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Well Southwest of the Baja California Peninsula:\r\nA broad area of low pressure is forecast to form early next week \r\nwell to the southwest of the southern tip of the Baja California \r\npeninsula. Some gradual development of this system is possible \r\nthereafter, and a tropical depression could form during the middle \r\npart of next week while it moves westward or west-northwestward at \r\n10 to 15 mph across the western portion of the East Pacific.","indentifierfile":"gtwo_areas_202605282309","point":null,"line":null,"area":{"type":"MultiPolygon","coordinates":[[[[-117.34638298986131,8.094666400833864],[-117.24274453522162,8.1687435200633658],[-117.14386390550664,8.2469571786214715],[-117.04967757569224,8.3291414765045051],[-116.96012202075433,8.41513051370879],[-116.87513371566878,8.50475839023065],[-116.79464913541149,8.5978592060664134],[-116.71860475495835,8.6942670612123951],[-116.64693704928523,8.7938160556649265],[-116.57958249336804,8.8963402894203316],[-116.51647756218263,9.0016738624749291],[-116.45755873070492,9.1096508748250482],[-116.4027624739108,9.22010542646701],[-116.35202526677611,9.3328716173971387],[-116.30528358427679,9.447783547611758],[-116.26247390138872,9.564675317107195],[-116.22353269308776,9.6833810258797683],[-116.18839643434984,9.8037347739258038],[-116.15700160015079,9.925570661241629],[-116.12928466546654,10.048722787823564],[-116.10518210527297,10.173025253667934],[-116.08463039454595,10.298312158771061],[-116.06756600826138,10.424417603129273],[-116.05392542139514,10.551175686738892],[-116.04364510892314,10.67842050959624],[-116.03666154582123,10.805986171697644],[-116.03291120706533,10.933706773039424],[-116.03233056763131,11.061416413617909],[-116.03485610249504,11.188949193429417],[-116.04042428663246,11.316139212470279],[-116.04897159501941,11.442820570736814],[-116.06043450263178,11.568827368225348],[-116.07474948444548,11.6939937049322],[-116.09185301543639,11.818153680853701],[-116.11168157058037,11.941141395986172],[-116.13417162485335,12.062790950325937],[-116.15925965323119,12.18293644386932],[-116.18688213068978,12.301411976612645],[-116.21697553220501,12.418051648552234],[-116.24947633275278,12.532689559684414],[-116.28432100730895,12.645159810005506],[-116.32144603084942,12.755296499511838],[-116.3607878783501,12.86293372819973],[-116.40228342566051,12.967906392228429],[-116.44590447474897,13.070118753451736],[-116.49168436169244,13.169597284731928],[-116.53966268621909,13.266380898976944],[-116.58987904805703,13.360508509094718],[-116.64237304693444,13.452019027993178],[-116.69718428257941,13.540951368580261],[-116.75435235472014,13.6273444437639],[-116.81391686308473,13.711237166452028],[-116.8759174074013,13.792668449552579],[-116.94039358739803,13.871677205973487],[-117.00738500280308,13.948302348622685],[-117.07693125334453,14.022582790408103],[-117.14907193875052,14.094557444237681],[-117.22384665874922,14.164265223019347],[-117.30129501306877,14.231745039661039],[-117.38145660143729,14.297035807070689],[-117.46437102358294,14.360176438156227],[-117.55007787923383,14.42120584582559],[-117.63861676811814,14.480162942986709],[-117.73002728996399,14.537086642547523],[-117.8243490444995,14.592015857415959],[-117.92162163145282,14.644989500499955],[-118.0218846505521,14.69604648470744],[-118.12517770152547,14.745225722946353],[-118.2315403841011,14.792566128124621],[-118.34101229800707,14.838106613150183],[-118.45363304297156,14.881886090930971],[-118.5694422187227,14.923943474374919],[-118.68847942498864,14.964317676389959],[-118.8107842614975,15.003047609884023],[-118.93639632797743,15.040172187765046],[-119.06535522415656,15.075730322940965],[-119.19770054976304,15.109760928319709],[-119.333471904525,15.142302916809214],[-119.4727088881706,15.17339520131741],[-119.61545110042795,15.203076694752236],[-119.76173814102519,15.231386310021621],[-119.9116096096905,15.2583629600335],[-120.06510510615199,15.284045557695807],[-120.2222642301378,15.308473015916475],[-120.38312658137606,15.331684247603436],[-120.54773175959491,15.353718165664626],[-120.71611338978867,15.374613363738584],[-120.88820474009428,15.394403072735805],[-121.06385580579588,15.413116073749643],[-121.24291406158677,15.430781013181683],[-121.42522698216025,15.447426537433499],[-121.61064204220966,15.463081292906676],[-121.79900671642825,15.477773926002794],[-121.99016847950935,15.491533083123432],[-122.18397480614627,15.504387410670175],[-122.3802731710323,15.516365555044601],[-122.57891104886075,15.527496162648294],[-122.7797359143249,15.537807879882831],[-122.98259524211809,15.547329353149797],[-123.18733650693362,15.55608922885077],[-123.39380718346479,15.56411615338733],[-123.60185474640487,15.571438773161061],[-123.81132667044719,15.578085734573543],[-124.02207043028508,15.584085684026359],[-124.2339335006118,15.589467267921084],[-124.44676335612068,15.594259132659305],[-124.66040747150501,15.598489924642601],[-124.8747133214581,15.602188290272553],[-125.08952838067326,15.60538287595074],[-125.30470012384376,15.608102328078747],[-125.52007602566296,15.610375293058151],[-125.73550356082411,15.612230417290537],[-125.95083020402056,15.613696347177481],[-126.16590342994559,15.614801729120567],[-126.38057071329249,15.615575209521374],[-126.59467952875457,15.616045434781491],[-126.80807735102516,15.616241051302486],[-127.02061165479753,15.61619070548595],[-127.23212991476504,15.615923043733458],[-127.4424796056209,15.615466712446596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