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Wv6MNBmUWXx6OF2NJrsmR2vT7suTgnsuqIEA/leDO/SBkAnlX/g4fJ7nHI51/IHAOQHhfZfIgQotumE2ofXAzgSs/vGv1wIdb8epc5ftoAqH5PA46FCnGJRdqDNxUGYPX1i4zWQSG6KDDmSoYNoEXDaWFjsBA/Vn/6FcOiwOBPlba8ICFubV/zabUbBUKZehUlB4QYdvdra2ISBTwehmb3BQqx87TRW/daClzbM2fnBoJX/I67e3MiFYy0FxS9JbuR1ZxEe741Fdovxu5MIHj7naLw7fuo/9md/Gr22T+/SYXagCXK0QRP+r0kcH8bFb5EnDv3jODy8HNjYg0ajD5yuGpJ5Du1DBUd3EgDRbn1I68J5os/JDyJocEE82zPm0S/oP1lOxllNGhU9yq6TfQXhlIYF4Zp4Bcfnv2Z2JfxPjBz1jw6NPv2zV5L7B/pt/kY60WHn+cfPfhJ/CNL+3N1MI0O6W9/uDwk/nN7qfpx+Xs6/Jnq01R+SIgomennqcaA5in897IkHiVz/Ve5rGWA+e1Ly4NIvGRv5CzXjmSA1DP7eiMSz4UMW7v4BwyYM9/RUSVWiGPTrpvn9jOg4EXhkbnxQhwt5/T7GxtCtHsUxJ4m8b5Vs6NRbAgJLfftaInEf9SYgIdnDeGFlKNoKFmIT+JlJxu+MAR69iqO3GUhanELh+SkjeBUWWa/c5oQfzRT5jrPN4LJyvul2jKEWL3v0TlpDyMQcGqtb5P8X/3Ver7MBSM4m3x9SwGpj1P7dxZvqjGCpllN78dI/YwdbFzYN24EtN/fTCMeCjEuMnnKB7YxnOXvzV9aJsQ1yp9OzpQYg7n32Nf5lUS/9Me6yXHGoOBmYOJaK0TRc1d1z0fGYLjZq6e8ieTzxPamyC5jSA71urzlnRDF713zfmqYwJ5/OTdpn4Vo90pGOcnBBHJ/1x7Q/SnEfYHttnH7TMD33KaQFb+E2LeSnlWbYgIlijU6l4aI/TU/bnIqTeDSgdoqfSkR9p5wPE0l+wBN6XtvzWQRBioFVFhqmcKWzuv/0qYRPn556HKCrSk42VxyvjJLhA+3nQqa42UKM+cLd5frijB0VUWe6ilTyO31zZ5iSPrFZMiwKiT7y8V9x/azCV9SdHLSP5jCXdefO6QXijCKEsHcKGMGxrs88m/ZiJAdezwQGGaQ0xb2ad8qEYp/bO3Zs8oMuF24ibdJhJrFMzs/epkBPb8wmLtFhO5HX1WdjDUDU/fhij3bRGjfgj8PZpnBfvrMK5d2ixDN+9Mya81ARe+8/xd/Eb7RPMlR7zEDxeBZ95aGi/Cc+r3NpWSf83bVqciMEeFYVqTydRMmbBxfomFC+pHqDv36ZyuYUBggr1l4UYTvn2b8pW1jQu6Q0gLn6yIUbrT++jCMCQxjp9ejd0VoYJfafzKZCb9z7hZlF4kwvUX1WzLZP4c8O+ftfSLCaM+v4rYaJoxMacyxrBFhyJRhLbdvTKhbO++ywmsRzmmweKU/zgSbr292fGkVIac+fLXWTBZoxsYHPOsQYbJOyXwnUxYwRxlWuQPEvzX1G57bsMC2w0MrnfTvtYOpm0M5LJgpN/1JjawY1W/OmOa7kwWv41UGquXFWDGmaHgjhAUN3bNf1U4l86H8XhfdOBZ8O6Ci1zhDjCfeUw+8SmWBdMKHyBZ1MU6Mn2bSkMMC2bjtJW3aYtS3VJujXMaCV3UJoZ0GYkz4prEioYEFrnftQ/8wiLy8iab8VhYci/HYJ2Mmxrk5RYnbelhgWdyqojxXjI8HdVbdH2HB+pQzytoWZL6qUhzLkGVD4UlPmrG1GH802N5LUmDD5o6VkyxsxNiidTuDqcwGLaVZHsvJ/CQyt1iwQ40NbesLZRxXi7H2clOxvQYbTk2fdZy/nsw3PQfOPddhg/qdmfddnMXYcGM247cBG7ihKYt3knlNTZD2rIzOhgVtpxv2iMj8HKPUstCYDclzP5nucxPjm3KHQo4ZG3a9cJ/g6yFGhbN2TzTYRL7iNHkfMh+ejPzLOzKXDf2rHw167RNjqQ6nKWkeG3x/bA13CyDzc8fac84L2PA/76ukpKQm/Pe9l9K9PNaVuQJc4L9E9r4J5f+7Q/u/772mfBo7f349H7UXWKNCNBvoNIVbxwR8/Fvwa0fYMTY4pKnsobjxsbboqb4wlg0mVQdyXXfxce3kv9/S49iQMPmW7br95Hv3p/f5CWxYWDG5p/0gH7svecUHnWLDO//Bg0ZRfPQIMdqjRM5eGPUOtU/y/6PLVFfd8LKzfJxh/4F5lLw/O5B6XCuFj0mPNyj6E3mzLDbcMU7nY+DEl63vyHlPFRTzem7x0eXVpawHRJ82SYHHrhw+jkoNeqsfZ4PxzeLk9Pt8/LNqBr2P2LN5Q8jM8yXkecj8ytWRbDAvl1xb84SPxS7neYxwNuzeVzPrUSUf35aG1h8JZpM+Z2jRX8NHRTfKHC9/NsgtaK77+ZKPAyplvm+8yXk06+zrr/m44vSFpDpPNqhNxjST93y8k9t1YdM2NogcKvwDWvn40vJ3kJuQDWFOBYMnvxB9O7vMJ3LJ+RcGuvb9IPLPqT+2cCR5cvybEb2Lj77SOZQxezbYJfTtz+jlo+PvP86CJWww0ApOHenn43JLQ866+WyIPvfDj/qHj9Jnw/TfmbBhrs9l1P/HR3bzknsTSR62zZ60bnCEj6Gll6dWz2LDhpHQn1fHiT/12o3nKbHBJmqfi+kEAZo8sJ+8eAIbvAztI+JlBVhaOGXZyy4WJKzdOrNpkgCfnS396d/Mgl1uOh1DcgRfZsh4lbDgUUv3izEFAap6FEXmphNe0JkX/X2KAOXCB7w2HmfB/QubfhRMFeDfQKfcNT4saCnLebBbWYDLvmzcdI3LAnfpgpqp0wVo6eTl4GpNeKesvCNphgAteFoxUXosyN9v+0lFTYAJER/UZsmyYPBoYkDATAGmuzG/qBEeO72TEV47S4BPT0b1RVUyYdMRzlP12QJcd2abpfctJnStOqbK0RDgqUm22U3HmaBPN7E8qinAHt8UbuEuJmRGJo/magmw0LuXpreOCatf2cx5rS3A1bH3Zk5lMqEk+tClPzoCHN7sQY0ivH1Px0FVVU+A5+KerTzZaQbpkW65TH0Bxhq9fGVcZQahcx/KOhgIsCZkrE94wwyc6xZt3EIR4K3s2I/sKDOwVKj4sosqwP0/KlrT3czA4thq+SCaACNWdi8uszEDl7HsSYfoAtQftLOM1TGDqqntjEiGAK/OmKE2ZdgUIrZX5YcZCnDz0yT1Za9M4WzuhlFfIwFenKsTNT/XFDRSxHYSY2JPcHtaR6wpaDa0vrY1EeCESna+x05TuPWvRFrXVICVVg7jeXam8O5xq3wPwZK/nk8a9EyhuMncKs9MgNr0zyufDZvA5g8pH3cxiT+/9r4832wCVVFTbDRZArQVvrnmmG0C2iHuN4oJds75NKnzmAmIPM66rGMLsG7Saks/dxNI+xOZ30CwXNiW0F4wgX8NOj0OcwS4fhlfz1XTBHyureLcJvivd6SoYcAYtLX7508gXOVsTgtfXmcMim3Sr+0Izr8ZXFl80xjWXRYf8Sd490htMEQaQ/+EvzFnCa5b4/qxWWQM/811TDww//AiY7glCSlJIrjlgKBsrZoxfMi1Dg8mmJpqX23ZawQFnHelKwl24R46t6rKCOwG7J5LEdxW6uQefc0Ikha5tl8m+g3Jjof8CTeCJ/XaAiOCB22fGlzcagTN20R+ScQ+5rXuxIMLjeBDqkpYL/HHrzUPqKlqRtDD1nliRvCprfsUFPoMYWbJ7mPriT/dR7ixJTWGsO13py6P+Ltw7Z3fZbcMoftgRNVyEo82v6Jw3aOGgHKzX08n8WMnYWCzuyF0Wp8/+YTEe/CtrH63rSGEPe2x4pF8iHKpKvakGMLJ9TKMapI/8zbwYp0mGALjSMl5A5Jf61/0vLvdyoAt0xVbuSQfTYeaOoJLGWB1uWG5F8lfrb/rxp+mkrm4ZWyKSFeAe/tTNsdHMGDxrsAjLFIPBxQV7FpdGRA2wfTfO1JPJ7Y1jhfbMeCunVSOuzqpD9qyOrohA1YYDw9VkXqtHenqpisyQPrikS1TSD3/4Be/LummQ+6bgToGqX/5vWPVnQ10OCnav0lHSYAVtY+y7xTQ4fnt+a098oR/5OW2T7hIh8TlEv8LhH9i73ys+xJBB7PL9BlUGZK/6xwbOB50eLgsN/sI4TOlING6TevpEHhz3vonw3zsK1M3fGNBh3Oc1x3vCD/OKDq07KsuHVY/rQqvI/wp350RFiBHh8oA62mXevi4tzeu/MQvGizr4sav6ODjxw22vylvadB9ZfXE6q987L9S1WNZTvYYdbsdpm18tPVlJT/PokFajXeBO+F7L07Am+bzNJi1fLwniPSDyS13Tmw+QoOYAY1pXqRfZJ58e57jQwP2tj4VC9JP/kye3F4upMFildyBd8/4GP5y4Zrrq2nwJSCmYGsZH9sjgvOHLGkg0LzmVPiQ9Kdrrybep5O9yN/8eU8BHy/VbtL+rEqDQ0piNWnS74xi/370l6FB8ma+eRfphwM+9WzfPipsaF2jn0f65YWp7X1NrVR4rb3jnfMlPt7/tVA+uZ4KbnGvJQ2JfPyc+ZZTWkoFw/tVd4wS+JhfV19in0MFvuoe3HyMjy+6qFSjq1Qwpvae2nGYj49Ov/dwP02FOvdg+voQPhpzZPeNRFIheLON33TS/9Mepxr88KeCa7hXSNZuPlbuLNlsvJMKRVwTa8Z2Ppp/dJEu2UKF3K237gSK+Bh099xgqiMVDk/XaLjG5aP1nm06jcuoIBxIu3rHkY/TMhs3b1xAhYDIQL14Bz7G/umK1zCmwoRl5XbrlvJxU1vhVWMdKsy9eU/56wI+/hsB37DpVFi0OOAgj8lHjdfHvs6eTIX1BxYdT6fxcZ3s1fe/h8ne+8nIolqL9MvpJ62n/aKAd8++4NoZfNycwPvq/pUC7TR7fqYCH7eryZX8fUsBc5ma567SfOw1uXatvJ4CCZMW1gz84WGsu9WhZxUUmJeVJ3bp5uF757oFUiUUWBu8O/RGOw/9Ynal7cyjQGeK3dyqFh6eFSo0TLxFgQ/LlP2f1fHQc9X0Hw2pFMiKTba5+pSHsu1uC5oTKVAmcI/b+oCHmsfqjFTjKBAW2iP5m83DbZco5vFRRH7TvbyA6zxMDjN9vCGUAifnWUa9v0DOiy20F/hT4LbfwCujBB5mGiaxs/ZQQNHbK10UxcM/d5J6nHZQQHlcszssmIdTw4/2O0ooQBmKuHvSm4cZYwsy0wQUuD5Pr+OEOw8PRu09ynWiwMQTPhdCNvNwRZDssNc6Clx9M/RYvJ6HDxeW7v2xggJf+uZsXWjHwzMGfoL65RSYk33BQ34RD4+e6WYYLSX2dxZ8bWDycEPf8IqBRRQIPTjh5TkKD9MSPc0WWVDAccmwqUCdhwu/K9qNmFOgVFa/X1OJh8/g1vjSORSwvtlH+SjNwykT1KvlWRSgTu55mD7IxeJjetpCMwq09p9+5N3BxWOLT4lsTCnwaoUrw+4T9z+z764Pr/v1m7jom9h74CnB8id8KQrPuWReDDD3Ju9PN7uXN17CxSPKVy8+IPI6z86+JpvHxSo6GN0m541d0RvUuMHFiKva9g5ziX+NVl61TeGi61d5t5PzKSCSmZ556BQXqY4v+44upECQ3L+pLdFcDF+8wsVqCQXcVcKerzzIRZaKhUEG8U/0oMH7xn1c/Ga0+0rjSgrYxknsQjy4KP5WvLF8PQWkC4qk7URc3Hij+8pBHgVoy28rM525uL+2ccJEEi91pft7F60m+hRat23ZSQGrLr6elw0X51T8vhvjS4G/xSo65RZctORVfUgg+XFvg3CHA5OLji9i3wYeo0DzkZLR31Ty/iGlWbYk3x6bZ7+r1eRiwjs16cF0kp/sezIt07loYrlf/jTJ35Ocld5qClzMHxi5ZPCEAktCOimHpbn4wzdg3rVGCqwP0dYw/MvBYLWCBRRSP8aszRtlfnHQ0CJqZsoQyQdPatWsHxxMW1iwXHMKFarlhyK2t3LwerAa85IeFby4Kjt/v+HgqRWzH5iRet+0reX5owYObt+ffu7JGipMvPX48PMqDk67e9JtqxsVIpnefmrlHIx9EHHvVzAVmgeOH0gt4WC7i5F20Fkq/Jv00HvPfQ5O38lk9t+lQv/2DMuwHA7OTrIO2vSCCuU6g5mNmRwczh87e+Y7FXzmrM3cdZ2DRTG6qrkTCd+nO6muucJBztuVkekUGnhE5D7ee5GDNXsMQ9yX0aDghfKZd4nEvmnusT0SGnTEzPCIO81B17DbqxdF0ECuzEXrRBwHw2JuOMBVGkwNSj/+8jjBv2XVhp/QQKYw4pzbUQ5ui9xp7/aNBj8iUjVsjnBwjmzkbj8FOpR+yOj3OMTBzxbjuoZM0i8blkp9CuNgyLdDXX4b6eDspqSTdpCD0i0PPXj+dJh1/r5xQTAHvZu5jMoLdGgO/C6jEcTBF1dH7pc+psMZeduo6kAOqspzs61+0IHj6JPQEMDB1dUqV9nKDNDdoCFjTLBPwSu98xYM6Fb9nN9IdsWjsZseeosY/9kdT81mK2ZHMSD7n4+QQd6P11W/uOEuA24YRivVE3xoe/7EtW8YcI8t2F9PzvO8f+/VBTKPNKvH7Tci+qx+g+mLTA1h6re6jjdEX1p8xAQ9jiG4ppblfib2DFxLD7MPM4TGtdMyHcI5+Li1Mef6TUNw7xPkTDrMwRi5YpPFTYageWZtmn4UBx3bJhyUkjKCAatYUVIMsW8B17rDmODOstLdsRx889zl76CzEVDunMm4ksDBlO11DtpknguJvPlr/jkOur9cVcTNNILJgTcOGF3gILsp+POlV0ZQFrtQ/2Aq8e88FU7PBGO490K6bB7Jj1f5OWlLmcbw0fLG4nW3OZhHneISwzcGuzfNu6tyOZhk+0yv8rAxfM2dM+92EfHf+/h9A1nG8LxG7Pm7lPgnf0aX3Ftj6GEp9qVWEnvODumOTjQB/vtX6fn1RD/bjpQqtgkovt/lZt7CQYw6O7Jrswk82Pv5tPpnDuYedul4H2kCCRlqMa6dHPSvvd+rdtcELn5yclYe5ODGfzO/K7eYwJ4rY5M0pbhom2h1u1LGFC77780KJfW7yfqLppWZKZT/mCxapMbFg4EN08QcU/CLMKA76HHxeVupm3moKdhXaatdMeHiIkWfwazrpvBiLdfagfBJfWTq5bpaU7h4yjRz7nIuxn2ZujTujyk40od9xY5cDHkYcPsH2V8CT+pdf7GZi4mXL1a8sjODbN6/jft2cPGLvrWHs5cZHFP8Gr3ej4vujdN3b00wg4tzbPjiCC7qrv6U/bPADEKcPBpTTnJxxmxX5aF3ZvB4tFhB7iIX7er528KkmYQfz05JvEn4aNKh4wdpTKiX5/5cdZ+LnmsuSrpWMKE8VJCn9ZSL2+ZvxwpPJvheGTsg38jFG06XDsvFMsFv+PI6pTYuWiyWjbmZxQSh6qWl1F4uqkY4ZWbUMaFsP0e4aoz4L39dxWgvExZlUouDppB+5JWdn6bMAsGS7e55GjxMtbTiJLLIvpsftLfXkIfNmTfDX65lwc+URz9MLHi4fUuJ6gZPFhwJi2tzIf2R1zKvQzGaBfpfVnvGb+LhrcIXn8ausmADx/F0roSHbids66mPWHBn69Cu8j08jPwuSAx4w4Kqw2lyZSE8nC6sURnoY8FS52zfjGPkOd45/nwiGy7xgh97J/HQ2se1/IYKG8LVXSdokvng1on2y2rabAjWKbO9nMdD5y0qJxQN2UD7/TdptJT0b0bln+i5bFChbJvOquWhy8KOdces2fB6nksJ+x2xt4UjpWzPBqXcdXfGvvNwl3NHoKojG+wZ0X2nB4i9fVFGZ7ls0Nb0Su4h81HEiGJIgogNFHVeocJUMj8Xc9ombWdDz/UbW9pm8/H2AYeK3l1sUHcqOeND5jGziIdJa33ZYH6t37eATeZjzcQKjQNseMW4rnDbio/H4/NLnEPZcM5lwXZHez7uMh3qHD7Ehv95X/VfUEsDBBQAAAAIAP1bv1xDfBgIlAoAAKQeAAAfABwAZ3R3b19hcmVhc18yMDI2MDUzMTExMzEuc2hwLnhtbFVUCQADLRwcai0cHGp1eAsAAQSklAQABMgAAADtWVtv2zgWfvev4Mtgk0FiWXbjJF1DgJu0abDTtKgz0919GdASbXMjiVqRsuv59fsdXiwnjuNsgXlYYPMSijzk+c7hudKjQhieccOTTmckM1nOFI1SabiRqkzsULjpkarlXJbJnV3iOfvY1LVMeSnYlSiNqEeRp+iMqmaKU0UyaUr2ia/ZIGZx/HYQvz07Z/1efziKAkVnZKTJRTI3K/U7rwXXvxNB72wQx/EgHkVuuTOaCzVTdZEsRWpUzTJwMgBB4EdRWATIMpflQ7IwpnobRavVqlsu0m6pOO/O1TKaSw2YjqYziraki1qhO6NM6LSWlaFx1dSV0oBwvxBasErl67kqNZNlBumNYKuFqAUztarwnTOA0830dPOdrtNclUKzAooglCxralnOmVkIVorvhmmxFCUkWdOh7O7j1V80u6l5tbD778NB3wTHlpp9bkyu1AM7urn/9vm4y4BrzaA61uiG5/ma6XUxVbn8Q2RsJc2C6QXPMLbaJQ7EOFU5gKYKkjI1Y+enYB+gWpRWF6yW+oGRlHPcrdBv2VrkuVoRBaP/tH4CkXk5t9tYITLZFH6+BleaXMj5wk51O3TzXp+dEZ9qU/PUWN0yEofd3E7YUtSamKdQs9TGAjSLWgiSpBIzmQO0WXDT3sFRfMxS2CMMEaahTVNPeZkKYEytINppolKyNPqEHfWPvciVMtgj23vaEt4pzG90t37CeJmxo8GxVWKhlqLAdotwi63f5E0VxoYZOXN63wWp7eWVyji00Jm/o4PYuuw9TxetVpjUbNbUpdSLcPd0juaFYNyYWk4bA3Z0JYI2boE4AdM0b7JgmFOugQJiqdRBJhJaIMasbIopLNHixDVY4hPWtxptMVa1mvKpzKVZh8Vte8Lk+Us7SNPnu7u6bPzoiiGzzEhPMxmEniov+TNS2GOfCmKlqMUMhseMYhI3ekj55HfEGreXa8UWcAb+FBfXWqXSXqnFRefiFJFybeApWvO52HgkwOXwi4yRGxiKC9bQrX8/g6FVFfySeQesVcF6P5EIcQ//LdMYA9xt7Sz1JMjvQkaaA6PTHDxDeTfb8fpfvMv3Tge9n07YJ+fkNPOmdzqkKTr1I7k5TZ73Tok/oK9d6OJVlcvgidabKZRueTNhkXneUDwgdeE6KHYvQorRFL277HYGJbc38zTGMgosOMwJAHFygkVa8DpecZMuohWHi5Cdy0KQc57AaXKAzJZSW4FtqJ7SFerGh7CX2HYZu/WegJt1fgJ5VhCITinVE9MJ0YRSRYgHIVC5EOWdsQ0FNja2+gLHXzUZq9VbqY3gmcOPLZC7gXat529peMllzqe5eF63lBkpYOcIK8FcbYzY2KtXz5pieBu48bGdLEmllaizxA19btXl3Cd7aO1AYRAocHC7Ldo6zGss+RCAjT0wdg3i6B6UOMUT+a0OEoAgxTeaCpRazWs4YHKliioXBls2U51RU1m+d9akYEOlyEaRnyRc/hScV2WKqo6pakoKnRiuhDbTNDmNBxfdeDjo9ftvznoQ7aI/ivxaZwQlW6KLy+7Feb9/MRwOzy4GFyS/X+qMSlWbBUbxsHt2jsXLuB+DcHAxGEVhDQhUY0fD7mV/OLg87/WG8WDQO0PlFJaAeAtf5DF3Rg9ivVJ1ZgWBsRS2GKP/D8aKDtX5rzAv1smm6AurmNta/sT/BaM+QLSpaK6c/xygmiCJFgdorkVFdwcHOkTYRugDlIh5Byi+8eWeQybN1LxKyG3CF+TcJjsk6iPaQ9JuE+8V+IvS5vR1l/ZVFCVHmnm0GnnrgtvlPCUzs/83Zha+wjw2/VpKSgMTeJrQgcIethmODTzTyPT51TvyEBZo2DsqBJ6nvGnyGeWkT+K7TNXzNFcctdNU8JJNBH+e5AtPkUdTdqsp6ezB/B7OLWrU+BZd2LILLvKKwmjbS3maUk0c9Lb5pI4FfRByPKLcOH0o1SoX2dxmfJ9u2aZt+5xCDnCl1Dg2hdIVshW+x1khUTlSAqY8dHT3eTw+Pmn3hfZjIuqlRH1zdPdtckwpbG9DCJKPV8dspZo8o0SIKgAh29VDvhxG0M2a1FCx1FDeySQoDHoYVdvi3n1RymkFRHzWwgt+bzMtZcGlrI1rf5Bvc1n4bg7lhsuglBKtKsDKc6Vj26NwTQZDcKEkA6vx6aY0yB7VZpRQh/Ll8xVyjPu2C6qe72+MWcTuRboonZc3VYXbZ+9QsqULewpt7oTzPCeeZXQ0/TPrSiTVYq1dKYUZuD9uPyw5KspccTy8jNnkG4vPYV4T03VULqmhv0V8lryQttclM6NEJpIPv7iUZh0Trs7zZDCIh2ewQveFvcgfpoZbTsbY7D8cZA80ajUWtXpEFoNSlgJ801ppNTPsG65VrTT7+xf2m+/zzroxO3rXSFgJOv/e8cbE4CAPbPBX9n7y9ZaN6/QKNpCrObvs9rtvuvGbfg+p0DEgV2kfMCjHeTTOhpLfbC8GM3KfdNnLlBCTGjJDblmEISn15tQXadBNmPObIGnSJyn9uONJ3AnR1sFRi4MwocHA5AIl5h96rd2bxpz6fAxzbnBPSa+LxO3HmFTlvJ31H25bgwCZXMObCnoEEVihOLlZ6bixPxzDTCAMBu5ZmVz/PiG/RxQJM6hK8lxWOgkL/hPIRSH5d6mT4eA87vd63Z79g3hhgV5MyhlwJ5AWUcSsqSx0Mw5K4B9tiR95lVA9FG5LGJSpzsvhO1B7Egb5/jeiQNAJQxss0fAm7h/VvcmH22u4Q/hyCxnY35KLktvOEOAa6sRtT9h1xJm9Mz/SCVniZkGHFVUsqWqkumoi/t34NgF1vJhTkQ4nqg01HK4/w8mNKxujrd2Rw7uLe0I1/LPIP3jAUG8h4JE/CPna1+9wI2ZTzX8J8N14cnv3LEDqXBWlG9+I+5eyxc5r2U4jhyDtWnaobVcsB0g4jMJ+ttWA2FpeZnsKAb/YcaOnh1GaDtl558AXc/jOua/S4Pjr+/FeBfonCkWt7/NPEdQk2l7NavmRuvay/PL187v+9fgfz7L90j7DEN9drmDYtw+WJ/blobXt9u0BJI9fHl6H6+vt5G97cX3dfgd6NTLUtZsnC2pO5HzxKpOy9fCTy3eayV9SjXavJIdszAHaw+Dl892byyEGJOcPHe9fb37UmMmyzl+2rBf1V7LzP8+09gJ7nWk9RfZ/0/pTTStqywF6GAmVFL2y+noBBRE9PyXXalXmimf2geva/iYUlhx9LvkUuYBhtqKfFTxQ90jbFGg9pusf6pPkk/aCHjapV+lSren5UqWdIbPabiGTc/9bFUZBDpwGUH+I5OfJ7T9/RsccvkkJLVnUbo62joxajXRG9JPe1jh74a3NLjuynaYHTUn1it5mq4HZ2x9Fj45DU5G82A4Rwf9kD4TRUqFvSQa9s9N+//L0zRuqkjfTj7skp3SrfFxlmXy4ub5iV2icqGmfGJgdRy1mH5+v/Y+dNwJWyG1x+cn/cGvPsfvDSUt70unk/vq014tP48vLi0C0dETgS8/NuX0At2sbJOK7KUlRuz+jCl3LbqqKKPxkHNEMOunZRa+7MEW+9bsqSGjBlp4bpAwBgp6iLUO77JTgWbqPjeVu2CT/AVBLAwQUAAAACAD9W79cNsALqz8AAAB0AAAAGwAcAGd0d29fYXJlYXNfMjAyNjA1MzExMTMxLnNoeFVUCQADLRwcai0cHGp1eAsAAQSklAQABMgAAABjYFDnYsAOrF4wMzCwAhmBLberzF0TD6y4sDFr4RZphxMLirsvl4cdsD1u5S84xcABh35kYMTAwFkBxOtANABQSwMEFAAAAAgA/Vu/XMmP+UtCAAAA4QAAABsAHABndHdvX2xpbmVzXzIwMjYwNTMxMTEzMS5kYmZVVAkAAy0cHGotHBxqdXgLAAEEpJQEAATIAAAAY65jlWcAgocM2gzYgJNjsKcfhOkMInjQ5B2DXB0ZkOSZ0OQDgvydjFwcI2HyLGjyQZ7B3sjyXFj0mxPQb45HPy8AUEsDBBQAAAAIAP1bv1ytCFApaQAAAIEAAAAbABwAZ3R3b19saW5lc18yMDI2MDUzMTExMzEucHJqVVQJAAMtHBxqLRwcanV4CwABBKSUBAAEyAAAAHN39Xd3Do5WAhLxwQUZqUWpSjoujiGhvtFKLnCB4AAP1yB/T5doJZiImbG5oZGBgZ6BDhDHxuoEBHn6ugL1uBelpuaVZyZnKIEldEL9PEOAJqWmA8XBQobmJqbGRpZGpoaWlibGxrGxAFBLAwQUAAAACAD9W79coZJUCRMAAABkAAAAGwAcAGd0d29fbGluZXNfMjAyNjA1MzExMTMxLnNocFVUCQADLRwcai0cHGp1eAsAAQSklAQABMgAAABjYFDnYsAOjF4wMzAw45AkBQAAUEsDBBQAAAAIAP1bv1zll1VEUwoAAKAeAAAfABwAZ3R3b19saW5lc18yMDI2MDUzMTExMzEuc2hwLnhtbFVUCQADLRwcai0cHGp1eAsAAQSklAQABMgAAADtWVtv28gVftevmJdF7YUtSnYSb1KBgGIljtGNbVjedduXxYgciVOTHJYzlKL8+n5nLiJtS5YbYB8KVC+ay5lzm3MdjgpheMoNj3u9kUxlOVc0SqThRqoytkPhlkeqlgtZxld2i+fsS1PXMuGlYOeiNKIeRR6iN6qaGbCKeNqU7Ctfs9MhGw4/nA4/vD1jJ4OTd6MoQPRGRppcxAuzUn/kshT6DwIYvD0dDoenw1HktnujhVBzVRfxUiRG1SwFJQMmiPlRFDbBZAkkD3FmTPUhilarVb/Mkn6pOO8v1DJaSA02HUxvFHWki1qhe6NU6KSWlaFx1dSV0mDhLhNaME/fsspkmUIDRjCTCVaopSigCc3UHPxp09QzXiYAm9eqsCAJVAYIlqvE0tLMKNqQNauUwY6ESMk6yRW0ShJZKMZrwTVLm1qWC4unFN8M02IpSihgTXywqy/nf9HsouZVBpZydleryg7uBceRml03JlfqgR1c3N1fH/YZxFkTZtbohuf5mul1MVO5/C5StpImY+DheMUJplYrS8OKoHKInyioiOQ8OwYDW1iupX5gpJoFjELoD2wt8lytCILRP+0fMVXzcmGPsUKksin8eg0eaDGTi8wu9XtkMv4ieiM+06bmibGXwkggdnE5xd3Umogn0Cz0bxk0WS0E0xmvxFzmYNpk3LQXdzA83NxK5846N2R1USmJiz1iByeHXuT99+UP5usF0BwxXqbs4PRwj6nYQ49tbP7IdB5B0/WVytsTdObvaC9vffaJJ1mrFSZhpE1dSp2F2yc8mheCcWNqOWsM2TGYEnSww8QRiCZ5kwbTnHENLiCWShzLBEIbRJiVTTGDLVo+cQ0W+IidWI22PFa1mvGZzKVZh82uPWHx7KUTpOmz56f6bPzoiiGzTElPcxmEnikv+RYpLNqnglgpajGH4ZErS9zoPuWT5xFp3F6uFcvgDPwpX1xrlUh7pZYvwgssIuHawFO05gux8Ugwl8MvUkZuYCgyWEO3Hr6Fh1ZV8EvmHZAC1OAnEmE4wL8lOsQAd1s7Sz0K8rugkeTg0WkOnqG8mz3z+l+9yw+OTwc/HbGvzslp5c3g+B0tEdYv5Oa0eDY4Jvpgfe2CF6+qXAZPtN5MMbjjzcSLzPOG4gGpC9dBQT8LuUlT2O8zdjmHlturMSE6Bv1QZAE2JwHkyYkvUoNX8oqbJItWHD5Chi4LQd55BK/JwWW6lNpKzApY3YzuUDc+hr1ElhjzroCrdY4CgVaQiLCU6onthHDCKAQ/ySUuRnlvbGOBDY6twkDxN03WahVXaiN46vjHEcjdaJfMuipecpnzWS62K5dyKkXsHHEl2KsNEhuD9eqBAyKKt6Ebk26eJZ1Wok5jN/RpWZcLXydAbXtqigABxO2xqIPMqyz+HDgbe87YBMDRHSCBxQP5o44lMILqoNFU29RqUcMF43NVVLkwOLJZ6o2aytK9sjYFIypFOor8IvHlsQBflSoqWGaqKSl4YrgS2sySeNAfjCI/7o2g1c2iH/dGpapNFlbDBDhV0y6HCah2aESebm/0INYrVaeWGdx4YWsx+n8wln2I72dhXazjTc0XdrHW2f7K/wXL3AO0qUzOnRPsgZoiFRZ7YCaiIv3DC/YBtnF2DyQi1x6Ie77cgWTazMyrhOwCviBnF2yfqI9g90nbBd4p8I3S5vh1l3YripIjWTzajbx1wXVynpCZ2f+NmYVZWMeh30pJwXwKbxE6QFhkm+HYwLuMTLbvXpFPsADDPlI63w550eRzyixfxTeZqO0w5xwV0Ezwkk0F3w5ywxNkw4RdasocO3j+BP8VNWp1y1048py5yCsKo66X8iShyjbobTOlhgVtEDI1ItU4eSjVKhfpwuZtnzTZpmu7TiAHqFJ+G5tC6QopB/NxWkjUf5RGKZkcXF2Px4dH7bnQRkxFvZSoUg6u7qeHlId29oMA+XJ+yFaqyVPKZsjlCLuuqvFFLQJn2iSGSp6GkkcqAWHQi6jaluhuRsV/KyBirBZe8DubLimVLWVtXBuDpJnLwjdzKBpcGqS8ZlUBUp4qoW1R4ZoMhqBCiQJW41NGaZABqs0opj7j5vocecLN7YaqF7v7YhaxO5FkpfPypqpw++wjCq8ks1jocC/g85R4mhJq+jPrSsRVttauIMIK3B+3H7YcFGWf4fDd+yGb3rPhGcxravoOyiUmtLeIz5IX0ra6ZGaUjET8+VeXlqxjwtV5Hp+eDt+9hRW6Gc4if5gabjkd47CfOJY9o1GrsajVIxIVlLIUoJvUSqu5Yfe4Vuom/37Dfvfd2tv+kB18bCSsBI3/4HBjYnCQB3b6V/ZpenvJxnVyDhvI1YK975/03/SHb04o+TkC5Crt+wXlOM+Ns6H4d9tRwYzclC57mRDHpIbUkFsWYUhKnRrqtaGYsOBPQMx4QCL6cc+DuONRB2vUMkEMoUfAYoYi8btea/eesaBmHcOcG1wSsvZwFPkxFlW5aFf9xB1rEB3jCVypoAcQgR0Kkpudnht75BimAjEwUE/LePLHlJweISSsoMzIc1npOGz4KTgXheTfpI7fnZ4NTwaoLOwP4oUNei0p5+A7hrQIIWZNdZ1bcawE+lFH/MirhAqccFXCoNB0Lg7HgdrjMMh3vw8FgF4Y2kiJnjV2f1S5xp8vJ/CFMHMbKchfkn+Sz84R3Rpqpm1b13fAqb0zP9IxmeFmQ4cdVSyp7KOiair+3fhCH5W4WFCZDQ+qDbUMrsUC5sbVfVHndOT4fc73lKrwrZx/9gxDvYWAO/4gyxNfgMOHmM0z/yWDH8fTy6utDFLzqSjX+F56ZUM1heJNxYEgrzsFSGjFEKFd1w21PRfLMSQcj8JO21JAdLaX6Y4qwG/23OgpMsrRITU/Q/hiAn+G91UaHN9+Gu9UoH9lUNS8bn9NoDbPdltWy4/UtZPkze31x5PJ+B9byd60LylE9zlVEDyxr45H9vGgte32+QAgjx8PXsfX7eX0bzv5uu0+5byaMxS1m1cH6kzkInuVSdli+MnlO83kL6lGu4eOfTbmGNpB4GX87tlkHwGS84fQ+weYHzVmsqyzly3rRf2V7OzPM62djL3OtJ5y9n/T+lNNK2rLAXr4CJUUPZT6egEFEb0fxRO1KnPFU/tENbHfg8KWg88lnyEXMKxW9GXAM+reWZsCfcds/UNNknzSW9DbJDUqfSo0PV0qs1NkVtsqpHLhv1NhFOQANjD1XcQ/Ty//+TPa5TAnJbRgUXs46qCMWo30RvQ5rzNOX3gss9sO7FnHg46kekVj0+ledjZH0SN06CjiF3shAvifbIAwWio0LfHp4O3xycn74zdvqEreLD9ukZzSrfJxlWX8+WJyzs7RNVHHPjUwO45azD4fT/yHzgsBK+S2uPzqP9paPPZ8wLS0mI6nd5PjwWB4PHz//pcAtHRAoEsPxrl9wrZ7G07EN1OSop5/QhW6lv1EFVH4XBzRCtro+S+DfmaKvPNNFSC0YUvPDacMAYIeky1Bu+2U4Em6ycZyN2Ti/wBQSwMEFAAAAAgA/Vu/XKGSVAkTAAAAZAAAABsAHABndHdvX2xpbmVzXzIwMjYwNTMxMTEzMS5zaHhVVAkAAy0cHGotHBxqdXgLAAEEpJQEAATIAAAAY2BQ52LADoxeMDMwMOOQJAUAAFBLAwQUAAAACAD9W79cyY/5S0IAAADhAAAAHAAcAGd0d29fcG9pbnRzXzIwMjYwNTMxMTEzMS5kYmZVVAkAAy0cHGotHBxqdXgLAAEEpJQEAATIAAAAY65jlWcAgocM2gzYgJNjsKcfhOkMInjQ5B2DXB0ZkOSZ0OQDgvydjFwcI2HyLGjyQZ7B3sjyXFj0mxPQb45HPy8AUEsDBBQAAAAIAP1bv1ytCFApaQAAAIEAAAAcABwAZ3R3b19wb2ludHNfMjAyNjA1MzExMTMxLnByalVUCQADLRwcai0cHGp1eAsAAQSklAQABMgAAABzd/V3dw6OVgIS8cEFGalFqUo6Lo4hob7RSi5wgeAAD9cgf0+XaCWYiJmxuaGRgYGegQ4Qx8bqBAR5+roC9bgXpabmlWcmZyiBJXRC/TxDgCalpgPFwUKG5iamxkaWRqaGlpYmxsaxsQBQSwMEFAAAAAgA/Vu/XOWiL8MTAAAAZAAAABwAHABndHdvX3BvaW50c18yMDI2MDUzMTExMzEuc2hwVVQJAAMtHBxqLRwcanV4CwABBKSUBAAEyAAAAGNgUOdiwA6MXjAzMDDikCQFAABQSwMEFAAAAAgA/Vu/XAnTjORuCgAA4R4AACAAHABndHdvX3BvaW50c18yMDI2MDUzMTExMzEuc2hwLnhtbFVUCQADLRwcai0cHGp1eAsAAQSklAQABMgAAADtWVtv2zgWfvev4Mtgk0Fi2U6bTLuGADdp02CnSRBnJrv7UtASbXMiiRqRsuv++v0OL5YSx3a2wDwssH4xL4fnxnOlhrkwPOWGx53OUKaymCoaJdJwI1UR26Fwy0NVyZks4mu7xTP2ua4qmfBCsHNRGFENIw/RGZb1BFhFPK4L9oWv2Emf9fvvT/rv356xQW9wOowCRGdopMlEPDNL9bVUsjD6K0H03p70+/2T/jBy+53hTKipqvJ4IRKjKpaClAEXxP0wCpvgsshk8RjPjSnfR9FyuewW86RbKM67M7WIZlKDTwfTGUYt8aJG6s4wFTqpZGloXNZVqTRYuJ8LLZhjkskihfBGsARqgPxgSJu6mvAiESxTiUVFYOz68/nfNLuseDnHiYzdV6q0gwfBzVxU7KY2mVKP7ODy/uHmsMtAZ8V4JVita55lK6ZX+URl8rtI2VKaOZvKLMM4qZTWLOfVo6UDXCxRGXSTKPDP1JSdHafQfrJKMoVrIg1Ztlgl9SMj7me4MqHfs5XIMrUkCEb/tH/EVMWLmT3GcpHKOvfrFWjT4lzO5n5pORcF2MUGGElU8UddJJaS5Zc4c6yUykBXEsJvMgWJufbS54DlmVZsIhxao1hZQf1Q9GCHUJAaiJgWJa/ocnJedjtkbf4KO0M+0abiibHXyUjj7PJqzBai0oQEvGtcpNWemVdCMD3npYDGoVEz56a5+IP+4Z7Lt8I7ezliB4PD1yohHMxWM6A5YrxI2cHJodVjrhYiF4XjsEXWH/LeAfvGipw6o9hkUlv7KpRx3Lp7I9hXXNBHnswbrTCp2bSuCqnnwTwJj+a5YNyYSk5qA3JkL4IOtpg4AtEkqxF2ZvbMhGtwAbFU4lgmENogwqyo8wmcxfKJa7DAR94YGh7LSk34RGbSrMJm29ixeLbrBGn6bPNUl42eXDFklinpaSqD0BPlJX9BCov2uSBWikpMYXhk3RI3uk/55BxEWjvfmMNT+XO+uNYqkfZKLV+EF1hEwrWBG2vNZ2IdLsBcpsi9yA2M+GaYNXTrhC/w0KgKQYP56FCpnPV+IhH6Pfxbon0McLeVs9SjIL+LakkGHp3m4BnKu9lGSPrVx6Pe8UnvpyP2xUUgWnnTOz6lJcL6mWIQLZ71jok+WF+56MrLMpPBE603U/RueTPxgkBaUzwgdeE6KF3MQ1rTlDC6jF1NoeXmakwI30E/FFmAzUkAeTLii9TglbzkJplHSw4fIUOXuSDvPILXZOAyXUhtJbYxb0J3qGsfYHeRJca8K+BqnaNAoCUkIiyFemY7IZwwyg8+IIRI5WKU98YmFtjg2CgMFH/TZK1WcYU2gqeOfxefEaed67dUvOAy45NMvKxcysaUTjLElWCvNkisDdarZ0VBvIncmLQTNKm0FFUau6HP57qY+QoDWttTjQQIIG6ORS1kXmPxp8DYyDPGLgAc3QMSWDyQP+pYAiMoK2pNVVGlZshhOj5XeZkJgyPrpc6wLi3da2tSsKFCpMPILxJfHgvwlamiSmei6oJiJ4ZLoc0kiXvd3jDy484QSl0v+nFnWKjKzMNqmACnqpvlMAHVFo3I0+0MH8VqqarUMoMLz20VR/+PxrIP8f0srItVvK4Wwy7WWttf+B8wzD1A68rp3PnAHqgxMmG+B+ZCUFlBqX8fYBNm90AicO2BeOCLLUjG9cS8Ssg24A4522D7RH0Cu0/aNvBWgW+VNsevu7Q7kRccueLJbuStC66T8YTMzP6vzSzMwjoO/VZIiuVjeIvQAcIiWw9HBt5lZPLy7jX5BAsw7ANl85chL+tsSonli/gmE/UyzDlHATQRvGBjwV8GueUJkmHCrjQlji08f4T/igq9hOUuHNlkLvKKwqjtpTxJqLANeltPqdNB/4REjUg1Sh4LtURjMbNp2+dMtu73bhLIAaqU3kYmV7pExsF8lOYS5R9lUcolB9c3o9HhUXMutDljUS0kipSD64fxIaWhrZ0kQD6fH7KlqrOUkhlSOcKuK2p8TYvAmdaJoYrH9gepBIRBr6QqW6G7GaWNRkDEWC284Pc2W1ImW8jKuDYLOTOTue8CbSdBlCitWVWAlKdKaBtUuCaDIahQooDV+JRRGGSAcj2Kqc24vTlHnnBzu6Gq2faOmkXsXiTzwnl5XZa4ffYBdVcyt1jocCfg85R4mhJq+jOrUsTlfKVdPYQVuD9uP2w5KMo+/f7puz4bP7D+GcxrbLoOyiUm9MWIz5Ln0vbIZGaUjET86VeXlqxjwtV5Fp+c9E/fwgrdDGeRP0wFtxyPcNhPHMue0ajRWNToEYkKSlkI0KUuV00Ne8C1qqVm/7xlv/tm7W23zw4+1BJWMjjt9Q7XJgYHeWQnf2cfx3dXbFQl57CBTM3Yu+6g+6bbfzOg5OcIkKs0Lx+U4zw3zobi321DBTNyU7rsRUIckxpSQ26ZhyEp9SPEMStXUUE9Ydmfg7BxjwT1444HcUiiFu6oYYXYQqOAxTkqxe96pd1zyIyeFDDMuMFVIXf3h5EfY1EVs2bVT9yxGjEyvoBD5fR+IrBDoXK903FjjxzDVCASBuppEV98HZPrI5CEFRQbWSZLHYcNPwXnIpf8m9Tx6clZf9BDfWF/EC9s0GNLMQXfMaRFIDErqu7cimMl0I9a4kdeJVTmhAsTBtWmc3S4D9Qeh0G2430pQHTC0AZMdK6x+6P6Nf50dQGXCDO3kYL+Fbkpue4UQa6mlto2d10HnNpL8yMdkzWuN3TYUfmCqj+qrcbiz9qX+2BUzKjYhiNVhhoH12gBc+3Kv6h1OnL8bvI9plr8Rc4/eYah31zAK3+Q5Qtfh8OVmE03/yWDH0bjq+sXGaQWVFHK8R310kZsisjrwgOxXrfqkNCQIVC73htq2xTLMSQcj8JOm4pAtLYX6ZZiwG923Og5MkrVIU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Well Southwest of the Baja California Peninsula:\r\nA broad area of low pressure is forecast to form during the next few \r\ndays well to the southwest of the southern tip of the Baja \r\nCalifornia peninsula. Environmental conditions appear conducive for \r\nadditional development thereafter, and a tropical depression is \r\nlikely to form during the middle part of the week while moving \r\nwestward or west-northwestward at 10 to 15 mph across the western \r\nportion of the East Pacific.","indentifierfile":"gtwo_areas_202605311131","point":null,"line":null,"area":{"type":"MultiPolygon","coordinates":[[[[-131.91703739995131,16.217681695583046],[-132.07131686972141,16.221786448831132],[-132.22504632413168,16.224533366734459],[-132.378159865908,16.225892039123622],[-132.53059159777635,16.225832055829191],[-132.68227562246261,16.224323006681765],[-132.83314604269276,16.221334481511921],[-132.98313696119271,16.216836070150258],[-133.13218248068841,16.21079736242735],[-133.28021670390581,16.203187948173777],[-133.42717373357081,16.193977417220143],[-133.57298767240937,16.183135359397017],[-133.7175926231474,16.170631364534998],[-133.86092268851087,16.15643502246466],[-134.0029119712257,16.140515923016594],[-134.14349457401781,16.122843656021391],[-134.28260459961314,16.103387811309624],[-134.42017615073763,16.082117978711892],[-134.55614333011721,16.059003748058771],[-134.69044024047784,16.034014709180848],[-134.82300098454545,16.007120451908715],[-134.95375966504594,15.978290566072957],[-135.08265038470526,15.947494641504152],[-135.20960724624933,15.914702268032889],[-135.33456435240416,15.879883035489756],[-135.45745580589559,15.843006533705337],[-135.57821570944964,15.804042352510221],[-135.69677816579218,15.762960081734986],[-135.81307727764914,15.719729311210227],[-135.92704714774652,15.674319630766522],[-136.03862187881018,15.626700630234463],[-136.14773557356614,15.576841899444631],[-136.25432233474024,15.524713028227613],[-136.35831626505848,15.470283606413995],[-136.45965491198803,15.413530732591488],[-136.55830318006667,15.354491137576405],[-136.65423901965988,15.293229989139888],[-136.74744046147697,15.229812630184439],[-136.83788553622719,15.164304403612556],[-136.92555227461989,15.096770652326748],[-137.01041870736435,15.027276719229517],[-137.09246286516981,14.955887947223364],[-137.17166277874566,14.882669679210791],[-137.24799647880113,14.8076872580943],[-137.32144199604551,14.731006026776395],[-137.39197736118814,14.652691328159579],[-137.45958060493828,14.572808505146357],[-137.52422975800525,14.491422900639224],[-137.58590285109835,14.40859985754069],[-137.64457791492686,14.324404718753254],[-137.70023298020007,14.238902827179421],[-137.75284607762725,14.152159525721693],[-137.80239523791775,14.064240157282571],[-137.84885849178085,13.975210064764557],[-137.89221386992583,13.885134591070157],[-137.93243940306203,13.794079079101872],[-137.9695131218987,13.702108871762205],[-138.00341305714514,13.609289311953656],[-138.03411723951064,13.515685742578729],[-138.06160369970451,13.42136350653993],[-138.08585046843604,13.326387946739757],[-138.10683557641457,13.230824406080716],[-138.12453705434933,13.134738227465308],[-138.13893293294962,13.038194753796034],[-138.15000124292479,12.9412593279754],[-138.15772001498408,12.843997292905907],[-138.16206727983683,12.746473991490058],[-138.16302245020282,12.648753973222915],[-138.16058974865447,12.550887544349173],[-138.1547948576233,12.452912691082794],[-138.14566416713026,12.354866993413136],[-138.13322406719632,12.256788031329547],[-138.11750094784236,12.158713384821384],[-138.09852119908933,12.060680633878002],[-138.07631121095824,11.962727358488753],[-138.05089737346987,11.864891138642991],[-138.02230607664524,11.767209554330069],[-137.99056371050529,11.66972018553934],[-137.95569666507097,11.572460612260162],[-137.91773133036313,11.475468414481885],[-137.87669409640282,11.378781172193863],[-137.83261135321087,11.282436465385452],[-137.78550949080821,11.186471874046003],[-137.73541489921584,11.090924978164869],[-137.68235396845469,10.995833357731407],[-137.62635308854564,10.901234592734969],[-137.56743864950965,10.807166263164911],[-137.50563704136769,10.713665949010585],[-137.44097465414058,10.620771230261342],[-137.37347787784938,10.52851968690654],[-137.30317310251493,10.436948898935528],[-137.23008671815825,10.346096446337667],[-137.1542451148002,10.255999909102304],[-137.07567468246177,10.166696867218798],[-136.99440181116384,10.078224900676498],[-136.91045289092736,9.99062158946476],[-136.82385431177326,9.903924513572937],[-136.73463246372245,9.8181712529903837],[-136.64281373679592,9.733399387706454],[-136.5484245210146,9.6496464977105028],[-136.4514908566635,9.5669499679176528],[-136.35201779987648,9.4853354787893522],[-136.24997788135272,9.404810568883855],[-136.1453408339047,9.3253812161655887],[-136.03807639034486,9.2470533985989789],[-135.92815428348561,9.1698330941484532],[-135.81554424613933,9.0937262807784336],[-135.7002160111185,9.0187389364533566],[-135.58213931123555,8.94487703913764],[-135.4612838793029,8.8721465667957169],[-135.33761944813298,8.8005534973920128],[-135.21111575053817,8.7301038088909539],[-135.08174251933096,8.6608034792569661],[-134.94946948732371,8.5926584864544768],[-134.81426638732893,8.525674808447917],[-134.67610295215897,8.4598584232017089],[-134.53494891462631,8.3952153086802817],[-134.39077400754334,8.331751442848061],[-134.24354796372248,8.2694728036694745],[-134.09324051597622,8.208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