],[-101.50205562407435,17.256142547460147],[-101.58360012073483,17.278222191901207],[-101.66363572715518,17.299417929769376],[-101.74209927397875,17.319718034872],[-101.81901622325934,17.339111291026711],[-101.89442105897771,17.357586533965868],[-101.9683482651146,17.375132599421828],[-102.04083232565078,17.391738323126948],[-102.11190772456699,17.407392540813586],[-102.18160894584398,17.422084088214103],[-102.24997047346251,17.435801801060848],[-102.31702679140334,17.448534515086191],[-102.38281238364721,17.460271066022482],[-102.44736173417486,17.471000289602081],[-102.5107093269671,17.480711021557351],[-102.57288964600461,17.489392097620637],[-102.6339371752682,17.497032353524304],[-102.6938863987386,17.503620625000714],[-102.75277180039656,17.50914574778222],[-102.81062786422284,17.513596557601183],[-102.86748907419819,17.516961890189958],[-102.92338991430336,17.519230581280905],[-102.97836486851911,17.520391466606377],[-103.0324484208262,17.520433381898737],[-103.08567505520537,17.519345162890339],[-103.13807925563737,17.517115645313549],[-103.18969550610296,17.513733664900716],[-103.24055829058291,17.509188057384197],[-103.29070209305795,17.503467658496358],[-103.34016139750885,17.49656130396955],[-103.38897068791634,17.488457829536141],[-103.4371644482612,17.479146070928476],[-103.48477716252415,17.468614863878919],[-103.53184331468599,17.456853044119825],[-103.57839738872742,17.443849447383556],[-103.62447386862925,17.429592909402466],[-103.67010723837218,17.414072265908917],[-103.715331981937,17.397276352635259],[-103.76018258330444,17.379194005313863],[-103.80469352645528,17.359814059677074],[-103.84889929537023,17.339125351457259],[-103.8928343740301,17.317116716386771],[-103.93653324641559,17.293776990197969],[-103.9800303965075,17.269095008623211],[-104.02336030828653,17.243059607394851],[-104.06655533990401,17.215661029237971],[-104.10961214221932,17.186913149958496],[-104.15249773734365,17.156849455323393],[-104.19517825055381,17.125504024674669],[-104.23761980712671,17.09291093735434],[-104.27978853233917,17.059104272704424],[-104.32165055146807,17.024118110066944],[-104.36317198979025,16.987986528783907],[-104.40431897258257,16.950743608197332],[-104.44505762512189,16.91242342764923],[-104.48535407268507,16.873060066481628],[-104.52517444054898,16.832687604036533],[-104.56448485399045,16.79134011965596],[-104.60325143828638,16.749051692681931],[-104.64144031871355,16.705856402456458],[-104.67901762054889,16.661788328321556],[-104.71594946906926,16.616881549619244],[-104.75220198955144,16.571170145691539],[-104.78774130727237,16.524688195880451],[-104.82253354750887,16.477469779528],[-104.85654483553778,16.4295489759762],[-104.889741296636,16.380959864567071],[-104.92208905608035,16.331736524642618],[-104.95355423914772,16.281913035544875],[-104.98410297111495,16.231523476615841],[-105.01370137725888,16.180601927197539],[-105.0423155828564,16.129182466631985],[-105.06991171318434,16.077299174261196],[-105.09645589351959,16.024986129427184],[-105.12191424913898,15.972277411471968],[-105.14625290531937,15.919207099737559],[-105.16943798733762,15.865809273565983],[-105.19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