<?xml version="1.0" encoding="UTF-8" standalone="no"?>
<gpx xmlns="http://www.topografix.com/GPX/1/1" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" xmlns:openrally="http://www.openrally.org/xmlschemas/GpxExtensions/v1.0.2" creator="Rally Navigator" version="1.1" xsi:schemaLocation="http://www.topografix.com/GPX/1/1 http://www.topografix.com/GPX/1/1/gpx.xsd                       http://www.openrally.org/xmlschemas/GpxExtensions/v1.0.1 openrally.xsd">
  <metadata>
    <extensions>
      <openrally:units>metric</openrally:units>
      <openrally:distance>186.20</openrally:distance>
    </extensions>
  </metadata>
  <wpt lat="5.297537" lon="-73.825606">
    <ele>4020</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_1</name>
    <extensions>
      <openrally:distance>0</openrally:distance>
      <openrally:cap>246</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMcAAACHCAYAAACiXU2qAAANpUlEQVR4Xu2de7BVVR3HP/tyCUF8kPYwtMirJOSjx2Sg5mT5mEIt09ERxVf5SAeUgh4qhiJqYimSlpCIZTqjY80o2Pgo/CORbKrJMZEEhyxlCKUkJTK5u/mduzZzuNwra5+z19r7cL5rxnE4d73297c/81u/tdZeK0FJCkiBPhVIpIsUkAJ9KyA49GZIgX4UEBx6NaSA4NA7IAXyKSDPkU8v5W4jBQRHGxlbj5pPAcGRTy/lbiMFBEe1jL0b8Gq1utS+vREc1bL9w8Ax1epS+/ZGcFTH9kcDGRyPVKdb7dsTwVEd2xsYBoiBIe9RAbsIjgoYwUFhcGTJ4JD3KNk2gqNkA7jmM6+R9UbeowJ2ERzlGyGLNXr3RN6jZNsIjpIN4IJwA6R3kvco2TaCo1wD9Oc1FHuUa5da64KjXCP0jjXkPcq1xxatC47yjLEtryHvUZ5t5DlK1n5bXkMzVyUbSJ6jHAP4eg15j3LsI89Rou6+XkPeo0QjyXPEFz+v15D3iG8jeY6SNM/rNeQ9SjKUPEdc4Rv1GvIece0kz1GC3o16DXmPEowlzxFP9Ga9hrxHPFvJc0TWulmvIe8R2WDyHHEEL8pryHvEsZc8R0Sda019/sn0rA44s77dZ268eMSqe28e0bsvI06etGr/ybNX1f/eDXc+NDZZAOwK/Ct2/9utPXmOiBYvEI6IvW7fpgRHRNsLjohiF9CU4ChARN8qBIevUtXIJzgi2kFwRBS7gKYERwEi+lYhOHyVqkY+wRHRDoIjotgFNCU4ChDRtwrB4atUNfIJjoh2EBwRxS6gKcFRgIi+VQgOX6WqkU9wRLSD4IgodgFNCY4CRPStQnD4KlWNfIIjoh0ER0SxC2hKcBQgom8VgsNXqWrkExwR7SA4IopdQFOCowARfasQHL5KVSOf4IhoB8ERUewCmhIcBYjoW4Xg8FWqGvkER0Q7CI6IYhfQlOAoQETfKgSHr1LVyCc4ItpBcEQUu4CmBEcBIvpWITh8lapGPsER0Q6CI6LYBTQlOAoQ0bcKweGrVDXyCY6IdhAcEcUuoCnBUYCIvlUIDl+lqpEvJBzvAA63g/6AE4HbgI3usQ8E3gc8BrwF7O7yPgrMB/5WDXmK7YXgKFbP0LWFhGNHYDpwNrCLO74ydQ80COgENgD22wBgMPAacBLwROgHL6N+wVGG6o23GRKODmBP4DDg28CFwBuuq58BRjov8SawF3AqcAewBPh3449U3ZKCo7q26atnIeHI2vsocCtwFPC6+/EE4CDgWuC/wD7AJOB64O+tJaF/bwWHv1ZVyBkaDqv/48AtgB3Dn3mEt4PjxSoIE6IPgiOEquHqDAmHDass6LZh1aXABXXDqs8CHwJ+DGTDqtPcvy3eyAL3cE9eQs2CowTRm2gyJBxDgKnABAeJeYRu19ehLgB/xQXkA4HdALuP4mRgRRPPVNmigqOypumzYyHhsKncI4BxwBeB2118YR35MLAH8LibyjUwDgUeAX4AGDTbXRIcrWXSkHBkSnysLiCvjzk+AlyjgLyhm51a6y1r0d7GgKM+IF/vdLJFQZutmlkHx8XAdzVb1aPQNq49a9HXrbW6HRIOq9sW9j4B3ADYDFW2zmFDrQOA77uA/IPA+cBsYDmwqbVk9OuthlV+OlUlV0g4LOawxT4D4QtuwS+bhdrfxRyLe8Uctn1kjmIOeY4qABISDputmgjYFO3ewLI6j/BOwP7+spvB2gF4r5ulOgN4oQriFN0HeY6iFQ1bX0g4tM7Ry3aCI+zLXHTtIeHoPVt1ZK/tI5qtAhq8h7zo90D19aFADDiy2SrbW5VN5X4JMDg0W3WjpnKrSmYoOGy7+gcAq38UMA34ituiblrY9pH9gLnA/9yu3NOBecDSusXCqurWUL80rGpIttIKhYLDZqPsWw6LO4a5NQ3bM2UgWBruvvHIpm1tO0kX8CfA1jv0sdPJk1btP3m2bafZnLrhzofGJgtKe1varOFQcNhQ6mbnOXwlHZAkyaA0TW1v1V98C7VSPnmOVrJWz7AnRLIv/8x7eNc/aNCgXYYOHXpKZ2fn9DVr1tRP5dontGvd2se7QnQ2Vp2CI5bSxbTj/fIW01z/tYwcOXL4pk2bfpIkyaQVK1b8uS6n4HBiaFgV+i3csv7KwNHV1bVXmqZ3JUly0cqVK59pEziSZ+d8Y/QLd8/ayiPuPX7q2tETr3/WbemvySE4BEd7wJGyS5IwfNncaTuvuONq2yGwRdrn7Ms3jjpvxvo05SWS2sETgiMuG/4xQeh+tZnnGEZam+rmuXnTdugPjv3OndGzFy3hr8A/5TlCv4UaVsVVuK41F5BfQFr7RLiWvODoAWR5N/xIU7nxzKeYI57WODimk9bO8coLx2vdMF1wxDOY4IintcExuSPlivomvT2HxRwJVz00NrkxYpfbuqlWgmMdYFvd2yJZQL455nBPnHZw+6IxyZS2EKACDyk4KmCEvrrQNeGbG0d99botjihKE+5bNDY5r6Jd3u66JTgqatK+4CDlvoWHCo5YJhMcsZTO2c7uBx/51pibHs2OT62VTjq4/UENq3Iq2Xj2VoLDzrJq6b1V45amlyTdfGeLgHzu5TusWDBzq0VAyzNq4qz/dJ06xc4SrqW0gysXjUluatzcKplHAcGRR60m8/Y5lfs2cGwBSIKmcpvUP29xwZFXsSby97kI2A8cNqx65anH7A6THg8yfsrTWgRsQvwGigqOBkRrtMjmLesJw+h220f6gWOfsy7bOHCnXdNlc6ba2V/se860Ffuee9VMLQI2qn7+coIjv2YNl9jiew5bJU8Y/txtl+/cV8xhcOx3/tXrn59/5ZvL5023S4DY44gT71m9+P7xDXdABXMpIDhyydVc5j4+dkqWzZk6euXdN2w10dA1fsraURNn1basL593xZ7Pz59hF/xYmgwoKG/OFF6lBYeXTMVkauZLQAFSjA3y1CI48qjVZN5m4LCmf3/pSatXL77f7k6UB2nSFj7FWwEOn+doiTzNwuG+59gVyDYfaogV0PKCI6C4vasuCA47mucSARLecIIjvMabWygQDqszA+R5d5K9/V+pQAUqA4c7fWRBkiSX9Dp9pMDHLbeqguHIAFkECIwApg0Fh33pZvf+2YmHXqmzs3PHwYMHHz5w4MAfrlu3bru8izwAHF7aKlNjCoSCYyxwD2DbH1L3Xz0o9pulrP3s33btsl1281xjj1PtUoKj2vbp3btQcJjXsMOjDY732O4HYEndVct2mY39zYYDBsbOgF199kfg6zorVzc7VQGjUHDYi28nrVv9dqL6RcApdQdJnw3Y4dG3utue7MT1s4DvuVuddCegDpIunY9QcNQ/2DHA14Dj3OWY9rcLgJ3chZkGgnka+/zTrl5eU7oqgTqgYVUgYQNVGwMOu7TGDgWwWOIt9xznuqGULWZ1Ozjs/o7rBEePQrpqOdAbn6PakHAMcHGE3SRrQ6pv1cFxvLsw814HxwjnWe4Efl13yU2OR6l+VnmO6tuovoch4bCYYoa70ck+A91Q1/BAF4/Y7JQlm8my314F7O5Au3l2u0uCo7VMGhIOC8oPAk5wXsGGTNmwyoZa9hHPQuc59nJQmCf5ObC+tWT0663g8NOpKrlCwpE9o4Fg07MWc2SzUIo5nDq6TbYqKGzdjxhwaLbK6S7PUV0Q+upZaDjeAXwOmAicVLfO8WU3lTvHeRO7cdbWPmYBL9YtFraWmtvoreBoLXOGhMOC8DOA09y1ynabrE3bWrLVcAvAtUKue8grS0xIOCzgtthigoPhD3VwWABuAbtdymLA2MyW/WbXnV3ofq+saI12TJ6jUeXKKRcSDnsi32HVaLd95IY6YMpRJGCrgiOguAGqDg2HdTkLyI+tiznOdzGHrZBn20fMy1yrFfIeK2uFPMDbnrPKkHBY3eY5DI5JwIl1U7m2ydD2Vt3ihlUWkJ/pNh5aQK6Nh9p4mPNVLj57SDgs4D7EzVLZqrftwM0WAT8FWMD+KwfHHsBhwC+BnwEvF/+o5deoYVX5NsjTg5BwDHEbDs1L2KFlFnxnaZjbMmLbRSwNAuy31cA5wO/yPESr5BUcrWKpnn6GhMNmow5w20dso6FtR888x9Fu4+EDznO8H7CV9PsA+yZ6bWvJ6NdbweGnU1VyhYSjKs9YmX4IjsqYwqsjgsNLpmIyCY5idIxVi+CIpTRk95DbrNzmpI2HEQ2QsynBkVOwZrLLczSjXvyygiOi5oIjotgFNCU4ChDRtwrB4atUNfIJjoh2OO6JdELaUVvH2WbatOH1jgFDhma7mGv5k27mP3ho8tNtFlaGQhQQHIXI6FfJuN+mxyTdtYMmGkppB9ct+mTycEOFVSi3AoIjt2SNFzh2STqchLsariHl9IWHJC81XF4FcykgOHLJ1Xzm455MZ6Y9e85ypQSWPDg2uSxXIWVuSgHB0ZR8+QsfuzTdl5S5uUsmnLdwTKKrBnIL13gBwdG4dg2XPH5pelR3yqW+FXQkXPPAmORR3/zKV4wCgqMYHXPXMu6p9BA2cXEC7+6vcAr/YACzFx2c2An1SpEVEByRBa9v7tOL084dh3BC0l37luXAur89nXbwmzc28IvHj0iyncwl9rQ9mxYc7Wl3PbWHAoLDQyRlaU8FBEd72l1P7aHA/wHxSpDx6IZ4JAAAAABJRU5ErkJggg==]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
      <openrally:dss/>
    </extensions>
  </wpt>
  <wpt lat="5.297045" lon="-73.826442">
    <ele>4002</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_2</name>
    <extensions>
      <openrally:distance>0.11</openrally:distance>
      <openrally:cap>191</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMcAAACHCAYAAACiXU2qAAAMS0lEQVR4Xu2dC5AUxRnH/313IpyHR508oxAIhEeIB4I8dnlHSU5zF0SlwlXUaBKMiQkFiRErqWjFwlikEqIJqUJCKCNJCVJUkFtFYiIocMereBMIEbQQSsELIJx4PI5O9bpH9o6Z3Zmd3t7Zmf9UWRZ13f31/L7+Vc/MTk8L8CABErAkIMiFBEjAmgDl4MggARsClINDgwQoB8cACbgjwJnDHS+WDhEByhGiZPNU3RGgHO54sXSICFCOECWbp+qOAOVwx4ulQ0SAcoQo2TxVdwQohzteLB0iApQjRMnmqbojQDnc8WLpEBGgHCFKNk/VHQHK4Y4XS4eIAOUIUbJ5qu4IUA53vFg6RATyWY4ZAE4CWAqgMUQ546kaIpDPcvQF8G8A5wAsSUiyyhA3hgkBgXyWQ6VnJ4DypDwdThJlWwjyx1PMIoF8l+NpAI/Z8NmSJMrRLDJk0wElkO9yjAHwloPcxBKiqMuvJgflWYQEkO9yqBR+AKCLw1w2JO5NlCT/cFiHxUJKIAhyLALwQAb5O5gkyu4M6rNKwAkEQY67ASzzmKfaJFGOe2yL1QNCIAhyXANAXS55PeoATAZwzGtDrB8MAkGQQ2XiFQC3Z5qS0v5D6/t9/6lbN0+vUI+GeZBAnEBQ5HgYwLxMclp207j66B/W7IEQDQUSM1dGxduZtMM6wSMQFDl6ATjkNj2dIxXHh89d9a+kehTELcQAlw+KHCpFWwEMdZqrzqMqjw3/dc0+i/IUxCnEgJcLkhxPAvi5k3x1GDjiZMOhve2H/3bVjrJBo61u5hvaNaJ62QSh40bfSZdYxocEgiTHSADqiVPKo6x81H9P7NpwnSpU1K7kYgpB3m7XiJkUJB3R4P49SHKoLL0H4Aa7dF3b+8bTpw/uvjb570qQ0Ys2by3pOcDqtXcKEtyxn/bMgibHcwAetDrrkl4DzjS8s6+95d+6922ILFi/4+oOnS5a/J2CpB1GwSwQNDkmAVjROlX9Hpx9oKhtu0t7f/fj/nZpLKEgwRzhHs4qaHK0SfxaflUzk4HT5+7vVT1TvZyId16c2zVTQQTwWk1EzPHAmlXzjEDQ5FD41cyhZhCUz1qwt8cd0z5MzgkFybMRmsPuBlEOdc8xr8fk784uf3T+BCu2W2ZN6n/srZVd7bh3HDqhfuS8N/ZY/Z0zSA5Hq+HQQZSjO4DeANbeXisrCgRmZSJIl7GTPhg2Z8V+CmJ4RPooXBDlaIG3qk7eL4FvZkGQP9dExPM+yiW7oplA4OVQvKo2ysekxFd0C3JJYs6rUfGa5pywOZ8QCIUc6QTZ+PCEL9ZvW9vRLic33HbvkcGPv2D5ti4F8clIzkI3QiNHKkHOnfqwaMO0UYPPHvlPiR3jgdN/s79X9Y/ij4RbHxQkCyPTB02GSg4K4oMRl0ddCJ0cU9bIksa2eEZ++kSrxeFxBuGr7nk08J10NXRyKCgUxMnQYJlQypFOkIZ397Vd961hNzd98nGR3RCJzl+31W4tCJfbBkOs0MqRTpATO9eXbJpZMdhOkDRrQXiJFQA/Qi3HZUGuxhIpoD7x0+LwKghXE+a3IaGXQ6Xva7WyjwSeyYIgXAuSx35QjkTy0glS+9CYm+3yzNWEeWxAiq5TjiQ4qQTx8qo7AM4geegP5WiVNAqSh6M4S12mHBZgU73q7nEGWR+LCEefD8pSvtmsCwKUwwZWtgThYikXozPHRSlHigSkEmTHk/f1ObJqse1ngEr7DT015vmtO6yapyA5HvUOw1OONKC4mtDhSApgMcrhIKnZWk0IieWxqMjo6/AOus0iHglQDocAuZrQIagAFaMcLpKZSpB0qwlTfbCBi6VcJMFgUcrhEradIB7XgoCCuEyEgeKUIwPIFCQDaHlYhXJkkLQsLpZCgcQ0br2WQVKyUIVyZAhVmyACRZBQ3/hVOzSeh8QpLpbKMCmaq1EOD0BTCeJkNeHIZ/9+ouOwiQUtuiCg9gk5WiAxlTOIh+RoqEo5PEJMJUjaxVIlpTLy+382lPYb2nRFNwQ+kgW495URYp3HLrJ6hgQoR4bgkqvFBcl0NWEqQYDTF87hltUTuP2zhjS5boJyuEZmXSHdYqmU69FTC7ItFhW3aOomm3FBgHK4gJWuaCpBTu6p67ZpRkXfix+ftmRelEoQiUdjo8Qf08Xn3/USoBx6eaZaj97r8MqFnXY9Pa3YLmT73uVN4xbvPNP670JgY01E3Ka5q2wuDQHKkYUhYjODDITEVYdrFraxE6RN6XXyMxOrz3cdN/lCx6FfSt68sz4WFZ/PQlfZZAoClCNLw+OKV90lBjeHshJEFBRCXvr/Qyt1mVU2aOzFbuMmXeg6/s7G1V8ui++dzsMcAcqRRdYtBEmSQ4VMNYPYdEktnFKb5bwJwHIRleZTUfuOvAFgFYDdmtvOi+YoR5bTdFmQVnKosLGo6JBh+HcTG4OuBfByhm2kqqa2Ymi+9+kEoD4LMXzfJOUwkKK4IMCLrUPZyiEEIKXTnp1S+x8mZFGiqH97PaYAeCnRruWmo14D5EN9ymEoS5V1ch8kWuxgm2rmKGxbLLuNv+vCRwe2F545tKfQRTd1XH4tAvAAEN9s9FcuYgeqKOUwlM7KOrkGEj0AlDWHtJPj+olTzx99fUmbouISOWT2SweKu/U8ubb6C88BuKN5j3WH3VaXX8mzisNqeB+Ii1we1vsNBYpyOB0uHsvF5fj06No8g9jJUVkrT21/orpYCVLYtrhpyOylu7Y8UjUkqQtKEvXfeACfddG1FYnLL3VTr8SxOkYDUO9zHQDQz0XbgStKOQylNEkOCIkSCPSoiYjOVuGr6uRxSBze/JOq7sc2xLooQZoaz6prf6uXENUj4mZZBrk4HXX5pWRR9ynJT7+eAvBTAM8CmOGivcAVpRyGUposRzykRGEsKsZYha+slesgEP/RY8sjVQOUIImnR1+1EaS5mZ6J2aR5Vil1eHrJl19PALgJQAWA1Q7rB7IY5TCU1ivkUI9yI0JdFl1xVNZJdZ9w+XApSHLVZknU/51cfh0FcH1CxGsNofFtGMphKDVe5FBdjEXEEQD3OJxBrM5KXX4pGe8HYHf5paRUZdRj3K8bQuPbMJTDUGo0yKHuORZ7FKT5bNWPj8k39c2XX1sBqH1I1GNc9Wt8qA/KYSj9muRQvdUlSOvLr1sBfA+AWrarHuMeM4TGt2Eoh6HUaJQjWZBqAEs0ncKdAJYnbvjHamozr5uhHIbSp1kO1eupGsVQ7S0AMA3AzwD80hAWX4ehHIbSkwU5dPf8PQBqSwX1Y+N23Y3nY3uUw1DWfC7HSAB1AA4C6GMIie/DUA5DKfK5HL8A8DgAtR3CDw0h8X0YymEoRT6XYzOAYQDUL/CvGkLi+zCUw1CKfCyH+uVcvT7yCYBr4i+28IgToByGBoKP5bgbgPqyifph8C5DOPIiDOUwlCYfy2GIQP6FoRyGckY5DIHWGIZyaISZqinKYQi0xjCUQyNMymEIpqEwlMMQaM4chkBrDEM5NMLkzGEIpqEwlMMQaM4chkBrDEM5NMLkzGEIpqEwlMMQaM4chkBrDEM5NMLkzGEIpqEwlMMQaM4chkBrDEM5NMLkzGEIpqEwlMMQaM4chkBrDEM5NMLkzGEIpqEwlMMQaM4chkBrDEM5NMLkzGEIpqEwlMMQaM4chkBrDEM5NMLkzGEIpqEwlMMQaM4chkBrDEM5NMJ0O3O8ec+Nybs1Xa4+7i+7t7VuKxYRod240lCKrghDOQyRt5o53ISmHG5o6SlLOfRwTNtKZa38EwQ+l7agVQGJQ7Go+HZGdVkpYwKUI2N07ipW1smHPGwIszQWEfPdRWRprwQoh1eCDutP2iy7NzXhBYfFWxQrLMR9Lw8X6kPPPAwSoBwGYVfWyW8A+I7LkAtjEfFXl3VYXAMByqEBopsmKmvlDyAcfllQYnksKtTHnXnkgADlyAH0yk1yMi7FZ5Bim/BnUYCFsRHibznoHkMmCFCOHA2FKbWy3VmBiQIoF0A31Q0JvC+BXcUSry+LCvVhZx45JEA5cgifof1NgHL4Oz/sXQ4JUI4cwmdofxOgHP7OD3uXQwKUI4fwGdrfBCiHv/PD3uWQAOXIIXyG9jcByuHv/LB3OSRAOXIIn6H9TYBy+Ds/7F0OCVCOHMJnaH8ToBz+zg97l0MClCOH8Bna3wQoh7/zw97lkMD/AG25DtPY8p08AAAAAElFTkSuQmCC]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMcAAACHCAYAAACiXU2qAAAIA0lEQVR4Xu2dWah+YxSHf3/zTMaQIhnKhZAxF2ROhhI3f8OdRBlSJBmTIqSUG1eIDCVDhMwlRELm2YWhEMo8t2rv2rZvn3XWOe/nwu/ZV9/53rWH9az9nL3f/b77nBVigQAEZhJYARcIQGA2AeTgzIDABAHk4NSAAHJwDkCgRoArR40X0UYEkMOo2KRaI4AcNV5EGxFADqNik2qNAHLUeBFtRAA5jIpNqjUCyFHjRbQRAeQwKjap1gggR40X0UYEkMOo2KRaI4AcNV5EGxFADqNik2qNAHLUeBFtRAA5jIpNqjUCyFHjRbQRAeQwKjap1gggR40X0UYEkMOo2KRaI4AcNV5EGxFADqNik2qNAHLUeBFtRAA5jIpNqjUCyFHjRbQRAeQwKjap1gggR40X0UYEkMOo2KRaI4AcNV5EGxFADqNik2qNAHLUeBFtRAA5jIpNqjUCyFHjRbQRAeQwKjap1gggR40X0UYEkKNW7C0kHVBY5U5J60o6UtKQ9TeSHk22c7CkTUYxsb1+iW2uN7GNnyU9LOmXwrESOiKAHLVT4iBJjxVWCb7bSvpA0ipF9s9L2ntindjue5K2T47lNEm3SPqpcMyEdgSQo3Yq/FdyhEgfS9pmmXLE6k8Xr3Y1Iv/jaOSoFbelHDtJendi96tL+nVGW1+vxV45+k1cL+mcWqpEI0ftHGgpx9GSHpjY/caSvm4ox4+SNpT0ey1d72jkqNV/LEd0fBda1l6gz3GcpHsmVr5u4jf91JXjr1Hne60Z271E0uW1dL2jkaNW/7EcmyWrf7WAHPdJOnZi/T9HT7f6sCk5PpK012Bba0h6W9L6E32WWtam0chRK/xYjsXwm3paFXuetf5qkn6bOKwpOd6XtMOMdT6VtNXg+ziWT2op+0Yvpri+dP6deWs5Ygwk+gPDZWdJbzWS415Jxwy2daCkpyjo4gggx+I49VEt5IiBuTW7DZ4g6e7RIQz38YakXQbt1SvHuZKuGawfA4uP11L2jUaOWu1byBGd4ou73V4t6fzRIRwh6aHuu5slnbIMObaT9CFy1IrcRyNHjVsLOXaV9Gq32xslnTE6hCcHg3Yxun3yMuTYVNKXyFErMnIsjVcLOeI26fWuMx5TQHYcHUo8lu2X0yWFQON6jQcBpzrkMZYST8X6hduqQt25chRgSWohR0wJeUfSOt2uhzWI8YnhPKiVkm5bhhy3SjoROWpF5sqxNF5jOaYeucbWY6whlvGj3Bgbid/0MWIdS4yGxyzdWI6XdFf3OR7DXtBNHFzqlSOuUMMO/W6SXlla6n5rceWo1bwyfaRnO5Zj627ayO7drm+QdGb3+VJJMZIdS/Q1QqRrl3DlCPHukHT4KL14SjZrzlaNgkk0ctQK3UKOGMeIW6qXu13H1PR9u88xQfCs7nN8FyPow6dZS514GJt8TtJ+tXS9o5GjVv8WcsRtzpuS+o533ObEVSR+jseu8fg1PsdTregvnLeIK0eWRUw4DCEXug3MtmHXjhy1kreQY09JL0n6TtIGkn6QtFE3Y7YXpj+Zr2gkx7OS9q+lSjRy1M6BsRz97dCsrcTtUizjPkc8gbq9e032kC4mOu8xJvFZ93P8ho/vrmogR7zsdCh9jVqhIxo5asxaPMqNl46ib3G/pKO63e8h6SRJZ3c/P9J1ppcjR8zsjRH4yyRlU+trFEyikaNW6BZyXCnpQknDJ1MxYh7T22P7sWzejWwvVo6pQcBadkT/gwBy1E6IFnLERMOYcBjLcDQ8nib1t2l9XZCjVp+m0chRw9lCjhcHLyYN5Yjxh+hnfCFpy+6wkKNWn6bRyFHD2UKO17rHtLHnF0Zv8MV3w78Wghy1+jSNRo4aztZyxBhGCDBc+s54fIcctfo0jUaOGs7WcoxfRoqjOVXSTdxW1Qozj2jkqFFtLUe8tvrE6BDiHfI/kKNWmHlEI0eNams5xk+sYmxi1cEhcVtVq0/TaOSo4ZyHHDF9pH+3I/649GHIUSvKvKKRo0Z2HnIMZ+LGaHYMDvYLV45afZpGI0cN5zzk2KebTh5HcpGkmGyIHLW6zCUaOWpYx/+fY/j/Mqa2NP7/HN9Kise1/RL/gyPe7Y7lGUmfD9pi2nq8/9EvU/+f43tJD9ZSITojgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I4AcGSHabQkgh23pSTwjgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I4AcGSHabQkgh23pSTwjgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I4AcGSHabQkgh23pSTwjgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I4AcGSHabQkgh23pSTwjgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I4AcGSHabQkgh23pSTwjgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I4AcGSHabQkgh23pSTwjgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I4AcGSHabQkgh23pSTwjgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I4AcGSHabQkgh23pSTwjgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I4AcGSHabQkgh23pSTwjgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I4AcGSHabQkgh23pSTwjgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I/A3tOEel/tzDpIAAAAASUVORK5CYII=]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.292598" lon="-73.834121">
    <ele>4124</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_3</name>
    <extensions>
      <openrally:distance>1.45</openrally:distance>
      <openrally:cap>323</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.296237" lon="-73.847512">
    <ele>4134</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_4</name>
    <extensions>
      <openrally:distance>3.81</openrally:distance>
      <openrally:cap>334</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMcAAACHCAYAAACiXU2qAAANRklEQVR4Xu2de3AV1R3HvycJQkJECir4CAUso/gASkVJfNEWqpWb4qNYGanF1o79A9/asdWpOi0z1dZHFUdnRKFWi45YRK5Uho6RUhIKpSpiUQHBICCVIhgMr+Sezon3Xvfufe3uPfuLyX7PDAPJPef3O/v57Zfvvs5eBTYSIIGcBBS5kAAJ5CZAcXDPIIE8BCgO7hokQHFwHyABfwToHP54sXeECFAcESo2N9UfAYrDHy/2jhABiiNCxeam+iNAcfjjxd4RIkBxRKjYRTZ1CIBHAVxAJJ8ToDi4JxgClyWFYf7dn0goDu4DnxP4HYBbkjB2AjiKYCiOqO8DJwF4DMB5DhAfAzg66mBS28/DqmjuCT9MCqPKtfk7AAyMJpLsraY4orcnPATg2jyb/RGAY6KHJPcWUxzR2RNGJU+6xxbY5G0AjosOksJbSnFEY0/4aVIY5UU2dyuA46OBpPhWUhzFGXXlHmXJcwsjDi9tC4BBXjpGoQ/F0X2rfGZSGOZwymv7AMBgr527ez+KQ67C3wQwAcCJAC4NOe10AA8HyLEZgLlTzsY75KHuA8MAjE8Kwvx9eDJbC4A+IWWuTLrFlQHjbwIwNODYbjeMzmGvpL0cQjAOMdwV+k0ASwD8Lfmn3V7qjkjnJoXhzusnzUYAX/MzoDv3pThKq645njdCSP1xRvtfUgQpQZjj+TDb7QBuBvCVEpJsAGAcj42HVb73gSNd7lDjivAGgN0AGgGYnVW0TXjpw2s2PH3vbc0vzapp399a7LJtrrm9lzwnEp33lzUZncNbZe5OiqLW1b05eahkbp5dB+CI5OdGJF/3FtpOr8kNunpfL8wFUH1oz86Kdx+/6/jmhU8MShzcby7nem3v5Dgc9Dq22/WjOLyV9Jrk8XzCcahkDpfMeYRp5vKnOZl1NnN4Y1xEpNU36Wka+JEz2YFdO3q8N+vu45sXzqrRbYe8iGQdgJNFJtwFklAc3op0QvJ/VCOIA3mGGLcY6fjsYgAvegtfWi+na7gj7Vi2oO/rv7ri1N41wz77dOOaPjqRKFTztwGcWtpsus9oisNeLR8EcL0j3B8BTLMXPn+kXK6R6r1s2umj9ry7uq/5uaJX77bDh4389JO3GvvlibYWwGkSc+4KOSgOe1UaB6DBEU7khlox11j184sy7pCPuffFNw4fcsq+92b/uubDRU+5n6Na43I/e3S6YCSKw27RtCucOSk3h1uhNa+uYSZwxImjd58zZ3V6Pns/eKfX+jkzara+8nTqSVxzDuXncZPQtuvLEJjisFsFc44xyRHyRgDmcCuUFsQ1BpwzKesiQcv6NXrplSPNybi5Gjc6lMl2waAUh92i3QDgAUfIBQAuspvii2iluEbGnBJ4JH6Wmpe8Abg+rPl2tbgUh92K5bqkGwpjW64BYEe8Vl1uF0P3iBZK4boHmsBbYU7Ev+oYHcolXVuukdC4Z1GdeiXw1nbjgRSH/eLOQebNuD8AMIdb1ppf1xg39z8rqgcP359jAnSNAlWhOKztsulA5hxjviOs9Uu6flxjwLnf+2jMPQvMYyFZja5RuPgUh31xmBtun7jCmgVERiQlt0KusSU++8g3Z/w44w43XSM4coojOLtCI19zvSztKgDmcKvkVsg1ltQfO/bAzu1mXUlHo2uUhpviKI1fvtGhXNIt5Bqb5t4/8O2HbjZvMUw3ukZpxaU4SuOXb7S5y/y640Nz462URUgdoWKNejpU7vXndA37haQ47DNNRTSCSK3vML8zL1gwh1uB2oUr9cCy9o71GlmNrhEIadFBFEdRRIE7uC/pmgVTdwWNVr9C36Y1zs81nq4RlGrhcRRHOFxNVPO4+mxH+MCrA+ka4RWpUGSKIzzuuS7pBlodSNcIr0gUR+ewNVndqwN9X9Kla3Re8egc4bIveXUgXSPcAtE5Oo9vSasD6RqdVziTmc4RPn/3JV3PqwPpGuEXh87RuYwDrQ605hoab8brlNWngjsXp1x2Okf4rN2XdJcCMIdbBZs110jgxkVnqVDXsRfblq76OcURfuV8v/CNrhF+UbxkoDi8UCq9j6/VgX5cY/DkazefetNDOR+HT9A1SqocxVESPs+D3Zd0864O9OMa5ZW92771l00revY9qi1rJjzX8FycfB0pjpIRegrgeXVgPtc4sPvjioZLho5t27e3IpWRruGJfeBOFEdgdL4Hul/4lrU6sJBrrL3/usGbn384/X19dA3f/H0PoDh8Iws8wL06MOuFb3SNwGxDGUhxhII1Z9CCqwMvXK5HlZVlvBAuHYSuIVckZyaKQ457wdWB9Sv0A1pnv6eW5xpyBXJnojhk2bsv6XasDqRryBbBazaKwyspO/1yvvCNrmEHru0oFIdtooXjZa0OvHC5vornGrJF8JqN4vBKyk6/rNWB585e9WSfk04f6g7Pcw07wEuJQnGUQi/Y2IzVgadcd987Q6bc9JE7FK9QBYNrcxTFYZOmt1jmDSR3prrmeishXcMbyLB7URxhE86On3FJt6Kyuu2CV1v+4ezmxzU0sPzlWnWH/GZ0/4wUR+fUOGN1YN1jy/7Vb+TZe81UfLtGOaYsOkNlHZZ1zmZ1r6wURyfUs8cRRzYc2rMzveDJ+QChH9dQCosXjlW/7YRNiERKiqMTyjxs2u2L18+Z8Z1U6r7Dx7Sc/eTKdQd2f5xouGTo6Z6fvKVrhFo9iiNUvNnBzd3w1uZ1j7425eSxzk/PX7xrz8a59/XcMGdG+isEevYfuH9CfPuKXFOka4RfOIojfMYZGeqb9Cyt8d2lU0cMaHn/rfLUh6PumNO69sHrK9v27knX5JQbH9gw5LIbPsw1xQRdI/TKURyhI/4iwcQmPb5M4xkNHLb2vumVm194pGfq06pjhyRat20qS/1cOaAmMX5+884EsEEpHHROk64hUzSKQ4ZzR5ZYo14NoONu+PbX5vVY/cvJvfOlH/GLx1sH1V99UCm0aGCjsx9dQ6ZoFIcMZ0xcrqcqhYed6eJ1yjxOktWMa3x7fvOnqQ80sFkpmMu/oGsIFYxvPJQDXd+k/6o1Mk7CV94a6/3f5S/3cM8i5Rrp3yvsAbDJ/EzXkKsZnUOI9cRGvUkBGU6x8c+/77lu5q2Vzim4XaPjM4VDAN6mawgVK5mG4hDiHWvU7q9fRuu298te/f4JfcoqeiDR3gZojSzXSM1P4Q26hlCxKA5Z0PUr9DadQIZLmBm4zztqZzbs7T96XNZ7qFQZ7uHdcNma0TmEeMea9BZoVLvTucVRUVWtx9y78DO3QBIVGM5nqISKReeQBR1r1GsBHFdMHObzHALZFa9TJ8jOmNnoHEL7QKxR/10pnKg1DnOmdDvHcRMuP7h1ybOHpQXyjXEHALwbr1VnCU2VaegcsvtArEk3AOgHjUGFxBFr1Ltfv3NKVUogo2fM23D02PO3xmuVeVMJmyABOocQ7KQ4AI2jnIdXbucw4jBTSgmkvFdV++jfPLdm1S31o4WmyjR0Dtl9IC0Oc9tCo1orDIFGeS5xqDLsQwJbV95aX7NjeXyAEUj7/lbjHMtkZx3tbHQOofo7xeFI2S9eq0Y4pxBr0msA7Er9btUt9cONQAC0AJhIgQgVjI+PyIHOIw7Ea1XGV6DFmrR54XRGo0Dk6uTMROcQ4l6KOMwU47XKrOuYSgcRKhidQw60BXGYc44/USByNaNzCLG2JA4zWwpEqGYUhxBoi+JwCmQKgGeFNiFyaSgOoZJbFoeZ9eUURrjFozjC5ZuOHoI4hGYe3TQUh1DtKQ4h0BbTUBwWYRYKRXEIgbaYhuKwCJPiEIIplIbiEAJN5xACbTENxWERJp1DCKZQGopDCDSdQwi0xTQUh0WYdA4hmEJpKA4h0HQOIdAW01AcFmHSOYRgCqWhOIRA0zmEQFtMQ3FYhEnnEIIplIbiEAJN5xACbTENxWERJp1DCKZQGopDCDSdQwi0xTQUh0WYdA4hmEJpKA4h0HQOIdAW01AcFmHSOYRgCqWhOIRA0zmEQFtMQ3FYhEnnEIIplIbiEAJN5xACbTENxWERJp1DCKZQGopDCDSdQwi0xTQUh0WYdA4hmEJpKA4h0HQOIdAW01AcFmEGcY6lU0/L+Mam855+69+54vBrz4QK5UhDcQgxz+ccXtNTHF5J2etHcdhjWTBSrFE/AYWhgdJpvB+vUz8JNJaDAhOgOAKj8zcw1qR/BuAH/kalez8Xr1WPBRzLYQEJUBwBwfkdNmmlrmlvx1N+x5n+5eW4csEZakuQsRwTnADFEZyd75GxJn0FgKt9DpwVr1XP+BzD7hYIUBwWIPoJEWvU06FwqacxGi/E69RMT33ZyToBisM60uIBY//UFyPR4SBVeXq3ogyz4meq+cWjsUdYBCiOsMgWiTu5UVe2KkxQwAgFHGO6a2C7BtZUaSx5vk7t66SpMW2SAMXBXYEE8hCgOLhrkADFwX2ABPwRoHP448XeESJAcUSo2NxUfwQoDn+82DtCBCiOCBWbm+qPAMXhjxd7R4gAxRGhYnNT/RGgOPzxYu8IEfg/JwS205q/RyYAAAAASUVORK5CYII=]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.304486" lon="-73.848334">
    <ele>3897</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_5</name>
    <extensions>
      <openrally:distance>4.95</openrally:distance>
      <openrally:cap>290</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
      <openrally:danger>2</openrally:danger>
    </extensions>
  </wpt>
  <wpt lat="5.305989" lon="-73.846252">
    <ele>3944</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_6</name>
    <extensions>
      <openrally:distance>5.29</openrally:distance>
      <openrally:cap>103</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.307163" lon="-73.848872">
    <name>Rally_de_los_Cerros_-_Etapa_1_7</name>
    <extensions>
      <openrally:distance>5.68</openrally:distance>
      <openrally:cap>32</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMcAAACHCAYAAACiXU2qAAAMVklEQVR4Xu2dD2xVVx3Hv7et/fugpQMpA8efdg62AF35I60g4Fw08yEiko1IHNPNzDijRmOyEN3MNEsWM3VxukQwbm66gYrbGgxhhY3KK8MBBYb8sfwbg4IwKOX1D11fjzn1ve728dr37n2/e++7e9+TEBJ6zvec+/m9D/ee1/vuM8BGAiSQkIBBLiRAAokJUA6+MkhgCAKUgy8NEqAcfA2QgDUCPHNY48XeWUSAcmRRsXmo1ghQDmu82DuLCFCOLCo2D9UaAcphjRd7ZxEBypFFxeahWiNAOazxYu8sIkA5sqjYPFRrBCiHNV7snUUEKEcWFZuHao0A5bDGi72ziADlyKJi81CtEaAc1nixdxYRoBxZVGweqjUClMMaL/bOIgKUI4uKzUO1RoByWOPF3llEgHK4U+wFAOYDeNyd6TiLBAHKIUFxcEZ+VAQtREyKAgA9AIoA9MlPyUQnCFCO9KkGTDLos4MWIp7rfgCNANYD2J7+lExwgwDlsE65PE6GeQki3gLwz6gQ+u//Wp+GI7wmQDmSV2Cs6fJInxVqEgw5COAcgJ0Afg6gLXkse2Q6AcoxfIXWAfhaXJeI6azQDuAJ08/fALAo04vO9aVGgHIMz2k1gN/EXSLpvUNvdNgkACfiIsg0tddexvdiIYcvURWAliRVPAlgoqnPYgCvZ3zlucCkBChHUkRJO/wBwL2mXt8D8Muko9gh4wlQjvRL9F0AvzDFvAzgi+nHMsFrApQj/QpUA9hritHvVI1KP5YJXhOgHDIV0EKUmqJuB9AsE80UrwhQDhnyfwewlPsOGZiZkkI5ZCrBfYcMx4xKoRwy5eC+Q4ZjRqVQDrlycN8hxzIjkiiHXBm475BjmRFJlEOuDNx3yLHMiCTKIVeG+H2Hvq1kslw8k9wmQDlkiau4OC2HloTNhwQoh2zR9A2HC02R9wHQ916x+ZAA5ZAt2qMAHjFFPgtA3/bO5kMClEO2aPqDTttMkdx3yPJ1NY1yyOPmvkOeqSeJlEMeO/cd8kw9SaQc8ti575Bn6kki5ZDHzn2HPFNPEimHM9izad+hn77SAOA1APrJLB+aRjmcKWU27Tu0GJ+OPu5UC6L/6H/TT3n0daMczpQvft/xKwD63qsPRbtrl6rIi6AyAlTtefhL3259feOsBAd2KipKTJYLfjt4yuFMxeL3Hfojs/qjs75rXwipqkguKtGHihwD1UpBP65IPx+4v53c8PTYt598aFoKB6afBhk7s+iH32V8oxzOlKgMwOW4aP3QhYx+TGhMBEOhygCqlIK+mXLYduXw7uLG+2bPTdYv7udXTaJoYY5aHO9Kd8rhHGZ9tphpil8GQH/mIyOaHRGGWvg/FpcsiHR35qZxYFqO2FlF/63l8bxRDudKoB/s9h1TvGf7DkkREuFqXD2r+sqRPfpsKdGuAbgfwPMSYelkUI506A0/Vj/YbaOpiyv7juCbaqa+LIJClUL//kD/cbQ1P3Zv1bubnpsgMIn+6gYtxj6BrLQjKEfaCIcMcHzf4YUIsaM93/hKWdvh3YH2ln2BSEd73sXd20anifL3UTHif0eUZqz94ZTDPrtURortOzJFhI4ThwLh00cH3q3SEIoqJnZ2nTtVnAqQIfrot7n1ZWdGNcrhbDks7ztWbFOBrmJUun1ppDFca7uQ13agKXDxrYayznOnChOJMBSunPzCSF9Pt9VNuf76Bn0ZtdXZMthLpxz2uKU6ath9R0wE1Ydq/dZpdH9QkWp4Ov3MIlw9diBw9dThwLWLrYV2M4vHT+noPHO8xMJ4/cBtLcZFC2Nc7Uo5nMV93b5jyU71cJ/CaAMYD8CXImhkBTdUdI+YODUcqJweHjPnjrYzm//00bMN629MEedjAH6cYl/PulEOh9EXjh7X2n2xdUCCeU+9Fh49+45eGOiGwnswIHpbhfQZQeMpnnBzeMSUaeGRVTPDZVNnhcum14ULysbEvt2qn+DxPz9Z8e+nvj81CU79NXH6bLHBYewi8ZRDBOP1IUtCaqoy8Le9j66qPLP5Bf3d5P2tavWa7qnf+Gm3aUQncnAKCvr9fUstfPJQ4eWDuwLtR/cELu3bUdb93tnCdC6NEokwdsHSlH6rf2nfjkDowfmzhzkA/a26Wowjlg7Sw86UwwH4n92mqj5SgM0Ayt95dW3+/scfGHgnp3zm/N663zaGzdMaQE8f0GIY6BlqOfEidLxzJNDbFc5LZ/nxZ4RURRhqzk0L8j/V1/t+ToKf6+9V/FY6a/ViLOVwgHowpHYDmKKjO88ez9n65cqR5mmCIXXd/8aGgasKOKb7OSFC6S01bYVjJ3THLo3SFSERtu2rpte0H3t70LEC+CaAZxzA7Hgk5RBGfNcOtTzHwFpzbMOym0Z2nT898D/qwL4jKs+Vo3tz2482517YtaU3fOJgYbpnBC3CiCm3hUtvrg6X3jo3XD5z/qAzlfAhD8TtXrNicuvWv8S+PPRQ9DIq5NR8TudSDmHCwZ2qAX2oMcfu/cmqYvO+o3TanEhuQaG61NyY1mWRnsMrEfqPT/Xf5tGiLwnzgJZX6gx9q/7vALwUFcMVKYVLOBBHOYTJBkPqPwAG3UoRv++wO2WGiZDoK6j1h54+B+Bndo8xk8ZRDuFqBJvUaagPPgxk3nfkjxqjei5fSMo8t6ikN3DTLeFRMz7ZVjJuUrebl0aGQof6/5sDzRGFc9EzQrLvYhemmBlxSQuVGcv0zyoSyaFXX19nJLylO69kpBpZNSNSfvvC3tKPV0dGTL7tQGDSNPNbvY4dvFkEGGiJ5KBl01zjnGMT+iyYcggXLFU5cguK1Iw16zrHf2bl+4OWYDjzLbQUwXqhKYd1ZsOOCDapfVC4Kb5TojNHXnFAzXni1Y4bahZ98NtmATkogkxRKYcMx4GUYEhth4FboTDoDtV4OcbfeU/PmS0v5l8niHU5zus9Qg7QEulDc0kPWjYsNnz9LpFwSWzHUQ7b6BIPDDYp/ZT18vizR7wc+heBex9ZWXydIMPLQRGE6zVcHOUQhh2VQ6cOEiSRHLrTdYLMWqQ/KqobRRCujdU4ymGVWJL+Jjl0z1J9a7pSyB9KDt1pz4/uLjjbsL4ot6ik78ZFyx+Y98Nn1/PSSLgwNuIohw1oww2JkyPWtby+1phhHhcMqYMG0KUM9O8P/vWDJdPO76gfG30szecBNAovjXEWCVAOi8CSdR9CDtTX9t9aMdCCTUo/T3dQoyDJ6Lr7c8ohzDsdOfRS6muNdwGs4hlEuDA24iiHDWg2LqtSOnNE5VgM4I8URLgwNuIohw1oLsihp6AgwrWxGkc5rBJL0l/gskqfOWItJshKAC8KL5VxSQhQDuGXiLAcenX3UAzhIqUYRzlSBJVqNwfkSHVq9hMmQDmEgVIOYaAexlEOYfiUQxioh3GUQxg+5RAG6mEc5RCGTzmEgXoYRzmE4VMOYaAexlEOYfiUQxioh3GUQxg+5RAG6mEc5RCGTzmEgXoYRzmE4VMOYaAexlEOYfiUQxioh3GUQxg+5RAG6mEc5RCGTzmEgXoYRzmE4VMOYaAexlEOYfiUQxioh3GUQxg+5RAG6mEc5RCGTzmEgXoYRzmE4VMOYaAexlEOYfiUQxioh3GUQxg+5RAG6mEc5RCGTzmEgXoYRzmE4VMOYaAexlEOYfiUQxioh3GUQxg+5RAG6mEc5RCGTzmEgXoYRzmE4Q8lxxurpteYp1r4/IE9iaaurzXMjwMVXh3jrBCgHFZopdB3KDlSGNrfhXKkSsr5fpRDmHEwpNbBwBRbsQrH6+uMr9say0HiBCiHMNJgk3oQwN02Y1+qrzWesTmWw4QJUA5hoEt3qY9FInjOTmxuLr768lzjtJ2xHCNPgHLIM0WwSX0FwP0Wo9fW1xovWBzD7g4SoBwOwQ2G1EMwsDyleIW/1tcZv06pLzu5RoByOIg6+KZahr7+M0jxENN0Igdr6z9hbHRwGYy2SYBy2ASX6rAVIVXUaeBOA5hhAOP0OAW0KmB/scKWDXVGV6pZ7OcuAcrhLm/O5iMClMNHxeJS3SVAOdzlzdl8RIBy+KhYXKq7BCiHu7w5m48IUA4fFYtLdZcA5XCXN2fzEQHK4aNicanuEqAc7vLmbD4iQDl8VCwu1V0ClMNd3pzNRwQoh4+KxaW6S4ByuMubs/mIAOXwUbG4VHcJUA53eXM2HxGgHD4qFpfqLgHK4S5vzuYjAv8DfYhaxNpGX3MAAAAASUVORK5CYII=]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.311466" lon="-73.845298">
    <name>Rally_de_los_Cerros_-_Etapa_1_8</name>
    <extensions>
      <openrally:distance>6.38</openrally:distance>
      <openrally:cap>360</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMcAAACHCAYAAACiXU2qAAAEYElEQVR4Xu3dMZKURxBE4cbXMeA0OoOOKUwZXAN8RciWKUM2IXZjOn8yZOS3dtfU5st5UWDth+MHAQR+SOADLggg8GMC5PDNQOANAuTw1UCAHL4DCNwRcDnueHk9RIAcQ2WLekeAHHe8vB4iQI6hskW9I0COO15eDxEgx1DZot4RIMcdL6+HCJBjqGxR7wiQ446X10MEyDFUtqh3BMhxx8vrIQLkGCpb1DsC5Ljj5fUQAXIMlS3qHQFy3PHyeogAOYbKFvWOADnueHk9RIAcQ2WLekeAHHe8vB4iQI6hskW9I0COO15eDxEgx1DZot4RIMcdL6+HCJBjqGxR7wiQ446X10MEyDFUtqh3BMhxx8vrIQLkGCpb1DsC5Ljj5fUQAXIMlS3qHQFy3PHyeogAOYbKFvWOADnueHk9RIAc/bJ/Oef8+saaP885X/q/gg0JAXIk1O5mPp5zvr4x8vkdce62eP3TCZDjpyP9zweSo8+4soEcFazffSg5+owrG8hRwUqOPtb+BnL0GbscfcaVDeSoYHU5+lj7G8jRZ+xy9BlXNpCjgtXl6GPtbyBHn7HL0Wdc2UCOClaXo4+1v4EcfcYuR59xZQM5Klhdjj7W/gZy9Bm7HH3GlQ3kqGB1OfpY+xvI0WfscvQZVzaQo4LV5ehj7W8gR5+xy9FnXNlAjgpWl6OPtb+BHH3GLkefcWUDOSpYXY4+1v4GcvQZuxx9xpUN5KhgdTn6WPsbyNFn7HL0GVc2kKOC1eXoY+1vIEefscvRZ1zZQI4K1pcvxx/nnN/CX+Gvc84/4ayxFwiQ4wVID5+8dzmefPSnc863Jx9g9n0C5Oh/Q8jRZ1zZQI4K1pf/WfVku8vxhN4Ls+R4AdLDJy7HQ4D/1zg5+uTJ0Wdc2UCOCtbvPvS9v8/xZPvv55y/n3yAWf8h9x1AICLgckTYDC0QIMdCyzJGBMgRYTO0QIAcCy3LGBEgR4TN0AIBciy0LGNEgBwRNkMLBMix0LKMEQFyRNgMLRAgx0LLMkYEyBFhM7RAgBwLLcsYESBHhM3QAgFyLLQsY0SAHBE2QwsEyLHQsowRAXJE2AwtECDHQssyRgTIEWEztECAHAstyxgRIEeEzdACAXIstCxjRIAcETZDCwTIsdCyjBEBckTYDC0QIMdCyzJGBMgRYTO0QIAcCy3LGBEgR4TN0AIBciy0LGNEgBwRNkMLBMix0LKMEQFyRNgMLRAgx0LLMkYEyBFhM7RAgBwLLcsYESBHhM3QAgFyLLQsY0SAHBE2QwsEyLHQsowRAXJE2AwtECDHQssyRgTIEWEztECAHAstyxgRIEeEzdACAXIstCxjRIAcETZDCwTIsdCyjBEBckTYDC0QIMdCyzJGBMgRYTO0QIAcCy3LGBEgR4TN0AIBciy0LGNEgBwRNkMLBMix0LKMEQFyRNgMLRAgx0LLMkYEyBFhM7RAgBwLLcsYESBHhM3QAgFyLLQsY0SAHBE2QwsE/gWsCkSIl3lPPQAAAABJRU5ErkJggg==]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.321232" lon="-73.843741">
    <name>Rally_de_los_Cerros_-_Etapa_1_9</name>
    <extensions>
      <openrally:distance>8.12</openrally:distance>
      <openrally:cap>60</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.323037" lon="-73.840680">
    <name>Rally_de_los_Cerros_-_Etapa_1_10</name>
    <extensions>
      <openrally:distance>8.52</openrally:distance>
      <openrally:cap>317</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.325881" lon="-73.842448">
    <name>Rally_de_los_Cerros_-_Etapa_1_11</name>
    <extensions>
      <openrally:distance>8.98</openrally:distance>
      <openrally:cap>63</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.330172" lon="-73.839099">
    <name>Rally_de_los_Cerros_-_Etapa_1_12</name>
    <extensions>
      <openrally:distance>9.66</openrally:distance>
      <openrally:cap>60</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMcAAACHCAYAAACiXU2qAAANSklEQVR4Xu2dC3BU1RnH/2cTXiEq5aEySkUHC21pwVA0G6ECSq26kVqlyvgoPupo0dr6qNNRa1V01HbUwUdttY5W6wtpVRaoRUWFZFUUAR+ARQWtVhAwwfBISPZ0Ttzdbm42y9299zt74/3fGUYM53zft7/v/ubk7p69V4EHCZBATgKKXEiABHIToBw8M0igCwKUg6cGCVAOngMkUBgBrhyF8eLoEBGgHCFqNl9qYQQoR2G8ODpEBChH8Jp9EID3g1dW+CqiHMHr+YMA7gOwKHilhasiyhGsfv8QwAIADwE4PVilha8ayhGsnr8KYGyqpP0AfBKs8sJVDeUITr8vAnBbVjlXAZgZnPLCVwnlCEbPBwFYC2DPrHLWATgwGOWFswrKEYy+3wXg/BylnAzg8WCUGL4qKEfpez4OwOIuyngGgLlI51ECApSjBNAdKZ8DMClPGaMBrCh9meGrgHKUtudnA7h3NyXMAmAu1nlYJkA5LAPPStc7dRFu3rLNdzQBMBfsO0tXajgzU47S9f1mAJe5TD8DgLlo52GRAOWwCDsr1SgAywtI/TqA7xUwnkN9IEA5fIBYRIgnAUwpcN5RAMzFOw9LBCiHJdBZaX4C4LEi0j4M4NQi5nFKkQQoR5HgPExbBWBEkfOHAPhPkXM5rUAClKNAYB6Hm/1S13qI8TsA13iYz6kFEKAcBcDyONR8icnsn/LC/EMAB3isg9NdEvDSKJcpOCxFwHxHw49rhmkAHiVVeQKUQ56xyXBM6oTO3nVbbOaFAH5Q7GTOc0+Acrhn5XnkcS/uOKu5cfNZzZ9v7NHy+Wfluxo3l7c0bu7R8M4rezStX12ZbNkZQaRMR3r0SiZ3NUd2NTX2aN22tbxt+xflydZdkawCqgC84bkgBshLgHJYPEFqE3q6Bn7qTPnWLb8Yum727UPTPx869cJ1Iy+eZb7PkTlat20t2/ru60/W/3zSswAGAnjeYumhTEU5LLY9Vq9vg4L5dLzD8fKMiSM3LXvBnPDtx6gr7ntrSOzMTZ1KS+LO+OHqCYslhzoV5bDY/q7kWDx9zOjGNcv6pUsZe/OTy/cZP6XBWVoyiV/NP1wVsu3E4qv76qWiHBZ7SjkswvYhFeXwAaLbELGEvgfAMOd4rhxuCdodRzks8o4ldM4btcWjakJ2GbGEfiFXWX12onb2RGW+38HDAgHKYQFyOoVXOeJRNdFiuaFPRTksngKUwyJsH1JRDh8guglxfL0ellQw1xwdjqZ1q3q/MO1b1ekflvXp23rM801LcsXkyuGGtH9jKId/LPNGOrZOj45EcKtz0IbFT/Vb+usfmTuMtB97Da9qGH//653frtVYEa9Rv7RULtN43CFKgAUQoBwFwArIUK4clhpBOSyB9jEN5fARZr5QXe2rWnPPb/f/933XZT772Of7x3869qanVjtjKYVn5larGy2VyzT8tcreOeBl06GpUgEPzI2q++1VzExcOSydA5TDEmgf01AOH2HmCxWr1xdA4UTnGDfb1blyWGqSIw3lsMTd66ZDpXDV3GqV8/MPSy8hdGkoh6WWe5WD29UtNSorDeWwxJxyWALtYxrK4SPMvNccCf0IgH2dYxbGBlc3b/7U3HG9/ai5e/Fr/UeN67TzliuHpUZx5bAPmpsO7TP3mpErh1eCLudTDpegAjSMclhqBuWwBNrHNJTDR5hdhepqX9WWFUsq688bn3nuRsX+BzdNmv3uaznibIhH1SkWSmUKXnPYPQe46dAub7+yceXwi2SeOJTDAmSBFJRDAKozZO3LepzWuM75c37RyQJ8Dykohwd4bqd63XQIjTnxGnWH23wc5w8ByuEPx7xRvMrB7eoWmpQjBeWwwJ1yWIAskIJyCEB1hjwuoWcq4HDnz5dePmXEhpeezmwpOfisq9YO/9m1nZ75V+KV49sA3raAKXApKIeFlnTTTYeTATwI4AMAUQuYApeCclhoSTeVowLAthSeyqy/WyAWjBSUw0IfuqkchkwCgLnh3NEA/mUBVaBSUA4L7ehqX9WCSZXj2nZsK0+XMHnBxiW9+g1qdZaULMO0+YeqTy2U6kzxBwCXpB4PfXUJ8pc0JeWwgL8bbzo8AcDfATwH4CgLqAKVgnJYaEc3lmNvABsA7ATQxwKqQKWgHMLtmLpIV+7ojbm50rh9LkeJbyD9JoCR+PKt6HphXIEKTzmE2+F106EC3psbVecIl5kv/B8BnAfgcgA3l7AO66kphzByr3KgNHdXPwKAufO7eeKU+XXKvFv1NIApwrgCFT4scnwNwPAU+ZdtdqCbyGFkMCKk/2QjMp/Y7w9gc+r55zbxlTRXmOTYAuBzAP1tEo/V6ZMQwQxnzg8euWXft2ddMiL984FVEzZV37noLec4DdTNi6orfazZPNI5W4bMs0Hy5PgIwJDUarLCx1oCHYpyCLenq02Hb9960UEfPD7r6+n0Q6deuG7kxbPWOcvxYV/V0CwZjAhuZHCWYS7Ea4B2ye8SRhaY8JRDuBWd5FAYBI0Bq/90Zb+191+fuV/VsNN/0zRixg3rofFZdklFyGFO/uxrBiNHocd6AOaJtuYJU+a/hwG4G8DDAE4tNFh3HU85hDuXkUOhF5I4AIDZs4TVf76ydwc5pl+xc8S5M83nCdsRgZGk2YxzIUdahvT1gvm1qdDD/KqUFsHI4FzBzFu55i1dI00xshVaTyDGUw7hNqT2VY1VwDCt0TOd7tXLYn031s3rkf7/MTfM3jZ4wkm72oVQaNHAWgAtSY2b5teof2aVme/i2e2rMTIYCdJ/GlxMNB8Gmg8FD8aXtX3lD8oh3OKUHD+Gxh7ZqerPH1+5ZcWSzL6q6O3PNg0Yc+T/91UpfNHc8Nn6lTPPnLOhbp5ZcdJvrRZT8YsOGYqJYbaRmO0k0wE8UEyA7jaHcgh3LJbQT0DjSGeaXHJUDD4wuWnZovLGNcvLtix/qXzreyvLiiiv0XG9YFYHPw6zAdFsRDSPiz7Xj4BBjxFGOY612ZTq2597INKz12BnzuXXnNF3+yfvR9I/79l/b92yZWMx/TDXAdnXC50f0+zPCzZb180W9ncAmG8HfuWPYprRHaGYDwHN5xzmd+tiLliD9JrT7ySlrxc6vf0rWKy5+3tfAEb2UmyhF3xpnUNTDqu4i0pWzMVzUYlcTJoDoC715xUX47v1EMoRsPb1HzWutf8hR7Tu9Y3RbQPHTGp+5ugBAwJWYmjKCbMcVvZY7TliTFVERTpcWDesWtrpQjvSqzcOu2VB04BDJmTesdIKjfOiKjSfKwTNurDJYX9vVUKvgu78RKd4jep07VNeUanH/n7utowgCh/Go2pU0E6asNRDOYQ7HavXL0FhOLI+ADQpnXLsN/mUlo8XPtozLcjAqgnNGlgTj6pO97sSLpnhUwQoh/CpkPqKbH9oZDYZ5pIjVq8b3rh6WkVakDHXP7F2UPXRH5f4W4DCdIIdnnII9yfz/XGNQQD2S6dzrhxGDvNvaUHKele0Vc18bOXSS2urhEtk+C4IUA7hUyP75gpaozKicKDWKMsph9lTpfHha5fVDtlQF9/HCNK2c/tEAIuFy2T4HAQoh/BpkevOI0aSeTUq87gzU0JtQr+hAbP1o/1YemntN40gAL4AcBwFEW4U5SjBNwETelGutrq58wgFsS9EdsYwrRzzUy/c6k2RfbhnlfkO92lcQeyLEhY57JNNZfRBDnPNYe52TkEsd5FyCAP3SQ5TJQUR7pUzPOUQBu6jHNmCTAPwqHDpoQ9POYRPAZ/lMNWeQjGEm5YKTzmEOQvIIVwxw6cJUA7hc4FyCAMWDE85BOGa0JRDGLBgeMohCJdyCMMVDk85hAFz5RAGLBiecgjC5cohDFc4POUQBsyVQxiwYHjKIQiXK4cwXOHwlEMYMFcOYcCC4SmHIFyuHMJwhcNTDmHAXDmEAQuGpxyCcLlyCMMVDk85hAFz5RAGLBiecgjC5cohDFc4POUQBsyVQxiwYHjKIQiXK4cwXOHwlEMYMFcOYcCC4SmHIFyuHMJwhcNTDmHAXDmEAQuGpxyCcLlyCMMVDk85hAFz5RAGLBiecgjC5cohDFc4POUQBsyVQxiwYHjKIQiXK4cwXOHwlEMYMFcOYcCC4SmHINx8K8eLp32nwxObjnjozWW5SuFjz4QblCc85RBm39XK4TYt5XBLyv9xlMN/ph0ixur1X6BwUFFpNN6P16izi5rLSZ4JUA7PCPMHiCX0eQBOLjLNY/GourvIuZzmkQDl8Ahwd9OnvKqHtLXhr7sbl+vfy8pwxlOHqo+Kmcs53glQDu8MdxshltCnAjhntwM7Drg3HlV/K3AOh/tIgHL4CDNfqFi9vgAKJ7pKpzEnXqPucDWWg8QIUA4xtJ0Dx17RJyDZvoJUdJF2OyK4N36Y+ofFspiqCwKUw/KpMbVe99muMFkB31XAYJNeA//VwMoKjYWza9QOyyUxHeXgOUAChRHgylEYL44OEQHKEaJm86UWRoByFMaLo0NEgHKEqNl8qYURoByF8eLoEBGgHCFqNl9qYQT+B5BbLNNOUKzLAAAAAElFTkSuQmCC]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMcAAACHCAYAAACiXU2qAAAIA0lEQVR4Xu2dWah+YxSHf3/zTMaQIhnKhZAxF2ROhhI3f8OdRBlSJBmTIqSUG1eIDCVDhMwlRELm2YWhEMo8t2rv2rZvn3XWOe/nwu/ZV9/53rWH9az9nL3f/b77nBVigQAEZhJYARcIQGA2AeTgzIDABAHk4NSAAHJwDkCgRoArR40X0UYEkMOo2KRaI4AcNV5EGxFADqNik2qNAHLUeBFtRAA5jIpNqjUCyFHjRbQRAeQwKjap1gggR40X0UYEkMOo2KRaI4AcNV5EGxFADqNik2qNAHLUeBFtRAA5jIpNqjUCyFHjRbQRAeQwKjap1gggR40X0UYEkMOo2KRaI4AcNV5EGxFADqNik2qNAHLUeBFtRAA5jIpNqjUCyFHjRbQRAeQwKjap1gggR40X0UYEkMOo2KRaI4AcNV5EGxFADqNik2qNAHLUeBFtRAA5jIpNqjUCyFHjRbQRAeQwKjap1gggR40X0UYEkKNW7C0kHVBY5U5J60o6UtKQ9TeSHk22c7CkTUYxsb1+iW2uN7GNnyU9LOmXwrESOiKAHLVT4iBJjxVWCb7bSvpA0ipF9s9L2ntindjue5K2T47lNEm3SPqpcMyEdgSQo3Yq/FdyhEgfS9pmmXLE6k8Xr3Y1Iv/jaOSoFbelHDtJendi96tL+nVGW1+vxV45+k1cL+mcWqpEI0ftHGgpx9GSHpjY/caSvm4ox4+SNpT0ey1d72jkqNV/LEd0fBda1l6gz3GcpHsmVr5u4jf91JXjr1Hne60Z271E0uW1dL2jkaNW/7EcmyWrf7WAHPdJOnZi/T9HT7f6sCk5PpK012Bba0h6W9L6E32WWtam0chRK/xYjsXwm3paFXuetf5qkn6bOKwpOd6XtMOMdT6VtNXg+ziWT2op+0Yvpri+dP6deWs5Ygwk+gPDZWdJbzWS415Jxwy2daCkpyjo4gggx+I49VEt5IiBuTW7DZ4g6e7RIQz38YakXQbt1SvHuZKuGawfA4uP11L2jUaOWu1byBGd4ou73V4t6fzRIRwh6aHuu5slnbIMObaT9CFy1IrcRyNHjVsLOXaV9Gq32xslnTE6hCcHg3Yxun3yMuTYVNKXyFErMnIsjVcLOeI26fWuMx5TQHYcHUo8lu2X0yWFQON6jQcBpzrkMZYST8X6hduqQt25chRgSWohR0wJeUfSOt2uhzWI8YnhPKiVkm5bhhy3SjoROWpF5sqxNF5jOaYeucbWY6whlvGj3Bgbid/0MWIdS4yGxyzdWI6XdFf3OR7DXtBNHFzqlSOuUMMO/W6SXlla6n5rceWo1bwyfaRnO5Zj627ayO7drm+QdGb3+VJJMZIdS/Q1QqRrl3DlCPHukHT4KL14SjZrzlaNgkk0ctQK3UKOGMeIW6qXu13H1PR9u88xQfCs7nN8FyPow6dZS514GJt8TtJ+tXS9o5GjVv8WcsRtzpuS+o533ObEVSR+jseu8fg1PsdTregvnLeIK0eWRUw4DCEXug3MtmHXjhy1kreQY09JL0n6TtIGkn6QtFE3Y7YXpj+Zr2gkx7OS9q+lSjRy1M6BsRz97dCsrcTtUizjPkc8gbq9e032kC4mOu8xJvFZ93P8ho/vrmogR7zsdCh9jVqhIxo5asxaPMqNl46ib3G/pKO63e8h6SRJZ3c/P9J1ppcjR8zsjRH4yyRlU+trFEyikaNW6BZyXCnpQknDJ1MxYh7T22P7sWzejWwvVo6pQcBadkT/gwBy1E6IFnLERMOYcBjLcDQ8nib1t2l9XZCjVp+m0chRw9lCjhcHLyYN5Yjxh+hnfCFpy+6wkKNWn6bRyFHD2UKO17rHtLHnF0Zv8MV3w78Wghy1+jSNRo4aztZyxBhGCDBc+s54fIcctfo0jUaOGs7WcoxfRoqjOVXSTdxW1Qozj2jkqFFtLUe8tvrE6BDiHfI/kKNWmHlEI0eNams5xk+sYmxi1cEhcVtVq0/TaOSo4ZyHHDF9pH+3I/649GHIUSvKvKKRo0Z2HnIMZ+LGaHYMDvYLV45afZpGI0cN5zzk2KebTh5HcpGkmGyIHLW6zCUaOWpYx/+fY/j/Mqa2NP7/HN9Kise1/RL/gyPe7Y7lGUmfD9pi2nq8/9EvU/+f43tJD9ZSITojgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I4AcGSHabQkgh23pSTwjgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I4AcGSHabQkgh23pSTwjgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I4AcGSHabQkgh23pSTwjgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I4AcGSHabQkgh23pSTwjgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I4AcGSHabQkgh23pSTwjgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I4AcGSHabQkgh23pSTwjgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I4AcGSHabQkgh23pSTwjgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I4AcGSHabQkgh23pSTwjgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I4AcGSHabQkgh23pSTwjgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I4AcGSHabQkgh23pSTwjgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I/A3tOEel/tzDpIAAAAASUVORK5CYII=]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.334699" lon="-73.833654">
    <ele>4321</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_13</name>
    <extensions>
      <openrally:distance>10.63</openrally:distance>
      <openrally:cap>112</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMcAAACHCAYAAACiXU2qAAAILUlEQVR4Xu2caah1UxzGn9eUMcn0gTJlKGROFAopoaRMkULIFJKkiAxlnsMnkmSMiA8yD1GGRMqQzFIk4wcz/WsfrVb7nL3/9773vg/rt+rt9t7z3+s863n27+yz11r7LhENB3Cg14El+IIDONDvAHBwZuDAFAeAg1MDB4CDcwAHcg5w5cj5RXVDDgBHQ2Ez1JwDwJHzi+qGHACOhsJmqDkHgCPnF9UNOQAcDYXNUHMOAEfOL6obcgA4GgqboeYcAI6cX1Q35ABwNBQ2Q805ABw5v6huyAHgaChshppzADhyflHdkAPA0VDYDDXnAHDk/KK6IQeAo6GwGWrOAeDI+UV1Qw4AR0NhM9ScA8CR84vqhhwAjobCZqg5B4Aj5xfVDTkAHA2FzVBzDgBHzi+qG3IAOBoKm6HmHACOnF9UN+QAcDQUNkPNOQAcOb+obsgB4GgobIaacwA4cn5R3ZADwNFQ2Aw15wBw5PyiuiEHgKOhsBlqzgHgyPlFdUMOAEcu7MOr8s8kvZLrgur/igPAkUvq76r8XklH5rpYkOo1JMW/sn0j6fcFebdGOgWOXNBucKwl6VVJ8XPtaiifS/pJ0ta5IVI9cQA4cueCCxzLS7pC0tkj5P8o6SpJl46opaRwADhyp4MLHBdKuighPXTvL+mJxDHNlwJH7hRwgOMwSfdVsv+S9Imk+BltZUkb9gxtFUm/5IbcbjVw5LJ3gOMWSSdXsjeQ9JWkib6VJN0lKUAq2z6SnskNud1q4Mhlv9BwrCfp6wFJtYaA4Jgpx7wvaYvitTskHZcbcrvVwJHLfgiOzSR9WHUZN8QbSfpeUswglV93YiZpX0nXSFqhOO5bSUdIeqpHXq1h1gn/qKSDij5Cy5q5IbdbDRy57GfBsZykFyXtXnQZ9fsVJ3kNx2uSdpkh4XhJt/fAVq5pPCdp7+IrVW5EVE91ADhyJ8csOK7umVq9W9LRxVvUcAy9eyzixf1D2Y7tAebLbj3jh6EOeX28A8Ax3quonAbHWZKurbqKT/z45C9bHxwxwxRrED9LuribaSqPqVfh42tZ9NPXnpf0iKTrcsOius8B4MidF31wnCjp454V6k266dVZcLwtaddienU1SXGC71QcFFO00VfZDu6mc+uryqQmrjiXSLqn5x4oN+KGq4EjF34Nx+OSDqi6+E1S3Jh/0dN1feW4UtK5Vd2eHSDlr/tyiroHJa07MIQbuq97f+aGSjVw5M6BGo444WIrR9n2kvTClG7HwLF6tydqCI54Pd47Tv5TB4bxlqQduGnPhQ0cOb9qOOqj4+vVpjO6HANHHF6/T3yNinuJaW19SdtIulNSLAj2tZck7ZEbbtvVwJHLfwiO6O3M7tO8r+e5wnG5pPNGSt2tmyE7pac+po1fH9lP82XAkTsFxsDxXbfoF9vF6zZXOM6XdFlOqg6RdH/1te90STcn+2m2HDhy0ffBEVOx8a9c4X5D0s5LEY5tJb0j6SZJp1X9zsqwXiGPJxdjtZ42wgHgGGFSUVLD8auk7SQdJemCqqvYtvFY9bsxV47NJX0wBYD5whHdkvnIzDFqpFFdWQ1HTKUe2r32pqTti+7i2fJyK0m8VMNxvaRYQCxbrKjHZsJJK1fJY5vI01X9rK9c70nasqiP7S0xBUwb4QBwjDBpxpWjXL0+SdJtVXcxzRo36JPWt0J+oKRnJcX6SNxM19PA8f+YHp60uKrE1aVssRAZcAYM0eJqFpsZY4GxbEOzXjk3/ufVwJELeGhXbr1FPHpfUdIf3dtk91bFYfHUX2wrmbQ4wR/Oyf63Ou434r6DNsIB4BhhUlEyBMdWkt6tuiw/+bNwPNDzwFJ0Hw8t9W1nnzWaHburS27EDVcDRy78ITgmn/Tl891xTDxwFM951HA82Z3osd29brGdPZ7ki71VfS3udc4Z2PIex8U2ljMkPZQbKtXAkTsH4h6jbC9LurH6XfyZnFt7uo2Hl/pmq+Ivg8QsVDyEtI6kj7rtIyeMlBb3KXHyR9u4+/lpt8oef1AhHoaizcEB4JiDafM4ZMxU7jy659Cl6QBwLE03h/sCjmGPbCqAY3GjAI7F9Xte7wYc87IvfTBwpC1bdgcAx+J6DxyL6/e83g045mVf+mDgSFu27A4AjsX1PjYjrlq8ZWz3iKf0aIYOAIdhKEjycAA4PHJAhaEDwGEYCpI8HAAOjxxQYegAcBiGgiQPB4DDIwdUGDoAHIahIMnDAeDwyAEVhg4Ah2EoSPJwADg8ckCFoQPAYRgKkjwcAA6PHFBh6ABwGIaCJA8HgMMjB1QYOgAchqEgycMB4PDIARWGDgCHYShI8nAAODxyQIWhA8BhGAqSPBwADo8cUGHoAHAYhoIkDweAwyMHVBg6AByGoSDJwwHg8MgBFYYOAIdhKEjycAA4PHJAhaEDwGEYCpI8HAAOjxxQYegAcBiGgiQPB4DDIwdUGDoAHIahIMnDAeDwyAEVhg4Ah2EoSPJwADg8ckCFoQPAYRgKkjwcAA6PHFBh6ABwGIaCJA8HgMMjB1QYOgAchqEgycMB4PDIARWGDgCHYShI8nAAODxyQIWhA8BhGAqSPBwADo8cUGHoAHAYhoIkDweAwyMHVBg6AByGoSDJwwHg8MgBFYYOAIdhKEjycAA4PHJAhaEDwGEYCpI8HAAOjxxQYegAcBiGgiQPB4DDIwdUGDoAHIahIMnDAeDwyAEVhg4Ah2EoSPJwADg8ckCFoQPAYRgKkjwcAA6PHFBh6ABwGIaCJA8HgMMjB1QYOgAchqEgycMB4PDIARWGDvwDSsD0iDURhdEAAAAASUVORK5CYII=]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.334094" lon="-73.830631">
    <name>Rally_de_los_Cerros_-_Etapa_1_14</name>
    <extensions>
      <openrally:distance>10.97</openrally:distance>
      <openrally:cap>55</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
      <openrally:speed>30</openrally:speed>
      <openrally:dz open="1000" clear="90"/>
    </extensions>
  </wpt>
  <wpt lat="5.336725" lon="-73.830078">
    <name>Rally_de_los_Cerros_-_Etapa_1_15</name>
    <extensions>
      <openrally:distance>11.28</openrally:distance>
      <openrally:cap>360</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
      <openrally:fz clear="90"/>
    </extensions>
  </wpt>
  <wpt lat="5.339823" lon="-73.829393">
    <ele>4257</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_16</name>
    <extensions>
      <openrally:distance>11.73</openrally:distance>
      <openrally:cap>305</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.343937" lon="-73.828305">
    <name>Rally_de_los_Cerros_-_Etapa_1_17</name>
    <extensions>
      <openrally:distance>12.30</openrally:distance>
      <openrally:cap>37</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.347583" lon="-73.826527">
    <name>Rally_de_los_Cerros_-_Etapa_1_18</name>
    <extensions>
      <openrally:distance>12.85</openrally:distance>
      <openrally:cap>37</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.348114" lon="-73.826097">
    <name>Rally_de_los_Cerros_-_Etapa_1_19</name>
    <extensions>
      <openrally:distance>12.93</openrally:distance>
      <openrally:cap>120</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.346804" lon="-73.824520">
    <name>Rally_de_los_Cerros_-_Etapa_1_20</name>
    <extensions>
      <openrally:distance>13.17</openrally:distance>
      <openrally:cap>13</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.347343" lon="-73.824272">
    <name>Rally_de_los_Cerros_-_Etapa_1_21</name>
    <extensions>
      <openrally:distance>13.23</openrally:distance>
      <openrally:cap>56</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.348235" lon="-73.823144">
    <ele>4390</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_22</name>
    <extensions>
      <openrally:distance>13.39</openrally:distance>
      <openrally:cap>335</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.348820" lon="-73.823421">
    <ele>4389</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_23</name>
    <extensions>
      <openrally:distance>13.47</openrally:distance>
      <openrally:cap>352</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMcAAACHCAYAAACiXU2qAAAN9ElEQVR4Xu2deXRU5RnGn29CCUsCQQJihYoCBSoW6oJJQCUeccmCtYKnWKm44GkVXGtxxR4QD4ho0XKq4MG1xaPltJqAoGgokAUUKh4Uw2ZwCyCyaIAgyXw9X8iE4WYmc/d7J/e5/ygz7/Y97/2d+07mfnMFeFABKhBTAUFdqAAViK0A4eCZQQXiKEA4eGpQAcLBc4AKGFOAVw5jetE6QAoQjgA1m0s1pgDhMKYXrQOkAOEIULO5VGMKEA5jetE6QAoQjgA1m0s1pgDhMKYXrQOkAOEIRrO7AWgL4OtgLNeeVRIOe3T0c5TOAN4G8DCA9/xcqN9qIxx+64i99XRoBONCABMBzLU3fOuORjhab3/bNIJxSeMS/wZgUutdrv0rIxz2a+qXiIsB5EUVsxzASL8Ulwx1EI5k6JLxGv8D4EqN21cAehkPFVwPwtH6ev86gDFxlpUB4EDrW7IzKyIczujqVdRXAfyuheRZANZ4VVyy5SUcydax+PW+AGB8guWo919qPUt2diWEw1l93Yr+HIBbdCSbAeB+HXY0AUA4kv80eKbxOww9K1Ef1K/SY0gbwpHs58CTAO4ysIjPAAw0YB9oU145krf9akSabKJ89eVgvQm/wLkQjuRs+dTGe6XMVD8IwCdmHIPmQziSr+PqBkIFh9ljNIBFZp2D5Ec4kqvbaoxS45SV4yEA060ECIov4UieTqsP3jcBONNiyeqLwnEWYwTCnXAkWZvPm1U077t1JZd8u/adrj9s39jJRPkfAjjPhF/gXAhHkrW8oFwWAUhTZddUfdru6+WvZ35bsbTr/k/WdNG5lBoA6TptA21GOJKo/YUVcriUmKYt+cj+b9uUXHV6Vode/Q7KcJ2o+XxTugzXt9Tb3gB2JNHSPSmVcHgiu7mkhRXyPilxmdb7y+IXMjdMv1H9ibbhSD3p5Nr+E6Zt21ValPnd+pKudYdq1Hcb0cflAJaZqyI4XoQjiXodPVJFl/3B5CsH7Fr5Vo/Iaz2vGPfVkCkvb438+5vlr520a+WbXXevWdbp6Pf71Eh1J4A5SbR0T0olHJ7IbjxpXqkcEgrhqVieSy9OH153+PjVIefZVR+eNHi4+mxx4iGxqDhHfASgAMB9xqsIlgfhSJJ+F5TJiRC4OtFIldK+Y90V79esjrWskMSEt3JE0xUlSZbuWZmEwzPpjSUuKJcLATSNThFv7Uh18oWjdp438011g6H22FWcLX5rLGuwrQlHEvR/VJnsGxaYH6vUdwt/mnVkT3W7yHuDH1ywsVfBDXvijFTqF0h46FSAcOgUykuzeCPV3g2r08r+cMG5kdpaGqmEwMNFWSLmuOXl2vycm3D4uTuNtRWUS3XV6Kst9aOpv+/71duv9Iy8Hm+kEhIHi3KE+hDOw4AChMOAWF6Y5q2VPUL1UJ83mh3akerM22d/dvrYu3dqDYXAsqIsYfWGRS+W72lOwuGp/ImTF5TK0QjhNq2ldqRS7498e/fq1IxudTHg4EiVWOpmFoTDhGhuusQbqSrnT+m5ZcG0plEr8+wRe7LmlmyMVVtxtsh1s+bWkotw+LiTLY1UK67pf27Nl5sbbkBUR7yRSgKli7OF2sPBw6AChMOgYG6a55XJy0Oi+T7xmqpN7VaM/YX6gbamI95IFZaYuSRHLHWz7taSi3D4uJP55fJRAQzTlqgdqTr07Fdz8Rub1T6NZkf7WhS+kSua30ri43X7pTTC4ZdOaOoYUyLTDreD2rvR7Fg1/pwhByrXq9+9bTj63fjw1v4Tpqofij7h4EhlrbmEw5p+jnnHG6nU3o13r+g+PDrxiIWfVqT1HljbrJgw5hYPE/9yrMhWHphw+LTB8Uaqzxc+2eOTp+8ZECm7pZEqnIKxS4aKZt97+HTJviuLcPiuJccKird3o+K23EF71q/IjJTde8ykqkF3P12lXYYAthVli5t9urykKItw+LBNLW2H1Y5UcfducKSy3FnCYVlC+wPo3g7btUftyOLqilgVcKSy3hfCYV1D2yOY3Q4bVQj3btjQFcJhg4h2hrBxOyz3blhsDOGwKKDd7twOa7ei5uMRDvPaOeLJ7bCOyGoqKOEwJZszTtwO64yuZqMSDrPKOeDH7bAOiGohJOGwIJ7drvFGKm6HtVtpffEIhz6dHLfidljHJTacgHAYlswZB26HdUZXK1EJhxX1bPTldlgbxbQpFOGwSUgrYbgd1op6zvkSDue01R053kjF7bC6JXTEkHA4IquxoHq3w3buf/b+C15cp34lvdnB7bDGNNdjTTj0qOSgDbfDOiiuxdCEw6KAVt25Hdaqgs75Ew7ntNUVmdthdcnkiRHh8ET240kLymVJrBK022Hj/cIIt8M610DC4Zy2CSNzO2xCiTw1IBweyh9vO6z2F0ZSuR3Wky4RDk9kP5bU6nZYjlTONo9wOKtv3OjxRirlYPDpsNwO61APCYdDwiYKq3c7bEsjFZ8Om0hla+8TDmv6mfbmdljT0rnmSDhck/p4opa2w2pHKj4d1oMGNaYkHB5oHzVSCQhkQqIzJNIOVK5LWXXDuemRkvh0WA+aE5WScHigf8NIJdFfCJwqJdpGStg4e2L7qkVzUyP/PvXSa2t/9Zd/bILAgegy+XRYd5pGONzRuSlL496NpZA4TZv6vd+c1unwzi9CkdfPeeyNg6eMGH0UAjsA7Iu8zqfDutM0wuGOzk1Z8kvlJCEwVZtWO1Kp9y99Z++BtmldZIOtQCWAww3/K8Cnw7rQN8LhgsjRKQoq5P8QRm9t2s/mPdRu64vT20Ve7z4s/+jQWcUHm+yOjVafq3/z6bDuNI1wuKNzQ5a8tXJIqA4xbzRcOW5w+vfbPk6JlDP4/vmHehXe/KOmvE1S4H0+HdadphEOd3RuyJJfKm8VAtObjVRbNqSsun5I01+pmo1UTR828EVYYjKfDutO0wiHOzofg6NMzhLACU9b+rFmnyi9aWj6oeodIVl3tMGuy1k5dcOeK23+BFiB6va1GMqnw7rTNMLhjs4NWQrL5PMSuDqSUoFR8ccRadHjlHqv84Bz6i9Y8OEPzUoTWFWcLUa5WHKgUxEOF9ufv1pOESHcpVLGAyNSzsBJsw73GfunI9HlhSUWLBkm7nGx5ECnIhwutj+vXI5PAZ448sO+NrGuGNpSogERAvVSYlpxjpjjYsmBTkU4XGy/gqP++72PlN+a20s7SkWXkTn0kro9a5e3Ua81ASKwMwzMXJItXnSx5ECnIhwutj/3tcpbP/hz4cyaLzanRadN7dJdHtm3u6kXfcc/WPuT9Ay56Zl72zcAMvHxg32uvXd9WGAB4XCvYYTDPa0z2mZkbvhx/56fRafsdMZZ9ZnnX1q3feHspnuqFBwDbnm0dtvCJ1IjgKgfWOg3Yep0wuFewwiHO1pnAA1f/g2JTpd+xqCj2c+uPLT9n7NTo78dj8AhQjhc+fwjtZufn3q68jsl9+qF1SWLrnWnZGYhHM6fAzHBSOvZryZ7fulH7TK6ddz09/v7bH15RqdIKX2um3xg4G0z1M2Ge9VrlfOn9NyyYFrfxvfVX7v+6nzZzEA4nD0HWgQjNaNbnUq/8ak7ele9/nTT/Va9r7m9atBdc6qiSyMgzjYqVnTC4ZzmusDQC4eyW/fA6OrqkkVjeQVxrmnRkQmHMzrHBKNtRuaXFy38dEfkihFJrefKoWzDwEtLsoWK/RQBcaZxhMNZXWOCAWBD7muV8zqe9vMx2vQG4VDfc9xJQJxtoorOK4e9GscFA8CIvHL56xBwvQ1wqBARQLaoexoBqP/ysFEBwmGfmC2CAWC/+obcRjgigCwmGPY1kWOV/VomBEOldAAO+1fCiE0K8Mph/WTQBQbhsC602xEIhzXFdYNBOKwJ7YU34TCvuiEwCId5ob3yJBzmlDcMBuEwJ7SXXoTDuPqmwCAcxoX22oNwGOuAaTAIhzGh/WAddDguAlANYLOOZlgCg3DoUNhnJkGGQ4GhvkD7Rj2BLAEglsEgHD4783WUE2Q41K+bFwMY2fgNczxAbAGDcOg4G31mEmQ4VCsSAWIbGITDZ2e+jnKCDkdLgNgKBuHQcTb6zIRwHGuI9gqi9mnP1+75Vredq7tr1U2EZvrIe6vMqOadD+E4rn00INvVjxICGBDVGktg8Mrh3UluNjPhOFG5eIBYBoNwmD1FvfMjHM211wKiwLjR7CgVHZ5jlXcnupnMhCO2aon+imVGa+7nMKWad06EI772tgPCK4d3J7qZzISjZdVsBYRwmDlFvfMhHIm1tw0QwpFYbD9ZEA593bAFEMKhT2y/WBEO/Z2wDAjh0C+2HywJh7EuRABRT4T9rzFX/vqIUb28ticcxjugANE+H1xXFF45dMnkGyPC4WIrCIeLYtuQinDYIKLeEIRDr1L+sCMcLvahsFSOk6GGW1FaPOoP1YRSOqSFtUYijAVFw8Qrifz5vj0KEA57dNQVJX+NvEyEcZ8u4xhGMoQZi88Xy8z608+YAoTDmF6WrAvK5KkQeNV0EInrinPE16b96WhIAcJhSC7rxoXlcroEcoxGEkBZUbZ40Kgf7c0rQDjMa2fKs6BC9oPEPMPOArcUZwk+g8OwcOYdCId57Ux7jqqQI8MSD+gNEBJ47K0s8a5ee9rZowDhsEdHw1Hy18oc1OMOAXSP5yyB3UjBnMVDRZnhBHSwrADhsCyh+QAjSmSbjh1wlQhjOIBfRkX6WIaw+uAh/HtFrmh4HDMP9xUgHO5rzoxJogDhSJJGsUz3FSAc7mvOjEmiwP8BayRn4kwr9n0AAAAASUVORK5CYII=]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.353560" lon="-73.823516">
    <ele>4487</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_24</name>
    <extensions>
      <openrally:distance>14.05</openrally:distance>
      <openrally:cap>78</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.355127" lon="-73.816010">
    <ele>4491</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_25</name>
    <extensions>
      <openrally:distance>15.01</openrally:distance>
      <openrally:cap>51</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.356425" lon="-73.816374">
    <ele>4503</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_26</name>
    <extensions>
      <openrally:distance>15.17</openrally:distance>
      <openrally:cap>55</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMcAAACHCAYAAACiXU2qAAAL30lEQVR4Xu2dB8g1RxWG39iNvcVewJrE3rBgVywYYyXGGAuoCBYUO4pdsaJBsWFHjUbFXiCxJWps2HvB3hV7r7x8O/znP9/evTv33rN375l3IJDv3tmzc94zz87Mmdn7HwIVKSAFehU4RLpIASnQr4DgUM+QAgsUEBzqGlJAcKgPSIE6BTRy1Oml2g0pIDgaCrZcrVNAcNTppdoNKSA4Ggq2XK1TQHDU6aXaDSkgOBoKtlytU0Bw1Oml2g0pIDgaCrZcrVNAcNTppdoNKSA4Ggq2XK1TQHDU6aXaDSkgOBoKtlytU0Bw1Oml2g0pIDgaCrZcrVNAcNTppdoNKSA4Ggq2XK1TQHDU6aXaDSkgOBoKtlytU0Bw1Oml2g0pIDgaCrZcrVNAcNTppdoNKSA4Ggq2XK1TQHDU6aXaDSkgOBoKtlytU0Bw1Oml2g0pIDgaCrZcrVNAcNTppdoNKSA4Ggq2XK1TQHDU6aXaDSkgOBoKtlytU0Bw1Oml2g0pIDgaCrZcrVNAcNTppdoNKZABjmMq4vVVAF8DcDSAs5nr/gfg/QD+vMSWv9dpAH7WXXNGAHcduP7LAL4JgPfalXIlAFdb0tgvAvjWrjhU084McNR0tqcAeDKAnwO4iBOKnYAdeFE5M4B/ui/vAOA93WeE7W8jxL9Yd/8RVbde5dEAnj2yFdTiQwD+OrL+7KsJjgMhWgbHQwGcsAE4/g7gvgDePPveAdTAQXd+DeCwHfBrVBMFxwGZXgLgQQOq/RQAn/q2rDJy8PpfALjoqAhtt1ItHGwtp1nX2G6zN3N3wXGwjov0OAOAn/R06FXh4F1PAXCrzYQxzMoqcLAxXJudFNaqiQxng+M/AP41oN0zADx9wZqDl50JAG34ckEA3wdwzoqRg9OnUrhY55rFlj8BuDSA300U61Vu4+H4CwC2uxTq4TXhd1zTXQLAf1e56VyuyQbHqwA8dkBcLhb5X9+CnJfdCMDHe66/HIDv9Hw+NHJcyNTnyHN+AN9wNi4P4Ltz6Qw97fBwPA/AE009JiGuCOB0dy0fMNTsBzP2bWnTssHxYgAPWer1Yjh4LW34wjn05yvh6NP2OQAeZew8F3uL3rkWD8ezADyup7G36KaJ9qu5g79Uc8FxsESPAcAO7MuJAO6+AThoglONojtTv4cujdKBCtcGcL0uI8S08m8BvHxg+sKR7bzG/uu7/+dah0/8SwH4UbdPcfKIkWMRHGcB8L1uKlXMXB3Alyp8m11VwbHXWTntYfkUgOv3RMnupXAv5KpdnaFp1SJtuWF2BXOPMTHgmuVpC57aNHXsgtQw23oVcy/auVnPU55V+kbNsSMHrycIRRf+fU8Ab5xdj69o0JjAVJjbSlXbcVeZVtnOTge8JuxQ/zaevQLAA9aAw49CY2LwOgD3WqIu09BMR9vi4aCNMnp4c3xInNX5Kji20qU3d9N14eAO91GmOVw42wzSTQF8pPv+jwDeC+Aea8DxGgD3qRg5bgPgAyPkYpLB78N4OLi/4k8GWNMvBPBw88E6cNwWwAdHtHu2VcY8tWbb+K5hm4DjBgAu0NnjgplZmVK4m/3q7g92HmZhbr8GHKd2WbFifygGfJL/GIDNfA3F4+3ufJeHY1ksPwfgOivAwdGV58aoTSlakC9Te4Lv14WDTzce5Xht19a3uMU3pyslg8VFOeG51hpwMJV89pEjBzvYt52G7MBcf1wTwIMN1Kz2QwCXMfX74ODBy+d36x76Y+tTy7L+opmxIwcX9kzbWtAJChfpO1uyjRycN/dt4jFAtzbTI7vPwSzN3QD8voviuwDc0UT0M+ZpyhGDG4nlpGrtgvx4N+fnKHKTgd7zUgAPNN9zMX+EyU5xxPuEu56duzwwPBw82kGoyvfMfPk9CtsnxsDBTBWB5+hRCqelBGbZKedZg5MNjiGxb9mdGmUdCwdPkt6pOzTHacwv3bzcjkznA/B1c4ykBo7jALzM7Sizc356oNH+xDGneGWEK5cxpWt33+3I5+F4KoAnufv5ewzBwZHJblryvhxFz+Fs8tUAmyWbNQSLGic4gI8B4CaWnTMXXXhshCdNS+HnHJnK1GOds1Xs1Jftzmz1xYdTL3/8uy9eHBHtwpfHZ/g0Z/FwPLKbUtn71cAxppP/oZvqLRrBx9iYRR3BAfCFpRu7PD3PPHFzzE4rOFe/sntZaR04OAIdOdALuGdgN9F4puncC+rbDr5tOB4P4Jmz6N1rNkJwAJ8EcMPuFCnXHixMnd6uy1JxKsPCIyScs9uOuCocfuHbF0aml99tvhg6Cu7h4Jknrr+mHjnuD+CVa/bJ2VyeDY639Uwbitg89Mchn8WuOcr8mOnSX3Xf89XXiwN4q0mN8m9+vgk47gzgHUt6ATfsuPlXCtdGXDf1FQ8Hp2Sc1kwNB9PAzKalKNngWGWHnOnGkp8vnYzrDB655tTqwt3rr5fszjKtAwc3E5+AvdFqWbH7K6zrU8z2etsm7ubzvBanV5uGg+236xu+cmzT0txA5F5QiiI49l5iYsdnYTaGKUh2LC6WCQcL3+UgQJyqjIVjXW05unBTr5QPd4mDbY4c/uAhN0sfYRrETBb3ZlKUdQM4BxHW3QTkkZDzdI68qNtY45/MYHEqw8J3Ocphwang4AFBAlEKQWWiYAwcTEmznZseOTwcDwPwAtcgvkNuM3xz6CMrtUFw7M3N+QYgi4XjNwCYymXhE7K8hzEVHJzW8ehIKbadNthsu337MTJb5eFg//Fv+/Fg471X6o0zu0hw7AWk6MCj32/qiRFfBeUroixTweHvxb+5C+07I4++2N/TmhIOtokjB0eQUpalqGeGwOLmCI6D4ejrkOyM9mjElHBwelJGL7bN/ygDoeVRjTLysc7NzTGZ6GkV79d3apgvWJXM4M7A4BsqOPbDwWyPheEr7iWeKeHwu9+89+Hdm3vcBb+LG+n8/skUcPj3XagoNy/5JuBOF8GxHw6+31GOpPNb7jXY9y+mhINZNKaa/S+X8DMuurkusaVsaJbPpoCD92I2z57u5YjHrJ/9BZadA0Vw7IeD83f7a4T8RZP7mchOCQdv+4WKpzChfp9p61Rw8F0YJjBs0ZH1GTwO1k3l0gX7kPD7C/6NtqnhYPu4M7/sFxI/C+C6Lh5TwcHjKtwjsj8F+gYAPKK/s0Ujx/6Rg7/KwRO6pXiNtgEHF9nvBHCuBT2tHHfxX08FB+/LYyPlJbDSDq6Lhn5kb9bgCI79cPCTAgAX536+vw042Ca+286f4vGFZ7SYgv5Hz3dTwsE1BkcPW/gOS19qfNZQLHoq7kSjXSNtjp872X0/vub98v8+B88t2VJs8sWnjw7cb+jf5/A2N6UtD0jylxn5m1fcwff/LMKm7tO8nQwjR/NBlAAxCgiOGF1lNYECgiNBEOVCjAKCI0ZXWU2ggOBIEES5EKOA4IjRVVYTKCA4EgRRLsQoIDhidJXVBAoIjgRBlAsxCgiOGF1lNYECgiNBEOVCjAKCI0ZXWU2ggOBIEES5EKOA4IjRVVYTKCA4EgRRLsQoIDhidJXVBAoIjgRBlAsxCgiOGF1lNYECgiNBEOVCjAKCI0ZXWU2ggOBIEES5EKOA4IjRVVYTKCA4EgRRLsQoIDhidJXVBAoIjgRBlAsxCgiOGF1lNYECgiNBEOVCjAKCI0ZXWU2ggOBIEES5EKOA4IjRVVYTKCA4EgRRLsQoIDhidJXVBAoIjgRBlAsxCgiOGF1lNYECgiNBEOVCjAKCI0ZXWU2ggOBIEES5EKOA4IjRVVYTKCA4EgRRLsQoIDhidJXVBAoIjgRBlAsxCgiOGF1lNYECgiNBEOVCjAKCI0ZXWU2ggOBIEES5EKOA4IjRVVYTKCA4EgRRLsQoIDhidJXVBAoIjgRBlAsxCgiOGF1lNYECgiNBEOVCjAKCI0ZXWU2ggOBIEES5EKOA4IjRVVYTKCA4EgRRLsQoIDhidJXVBAoIjgRBlAsxCgiOGF1lNYECgiNBEOVCjAKCI0ZXWU2ggOBIEES5EKOA4IjRVVYTKCA4EgRRLsQoIDhidJXVBAr8H/fsXqbWQ2vZAAAAAElFTkSuQmCC]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.357666" lon="-73.814329">
    <ele>4491</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_27</name>
    <extensions>
      <openrally:distance>15.44</openrally:distance>
      <openrally:cap>76</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMcAAACHCAYAAACiXU2qAAAGlklEQVR4Xu2dPc8tUxiG7yMIlUgohIZExEdIiKCgUBD8AA0/QDQSDYmWSqITPRF+ABGioSAiJBQaFL4SjYIIzvGVFQdnj5k9zzOzZpmZ+9rtfmatua97rnnPfvd+9zkhHhCAQC+BE3CBAAT6CSAHVwYEBgggB5cGBJCDawACOQL85MjxYtqIAHIYlU3UHAHkyPFi2ogAchiVTdQcAeTI8WLaiAByGJVN1BwB5MjxYtqIAHIYlU3UHAHkyPFi2ogAchiVTdQcAeTI8WLaiAByGJVN1BwB5MjxYtqIAHIYlU3UHAHkyPFi2ogAchiVTdQcAeTI8WLaiAByGJVN1BwB5MjxYtqIAHIYlU3UHAHkyPFi2ogAchiVTdQcAeTI8WLaiAByGJVN1BwB5MjxYtqIAHIYlU3UHAHkyPFi2ogAchiVTdQcAeTI8WLaiAByGJVN1BwB5MjxYtqIAHIYlU3UHAHkyPFi2oiAqxz3Jzr+WdInkj6V9HviuP9rdM/ZmjJ1leOPGZSvkvSlpJ9mrLHkoXvOtiS3/6yNHNNwfyvpSkk/TDt80aPmyFFObM3ZFgXXXRw55uG+S9Ib85aofvRcOf4+oTVmqw7r2ILIMR/3zZLen79MtRVqyVFOaG3ZqkGKLIQch5TKi+8zH2dJOncE5OuS7o7AbjQzJMcesjVC+Nc2yHGI++IeOc6WdJGkdyWdP9DOmjgOybGHbMjRgMDQBXTsIj9H0oeSru05v9ck3dPgvCNb7DlbJH+1mTXd8aqFCiw05QIqyz4q6eme9ctPldsC+7YY2XO2Fvz+2QM5DnFHePRdfHuQo5BYezbkaEBg6t11CxfQnrM1uDT+3SJyp2x6Qo022/MFtOdsjS4PflvVB3rsZnGppK92+ppjC9mQowGBqXfXVyTd23N+z0p6uMF5R7bYc7ZI/mozY3fKahutbKEpF9BTkh4beG+ovFlY853pObj2nG0Ol/SxyHGI7M0BgpdIumbguRckPZgmv9wBQ3LsIdty1HpWRo55uMvH1q+T9Pm8ZaoeXesn2BqzVQU1thhyjBEafv5HSXdKem/6EoscWUOOtWZbBNjQosgxDfdnkq6WdGra4YseNVeONWdbFFx3ceTI4/5NUvkw4lofc+RYe7amzJHjEPeLHfq3Srqip5HnJD3UtKn4ZkNy7CFbnEKFSeQ4hNjlccvpj6p3UX8j6XJJJyt0UHuJ6K9yt5itNquj6yHHcTnKs29Jur2H4vWSPm7aVmyzqBxbzBYjUGkKOcblKF9181IP7/I1PeW1x5x/41eq8WCZjBxby7YEr8E1kWNcjsLoV0nlXfDu4z5JrzZtbHyzjBxbyzaevuIEcozLUSbKC/N3erh/L+mCin3UWCojx9ay1eATXgM5YnKUvx3/4vTfknfhPiHpyTDx5Qezcmwp2/L0ztgBOWJylKnHJZUPH3YfH0m6oWlrxzfLyrGlbE0xI0dcjjL5naQLexq6Q9LbTZsb3myKHFvJ1hQxcuTkeF7SAz0NfSDppqbN1ZdjC9maIkaOnBzlC95+GWjovCPPtSx16k+OLWRryZEvdevQjtwsnpH0SE9LX0u6rGl7/ZtNlaOstvZsTfFGLoamJ9Ros6H/w+LlwP7l29VvHJiLHB/YYtbInrPNApM92FWOLCfmDQkgh2HpRI4RQI4YJ6YMCSCHYelEjhFAjhgnpgwJIIdh6USOEUCOGCemDAkgh2HpRI4RQI4YJ6YMCSCHYelEjhFAjhgnpgwJIIdh6USOEUCOGCemDAkgh2HpRI4RQI4YJ6YMCSCHYelEjhFAjhgnpgwJIIdh6USOEUCOGCemDAkgh2HpRI4RQI4YJ6YMCSCHYelEjhFAjhgnpgwJIIdh6USOEUCOGCemDAkgh2HpRI4RQI4YJ6YMCSCHYelEjhFAjhgnpgwJIIdh6USOEUCOGCemDAkgh2HpRI4RQI4YJ6YMCSCHYelEjhFAjhgnpgwJIIdh6USOEUCOGCemDAkgh2HpRI4RQI4YJ6YMCSCHYelEjhFAjhgnpgwJIIdh6USOEUCOGCemDAkgh2HpRI4RQI4YJ6YMCSCHYelEjhFAjhgnpgwJIIdh6USOEUCOGCemDAkgh2HpRI4RQI4YJ6YMCSCHYelEjhFAjhgnpgwJIIdh6USOEUCOGCemDAkgh2HpRI4RQI4YJ6YMCSCHYelEjhFAjhgnpgwJIIdh6USOEUCOGCemDAkgh2HpRI4RQI4YJ6YMCSCHYelEjhH4E2t0wojphtJGAAAAAElFTkSuQmCC]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.357602" lon="-73.811263">
    <ele>4424</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_28</name>
    <extensions>
      <openrally:distance>15.79</openrally:distance>
      <openrally:cap>177</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.356425" lon="-73.811143">
    <ele>4396</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_29</name>
    <extensions>
      <openrally:distance>15.92</openrally:distance>
      <openrally:cap>113</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMcAAACHCAYAAACiXU2qAAAL9ElEQVR4Xu2dfXBU1RmHf2cTEhJSQEmgkFIUsB3GFggIuBHH8BGgkGirZQpCv0ad6R9M2+nYP5yOrXQc206HaTvW2rE49gMVRi1fSzsdpISvQEUEQlvbURCEtFAiBgxJwCS3czK74Wbdzd6Pc87ey/3tjKMm57znfZ/3PnPP7tnNCvBBAiSQkYAgFxIggcwEKAevDBLIQoBy8NIgAcrBa4AE3BHgncMdL46OEAHKEaFms1R3BCiHO14cHSEClCNCzWap7ghQDne8ODpCBChHhJrNUt0RoBzueHF0hAhQjuA3+ycAXgRwJPipXl8ZUo5g93MMgOZkio1JSV4AcCHYaV8f2VGOYPdxNoD7ASwHMNyW6vqkKFuCnX64s6Mc4eif7JMURIqyxJbyGdvdhNsuxb2kHIqBGgg3LimKlGWybT1uuxTDpxyKgRoMJ7dZrwE4DWA6gGG2tTcAkM9NuO3y0RDK4QNenqd+DcBzthz+CKCY2y51XaEc6liajnQYwFTboqsBPAZgoG1XHYD3TSca1vUoRzg7dxOAd9JSvxnAybSf2V/t+nPyCX04K85D1pQjD9AVLPlzAN+yxdkFoGaAuLLP8lWuhIK1IxOCcoSz1fKuIe8eqcfXAfw2nKUEN2vKEdzeZMvs8wA22n55MSlKa/hKCXbGlCPY/cmUnbxDfNX2i98BkK9c8aGYAOVQDFRzOHm2kf5q0xwADZrXjWR4yhGutqefbZxKe+4RrmoCni3lCHiD0tLLdrYRripCki3lCEmjkncIJ2cb4ako4JlSjoA3yJae27ON8FQW0EwpR0AbkyEtnm0Y7hXlMAzc43I82/AIzs80yuGHnrm5PNswx7pvJcqRB+gul+TZhktgqoZTDlUk9cXh2YY+tgNGphx5Au9iWZ5tuIClcijlUElTfSynn9tQvzIjgnIE+yLg2UYe+0M58gjfwdI823AASdcQyqGLrP+4PNvwz9BXBMrhC5/WyTzb0Io3d/CwyTEEwGcA3Jr8t/zvBbnLDN0Inm0EoGVBliNdAinELWnMHgXweAA4qk6BZxuqiXqIFwQ55J+Usd8JUv9dmKuemWu2bRp5x+JXYz34y5Zq8Xau8SH6Pc82AtAsk3KMzCKB/c9YOkZSXDGms3ZL8wHbhDYB7JX/FHfi6EtzRJvjYMEayLONgPTDpBxrATygqu7K2uXNVT984a0B4u0VAke6Y9j3p5nirKp1DcTh2YYByE6WMCmHzOcXAL7pJLFcY6oeW3escuGK93KNS/7+bQgcCcn2i2cbDpuqe5hpOWQ9TwB4xE9hsUHFPYt3deyG8JR+kLdfPNvwc2Eonuvp6lKQw/f8vMpUftv887c/uf0fCvKQIYK0/eLZhqKmqgiTLzlk7t8G8DMvRQydOPnildbzxRUzaltGz7mvZdSdd6v6a3/53H7xbMPLxaBxTj7lkGU9BOAZt/UVDh7S1dV5ue+l3sKSsq4RM+a1lFfd1Tpm0cqW4uEVXW5jZhhvevvFsw0FTVMZIt9yyFrk99w977So0rG3tLWffqtsoPHDPj29deQdS1oqa5e1lN00qdNp7BzjdG+/eLahqFGqwgRBDlnLPck/jpwzn4rb5p4///pfK5wCKC4f3RmC7RfPNpw21OC4nBejwVzmJwUZ8K4Q/9WuQ2U3T+r4397E8LN7NpW3HNxR3t1xbYs1UL4B3n7xbMPgheZ0qSDJIXOOJwUZlamAwRVjOuf3PxXvHXbh6N6ydzc/8/ELxw4Mbz8z8JbLHjdA2y+ebTi9Yg2OC5ocsvQpAOSXP45P51C5YHlz1eoBT8XRdvLNwc3bXyx//8ie4S1vNJQ7ZZnH7RfPNpw2yfC4IMohEUxM3kHkO3P7HlWr1x2rXOD4VBxXWs8XhmD7xbMNwxe90+WCKofMf3RSkFnyf2JFxT2LGzyfigdq+2UBgwTQ1HbmxKmGpRN+nNYsft+G06tX87ggyyFLH5oUZG7JqE/um7vpVEPMwlRLQH7oydcjL9svgQpYGAELg2Xyp7euLTr6o4dKbYXw+zZ8dVXt5KDLIastSAqyGcCz8gf1B6zZVg+mQkB+lXDGJ+9uMGnffgkUo6f3+8HtImD3l6d87NLxJllf72P8/d85d+uqNTVbq8W/3OTPsXoIhEGOVOUTABxPx3B3ozWxx8JUEcMiC5BjfD8Uv/pVJICJloUie2Id/zkR2/HFCfLO2PeY9/LxSyVjxrfErmDhljnX1Ye3fPckHwHCJEdOPkt3WmWXizFbCMwOyvbrEwtXFpXPrO0nhizk72tWlZx85aniVFE3TpndVf30nt4PaIkYmrbeLu7KWTAHaCVwXcmRTioo269BQ4ZZI++s/7B8Wk3XqJp7Pywqu8Hace+4oR1n342lcp7yyG/ax9Y/eLWvBoFVibhw/LYarVdJRINf13LYexqk7VfZuEndbafe7HuuUThkqDV348lLUppUzpbAgW1x8bmIXpeBKDsycthpB2n7JfOqXLTiatX317Xbc7QEWrfFhfzjE3zkiUAk5TC1/Wo5tONT5/ZsHdR1+VJGzqKgEFZ3F+JPvto2Yvq8j7zNPlEtbsjTdcFl5XM/UuhPQOn2y8JUGf3ivw8VnE48V/Te4d2FH5w41redSq0cf2pn24iqmv5yCLQl4mIs+5M/ApRjAPa+t19JOexLZHoJt7C0zJrx062X+wlCOfJnRXJlyuGiBa5f/cogh1wuUS3kR2L7PTII0pyoFv3eW+YiVQ5VQIByeIToaPvlUI7K2mVXm7evL+oTZFqNfHL+z0RcyPdZ8ZEnApRDAfis2y+HctQ1Wq2Hf7C8NCXItCdePjFy1sLTlENBc3yEoBw+4GWbatt+PYq0t41k2lZJOeTPU4IUDC7tnvb4hqaDD9dP05AeQzokQDkcgvIyrG6/tRNACSyUiRhutHpQkk0OIdDdY+Gd179bP/bcvsQoKUh3Z7vcVu3xsjbn+CdAOfwzzBohKce131sogMCwRFxMtk+q2281yU/7pn528OH6SVIQAB8AWEJBNDZpgNCUQyP3j8iRXCsRFzVpcjSkp0FBNDbGYWjK4RCUl2F+5OjdfsXFGQAreQfxQt//HMrhn6HzbZWLO0dSDvmc4w8URGOTuK3KD1wFd47UOQcFyUMLeefQCF2hHDLLlCDLAazXmDZDJwlQDo2XgmI5ZKbLKIbGhqWFphwaWWuQQ2O2DJ1OgHJovCYoh0a4BkJTDo2QKYdGuAZCUw6NkCmHRrgGQlMOjZAph0a4BkJTDo2QKYdGuAZCUw6NkCmHRrgGQlMOjZAph0a4BkJTDo2QKYdGuAZCUw6NkCmHRrgGQlMOjZAph0a4BkJTDo2QKYdGuAZCUw6NkCmHRrgGQlMOjZAph0a4BkJTDo2QKYdGuAZCUw6NkCmHRrgGQlMOjZAph0a4BkJTDo2QKYdGuAZCUw6NkCmHRrgGQlMOjZAph0a4BkJTDo2QKYdGuAZCUw6NkCmHRrgGQlMOjZAph0a4BkJTDo2QKYdGuAZCUw6NkCmHRrgGQlMOjZCzybFr5Wf7fWPTXeuOvZEpDX7tmcbmOAhNORxA8jokmxxO41EOp6T0jKMcerj2Rq1rtJ6FwHhPS1g4kagWD3iay0lKCFAOJRgzB6nbb30DwJc8LrEhERe/9jiX0xQQoBwKIGYLcc9r1tjubvzeyxIFBfjK5pnitJe5nKOGAOVQwzFrlLr91goAD7pcZm0iLp53OYfDFROgHIqBZgpX12itgsB9jpay8EqiWvzS0VgO0kqAcmjFey143d+sL6Cn9w5SmmXJdsSwNjFLbDSUEpfJQYByGLxEljZaJe0CtQKYLIDRcmkL+K8FNJVa2P5StegwmA6Xohy8BkjAGwHeObxx46wIEKAcEWgyS/RGgHJ448ZZESBAOSLQZJbojQDl8MaNsyJAgHJEoMks0RsByuGNG2dFgADliECTWaI3ApTDGzfOigAByhGBJrNEbwQohzdunBUBApQjAk1mid4IUA5v3DgrAgQoRwSazBK9EaAc3rhxVgQIUI4INJkleiNAObxx46wIEKAcEWgyS/RGgHJ448ZZESBAOSLQZJbojcD/AQyDTsT93ymbAAAAAElFTkSuQmCC]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.353773" lon="-73.805920">
    <ele>4189</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_30</name>
    <extensions>
      <openrally:distance>16.75</openrally:distance>
      <openrally:cap>139</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.351352" lon="-73.805776">
    <name>Rally_de_los_Cerros_-_Etapa_1_31</name>
    <extensions>
      <openrally:distance>17.07</openrally:distance>
      <openrally:cap>39</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.354698" lon="-73.802558">
    <name>Rally_de_los_Cerros_-_Etapa_1_32</name>
    <extensions>
      <openrally:distance>17.64</openrally:distance>
      <openrally:cap>49</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.357913" lon="-73.800020">
    <name>Rally_de_los_Cerros_-_Etapa_1_33</name>
    <extensions>
      <openrally:distance>18.10</openrally:distance>
      <openrally:cap>24</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.360581" lon="-73.799587">
    <name>Rally_de_los_Cerros_-_Etapa_1_34</name>
    <extensions>
      <openrally:distance>18.41</openrally:distance>
      <openrally:cap>347</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.362188" lon="-73.799438">
    <name>Rally_de_los_Cerros_-_Etapa_1_35</name>
    <extensions>
      <openrally:distance>18.59</openrally:distance>
      <openrally:cap>22</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.366630" lon="-73.798877">
    <ele>4233</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_36</name>
    <extensions>
      <openrally:distance>19.15</openrally:distance>
      <openrally:cap>334</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.367855" lon="-73.799179">
    <ele>4236</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_37</name>
    <extensions>
      <openrally:distance>19.29</openrally:distance>
      <openrally:cap>24</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.370242" lon="-73.796871">
    <ele>4196</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_38</name>
    <extensions>
      <openrally:distance>19.72</openrally:distance>
      <openrally:cap>143</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.367428" lon="-73.794286">
    <name>Rally_de_los_Cerros_-_Etapa_1_39</name>
    <extensions>
      <openrally:distance>20.37</openrally:distance>
      <openrally:cap>110</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.369245" lon="-73.791886">
    <name>Rally_de_los_Cerros_-_Etapa_1_40</name>
    <extensions>
      <openrally:distance>20.77</openrally:distance>
      <openrally:cap>346</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.375051" lon="-73.791159">
    <name>Rally_de_los_Cerros_-_Etapa_1_41</name>
    <extensions>
      <openrally:distance>21.44</openrally:distance>
      <openrally:cap>4</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMcAAACHCAYAAACiXU2qAAALYklEQVR4Xu2dDWxV5RnH/29bXKHlY1gVg8wiIjDJJLhhb4EAE7cJ7cQ5XSAzMjIYY4ryNRnITBjgdCpfcRkKDDcNCcy42UuZwaVsQMtwEDGodBCtOodgM0D5XNr7Lgdbdnu49/Y957znuSe9/5sYk9vnef5vf+/787TennsV+CABEkhJQJELCZBAagKUgyeDBNIQoBw8GiRAOXgGSMAbAV45vPFidQ4RoBw5tNn8Vr0RoBzeeLE6hwhQjhzabH6r3ghQDm+8bFf/GsAM20M5zw4BymGHo58pPQEcA/AjAOv8DGBPuAQoR7h8M02fD+AxAB8AuA5Ac/aWwuRUBChH9s7FuwD6tsQvBvBo9pbCZMoRnTMwCcCLruU4V4/3orNEroRXjuycge0ARrmiNwD4QXaWw1ReOaJxBkYA2JFmKaMB/DUay+QqeOWQPwO/A3Bvmti/ABgrvyQm8sqR/TPwJQDvt7MMR5wXsr9UroBXDtkzsBTAgnYiDwG4QXZZTOOVI7tnwPkP0VEAVxgsYyGAZQZ1LAmRAK8cIcJ1jXZeCf+NYdz5lhcG/21Yz7IQCFCOEKCmGbkXwFAPcWsATPdQz1LLBCiHZaBpxt0OoNpHVAzAbh99bLFAgHJYgGgw4mUAEwzq3CVbAYzz0ccWCwQohwWI7Yy4EcCBADHfA7ApQD9bfRKgHD7BeWhbCWCmh3p36VsABgfoZ6tPApTDJzjDtq4t92wUGtanK5sH4MmAM9jukQDl8AjMY/kcS4f6UwD9ADR6zGd5AAKUIwA8g9Z601e7VUGnRH5hl+b8wiLnn6aCzkXN+Z2Lmps+PX74s4a33wTwGYDZBpkssUSAclgCmWLMPQBuKS4dWNRr1HfGFhR1ayoo6t7cqbhr8/nGjzt9ULWud+L82fwzRxq6tPZ2HzD0xMgNe99oM0tjf7xcPRTeMjk5HQHKEfLZGLdLD8nLw/LkmKM7/tTj9Z9OGOKOphwhb4bH8ZTDIzCv5ZTDK7Ho1FOOkPeCcoQMOMTxlCNEuM5oL3IU97nh1OhN9f9wLelwPKamhrxMjk9BgHKEfCzurtHFZwtR5Y6Jx5RzS+wlj4o67dxf3uYRj6kxIS+T4ylHds5ARZ2uoRzZYR8klVeOIPQMeymHIaiIlVEOgQ2hHAKQQ4igHCFAdY+srNVxrVCU/PzWrxePaD57usBde9vWYzu/0OOKpuTnE/mYWD1MfSywVEYkEaAcAseholavgMJNyVE7Jt885GT9vh7u+K898cc3rhp5x4k2ciQwq3q4avvKucC6cz2CcgicAMohADmECMoRAlT3SMohADmECMoRAlTKIQBVIIJyCEAeX6eXKGB4ctTrD98x8OjfXunlju8/ZdHhAVMX/6vN8wk8Ex+u/iCwVEbwF3LZM1BZpydr4L7k1ANPzyxt2Ly61L2S0rsfaBg8e1VD8vMKeL4qppx3YedDkACvHAKwKYcA5BAiKEcIUN0jKYcA5BAiKEcIUCmHAFSBCMohAHlcrf5WnsLDyVEfxn9bsn/plEvecqdk6OjGsmdq2r7PFW+VFdilSyMohwB2L/d08FZZgQ0xjKAchqCClFGOIPSy10s5BNhTDgHIIURQjhCgukcGlgPgrbIC++SOoBwC0HmrrADkECIoRwhQU43kDU9CoC3GUA6LMDONohxCoC3GUA6LMCmHEEyhGMohBDrVlYO3ygrB9xlDOXyC89rGG568Est+PeUQ2gPKIQTaYgzlsAgz4+8cfJMFIdL2YiiHPZYZJ/HKIQTaYgzlsAgz06hUt8ru/smYwY37tpe4+26c+dTBvhNnt3mfqoTG49Xl6s9Cy2UMAMohdAx4w5MQaIsxlMMizEyjKIcQaIsxlMMiTMohBFMohnIIgeaVQwi0xRjKYRFmplGpbpV9b+PTvd5aNWegu4+3ygptSjsxlENoHwLf08H7yIV26v8xlEMIOeUQAm0xhnJYhJnxxyp+HrkQaXsxlMMey4yTeOUQAm0xhnJYhJlpVKpbZc+f+KRg2+1XjkjVx0+VFdqYDDGUQ3APeDegIGwLUR1djmsAfAjAeUv/PhZ4BRpBOQLhE2+mHILIKYcgbAtRlMMCRNMRKeRQ8Zgalar/G682Hrys2+VHAejWr3c+h8rNY9Qp0zzWBSNAOYLx89Td5p4Oje5Kofeu6SN7/mf/zks+cjm2+rVTJV+99YzW+AgKJ52gBD9V1hPvoMWUIyhBD/1JcnwRGtc6rbU/HlmcTo7Lb771888jV3gfwHHK4QG2hVLKYQGi6YgWOcqgMaC1x0iOzwWpTyQwnZ9Hbko7eB3lCM7QeEKLHBOg0d2HHCcTCUygHMa4AxdSjsAIzQeMr9VrFXBXcseeeRVFx3Zt6eSectPPnjvTp/KH/23zvML98Zh60TyRlUEI5IocRwBcHQSUdO/1kxeeGzhtybnkXJWHdVVlaq70WnI1j3JEcOcLirrpQTMeO3vtnTPcV47N8ZiaFsEld8glUY6IbmuqK0dCY331cDUnokvucMuiHBHd0pJhY5vKVmxr84KfTmD5lhFqcUSX3OGWlStyROJvq8bV6cl5GsuTT9HBZx8pPLxhaWGqkzXogV+d7Tdx7vnWrylgflW5WtPhTmFEvyHKIbgxF+RQWIQEerbGZpLDqbkoiMInCWBZdUxtEFxyTkdRDsHtb7lyTIHCAGhc5kSnk8P5sapxz2sX/qxk0P1PnO43ad6+hMJ6yiG3YZRDjjUuyAHcB6Bz66vk6eRwfiHv1LWHfmf1vM7OEvtPWXS4/9TFSymH3IZRDjnWyXI4qc6h731wzSMlqX7ncOQYNH3J8fq1j57759rFfZ2Gq8fctfFIzUuTBJec01GUQ3D7k64cF1PfXjV30Lsbn7rKvYzrJs45+uWZT77jPF//3M+vObT+F9e31MwCsEJw2TkbRTkEtz6VHAeWP1jasGlVqXsZpffMbBg8a2VD6/MURHCjWqIohyDzIHI4y9y74LtHjtS8NJFXEJlN6+hyyFA0TAkqRwJ4vjqmegAXXyvhj1iG7P2UUQ4/1Hz2WJLDeZ3jIQricxM8tFEOD7CCllqUw1lKqyCHAIwH4PybD4sEKIdFmO2NsixHqyBbKEZ75P19nXL44+arKwQ5fK2DTWYEKIcZJytVlMMKRrEhlEMMNdyvkF9INn2dw6lt+b9V/MNDoT2jHEKgnRheOQRhW4iiHBYgmo6gHKakolFHOQT3gXIIwrYQRTksQDQdQTlMSUWjjnII7gPlEIRtIYpyWIBoOoJymJKKRh3lENwHyiEI20IU5bAA0XQE5TAlFY06yiG4D5RDELaFKMphAaLpCMphSioadZRDcB8ohyBsC1GUwwJE0xGUw5RUNOooh+A+UA5B2BaiKIcFiKYjKIcpqWjUUQ7BfaAcgrAtRFEOCxBNR1AOU1LRqKMcgvtAOQRhW4iiHBYgmo6gHKakolFHOQT3gXIIwrYQRTksQDQdQTlMSUWjjnII7gPlEIRtIYpyWIBoOoJymJKKRh3lENwHyiEI20IU5bAA0XRE5S59r87DFJP65jOn8vK7FCeSa1UC66uGq9+b9LMmOAHKEZyh8YTxf9ffVAnMN25wFeo8/HLLLepVv/3s80aAcnjjFai6olb3hsILvodofD9erj7y3c9GTwQohydcwYsr6/RSDZR7naSA2qqYWui1j/X+CVAO/+x8dVbs1v2h8aznZoVp8TLFz+DwDM5/A+Xwz85357d369sSGgtMB+QpLHulTG0zrWedHQKUww5Hz1PG79HlaMaDCrgyXbMGjiEfK7cMU7WeA9gQmADlCIzQ/4DRNbqgqAvuVAmMAPCVpElv6jzsPH0GL28fo5r8J7AzCAHKEYQeezs0AcrRobeX31wQApQjCD32dmgC/wPz4rLTEe3GsAAAAABJRU5ErkJggg==]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.376511" lon="-73.790325">
    <name>Rally_de_los_Cerros_-_Etapa_1_42</name>
    <extensions>
      <openrally:distance>21.63</openrally:distance>
      <openrally:cap>13</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.377391" lon="-73.790112">
    <ele>4030</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_43</name>
    <extensions>
      <openrally:distance>21.73</openrally:distance>
      <openrally:cap>5</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.379080" lon="-73.790601">
    <ele>4026</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_44</name>
    <extensions>
      <openrally:distance>21.95</openrally:distance>
      <openrally:cap>352</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.381533" lon="-73.790735">
    <name>Rally_de_los_Cerros_-_Etapa_1_45</name>
    <extensions>
      <openrally:distance>22.22</openrally:distance>
      <openrally:cap>352</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.384074" lon="-73.790922">
    <name>Rally_de_los_Cerros_-_Etapa_1_46</name>
    <extensions>
      <openrally:distance>22.51</openrally:distance>
      <openrally:cap>16</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMcAAACHCAYAAACiXU2qAAAMsElEQVR4Xu2dC4wV1R3Gv9nltQvsEkFQwZYKpj6AErTCrlAeDVXxbmlLiZJSpK2mjYKxFqgxDTYo2lq0CWDaRNRWKWqBtsAFbWkFXHcvgvIuFHlkG96ER5enC7t7mrPcu8y9e+/unJkzZ+7d+SYhm8z+X+f3n49zz565MxZ4kAAJpCVgkQsJkEB6AhQHrwwSyECA4uClQQIUB68BElAjwJlDjRetQ0SA4ghRszlUNQIUhxovWoeIAMURomZzqGoEKA41XrQOEQGKI0TN5lDVCFAcarxoHSICFEeIms2hqhGgONR40TpEBCiOEDWbQ1UjQHGo8aJ1iAhQHLnb7OcBPJ275Wd/5RRH9vcoXYU/APA6gCEAPs7NIWR/1RRH9vcotcKhAMrjJ2cA+E3uDSE3KqY4cqNPiSp7AKgA0Cd+IgqgLLeGkDvVUhy50ytZ6XsA7rWVfAZAcW4NIXeqpThyp1dzAUxNUy7XHT71kOLwCazmsFIUUhzpDq47NMNOhKM4fAKrMaz8GCU/TmU6uO7QCNseiuLwCaymsHLhXQmgezPxqgF00ZSPYWwEKI7svhw+AnC3gxK57nAASdWE4lAlZs7+DQCTHabjusMhKBUzikOFljlbeVvIbIV0KwB8U8Gepg4IUBwOIBk2GQ/gz4o5ue5QBObEnOJwQsmczcD4ArzARUquO1xAa86F4tAM1EO4jnFhDHAZYzqAOS596ZaGAMWRPZfFEgDjPJTDdYcHeOlcKQ7NQF2GewHAUy59E25cd3gEmOpOcWgG6iLcKACR/LbthtXVXr4TQrgI0egyGMAGLwHoe5UAxZElV0NZTEyuq708+cSG1UWntlUUVe/cWHRm77aimtPH2iuUyHWHAqyWTCmOlggZ+v39MfGclbIbvmXWpL7H1//92vZdul7Ka1dQd/ns6bYXjlR1bGZ24bpDY78oDo0wvYSKxIS8sDvZY5RPvmNg9e5NTe6b+vIjv9xTV1OTV73rk6LqvVuLLp0+nphduO7w0oQUX4pDI0y3ocZsENfl1eHtVP9oiTUiXcwRb+9c36n3rZ8nfneuameH7XOmLjv56QfXAVjEdYfbTiT7URx6OHqKMqZS3Jtn4ef2IMfKl3XZOONbclMw6cgv6Fh73wfn5A2JSUe0xBrpqQg6NyFAcWTBRRGpFFNgJe9x7H51Zq89rz/bN7W8boNGnBjyypod9vMWsG9FifVwFgylVZVAcWRBOyMx8SqAJCGsf2xkvxOb1nZLLa/3+KlV/Z6cW5V0XmBptNSanwVDaVUlUBxZ0M5ITKxJLWN15PohNSePdkg9/9UX/7alx7Cx/7Ofrxf49apS6/0sGEqrKoHiCLidYyrEwLw8/NZexrmqXR3WTrhN3kjY5IjExNrUk/X5mLDqLutowENpdekpjoBbKjf/BPCQvYwD0Te6bZ39w36ppRX2uvncqMWffZK03hA4v6LUigQ8jFaZnuIIuK2ZNv8OvvdWr9TSet33/YMDZ765135eABUrS6xfBDyMVpme4gi4rSqbf7c//tJ/vjThyaSPTxbwxxUl1h8CHkarTE9xBNhWr5t/svT6evx01d3WlgCH0WpTUxwBtpabfwHCd5Ca4nAAyS8Tbv75RVZPXIpDD0dXUbj55wqbMSeKwxjqpom4+RcgfAepKQ4HkPww4eafH1T1xqQ49PJ0HI2bf45RBWZIcQSEnpt/AYFXSEtxKMDSacrNP500/YlFcfjDtdmo3PwLALqLlBSHC2heXbj555WgGX+KwwznpCzpNv92vPx476rF83qnlsNv/gXQoHhKiiMA9tz8CwC6i5QUhwtoXl24+eeVoBl/isMM58Ys3PwzDNxDOorDAzw3rtz8c0MtGB+KwzB3bv4ZBu4hHcXhAZ4bV27+uaEWjA/FYZA7N/8MwtaQiuLQANFpiLSbfxXLu26cNrZ/agw+9tMpVf/sKA7/2DaJnLT5Z+FaCHTdt2hO8a5505u8IJObfwYbkyEVxWGwBw2bfxZuRz2+CKBQpt4wPdLxeMXKtqll9J301NlbHn1hBwRqGn/Hx34a7BZAcRjEHYmJCgvoKwTaJdK+P7q4uPb8mSZ9KJn3z3Pd7vz6BQHI51RdkvZ87KfBZoHiMEY7vvm3HAKdE0kvHt6f96/v9ilKV0SkUlx5Hq6FswD2NYiDj/001q8r6HkYIVAWE78SAj+2JzuydknbT58eL98/nnR0vql/3fCF26Qorhx5qLLqcYiP/TTSqsYkFIch3pGYKIdA0vNvd7w0paBq6StNXojZe9xjNf1+Nv+irUvVAljIx34aalY8DcVhiHckJvZAIOl9G+smDuh8dv/2/NQSug8tu9zngSdqut4xqjb+0eqyBczgYz8NNYviMAs6EhMHIJJfiFm1eG77cwf25FV/tjn/9LbKNkDTd5AX9RlQd83Ar9We2bt19qmt5W8BSH5xjdlhhCobZw5D7Y5UitOpqaKlVpM3xTooRy7U5Ts65PNx5c91Dnxo4oIAxeECmhuXsvXisKhH0mafS3GkS28Xy9YsmV3+AmA9gH/EhewGW6A+FIch/JGY2AqBL9jTZRKH1aYtCrrfWH/h8P48l+XJj16JmUX+ND273ADgEIAzAIpdjiFwN4rDUAsileJDy8JtQqBxAd7czNGmsJMYOGvR+TbtCuqPli8/VbV43n8BDPdQrsnZ5TsAlsZnjXs81ByoK8VhCH/8q7HX2GePTOLoOfrBS4dWv9NOCmTQ80v2dx98zwHbe8blu8lHAEj8lLeiuDnk7JIQjJxZdL7j40UA0wHMAvCMm+KywYfiMNQF2/fGGwWSSRxyd3zzMxMKpUDyOxTWDXru3W0bp5UNylCqXNTbxeJ1drELJumttQqoPgQwDMD9AFYp+GWVKcVhqB32hypYQLEAekZLrO7p0kdi4rgFHNowreyGYxXRHlIgdZ9fGAmg3GG5iVklIRrTs4u8F0zeTNkVwCmHNWedGcVhqCXpnjgSLbHkxdvksL9OeeO0slulQICGe6zk/8ROBWKPK5+HZf84pmN2kTOM/MtY6uwiXxEdA7ADQJPvqRjCrSUNxaEFY8tB3IpDRtYkkNQi7R/FpHDczi5yrZL4y5gUi4wr36u+AMAjLZPJXguKw1BvvIhDlhgtsQ4CmOhxBmlutHJ2sQvmKy7RfARgKICHAbzmMkZWuFEchtqgQRxyzSFvH/FTIOlmF7tgnOxZyP2NnkDDTZb/NoTXlzQUhy9Y064j1qSedbLmSPjY/pRrWiCpa5fmZpeEME4CyTdZGsKsNQ3FoRVn5mCaZo5EgoRAJgB4x9AQMqWRYkn8kzZysb8SQCTgujynpzg8I3QWQLM4ZNIHs0AYqYOXC/EnAMwE8KwzMtlrRXEY6o0P4jBUuVIa+Sdc+afcbwBYreSZhcYUh6GmhEAcctOv4UEQAOT34q9+zdcQY91pKA7dRDPEC4E45O0i8raRzQAy3epiiLaeNBSHHo4tRgmBOOSNhvKGw98BeLRFIDlgQHEYalIIxCFvUZe3qj8E4E1DWH1NQ3H4ivdq8BCIQ+5xyC853QJgtyGsvqahOHzFGxpx9I2vN+T1dL0hpL6noTh8R3wlQQhmDjnMmwHsMYTU9zQUh++IQyUOQzTNpKE4zHAOy8xhiKaZNBSHGc4UhyHOOtNQHDppNhMrJGsOQzTNpKE4zHDmzGGIs840FIdOmpw5DNE0k4biMMOZM4chzjrTUBw6aXLmMETTTBqKwwxnzhyGOOtMQ3HopMmZwxBNM2koDjOcOXMY4qwzDcWhkyZnDkM0zaShOMxw5sxhiLPONBSHTpqcOQzRNJOG4jDDmTOHIc4601AcOmly5jBE00waisMMZ84chjjrTENx6KSpOHOsm9g/7SNshi/cvik1lO1ZuYYqZhqKw9A1kO6WdZXUFIcKLT22FIceji1GiVSK12DhphYN0xkI7I+WWj9y5Usn1wQoDtfo1BwjMfETAA+oeTVavxstsX7v0pduLglQHC7BqbqN3SBurKtz97Cz/HxMWnaXdUA1J+29EaA4vPFT8o7ExPfirwNT8VsQLbH+pOJAWz0EKA49HB1HiVSKKbAwzpGDwNJoqTXfkS2NtBOgOLQjbTlg5GPxbdQ3vFCyMIP1BeRhQXSw9deWo9HCLwIUh19kW4g7vlIUXLAw2gIGWPFHaArgiAC2FQqsXlxqXQyoNKaNE6A4eCmQQAYCFAcvDRKgOHgNkIAaAc4carxoHSICFEeIms2hqhGgONR40TpEBCiOEDWbQ1UjQHGo8aJ1iAhQHCFqNoeqRoDiUONF6xARoDhC1GwOVY0AxaHGi9YhIkBxhKjZHKoagf8DSw13xNdnlywAAAAASUVORK5CYII=]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.386231" lon="-73.790117">
    <ele>4063</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_47</name>
    <extensions>
      <openrally:distance>22.77</openrally:distance>
      <openrally:cap>30</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.392862" lon="-73.790480">
    <name>Rally_de_los_Cerros_-_Etapa_1_48</name>
    <extensions>
      <openrally:distance>23.56</openrally:distance>
      <openrally:cap>30</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.396689" lon="-73.786324">
    <ele>4199</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_49</name>
    <extensions>
      <openrally:distance>24.30</openrally:distance>
      <openrally:cap>339</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.397103" lon="-73.786474">
    <name>Rally_de_los_Cerros_-_Etapa_1_50</name>
    <extensions>
      <openrally:distance>24.35</openrally:distance>
      <openrally:cap>59</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMcAAACHCAYAAACiXU2qAAAJ0UlEQVR4Xu2ddeg1TR3FP6+tCGJhKzY2KmJhYGIHig0KIoiBIBb4h4IKFiqKiGCL9SoiJgYmFmInFnZ3txzZhfktu/d3Z+N67jtn4IHnuXd29jvnzOfOTu1zBklRIAqMKnBGdIkCUWBcgcCRlhEFJhQIHGkaUSBwpA1EgToF0nPU6ZXcDSkQOBoyO1WtUyBw1OmV3A0pEDgaMjtVrVMgcNTpldwNKRA4GjI7Va1TIHDU6ZXcDSkQOBoyO1WtUyBw1OmV3A0pEDgaMjtVrVMgcNTpldwNKRA4GjI7Va1TIHDU6ZXcDSkQOBoyO1WtUyBw1OmV3A0pEDgaMjtVrVMgcNTpldwNKRA4GjI7Va1TIHDU6ZXcDSkQOBoyO1WtUyBw1OmV3A0pEDgaMjtVrVMgcNTpldwNKRA4GjI7Va1TIHDU6ZXcDSkQOBoyO1WtUyBw1OmV3A0pEDgaMjtVrVMgcNTpldwNKRA4GjI7Va1TIHDU6ZXcDSkQOBoyO1WtUyBw1OmV3A0p0Coc96nw+K/A14BvAf+uuG6NrDVxfhn4CnA34DzFzf8DvAv44ykBDe/1UeDH3TVnB+614/ovAl8HdK+zTGoVjiUmXhX4AfCXA7SCmjifCjwF+Alw8UFs1wHUgKfSOYG/D768K/D27jPBtk99L9nd/wDSbH+LwDFP458BVwb+MO/yva86FByPBl6wAhzqZR8CvGHvGhpnDBzLzLkd8L5lRey8ei04Xgw8YsedfgToV79Mc3oOXf9T4BIbanKwogPHcqlvAHxmeTGjJawFhwqf8vpswA9HGvRcOHSv9wO33UiTgxUbOE5KrceCMqnhnOsUN94L3H4jx0o4/gX8Y8d9ng48bWLMocvOAaiMYboI8F3g/BU9R6mTBusas5RJj5uXA36zkS4HKTZwnJT5oiNwqFGpAX0SOO+EK1vpWMLxMuCJO1rFnwH9GRuQ67KbAR8buf5KwDdHPt/Vc5Q66QfkQt2MXlmMxmSa4TvatJWp7oJMPa7s0kO/jp8DrjFSufcAd9ig0mWcLwIetcc9puDQtSpjmK4LfLYSjjGdngU8rijn2cDj94jXNkvgOGnNaXo8FnjOiJvqVW68gctrwvEEQA14mF4P3HcFOFSE1oF6DTX1e74NNDlYkac1hoMFcuAbzek5+hDHrnWFQ41Vjz1KUzGW9dFayLW7/Lseq6bazTeAqxReHnX7OurgFwDVChxlY5dcQ781mP5noeNLgYctgGPYCx11+zrq4APHqALlmEMr3HcpcmngXM4g3RL4YPf974F3APdfAMcrgAen51jQMg0undtzXKpbExhWwfWxSnDcBLhwF7AGzOWYSavZL+++ez6gmas7L4DjI92sWK/PUf/4HnXwCyCbC8c7gTuO3Pe0Fei5oS4dkGsWTVs5XtkF8MbB4Fur5v0Mlgblguf6C+DQVHI53X3U7euog5/b4nbsHt2lxzO6dYaxPBr01qxm7xt6WaYG12OLeCpLi5D941H5WKWtLfcGftvd8G3A3YubfxrQCr+SegwtJGqTolLtgPxBwKuLstWL3GLfijrmCxwnXfnAhEnaK3T1ie9eC6hhbJH2Be42QB97CYc+uwfwC+DcgDZMljt2y/IvCHy12EZSA8cDgJcMVtlvBHxqC1EOVWbgWKa05vKvCXxnWTGTVy+F48PArbuzFhpPKPWea9Vf0PRJn6tn6qd+l+yt0vb3K06MzzaSav1iA8d8Tf8E3ArQo8lWaSkcOrB0c+ALxfqF9jx9v1u9fmYXuA5JCfLyfkvgUA80tpNgK502KTdwzJP128DVTtkIOK/kk1cthePjwE2BN3VjD5X+7m5SQbNUmq1S0haSz68Eh2Lue581NPi/lRE46qXXo4c2Ix4ilXC8GXjuxE11jPd33XflmENHZ68FaKPgz7vvdfRVU9JnFkdf9W99vkbPcU/grYcQZ+t7BI6TCr9uILgGlVcYMUGDz4dvbc6gsc7ZeKgerh9r9A1f44xLd49WF+uOv14G+NVCODRb9mRAvdVZIgWOkzYO9bhhtydpaLZ+ZS8/cu567UaxdJ1Dh5jU8JW+B1y2exTUYFnjDiWd5RBAmiret+doot00UcmRFluzCDhc9e2L0wa9L61Nw6C8pXBoS8gFujJfCDyy+7tmsPqpX53l6DcLBo7CgMCxu+fQt3plzdgLA/RLq7HHvoPmORwthaMcH5Vw/LI7wKWYtJ2kP4cROALHZIMe+7HQZ9q5OjYDc6funVBzGv4+1yyFQ/fo63Q/YDim0vc6HqtpaaXAETiq4JBcGph/YqQ1l48t+zT22jxrwjFs/Pq3ej9tW+9T4Agc1XBoM50GsFpVHibN0GhP0hZpbTjUA5YwaMzUH25KzzFwMGOOk4Ls0uNJgDYfDpMOFPWb9dYGZG04tIW935KuWF81OH+RniM9R3XP0Uv2a0Ab9IZJWzS0VWPttDYcw8kFvdHkoXmsGrctPcf+PYdyvgZ44IiUentHfw5iTUDWhkOr128pAtQbU3Tmo0/pOdJzzO459IK3v020fr1seeq7ucCsDYdegq23ofdp+OMYOALHbDgk3fOAx4y0dr1vVtsy1kxrw6HY+jI1OB++qTBwBI7/LeyNJR0jPS3pTX7XW3D9aeWX35dxaiV77OVrw/KG/z/HsE59mTr49KHBxeX9dv3/HPvoVFNPy7ytjjkszUhQXgoEDi8/Eo2RAoHDyIyE4qVA4PDyI9EYKRA4jMxIKF4KBA4vPxKNkQKBw8iMhOKlQODw8iPRGCkQOIzMSCheCgQOLz8SjZECgcPIjITipUDg8PIj0RgpEDiMzEgoXgoEDi8/Eo2RAoHDyIyE4qVA4PDyI9EYKRA4jMxIKF4KBA4vPxKNkQKBw8iMhOKlQODw8iPRGCkQOIzMSCheCgQOLz8SjZECgcPIjITipUDg8PIj0RgpEDiMzEgoXgoEDi8/Eo2RAoHDyIyE4qVA4PDyI9EYKRA4jMxIKF4KBA4vPxKNkQKBw8iMhOKlQODw8iPRGCkQOIzMSCheCgQOLz8SjZECgcPIjITipUDg8PIj0RgpEDiMzEgoXgoEDi8/Eo2RAoHDyIyE4qVA4PDyI9EYKRA4jMxIKF4KBA4vPxKNkQKBw8iMhOKlQODw8iPRGCkQOIzMSCheCgQOLz8SjZECgcPIjITipUDg8PIj0RgpEDiMzEgoXgoEDi8/Eo2RAoHDyIyE4qVA4PDyI9EYKRA4jMxIKF4KBA4vPxKNkQKBw8iMhOKlQODw8iPRGCkQOIzMSCheCgQOLz8SjZECgcPIjITipUDg8PIj0RgpEDiMzEgoXgoEDi8/Eo2RAoHDyIyE4qVA4PDyI9EYKfBfa7unl9og8f8AAAAASUVORK5CYII=]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.408488" lon="-73.776064">
    <name>Rally_de_los_Cerros_-_Etapa_1_51</name>
    <extensions>
      <openrally:distance>26.10</openrally:distance>
      <openrally:cap>107</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.409626" lon="-73.774168">
    <name>Rally_de_los_Cerros_-_Etapa_1_52</name>
    <extensions>
      <openrally:distance>26.38</openrally:distance>
      <openrally:cap>348</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.411856" lon="-73.777836">
    <name>Rally_de_los_Cerros_-_Etapa_1_53</name>
    <extensions>
      <openrally:distance>27.02</openrally:distance>
      <openrally:cap>250</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMcAAACHCAYAAACiXU2qAAAEYElEQVR4Xu3dMZKURxBE4cbXMeA0OoOOKUwZXAN8RciWKUM2IXZjOn8yZOS3dtfU5st5UWDth+MHAQR+SOADLggg8GMC5PDNQOANAuTw1UCAHL4DCNwRcDnueHk9RIAcQ2WLekeAHHe8vB4iQI6hskW9I0COO15eDxEgx1DZot4RIMcdL6+HCJBjqGxR7wiQ446X10MEyDFUtqh3BMhxx8vrIQLkGCpb1DsC5Ljj5fUQAXIMlS3qHQFy3PHyeogAOYbKFvWOADnueHk9RIAcQ2WLekeAHHe8vB4iQI6hskW9I0COO15eDxEgx1DZot4RIMcdL6+HCJBjqGxR7wiQ446X10MEyDFUtqh3BMhxx8vrIQLkGCpb1DsC5Ljj5fUQAXIMlS3qHQFy3PHyeogAOYbKFvWOADnueHk9RIAc/bJ/Oef8+saaP885X/q/gg0JAXIk1O5mPp5zvr4x8vkdce62eP3TCZDjpyP9zweSo8+4soEcFazffSg5+owrG8hRwUqOPtb+BnL0GbscfcaVDeSoYHU5+lj7G8jRZ+xy9BlXNpCjgtXl6GPtbyBHn7HL0Wdc2UCOClaXo4+1v4EcfcYuR59xZQM5Klhdjj7W/gZy9Bm7HH3GlQ3kqGB1OfpY+xvI0WfscvQZVzaQo4LV5ehj7W8gR5+xy9FnXNlAjgpWl6OPtb+BHH3GLkefcWUDOSpYXY4+1v4GcvQZuxx9xpUN5KhgdTn6WPsbyNFn7HL0GVc2kKOC1eXoY+1vIEefscvRZ1zZQI4K1pcvxx/nnN/CX+Gvc84/4ayxFwiQ4wVID5+8dzmefPSnc863Jx9g9n0C5Oh/Q8jRZ1zZQI4K1pf/WfVku8vxhN4Ls+R4AdLDJy7HQ4D/1zg5+uTJ0Wdc2UCOCtbvPvS9v8/xZPvv55y/n3yAWf8h9x1AICLgckTYDC0QIMdCyzJGBMgRYTO0QIAcCy3LGBEgR4TN0AIBciy0LGNEgBwRNkMLBMix0LKMEQFyRNgMLRAgx0LLMkYEyBFhM7RAgBwLLcsYESBHhM3QAgFyLLQsY0SAHBE2QwsEyLHQsowRAXJE2AwtECDHQssyRgTIEWEztECAHAstyxgRIEeEzdACAXIstCxjRIAcETZDCwTIsdCyjBEBckTYDC0QIMdCyzJGBMgRYTO0QIAcCy3LGBEgR4TN0AIBciy0LGNEgBwRNkMLBMix0LKMEQFyRNgMLRAgx0LLMkYEyBFhM7RAgBwLLcsYESBHhM3QAgFyLLQsY0SAHBE2QwsEyLHQsowRAXJE2AwtECDHQssyRgTIEWEztECAHAstyxgRIEeEzdACAXIstCxjRIAcETZDCwTIsdCyjBEBckTYDC0QIMdCyzJGBMgRYTO0QIAcCy3LGBEgR4TN0AIBciy0LGNEgBwRNkMLBMix0LKMEQFyRNgMLRAgx0LLMkYEyBFhM7RAgBwLLcsYESBHhM3QAgFyLLQsY0SAHBE2QwsE/gWsCkSIl3lPPQAAAABJRU5ErkJggg==]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.410900" lon="-73.780201">
    <name>Rally_de_los_Cerros_-_Etapa_1_54</name>
    <extensions>
      <openrally:distance>27.34</openrally:distance>
      <openrally:cap>240</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.411564" lon="-73.781477">
    <ele>4006</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_55</name>
    <extensions>
      <openrally:distance>27.59</openrally:distance>
      <openrally:cap>63</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMcAAACHCAYAAACiXU2qAAAF7klEQVR4Xu2dz8utYxSG7+P3wEAREQOFOXMGYqQUCokMEFMTf4KSwpQoAxNSQgZCEUMDBiaURCRMRIT86NE5pd3zfvus+93rPVrr+qbfs/Za67qfq33O9+29v2PiCwIQmBI4BhcIQGBOADm4GRBYIIAcXA0IIAd3AAIxAjxzxHhxuhEB5GgUNqvGCCBHjBenGxFAjkZhs2qMAHLEeHG6EQHkaBQ2q8YIIEeMF6cbEUCORmGzaowAcsR4cboRAeRoFDarxgggR4wXpxsRQI5GYbNqjAByxHhxuhEB5GgUNqvGCCBHjBenGxFAjkZhs2qMAHLEeHG6EQHkaBQ2q8YIIEeMF6cbEUCORmGzaowAcsR4cboRAeRoFDarxgggR4wXpxsRQI5GYbNqjAByxHhxuhEB5GgUNqvGCCBHjBenGxFAjkZhs2qMAHLEeHG6EQHkaBQ2q8YIIEeMF6cbEUCORmGzaowAcsR4cboRAeTID/tcSTcF2nwj6UNJvwZqOJpAADkSoO485BWSPjPbPCXpUUnfm/WUrSCAHCvgnWTpGjlGi98lfSLpmpPsx7EDEUCOA4E84mHWynHiod+RdLOkX/JHpsMggBz59+BQcoxJX5B0T/7IdECObe7Akhx/SPpzZ4SzJJ22Z6wbJb29zei9u/DMkZ//khx3S3pzp/0Zx+V4UtLtC6O9KOnO/LHpgBz5d2BJjvH/h9ePaP+ApGcm3/9N0jn5Y9MBOfLvgCvHmOxTSVdORiS3/Nz4D/kGjNfI8ZikR5Bjg5SAfEogI8cpwb6+KU/P6xnuewTk2Efof/p95MgPZo0cz0q6j2f8/JBmHZAjn7srx2WSvpyM952ki/LHpgNy5N8BR47TJX0l6eLJeC9JuiN/bDogR/4dWJLjY0k/TNqfKem6I8a6asWrfPO3LdQBOfLDPORrqx5f+NFu/hYNOyBHfuiHkONvSe9Kuj5/XDqcIIAc+XdhrRx/SbpF0mv5o9LhvwSQI/8+rJXjFUm35o9Jh10CyJF/J5bkeE/S1zvt75qMM94ie2H+mHRAju3vQORHuS9Lum0y4oMLr9DdfptGHXnmyA87Isd4Gfurk5F+knTB8feT509Mh38JIEf+RYjIMaYZv/s4fzLW1ZI+yh+XDvy0ars7EJXjBklvTcYbn0Jy9nZj04lnjvw7EJVjvI98vNtv9nW/pOfyR6YD/6za5g5E5RhTjV/2jY/i2f36UdJ524xNF5458u+AI8d44eF4Re4lk/EekvR0/th0QI78O+DIMaZ6XtK9k/E+kHRt/th0QI78O+DKMSYbn201Pq5n92u8lP3b/NF7d0CO/PzXyPGEpIcnI47frF+aP3rvDsiRn/8aOS6X9PlkxPFJieNxv8gfv28H5MjPfunvc7wvafwtjn1fS+/6e0PSz/uK+b5PADl8dlQWJ4AcxQNmPZ8AcvjsqCxOADmKB8x6PgHk8NlRWZwAchQPmPV8Asjhs6OyOAHkKB4w6/kEkMNnR2VxAshRPGDW8wkgh8+OyuIEkKN4wKznE0AOnx2VxQkgR/GAWc8ngBw+OyqLE0CO4gGznk8AOXx2VBYngBzFA2Y9nwBy+OyoLE4AOYoHzHo+AeTw2VFZnAByFA+Y9XwCyOGzo7I4AeQoHjDr+QSQw2dHZXECyFE8YNbzCSCHz47K4gSQo3jArOcTQA6fHZXFCSBH8YBZzyeAHD47KosTQI7iAbOeTwA5fHZUFieAHMUDZj2fAHL47KgsTgA5igfMej4B5PDZUVmcAHIUD5j1fALI4bOjsjgB5CgeMOv5BJDDZ0dlcQLIUTxg1vMJIIfPjsriBJCjeMCs5xNADp8dlcUJIEfxgFnPJ4AcPjsqixNAjuIBs55PADl8dlQWJ4AcxQNmPZ8AcvjsqCxOADmKB8x6PgHk8NlRWZwAchQPmPV8Asjhs6OyOAHkKB4w6/kEkMNnR2VxAshRPGDW8wkgh8+OyuIEkKN4wKznE0AOnx2VxQkgR/GAWc8ngBw+OyqLE0CO4gGznk/gHwFOdYizfo2nAAAAAElFTkSuQmCC]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.414412" lon="-73.781128">
    <ele>4006</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_56</name>
    <extensions>
      <openrally:distance>27.94</openrally:distance>
      <openrally:cap>213</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.412051" lon="-73.783576">
    <ele>4053</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_57</name>
    <extensions>
      <openrally:distance>28.34</openrally:distance>
      <openrally:cap>255</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.421849" lon="-73.783585">
    <name>Rally_de_los_Cerros_-_Etapa_1_58</name>
    <extensions>
      <openrally:distance>29.88</openrally:distance>
      <openrally:cap>40</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.430403" lon="-73.777595">
    <name>Rally_de_los_Cerros_-_Etapa_1_59</name>
    <extensions>
      <openrally:distance>31.13</openrally:distance>
      <openrally:cap>41</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.434217" lon="-73.781548">
    <name>Rally_de_los_Cerros_-_Etapa_1_60</name>
    <extensions>
      <openrally:distance>32.03</openrally:distance>
      <openrally:cap>224</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMcAAACHCAYAAACiXU2qAAAMVUlEQVR4Xu2de3BU1R3HvyeJIQQQymMINJQIiKWMQKFIE0AF7EgxDGWUKkopVKbFVkoZodMZpVRgxpl26uiopS3Iw8qI8mgpCwPjWBAhIFYQsLWFtFCIAhrkISbhsbmdX9zNLMk+7tm9e3J3z/f+lcfvvD6/85l7796z5yrwIAESiEpAkQsJkEB0ApSDM4MEYhCgHJwaJEA5OAdIQI8Azxx6vBhtEQHKYVGyOVQ9ApRDjxejLSJAOSxKNoeqR4By6PFitEUEKIdFyeZQ9QhQDj1ejLaIAOWwKNkcqh4ByqHHi9EWEaAcFiWbQ9UjQDn0eDHaIgKUw6Jkc6h6BCiHHi9GW0SAcliUbA5VjwDl0OPFaIsIUA6Lks2h6hGgHHq8GG0RAcphUbI5VD0ClEOPF6MtIkA5LEo2h6pHgHLo8WK0RQQoh0XJ5lD1CFAOPV6MtogA5bAo2RyqHoFskyMHQB6AK3oYGE0CzQm0pBwLAAwITWaZ0DdE/Cy/x/pbvFiRYz6AxUw2CaRKoCXlkL6vA3BvqoMIl1c5uXVOfbArgIte1cl67CXQ0nJ0APA2gL5epKDnxJn/u/XnS/YohXUFtdi2dpS65EW9rMNOAi0th1AfCWBnyviVwpgNxypaF/UM329ccoB1hXVYT0lSpmtlBX6QQ8D/GMALqWSgeNzUqkHzV1VGqYOSpALW4rJ+kUNSsATAzGRzcecr/9zbtqRfXZzyl6CwtT4H67fcpk4n2w7L2UPAT3II9V0Ahuvi7z7mux8NXvzqEbflFLA1mItVlMQtMTvj/CbHVwHsA9BOJx2dh4yqvun+2VVdR044r1OOkujQsi/Wb3JIBiYBeM1tKm7sM/DCxcqD7SW+/S1Dzvd9eP5xXUnkjFVfj/Vbhqv33LbLuOwn4Ec5hPrC0MO8hBnIb9/pypULZ/MjA0WSkkmzqnrc8/3qhBVEBCiF94JBrKIkOtSyN9avcgjxvwCYEA/9jX0GXLhYeajhrBHtaNW5W12fh+Ydv+mBOVo34JQkeye8zsj8LEen0P1Hr1gDGvrbzQcQvKqOvLiw5MK/98sDRU8lAVDp5GDd5mFqmw5UxmYHAT/LIYTvBLA9GuqOg0aeLVuy83D4f2fe2tjh2Jpniqv37+icSJLuY6dUt+rQ5ZpGCk87OVhJSTSIZUGo3+UQxD8F8GxT1oMXv3ao+5hJnzb9+6XjHxR8sOQXJWd2/rUoVn7yWre91mP8D6r6TH+iipJkwSxO0xAyQQ4Z+lIAM8IMOvQbem7E8n0H4zFJuyTAVi5NSdOs9Em1mSKH4NoLYJj8MPCJle+7/SQqLEn1O290DtZ+Lsvdmx3hM0nPiTNPJ3jK3uxExfVbPpnJaehGJsnRX27QVW7e++W7ri6Bg/schTZumVw+/0ne0eWLik8GlhfHkkTq6nr7hNP9HnnqOCVxSzZ74zJJDsnCZAAOgDXyy7gKZ2yOwjSZ025TlG5JFLCLS1PcZsPfcZkmR1SaqUhy6m9riy6fPV0QK01yJun94NyqjgNHaH03hEtT/D3x3fQuK+QIDzQZSaTssVeeLqpc/ZuSeJIkuzSFkriZhv6MySo5GiXZ7QxquNxSGKiDPZ2ScP2WTib8EZuVcnghSdW21UXxnrpz/ZY/JnA6e5HVcqQqiTx1T9fSFK7fSue09qZuK+RolGSfU5Rbj2mOg7t18KVTEq7f0smE2Vir5PBCkhOB5UXxlqaEVwK7Xr+lkAcHsuS+GgorAt9Usl0RDx8QsFKOVCXxZGmKgy5Q6AQH13+MrHDOcbBic5la5IP5YXUXrJYjnPlJ2522dQW4T/epe1KSKLRCPXoCKIw78xT+oxxM2VSm/mX1DG3BwVOOCPipSFL50lPFp3ZsKIq3fqto9KSP+057vFXhl3vnusz5xauXMWbbKBVtyyGXVTAsWQKUIwq5ZCVxuzSleOyUK31nPFlX2L1XvYvEHQ6UqdtdxDHEYwKUIwHQZJ66ey2J42DW5uHqZY9zz+oSEKAcLqdIspIcX/tc0YmNS4vjLU2RM0nxuGlXOn9jTNRvJyqFvZtK1bdddpVhHhGgHJogk5FEmjixcemQoysWtak9c1Jek9Ds6DT0rmu5+a2dr/9yVc0N7b4kK48jj+pAmbpZs6sMT5EA5UgS4Djd9VsOBjVIsmlZ/tHlCwuaSpJb0MYJ1n2u8tq2d26ePr+u9+THLjd2TSEYKFUxvxuf5BBYjJdV6Z0DriUJyRHujUhStWVV/qcHd0X9dmK73gOC/Wc/XdtwqUU50pvEGLXzzOER9oSSNJEj3GygTMXcUkhi5H6k/5xnz2y7u9NXPOoqq3FJgHK4BOU2bFys9VtJyiHt5hW2C16r+eyxaLuwuO0X4/QJUA59Zq5KNJPEpRyF3Urqa04dj3rTDkD28p0DYIerTjAoJQKUIyV8iQtHSDIXDpo9GW96WVVe4ZzfM2t027Pvbo96LxJqcWVIEq1d5RP3lhGRBCiHoflQXuHshEIXAF0iJYkmh3TpwILJhR++viYfkBQ1/WS3odMixq94qZW+BFKO9LG9rubyPc4X25rK2SNCkmhyqBzUoh4f7ps3vseZ3YGuKjfPcYLXYuWKl1ppyiHlSBPYptU2ynH9PzoGSpW8i73xKN/jHALQuM3pO3PH9xNBANQA+AhAnxhd5qWWx7mkHB4DjVVdDDkQKFWyWXakHM1utiME+QyASDBV3tUTpS1eanmYT8rhIcx4VaUih9QbKFVVAKYAEEHuB/CjOO8vkUut6aFPtwyNMPuaoRyGcuqBHKMA/ClCkHuAhk+/5EwiX56KdjwD4MnQzbuhkWZPM5TDUC49kkN621SQt0KfWv0szqWW/G+VoaFmTTOUw1AqPZQjUhDZO7hh32AAJQDkTBHrVXFyLyMPEPlSUJc5pxwuQaUa5rEc0p0HIsSI7J7c4KfrUksu0fYD2Jgqj0woTzkMZSkNciTquTwg9PJS62sA/hFq9C4AbyTqQKb/n3IYymALyOH1pdYGABNDb9n6oSFsLdoM5TCEv4XkCI8u1Ust+ehY7m0uAOgL4GND2Fq0GcphCH8LyxEeZTKXWjJHjoSezMvLS58zhKzFm6EchlLgEzmSudRaDOBxeYUCgJGGcPmiGcphKA0+kkPnUkv27RUp5JCHkFZ9j4Ry2CtH5KXWghgYKgCUAfg9gEcMofJNM5TDUCp8eOaIHLk8QJRnI3dE/PFdAENCK4RvadgF3rKDchhKuM/lCFP4Tugpu2z6cBFADwA/AfA7Q5h81QzlMJSODJFDaIgYLwB4EMCbAK5bUm8Ily+aoRyG0pBBcsjmcwdCWGQDa1nYaOVBOQylPYPkCACQ5fBy9njUEB5fNkM5DKUlQ+T4HoCXAHwCQG7CzxnC48tmKIehtGSAHK1CT8JlZ8WZAP5gCI1vm6EchlKTAXL8GsA8ALJLymhDWHzdDOUwlB6fyyHPM/4eQjECwG5DWHzdDOUwlB6fyyH78Moaqj8CmG0Iie+boRyGUuRzOYRCcejBnzz844Ev9prkYYBABshhgEJmNUE5DOWLchgC7WEzlMNDmPGqohyGQHvYDOXwECblMATTUDOUwxBonjkMgfawGcrhIUyeOQzBNNQM5TAEmmcOQ6A9bIZyeAgzmTPHm1NuHRxZ7o6XD8uOgs2OQKmS73DzMEiAchiCHevM4bZ5yuGWlHdxlMM7lnFrKq9wXoRCr6Sac/DfQJl6OKmyLJQ0AcqRNDq9guV7HFkGLjsHJnO8GihVsgMID4MEKIch2BP2OT2CwYYvEmkfubmYuvE2dVK7IAukRIBypIRPr3D5HuchADP0SmFZoFSt1izDcA8IUA4PIOpUUV7hPAqFe12VcbA+UKaedxXLIM8JUA7PkSausPxtZyLqG84ghTGia5CDZYFh6s+Ja2NEughQjnSRTVDvpAqndY3CtxQwQAHdJNwBTjnAoUIHr68tU7Ut1DU2GyJAOTgVSCAGAcrBqUEClINzgAT0CPDMoceL0RYRoBwWJZtD1SNAOfR4MdoiApTDomRzqHoEKIceL0ZbRIByWJRsDlWPAOXQ48VoiwhQDouSzaHqEaAcerwYbREBymFRsjlUPQKUQ48Xoy0iQDksSjaHqkeAcujxYrRFBCiHRcnmUPUIUA49Xoy2iADlsCjZHKoeAcqhx4vRFhGgHBYlm0PVI0A59Hgx2iIClMOiZHOoegQohx4vRltE4P95f2zEUgj0FAAAAABJRU5ErkJggg==]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.432512" lon="-73.786525">
    <name>Rally_de_los_Cerros_-_Etapa_1_61</name>
    <extensions>
      <openrally:distance>32.72</openrally:distance>
      <openrally:cap>185</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.429335" lon="-73.790483">
    <name>Rally_de_los_Cerros_-_Etapa_1_62</name>
    <extensions>
      <openrally:distance>33.81</openrally:distance>
      <openrally:cap>203</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
      <openrally:danger>2</openrally:danger>
    </extensions>
  </wpt>
  <wpt lat="5.427787" lon="-73.790545">
    <name>Rally_de_los_Cerros_-_Etapa_1_63</name>
    <extensions>
      <openrally:distance>34.04</openrally:distance>
      <openrally:cap>251</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.428581" lon="-73.793725">
    <name>Rally_de_los_Cerros_-_Etapa_1_64</name>
    <extensions>
      <openrally:distance>34.53</openrally:distance>
      <openrally:cap>252</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.425405" lon="-73.798712">
    <name>Rally_de_los_Cerros_-_Etapa_1_65</name>
    <extensions>
      <openrally:distance>35.30</openrally:distance>
      <openrally:cap>196</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMcAAACHCAYAAACiXU2qAAAJjUlEQVR4Xu2dbYxcZRXH/2e6tGQtFnlpkza2fAKRBAu26c7UYhGrls5oQjQB9YMflAgJXwyJLx8gmDRG8AMJCRIkhEhQoolBZ4bXKKRLdxZcfCGGYExMxBSyBAQUkbbLHHOXnX2ZubPznJn73J3p+d+kX7rnOfc5v/P89s7c+8yOgAcJkEAqASEXEiCBdAKUgyuDBLoQoBxcGiRAObgGSMBGgFcOGy9GOyJAORw1m6XaCFAOGy9GOyJAORw1m6XaCFAOGy9GOyJAORw1m6XaCFAOGy9GOyJAORw1m6XaCFAOGy9GOyJAORw1m6XaCFAOGy9GOyJAORw1m6XaCFAOGy9GOyJAORw1m6XaCFAOGy9GOyJAORw1m6XaCFAOGy9GOyJAORw1m6XaCFAOGy9GOyJAORw1m6XaCFAOGy9GOyJAORw1m6XaCFAOGy9GOyJAORw1m6XaCFAOGy9GOyJAORw1m6XaCFAOGy9GOyJAORw1m6XaCFAOGy9GOyJAORw1m6XaCFAOGy9GOyJAORw1m6XaCFAOGy9GOyJAORw1m6XaCFAOGy9GOyJAORw1m6XaCFAOGy9GOyJAORw1m6XaCFAOGy9GOyJAORw1m6XaCFAOGy9GOyJAORw1m6XaCFAOGy9GOyJAORw1m6XaCFAOGy9GOyJAORw1m6XaCFAOGy9GOyJAORw1m6XaCFAOGy9GOyJAORw1m6XaCFAOGy9GOyJAORw1m6XaCFAOGy9GOyIwqnKsB3DCUZ/yKnUPgGRNPANA8zrpsJ5n1ORIpPjWwr/Nwwp1hOeV/MI5DUDC+eQI15HJ1EdFjuVSnJtUfuVRvaRFYGwdXvnNhMyuRuTzT+vWOUGHUGsxtiA4WxWz9b3yl0y6mF0SyrGM5bDL0SFFa+7lhj61Yk0oXtICnpcmJmsleTb5WeWo7tYCLgdwMYBtXddQPmM/KMAmBT4AxenJXAR4XQUvqOKheknuzW6N952JcoyAHF2l6CrH8qIEjzUVKsDnrMtEsh87DuBcKD606lwEM1rA7fU9UrfOOcN4yjHEcvSUIkSODBfLoKnWQ/FRS5K5Aj756IQ8bxmTYSzlGEI5gqUYMTl29LxidK7sZ2sl+WyGC96SinIMkRxmKUZIjrOg2G5Zma1YFfyoXpTD/YwdcAzlGAI5+paiNffdtz70p/aFsGXfF95MWxyzk78+s9eiyXysYvvrz/224+7Yy7/7ZXKrdPHY+qkvddwyPWfXFU9Xi3IwZc77e9UBYOWNiqUBIWMf563cJWB5360aWIrVFkfHHayF4FpRei6MCGPPrxVla8Bi7gg51NAX6kW5KGVsyIO5bj0NGZuIyuccC+DzlOM7Cw/v5p9TxDgiLHAMINbFtaKc1U+d5Ya+VitKGqeQBU45+oGeMiZPOZJmt55uJ1eQzI+hkkOxs1aSni/n0iCUp/TVWkm28MqR+RIxJcxTjtbEMpFk0wUf73h/se++mY73IclJJ7+2a2cvKpmPVeycuu6yje3n/defJ8eW/5+sW4czzrvovbGNyfPB94/SXUderhVlR8qcn+xVBzD/0DPtCBm7ly+rltCthRyZSNLtKhGwePIJUaQKmXY1GRvfqLtvq/737Ev2z81PTvBqrSgX5DPRFWfh3aplONZSjoEkOVXk2Hbg6hPHnnhw/aIgl+4/rsCL9aJ8gnKsAYEhk6MvSU4VOcpT+uYfb75mvCXIpYd/8bfNEweTl1XdXh7FXDG8cgypHCZJhl4O4EIoNrSv5PaXVYkcSUxLkHWnj7/3sZt++uQfvvfFAzEt6JKbcgy5HEGSdJNDBa9AcW+hibeaBVwvwHmhiyzjsZdDsan93FPXr3yTXrrzyNvJB7dUMDtzY2Xz7NHalsJpG040Tx7/dHIvIXTuGcVRjhGRY1VJKtN6+2IdTbzRLODvAI41gecemZB/Jz+rzOh48yRKBcUOFXxYpHOxItbYORyWJg6qYIMAK+5QJXNTxRwE/4PguCgSQebfjP/+xsqFiSAA/gPgUM6CUI4Rk6ObJMNwM6HrL+zylG5TwT2C9z+7EXoo8O5jB858Z+7tt65aA0Eox4jK0S7Jd0MX3FrFHWroVQLcYDm/AnfUi/IrAPcD+GrOgiQv45Kr3L7Wlcwy91Mtdqh/+4467HJDbwbQc19XW51P1Ypyy8L/rYUgo449s/lTjsxQrkxUmdbPqKKvq5sIflCdkGSHbHJQkEg96pWWcvQi1OfPKw39tqZ8TLd9+3zaVnkBHq0W5YfLTt0S5BoAD/Y5JQ4zEqAcRmCh4eWG/hjAR9rj23f5drkl/WKtKNe1jb2aYoTSzyaOcmTDsSNLpaGPaMqdqhA5BHi3y4edIs2WadMIUI5I66Lc0NRdsCFyJFNao+0jkWiMZlrKEalvlCMS2BzTUo5IsClHJLA5pqUckWBTjkhgc0xLOSLBphyRwOaYlnJEgl1u6AMAOv76SOAb8uTzHF+JNDWmDSRAOQJBWcPK0/p96PwepRVH++fZUz+7LpisTchN1nMyPlsClCNbnovZDk3rtaJInmibDxX8vD4hd5sHckCmBChHpjiXkg2yZV0UX6+V5FikqTFtIAHKEQiqn7ABt6z3c0qOyZAA5cgQZnuqDLasR5wdU/ciQDl6Eerz5xluWe9zBhw2KAHKMSjBLuMz3rIeaZZMuxoByhFpfUTYsh5ppkzbjQDliLQ2uGU9Etgc01KOSLC5fSQS2BzTUo5IsClHJLA5pqUckWBTjkhgc0xLOSLBphyRwOaYlnJEgk05IoHNMS3liASbW9Yjgc0xLeWIBJtb1iOBzTEt5YgEm1vWI4HNMS3liAS7MqPbdQ53p32BzaqnTL6SYAzXVnfJS5GmxrSBBChHIKh+wirP6Je1iW9YxkoBP6nukZ9ZxjA2DgHKEYfrYtbKtN6iistCTiOCI9UJSf4yO48hIEA5cmjClUd1pwi+KYLUr09WxV9VcdfDeyX1e9RzmCJPkUKAcuS0LCpVHW+es/QVbMlpRfHPpuAfhdcwVa3IOzlNhacJJEA5AkExzB8ByuGv56w4kADlCATFMH8EKIe/nrPiQAKUIxAUw/wRoBz+es6KAwlQjkBQDPNHgHL46zkrDiRAOQJBMcwfAcrhr+esOJAA5QgExTB/BCiHv56z4kAClCMQFMP8EaAc/nrOigMJUI5AUAzzR4By+Os5Kw4kQDkCQTHMHwHK4a/nrDiQAOUIBMUwfwQoh7+es+JAApQjEBTD/BGgHP56zooDCVCOQFAM80fg/74c7KavxvYsAAAAAElFTkSuQmCC]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.423722" lon="-73.799356">
    <ele>4174</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_66</name>
    <extensions>
      <openrally:distance>35.50</openrally:distance>
      <openrally:cap>266</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMcAAACHCAYAAACiXU2qAAAJ8UlEQVR4Xu2dbYxUVxnH/2dmF9hlC2tfhEBc29RQYtNaylp2FmmKCabCTIr90BSLiSa1wSZ+0sSYGEk1vqGpaRrfak18iW3TRhOZwVpoFdmws8WCVdNCLQnStVCkVbZdlt1ldx5zl1mcN3buOTPnzjXP/yZ8YPc5zznP77m/uXPvnN014EECJFCTgCEXEiCB2gQoB88MErgEAcrBU4MEKAfPARKwI8Arhx0vRisiQDkUNZul2hGgHHa8GK2IAOVQ1GyWakeActjxYrQiApRDUbNZqh0BymHHi9GKCFAORc1mqXYEKIcdL0YrIkA5FDWbpdoRoBx2vBitiADlUNRslmpHgHLY8WK0IgKUQ1GzWaodAcphx4vRighQDkXNZql2BCiHHS9GKyJAORQ1m6XaEaAcdrwYrYgA5VDUbJZqR4By2PFitCIClENRs1mqHQHKYceL0YoIUA5FzWapdgQohx0vRisiQDkUNZul2hGgHHa8GK2IAOVQ1GyWakeActjxYrQiApRDUbNZqh0BymHHi9GKCFAORc1mqXYEKIcdL0YrIkA5FDWbpdoRoBx2vBitiADlUNRslmpHgHLY8WK0IgKUQ1GzWaodAcphx4vRighQDkXNZql2BCiHHS9GKyJAORQ1m6XaEaAcdrwYrYgA5VDUbJZqR4By2PFitCIClENRs1mqHQHKYceL0YoIUA5FzWapdgQohx0vRgM9AF7TAEKbHEG9awAIgOc1NNhDjb0Afg7gYQA/8JA/Nim1yZEAMA2gACAZmy7EeCEbD8jShGDJ7BJfeuhzK4499uCTxf8PFyUJRBmPcRlOS6McTtgaH7RxUG5IJnGVAG/VyiYF3BR2lgSwFAZLw8aLhM9dmXPkyMHOgU/13lLx9TMlkpwOu464x1GOCDu0aUjuMwVsFYNrjKBrZmqDcQOcFWAEwNsRLsdpqreP/q1j3yduDN6a1jqmSiQ55jRBjAZRjgiasXlAVk+14Tuo94pt8B8AwSvvWATLcppidPjV+XvvWpEKMfjRoih/DREbyxDK4bktm/fLtecNBgzQEXoqg5cBTIaOjzDw3BvH5z33sav7LaZ8oijJoMWYWIRSDs9tSOdlJwTrrKa5cAU5bjUmouCJt06270kvW+swXa4oyW6HsS0ZQjk8Yt+0X+43Bl9zmsLMfJbwb6exTRw0+o/DC84Ov7pgNuX0ubHEoe1bbmxgij8WJflVAzkiGapZDpdXP6um3PLgrh3tCxdXPXUaOXJw5jHy9NT5Gf7dK1YFj5fLjn8d2H2+MHEuuEmve4y9cXzB+Kl/XjyB6w0YeeVgd72YCL5/sCjJzyKYy2kKzXIEn3nwaD2BHwHY1vplVK+AcsSxKzFfk0kkRQrTjZ47vwSwA0Bsn2Y1WmDM21i1vNJPyHnlCNG9ZMfCqa6e60ZLQ9859tKiwuSEK7+dAL4FIPZPrygHMBTiHHEKWbzy5lUwybbKwSOH/1S2dcUkk7js6uun27oWBXu+Zo5F7/vANBKJk2Embr+se6p75eqyE3iucd039I/O774q+MDO6Xj6w10fmj53tqquOsl+X5SCT6ucqPsfFOneqnReDkOqt3Xk+k3VDXFbZ5d88NvZs1esuu1/J63Bi/6R2M/wzIZ3rT0/eqY95MgDxbdPsX86VVmP5iuH942H6UHZB4P3Q8o3OVbKsXzD3ZOv73liXpUgMZVj9+3vTk2OnJ5fR47DxStFbJ9G1ZObctQj1MD303n5A4DFEFxTmqZSjvSgnPnz9i2dVYLEVI49mWV9E2+evNSj42CnbnBP8b0G0MViKOXw2IZ0XoInMssQ7JoteXtVS45gGaWC9O7YeebK1ev/4nF5zqmf3dyzZvzUcOV2mGBnbiDFN50Tx2wg5fDYkPSQfGV264gIuoxBDwTzBu+/9cKO3OLR//19F2+mZwVJdnTJzV99/MUla9OhPgj0VYaRmR3DR0vzP3vH8q3jp09cUfxacI8USBH8e8fXOlqRl3J4pD6zRV2w5eIUwb2Hmdmq3iFAh7nED1wd+tJdl5947qnORFv7+MptX//utfd8/u9zLVMKGC1UnMBzxS+cxNGn1pvQT7dq5DoEYBWAh4pShHqq5hG1l9SUwwvWC0nTg7JcDB41QOitHcE4Acaf2dA9NjU6cmfx1XgTgAGPS7VN/ZOiFHNKa5s0bvEa5dhf/DFZ73urgmZvysudBvisTeMFeHhXyvwawC8AbI2pIDYl/V/GapMj8ial87IdwG2WE+/NpcwDxTEUxBJes8IpR7NI1siTGZKPiOCLLlMYg29k+8zsp8kUxAVig2MoR4MA5xqeycsXBLi9MubUwG/KPiFfsu6O4DFo2WGA32VTJngCNHvMChLc4Ac/XcfDMwHK4RFwOi/B73VaWTlFLmXK3mal87K3xjKO5FLmMxVfv5tieGxY9QtUdJNpmymTl6elxpOqMHIYYDybMh/VxixO9fLK4bEbxe0jVTOEkSMYlEuZ9R6Xx9R1CFAOj6cI5fAIN4LUlMMjZMrhEW4EqSmHR8iUwyPcCFJTDo+QKYdHuBGkphweIZdsWS+bJeQN+YlcytzjcXlMzRvy1p0DpVvWS1cx8Mnest9lte6nL1T/OKzBQK7PfLl1q+fMvHJ4PAeqtqxbzCUGj+/qM49YDGFokwlQjiYDLU3XyJZ1I7g3129e97g8pubbqtaeAw1uWW/t4pXPziuH5xOgCVvWPa+Q6S9FgHJ4PDeauGXd4yqZmnK04Bxo8pb1FlSge0peOTz238OWdY+rZepKApTD4znBLese4UaQmnJ4hMztIx7hRpCacniETDk8wo0gNeXwCJlyeIQbQWrK4REy5fAIN4LUlMMjZMrhEW4EqSmHR8jcsu4RbgSpKYdHyNyy7hFuBKkph0fI3LLuEW4EqSmHR8iZF6RHpvAIBPX+RFj5KgwmTBvuy/aa1zwuj6nrEKAcnk+RzPPycSng0zbTmAR+nF1jHrMZw9jmE6AczWdalTEzJA+I4NYwUxmDfdk+E/xmdh4tJkA5ImrAxv1ykzHYZgyuqzWlCF4RwQ9/u9bE8s8rR4QpVtNQjgjbkclKZ+FK9CcE7xWD9wRTG8FwweB44k0MZjNmLMLlcCrec/AcIAE3ArxyuHHjKAUEKIeCJrNENwKUw40bRykgQDkUNJkluhGgHG7cOEoBAcqhoMks0Y0A5XDjxlEKCFAOBU1miW4EKIcbN45SQIByKGgyS3QjQDncuHGUAgKUQ0GTWaIbAcrhxo2jFBCgHAqazBLdCFAON24cpYAA5VDQZJboRoByuHHjKAUEKIeCJrNENwKUw40bRykgQDkUNJkluhGgHG7cOEoBAcqhoMks0Y0A5XDjxlEKCFAOBU1miW4EKIcbN45SQIByKGgyS3Qj8F8IGZOmTmYglAAAAABJRU5ErkJggg==]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.421716" lon="-73.802483">
    <name>Rally_de_los_Cerros_-_Etapa_1_67</name>
    <extensions>
      <openrally:distance>35.96</openrally:distance>
      <openrally:cap>152</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.420254" lon="-73.802472">
    <name>Rally_de_los_Cerros_-_Etapa_1_68</name>
    <extensions>
      <openrally:distance>36.13</openrally:distance>
      <openrally:cap>259</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMcAAACHCAYAAACiXU2qAAAJaklEQVR4Xu2ca4hUZRjH/+/uajWt2l1FizKhi3QzKndVskikOhYRaZH0pQt96EvQl6gI+hJZHwojogtEKVZSkQ6pmJmFM9lFK6HALLSym4ZrrpfddfaNo7MyO84688x7nved4/znSzrzPv/nOb/3/DjnzG4a8EUCJFCRgCEXEiCBygQoB88MEhiCAOXgqUEClIPnAAnICPDKIePF1U1EgHI00WbzUGUEKIeMF1c3EQHK0USbzUOVEaAcMl5c3UQEKEcTbTYPVUaAcsh4cXUTEaAcTbTZPFQZAcoh48XVTUSAcjTRZvNQZQQoh4wXVzcRAcqR7GZPSTYOXyScxzgBAcohgFXDUlvDGskS7o+EVsJrCT9ZoLkqcSPKPt9TZX1nsuMxTUKAckhoua8tv7KQvztTtQRujhraisGUwy9vp26UwwmfuJhyiJGFK6AcftlTDr+8nbpRDid84mLKIUYWroBy+GVPOfzydupGOZzwiYsphxhZuALK4Zc95fDL26kb5XDCJy6mHGJk4Qooh1/2lMMvb6dulMMJn7iYcoiRhSugHH7ZUw6/vJ26UQ4nfOJiyiFGFq6AcvhlTzn88nbqRjmc8ImLKYcYWbgCyuGXPeXwy9upG+VwwicuphxiZOEKKIdf9pTDL2+nbpTDCZ+4mHKIkYUroBx+2VMOv7ydulEOJ3ziYsohRhaugHL4ZU85/PJ26kY5nPCJiymHGFm4Asrhlz3l8MvbqRvlcMInLqYcYmThCiiHX/aUwy9vp26UwwmfuJhyiJGFK6AcftlTDr+8nbpRDid84mLKIUYWroBy+GVPOfzydupGOZzwiYsphxhZuALK4Zc95fDL26kb5XDCJy6mHGJk4Qooh1/2lMMvb6dulMMJn7iYcoiRhSugHH7ZUw6/vJ26UQ4nfOJiyiFGFq6AcvhlTzn88nbqRjmc8ImLj3c5zgHwMIDnAWwT02mwAsrhd0OOdznGAfi9iPQlAC8A2OwXcXLdKEdyLGtJGiRHtN5eXktRvMb2o+a1tWYaYKIxaK91fbV13b9uzqyZc8EDZeteL0qyqVp9o31OOTzsyM05+4QB5mY7zaTSdlHe/gWLf2Gww8MY6i0O7Ng+7ONbxk8dotHC4u3WN+qDJNSAciQEslLM7Jy90BoshMX58efZTnPKIDlytqv4931owTZY9CiOox7ds+uftlU3jZ5WpdG7xStJTn0gxwaUwxHgUOWz1tiJw07AagAjB9YcQw4YoLcf2GIMepVGUo/t69rZtvLGM6vJMTDHh0VJ1qgPVmcDylEnuGplUc7GYkwuXXcsOeJ1xmCPBX6ult2on/d1d7WunHnqdOF8K4q3WyuFderLKYcC4midvR8G88ujy+WYsmB1d/ma/t6ev2yh76j3d369etAtWRJj7/l5U3tf939tSWQdyrD9ZvfmjaPqzPukeCVZWmd94mWUI3GkwOy8XW4tplSTQ6H18RC5rijJktAHQzkUdiDK2Z8AnEE5nOB+XbzdWuSU4lBMORzgDVUa5e1OWLSWfr5r07rW756+PxO/1731x0GfKYxwPEQuBvAsgI2hDoZyKJCfnbd/W4vhpdHlzxsKbRsi0rS0WNvf73JevQfgOQBfhD4gl4MIPXvD9o/ydissBj2YNo0cbcOsPdhXz3mVLV4pPmuUja3nIBpl9oadI8rbH2ExppYrh2lpxYjzJhXa2kce+dWSwoF9R31bNWLCpO629lMOJnnQJ48990Bm/PkHksz85rG5l/b39bQIMlcVpYj/21AvyqGwHVHOfgaDi0ufO4515WjLtNur5i/be/rkGYdPfoNvFcbyErl8RmZ6oWd/Lc9Ua4u3T/EVoyFflENhW6K8jX/qOwoW5w3EDyXHuJl39m5f9fbwQYKkWY7r26cV9u891s9O4meJ+EH7fQX0iUZSjkRxHg4ryhH/cczA7dVQckQ527XxybsygwS5ckb8NWYqXytuGDXt4N6KP1iMv3WKpYi/hUrFi3IobFOJHDAW7TA4Z1mHOatSq1iO+P1SQa54avG3o6dGuxVGU49cOfPUqX3dXcNKGv1QlOIN9eYJN6AcCQMtu3IcTrdozXaair9zFOXtwP8chA2Pzzntj9VLMi3DT+y97NFXl46bNW97yXjxLyUe9aDuNL7BlkIh2cyPprWsgLWjAWwpSvGK04wBiymHAvzSK8dAfLbDzKh45cjbT0vf/+qR2Rf9vS4bn1x7ANwM4HOFETUjY9mfAbBAs4mPbMqhQNlFjnicbIeJT7B5KRZEgar/SMqhwDwBOa4D8BYFUdgcQSTlEMCqdWlCcsTtKEit0BXWUQ4FqAnKUSrIXQDeVhiXkUMQoBwKp0bCcsQT3kkxFDaqSiTlUGCuIIfClIysRoByVCNUx+eUow5oDVhCORQ2hXIoQA0QSTkUoFMOBagBIimHAnTKoQA1QCTlUIBOORSgBoikHArQKYcC1ACRlEMBOuVQgBogknIoQKccClADRFIOBeiUQwFqgEjKoQCdcihADRBJORSgUw4FqAEiKYcCdMqhADVAJOVQgE45FKAGiKQcCtAphwLUAJGUQwE65VCAGiCScihApxwKUANEUg4F6JRDAWqASMqhAJ1yKEANEEk5FKBTDgWoASIphwJ0yqEANUAk5VCATjkUoAaIpBwK0CmHAtQAkZRDATrlUIAaIJJyKECnHApQA0RSDgXoleRYO++SyZVaXbtw04by97MdJv6HpPkKTIByKGxAJTkkbSiHhJbeWsqhwDbK2ddhMKGuaItfsp3m3rpqWZQoAcqRKM7DYVHePghgbp3R72Q7zMt11rIsQQKUI0GYA1G3fmnPLhTwZj3Rra2458OrzW/11LImWQKUI1meR9KivL0bwH3C+NeyHWaRsIbLlQhQDiWwh26vcvYhGNxeUwuL97Kd5sWa1nKRFwKUQxlztN7ehv5DV5DMEK32oQWvZa8xHyiPwnghAcohBFbP8jty9qR9BjMNcKkBxsYZFvjTAt9nLFYt6TT768lljS4ByqHLl+kpJkA5Urx5HF2XAOXQ5cv0FBOgHCnePI6uS4By6PJleooJUI4Ubx5H1yVAOXT5Mj3FBChHijePo+sSoBy6fJmeYgKUI8Wbx9F1CVAOXb5MTzEBypHizePougQohy5fpqeYAOVI8eZxdF0ClEOXL9NTTIBypHjzOLouAcqhy5fpKSZAOVK8eRxdlwDl0OXL9BQT+B86LJ2mKvn8xwAAAABJRU5ErkJggg==]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.411882" lon="-73.806229">
    <name>Rally_de_los_Cerros_-_Etapa_1_69</name>
    <extensions>
      <openrally:distance>37.31</openrally:distance>
      <openrally:cap>329</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.414207" lon="-73.807143">
    <name>Rally_de_los_Cerros_-_Etapa_1_70</name>
    <extensions>
      <openrally:distance>37.65</openrally:distance>
      <openrally:cap>263</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.406046" lon="-73.817501">
    <ele>4323</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_71</name>
    <extensions>
      <openrally:distance>39.45</openrally:distance>
      <openrally:cap>176</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.396018" lon="-73.822982">
    <name>Rally_de_los_Cerros_-_Etapa_1_72</name>
    <extensions>
      <openrally:distance>40.78</openrally:distance>
      <openrally:cap>189</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.393755" lon="-73.828014">
    <name>Rally_de_los_Cerros_-_Etapa_1_73</name>
    <extensions>
      <openrally:distance>41.62</openrally:distance>
      <openrally:cap>158</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.390301" lon="-73.826849">
    <name>Rally_de_los_Cerros_-_Etapa_1_74</name>
    <extensions>
      <openrally:distance>42.06</openrally:distance>
      <openrally:cap>249</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.383345" lon="-73.833756">
    <name>Rally_de_los_Cerros_-_Etapa_1_75</name>
    <extensions>
      <openrally:distance>43.28</openrally:distance>
      <openrally:cap>308</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.383712" lon="-73.834321">
    <name>Rally_de_los_Cerros_-_Etapa_1_76</name>
    <extensions>
      <openrally:distance>43.35</openrally:distance>
      <openrally:cap>332</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMcAAACHCAYAAACiXU2qAAAM3ElEQVR4Xu2de5RVVR3Hv5sZZRgoWIhpCvhAFqIm+ECc0XysFaV5wVzGSlYamWku851GpS7KR2EKmkHighQNFRdiiVfDWCu1ZMbEJWC5VB5KIqFpaDrAhAy79RvPGe9c7r1zztm/O3Me3/0PC+7+/fbe3+/5sM/eZ597DVioABUoqYChLlSACpRWgHDwyqACZRQgHLw0qADh4DVABcIpwJkjnF6snSEFCEeGzOZQwylAOMLpxdoZUoBwZMhsDjWcAoQjnF6snSEFCEeGzOZQwylAOMLpxdoZUoBwZMhs5aHuAWACgH0B3KicOxbpCEcsbEhMJwSE0z0ovuL1+hAAryRmBCE6SjhCiJXRqsMKgDixSIPnADSkVRfCkVZn3cZ1mDc7yG3T2AqprgZwq1tT8Y0mHPH1prt7dnQBEKMCNn4ggDcC1k1cNcKROMtUO3x8ARAjQmZ+GsDJIWMSVZ1wJMoulc5+qQCI/RwyXgJgpkN87EMJR+wtUu3ghQDuVMq4D4BNSrlimYZwxNKW6nVq4OgTZ2xe+cwVji0sAXCqY47YhxOO2Fuk18GvNtlTehlMeW3O1MFr7r7+IIfM5wOY6xCfiFDCkQib3Dvpg+FnenX2NUPW3vtzeYYRpQwE8H6UwCTFEI4kuRWxr8VgdAAya8rQtfN/KduxYcofAJwRJiCpdQlHUp0L2O9yYPjh/7j14gPWL5oVZtfqHADzAzaf6GpJhmOKt/PyYaIdqGLnuwLjfx+8W9t8wfGjAYOWDa/1C9CVjwH0B7AtQN3EV0kqHMMBvArg3wC+B2Bx4p1QHkBQMFo2rG6HYtCRJ7333otPD+qiGwsATFLuamzTJRWOhQC+DuBeAN+Orbo91LGwYPjd3HPMuHffXb50zwrdngjg4R4aVrc3m0Q45H+uBwC0AJAjD//qdtVi3GBUMOoHD285bs6ylavvvGboPxfPGVpiiB95t1Q2xsNX7VrS4Ojt3U7tDyD1xxfCOu0KRu8Be+6QNlfd9J1hG/L3DClqfx6Ac8P2Kcn1kwbHdABXAkj9obewF5UWGH67K6+ffNBbf7xvcEE/cgAeD9uvJNdPEhzHAXjWE1tesJEXbVgAaIPhi7pi6tnDN/7pfnn7TzY+9sqa2EmC4xkAJwC4BcAPs2ZUufGe1mwnmwqbEv52rb8r5efx1xj+rVSp/Dstbn6i0chrsbLOuChrmicFjssA3A7gTe/P27JmVKnxjm+2UyxwSjktFMCQA4ZSTsvaLZUMOglwyMJQnmnUA1gOYAyAld7iUP7MZIkKxl4nTHj78B/PXRtgxvDByKS+SYHjdwDOBrAMgKw7CovMJj8D8EGWHHQBY8zNj8p/NGWLdyuVeTCSAIcccHsEgGwxrgEwsoSr6wHI+wlyIC71pSswNq96tt/zV5w6ese2ltpCMWTGIBjhLo+431bJ9yEd7C3A5wCQvXZZIJYqAodAIrCkshCM7rU1znDcBOAn3pZt4XcjneRBUuokqdxe+bda3atklVurFhjGYosBLl/caNZWeQiJSx9XOI4C8IKnpnzDhTz0KywDAFwOYGoZxWWhLrNIcVziDJIOE4yesS2ucDwJ4Mvet1vIMZFyZbQ3UxR/E59fP/ELdoLRM2BIq3GEQ46gz/YOFMrBQjlg2FWRk7kCgrxrUFzkVkvOBCVuwU4wurK9up/HDQ55n+BuuZPwjqLLkfSgRW61BJDJZQLkFksgScSCnWAEtb169eIGhz9SmQlkZypKqbRgl3w/9Z6NRMndLTEEo1tk7rKRuMLRZccDVBAIyi3YZfaQWSRWC/aJT9l+rXX4fqUjIVGfY3BXKsAVU1QlzXDIUOW9D5mByi3Y5TPZ1erxJ+wCxrY6yJmxst8nRTDCX+AuEWmHw9fmax4k5RbsMsv8ykVIl1gXMPafeMn6w668o+w6ijNGdGeyAocoJAt2gUBO+JYqcosls0i3HmZ0AePQS6e/esCkK98uZz/BiA6GRGYJDl8pWbDLrla536DwZ5Gq32oFAWND/p5BL8+49ODis1IEw+3CDxKdRTh8XeQJu4BQ6lar6gv2IGC88eCMvV++4wdytqxTIRhBLm33OlmGw1+wyyzSrYcZqwoGsK6tBtc+cYwpe7vlftlkI0PW4ShcsAsk5Q4zqi3Yqw1GXSsuX3iyCXKqIBtXuMMoCcen4nW1YHd++5BgOFypPRBKOHYVvSqHGQlGD1zdjk0SjvICdrVgD/z2IcFwvEp7KJxwVBZebrUqvX3Y5WFGgtFDV7ZCs4QjmIiR3j70wbDASAPsJk1Z4GMDyFf5t5fI27XAOi6+g5kXtRbhCK5cqLcPJzTZg6zBPAsMg0Vdp2YMWmHwnzcemFET6TkGwQjumkNNwhFevK4OM95+3Oznlg4YNfY3xpZ8wNje4obH5u6+6hfny3dxdSpdPuAjGOEdixhBOCIK572MVfLtw9q+/Xceetn01iG587aXSl8KjJo+fXeMvW3JyoGjji/7jMIQjOhuRYgkHBFEKwip+PbhwFFf3HHEdfO29tnnwJ1+zLoHp/d+5ddX9SlstrbvZ3YeM/2JFwmGmxna0YRDR9GKbx8OP/fa1hHn39C64vpz6jcumb97ZzA+axtm/rml/8ij1sGWfq+EM4aOSWGzEI6wilWov9+ZF63ZuGT+sB1bPtxF19o+fe2ObfIVUZ+W2r4eGCOOaoPBf2Xzqji9BZbVt2Iaj4QoGhUwFeEIKFSQarlmu2bbxtc/t+KGyfWbVz3b6es4i+M7gSEfmvbt3ZcL6xmDJx871kwL0jbr6CtAOBQ1zTXZ9/10m55+eLdVN51XX3IWKZwxOtHw6YtWBEPRmIipCEdE4UqF5ZrtO7DoWFNsb3nfrL7rurr1i2bJbxl2lMN/dNfWoRMu2HUny3wCB8FQNMUhFeFwEK849LRmu77Us418o5FdrY5SW9/PjrnlsS17HHFS+w9UdhSDlQRD0RDHVITDUcDC8FyzfQUWexenLIZDPi8FiOmFm7nGUDTEMRXhcBSwExxN9i/G4BBrUVP478Vw7DvurO0bly7YvRMgvbA5f6wZptgdpnJUgHA4Clg0czxlgP7W4oBKcOSa7Acrpk6q9wE5etojmwaNGbc632DkG+VZYqIA4VA0Itdsn/LS7V14e1U8cwgcUs8HpKauvu3IGx96aflV449U7A5TOSpAOBwFLJ45/L9bi37GYKjsXpWEw2C7tXjzhavHD3lnWX4vAaStdavMHH9V7BJTOShAOBzEKw4tmDk++ciixgJ9Hm80RxfWHd9sV1iLFhi0yb8vv2r8SAEEwEfezxoTEEVfoqYiHFGVKxG3CxxenXyDkbNXHSXXbHf5AmsComiEUirCoSSkpHGBQ+LzDeYt72elOYMo+hI1FeGIqpzyzOHBIWsO/3fXCYiiN1FSEY4oqpWJUZg5/K1cAqLoS9RUhCOqctWbOfzMPiCTACxQ7CZTBVSAcAQUKkg1xZnDb+4sghFE+erUIRyKulYBDsXeMVVYBQhHWMUq1CccimLGIBXhUDSBcCiKGYNUhEPRBMKhKGYMUhEORRMIh6KYMUhFOBRNIByKYsYgFeFQNIFwKIoZg1SEQ9EEwqEoZgxSEQ5FEwiHopgxSEU4FE0gHIpixiAV4VA0gXAoihmDVIRD0QTCoShmDFIRDkUTCIeimDFIRTgUTSAcimLGIBXhUDSBcCiKGYNUhEPRBMKhKGYMUhEORRMIh6KYMUhFOBRNIByKYsYgFeFQNIFwKIoZg1SEQ9EEwqEoZgxSEQ5FEwiHopgxSEU4FE0gHIpixiAV4VA0gXAoihmDVIRD0QTCoShmDFIRDkUTCIeimDFIRTgUTSgHxzNnf6HTLzadOP/vL5Zqlj97pmiGQirCoSCin6IcHEGbIBxBleqeeoRDUedck/0tDA6MlNLi9XyjOS9SLIOqogDhUJQ112wvBPCNiCkfyjeY2RFjGVYFBQiHoqinP2+HtLXhvigpa2rwrUePMRuixDKmOgoQDmVdc832mwC+GzLt3HyDuT9kDKtXWQHCUQWBc032YhicGSi1xaJ8o5kZqC4rdasChKNKcuf+Zs/AzvYZpL5ME1vRC3PzY83vq9QFpnVUgHA4ClgpfGKT7bPVYJwBDjfA56WuBTZZ4KV6i6ULG822KjbP1I4KEA5HARmeXgUIR3q95cgcFSAcjgIyPL0KEI70esuROSpAOBwFZHh6FSAc6fWWI3NUgHA4Csjw9CpAONLrLUfmqADhcBSQ4elVgHCk11uOzFEBwuEoIMPTqwDhSK+3HJmjAoTDUUCGp1cBwpFebzkyRwUIh6OADE+vAoQjvd5yZI4KEA5HARmeXgUIR3q95cgcFSAcjgIyPL0KEI70esuROSpAOBwFZHh6FSAc6fWWI3NU4P8sJVLTdQVoTAAAAABJRU5ErkJggg==]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.385472" lon="-73.835671">
    <name>Rally_de_los_Cerros_-_Etapa_1_77</name>
    <extensions>
      <openrally:distance>43.65</openrally:distance>
      <openrally:cap>251</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.378973" lon="-73.844103">
    <name>Rally_de_los_Cerros_-_Etapa_1_78</name>
    <extensions>
      <openrally:distance>45.11</openrally:distance>
      <openrally:cap>160</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.369286" lon="-73.841049">
    <name>Rally_de_los_Cerros_-_Etapa_1_79</name>
    <extensions>
      <openrally:distance>46.33</openrally:distance>
      <openrally:cap>177</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.361270" lon="-73.844353">
    <name>Rally_de_los_Cerros_-_Etapa_1_80</name>
    <extensions>
      <openrally:distance>47.49</openrally:distance>
      <openrally:cap>218</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.360244" lon="-73.844844">
    <name>Rally_de_los_Cerros_-_Etapa_1_81</name>
    <extensions>
      <openrally:distance>47.61</openrally:distance>
      <openrally:cap>288</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.365164" lon="-73.851587">
    <name>Rally_de_los_Cerros_-_Etapa_1_82</name>
    <extensions>
      <openrally:distance>48.98</openrally:distance>
      <openrally:cap>270</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.366030" lon="-73.854325">
    <name>Rally_de_los_Cerros_-_Etapa_1_83</name>
    <extensions>
      <openrally:distance>49.32</openrally:distance>
      <openrally:cap>264</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
      <openrally:danger>2</openrally:danger>
    </extensions>
  </wpt>
  <wpt lat="5.366078" lon="-73.855693">
    <name>Rally_de_los_Cerros_-_Etapa_1_84</name>
    <extensions>
      <openrally:distance>49.47</openrally:distance>
      <openrally:cap>312</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
      <openrally:danger>2</openrally:danger>
    </extensions>
  </wpt>
  <wpt lat="5.370943" lon="-73.859463">
    <name>Rally_de_los_Cerros_-_Etapa_1_85</name>
    <extensions>
      <openrally:distance>50.29</openrally:distance>
      <openrally:cap>305</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.372113" lon="-73.860800">
    <name>Rally_de_los_Cerros_-_Etapa_1_86</name>
    <extensions>
      <openrally:distance>50.53</openrally:distance>
      <openrally:cap>248</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMcAAACHCAYAAACiXU2qAAAMhElEQVR4Xu2dC2xV9R3Hv/+2tNBVilLsVVo1oEMyXwFRW8qUEGKBAs7phOkQ43RucVsymdmWPZJtWbK4LMtkujkfm/NFCD6vSIeo41EcDHQ6Z4yPMSizQNWKWCil9yw/vBdvn+f8zj2n597z/56kgdz+/q/P7376P//zNOBGAiQwIAFDLiRAAgMToBz8ZpDAIAQoB78aJEA5+B0gAR0Bzhw6Xoy2iADlsCjZHKqOAOXQ8WK0RQQoh0XJ5lB1BCiHjhejLSJAOSxKNoeqI0A5dLwYbREBymFRsjlUHQHKoePFaIsIUA6Lks2h6ghQDh0vRltEgHJYlGwOVUeAcuh4MdoiApTDomRzqDoClEPHi9EWEaAcFiWbQ9URoBw6Xoy2iADlsCjZHKqOAOXQ8WK0RQQoh0XJ5lB1BCiHjhejLSJAOSxKNoeqI0A5dLwYbREBymFRsjlUHQHKoePFaIsIUA6Lks2h6ghQDh0vRltEgHJYlGwOVUeAcuh4MdoiApTDomRzqDoClEPHi9EWEYibHMUATkr/HAHwkkW55FADJlAocnwm/YVP9PlXRMj+rDrNZx+AEwNmxeosI5APcnzOwxe/UpOXMZOnJWffsWXxypnmgKYcY0kgm0A+yHErgF8GmZa63z2/beyUSz4ywJqeFJpXTzcvB1k/67KDQD7IIaR/AeD7QSAfPfHs/Z9/4JXtfepqc4A1TjGaV19g2oJoh3XEn0C+yCGk7wDw9VyRT7rxp2+ecd2Pdg9WjzF4OWWw5ukLTXOubbF8vAnkkxxC+iEAi30jN0W4dPWejSPGVMmRKrftgAE2Ggernqw3b7kF8/f2Ecg3OSQDzwBo9JOKyklTO06cPq/9tCtvbisbM86LIJlm3jIGa0YeRDMX8X7Ix7NMPspRDmAdgIu0yMtrzjjQ2fpmhZSrmjqzffyca9tq513brqlHFvEyozxZZzZpyjE2fgTyUQ6hPB7AswDO9Ip85LiTDx3a97+RfePLqk46NG7a7PbTl3yvteK0yYe81geAi3gFrDiG5qscwlrOf4ggcpLPdaucPLXjw9e3jRkqUHa7ahqvbju58Zp2zW4XF/Gu+GMZkM9yCPDpaUH6zQh9s1E65sSuwx17y7xkqWRUxZGx02a1T/zystYTzm3QnCjkIt4L4JjE5LscgnkegORQvEdPPGv//rf/NdpPTmS365QFN7RyEe+HXrzLFIIckoFrAPxlsFSctWz5v0effm7n2w/dVtO+dV1Vz8GPS/ykjYt4P9TiW6ZQ5JAM3Azg9r6pKKmo7G5c29HryNJ/Hv51orX5wcSHb2wfcg0yWFq5iI/vF14zskKSQ8b1QwA/yx5gzZyvtJ734/sHPIl3YMfrI3c8emfi3edWJrrea3NdtwwEjot4zdcpXrGFJofQ/xWAWzJpuGj5c9uqps78yC0tu5L3VbVteLxqz/onPR396jdDcRHvhjh2vy9EOSQJdwO4fkTFmNca137wogNM9JqZro59JTtW3p7Y/ddHEpkThl7LZuIyi/jxsxe1K8+d8Ey8FnaE8YUqhyBbBeB5AMsXtDinp4BGAzQ6BnJjlKft/X9urOAi3hMqK4MKWQ7pu9wE1ZGdubktTqMxaDCfnCPxvOW6iJdzJ4lLLm/zcyYeBhtTRVjFy+k9p2tYAgtZjiEBzd3iJIp70Oh8chFj5vZZV6hBLOIraj974NTLb2r1eya+vBObeAGka6pCD4itHL1mk03OecXFaHQcXKohGtQi/pSm69qqZyzsNcMN2g+DEjg4YoBtKYOHn77IbNP0mbHBEbBCjgyuK593Kj4uQ0OxwRV5t4h3MA4GY+Gg9yFngw/g4M5kvbktuLSzJi8ErJKj12yyxUkUHcEVkS/iDcqQwqkA5FL9wTeDtzECNybPN31vAfaSZ8b4IGCtHHmxiC+vOFIzZ8nhCYtvOVJ+8oSUh/zt7+7CrOaZvHPRA6ucQyhHFsIoF/HHTTynZ8JV3+pKXHx594jjjneGyOz2ZL2ZlXPmWYErAcoxCKK56UU8UmjQnDvJeRFfUekkGuZ318xderjq/FkD3+rr4NbkdPNH1+wyICcClMMFX1SL+FHVtalZj+3cP2D3DNYn68zCnDLPwq4EKIcrok8DZLfL7yJ+5xN3Jd594dGE18vpK8+c1pPq7kJixoLuxMWXdVdOmtqT1dX2ZL05Q9F1hvogQDl8QJMi8190GlLO0UtW1Gfi92x8qqp9+wtVQzVdVFqG1OGuYyGjqk9JVc9Y0F07b+lhESVZb4732XUW80iAcngENVjY0dmkGw0owhWaM/Gdu9+ZsjN5b+nuZ+4vPbhnV5GmG6Oqa3sO7tkl97b8GQAfdaqBp4ilHApYbqGqRbyD8zL1tf9jXcmup+8r3d38YKlbGwP8fgeAxymKD3IuRShH8EzhaRGfJUemC8l64+vOxawhUJQA80k5AoQ5UFWDLuKVchSVljmVk6b0fPDqZq/3x1OUHHNLOXIEqCneaxGvkGP87EWHd699pLSkvMI55wf3vtO1d1f3a7+95Q0AXg/nDpco3wEg52aeAPBfDZt8jKUcEWQlPZs8awzGOQ6OrTMG261qanE6XvrJ4nIRpHhkec+Un694Zeuy+VMAyG7YZekfrSgvpL/EQRJYD2AGgEUAVgRZcRR1UY4oqANo2uzIXYwwDioc4AQYVCbrzNiBujN/s7MXDnZu+e782j2bktUiSM+hzpkANmTFiyiXZMni5W1Ychm9LOblR/7a57LJxZMyQ3UDOA7Ap8ehc6k1wrKUIyL4GTmONe+gOFlv5K9uv62pxdkAg6MnAbcumz9ZBAEgD5WQB95lC5JdNjOjyL/DIcq3AfwGwEoAX4oIa6DNUo5AcXqvrJ8c8ljHOiN/+fvLsdmRXaBjm0KQTJnhEEVmQun/1en3rHiHkaeRlCOixOQih3Q5WWda00+CdJtB+o4wDFFqAOwCIJfdyy5VZ0RYA22WcgSK03tlAcghaw55RKo8KlUrSNAzSuZplI8C+KJ3CvkdSTkiyk9AckjvcxUkCFG+CUDuMVky1DONI0Ltu1nK4RtdbgUDlCNbEHmf4iO59exoac2ul8xasislmzzp3vXpkwH0b1iqoBzDgrl/IwHLIQ3IuYUgxOjb2ezDw3K4tu/2YvoVdXIoWKSKzUY5IkplCHIMx0jkYsmlaQkyoshVwfL5dQD+NBydGK42KMdwke7TToHKkT0KEeIbAG5Ifyj3l3h7NldEzLXNUg4tsYDiYyCHkLgRwB8APAVgQUBo8qYayhFRKmIix2oAcwB8FcA9EaEMrVnKERraoSuOgRxym+++9Cjl/+9FhDK0ZilHaGhjL8f16fekyOwh13jFbqMcEaU0BjOHrDOaAHwNwF0RYQy1WcoRKt7BKy9wOeTI1Pvp0ckVwnsjwhhqs5QjVLyxlUPOadwLoBmfvP8klhvliCitBT5zyGOI5Gz4RgC/jwhh6M1SjtARD9xAgcuRGZR8f4Z66HVEdINplnIEw1FdS0zkUI+7kApQjoiyRTkiAq9olnIoYAUZSjmCpBlOXZQjHK6utVIOV0SRB1COiFJAOSICr2iWcihgBRlKOYKkGU5dlCMcrq61Ug5XRJEHUI6IUkA5IgKvaJZyKGAFGUo5gqQZTl2UIxyurrVSDldEkQdQjohSQDkiAq9olnIoYAUZSjmCpBlOXZQjHK6utVIOV0SRB1COiFJAOSICr2iWcihgBRk6kBx/u+ZseVtTv+3iB17d3vfDZJ2RB0lzC5EA5QgR7lBVDySHpiuUQ0PLXyzl8Mct51JNLc49MJjgqyIH7yTrjTz9g1uIBChHiHBdZo6bAFzls/kVyToT29tTfTIJvBjlCByptwoXbnFqe3pwv7fo3lHFxVjyxAVG3qTELUQClCNEuG5VN2125P158ihNzXZ3ss48qCnAWH8EKIc/boGVampxbobx+KowB6uS9WZ5YI2zoiEJUI48+II0/d35AlJHZ5DyQbrTiSLcnbzQPJYH3bWmC5QjT1J9ZYszqtNgtgHOMcBJ0i0HeNcBXil3sHZlvTmYJ121phuUw5pUc6BaApRDS4zx1hCgHNakmgPVEqAcWmKMt4YA5bAm1RyolgDl0BJjvDUEKIc1qeZAtQQoh5YY460hQDmsSTUHqiVAObTEGG8NAcphTao5UC0ByqElxnhrCFAOa1LNgWoJUA4tMcZbQ4ByWJNqDlRLgHJoiTHeGgKUw5pUc6BaApRDS4zx1hCgHNakmgPVEqAcWmKMt4YA5bAm1RyolsD/AVB5NsT23DKBAAAAAElFTkSuQmCC]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.374316" lon="-73.863970">
    <name>Rally_de_los_Cerros_-_Etapa_1_87</name>
    <extensions>
      <openrally:distance>50.98</openrally:distance>
      <openrally:cap>291</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMcAAACHCAYAAACiXU2qAAAOSUlEQVR4Xu2dC3QVxRnH/0NiITEIVVQEaQPyEKXIU0gABU+tFW/EFxWOFNFKiw+q1kc9epCqUI8ejlqKLa2ID2wF35gr1qqIAgkCRUCsJ1UeFURE5CEBgiZ3eia9N95sdpO7M3fnxrv/PcdTa+abmf19+zs7uzNzV4AHCZCAKwFBLiRAAu4EKAevDBLwIEA5eGmQAOXgNUAC/gjwzuGPF0uHiADlCFGyear+CFAOf7xYOkQEKEeIks1T9UeAcvjjxdIhIkA5QpRsnqo/ApTDHy+WDhEByhGiZPNU/RGgHP54sXSICIRNjm4APgpRfnmqBgTCJsfjADYDuMuAGUNDQiBsckwDcAeA/wC4E8CCkOSZp6lBIGxyTALw5yROLwOYCmCtBjuGZDmBsMkRAVDqktP745JUZXm+eXo+CIRNjj4A3vPgsy0uyFwf/Fg0iwmETY52AL5oIp9vxp9HyrI47zy1FAiETQ6F5ACA/BTYPByXZHcKZVkkCwmEUY4KAN1TzOWeuCCzUizPYllEIIxyqGHTWT5zWB6X5A2fcSz+HSYQRjmeADBeM2ePxSVRD+88spxAGOWYDuB2g7wejguiXv/yyGICYZTjagB/MszpuwBuAbDUsB6GN2MCYZSjBICaGdc6CkdPrhh4zcwBz44QlVoVMOg7QyCMcvQFsMZvhtqeOmjPKZNnbDz6tKFKimXRIjHFbx1pLt8ZgHpR8Jf4P9vTXH/oqwujHMcC2Jlq5kVOrux6+e0be0y8q95DuBCYUjpYLEu1ngDK3Qfg1qR6H41LsiqAtkJZZRjlUIk+BKBVUxlv073vvq/37zli6NyVa1q2PbbaUb4yrwpjMzy8Uq+kfwXgZ0l9ezUuycKmzo9/b5xAWOVQG566eqHJzW9d3apdh6rKTyoKVJl2/UfsGjxr8YYG5SWejxaL5jBB2AOAWnGsRMmL93N9XJLZAGIUwT+BsMrxFoDhbrja9Byw98DmDwuqqw7kJv/9tDvmbugUuWKXMyYWw42LhojmsuS9dVwQJcpJ8b6qPieeS7b6v0TCGxFWOeYBGJec9pbtTqgqvOiarRV/naK20jY41N/PmLdutcvwakdeFSZmeHjl7O9DANSLh7YAeif9Ue2EVHcS9SqaRxMEwirHvQBuS7Dp+JPLPu192+yNOXkFsbV3j++67dV5J7pxO/Hcn2/rc+eTHzfj4ZXqmhJCbQVW/6sOdVf7BMD5Sf3+Z/xu8gIN8SYQVjmuBTAr77iOu3pOnrG9w4/H1K28Pbz3i9x3xvUecPjLHa4P7APvf2nt8cNG7XUibSEx8eVi0VAc+1ffDQAeTGr2vwAKAag7onomUf/UPksB+CB+J1HDrm/sd7V5txhWOUYBGDRyuXymRYt6F1Jttj5furDtqlsvUBujGhyNDK8+jhaJic0g3equoWRIHOrHJH6X9P/Vcn0liHouSaxOVm+91HMYjyQCYZVDPWzXvpqNlMnrIHCx86pobHhVOHryll6/mbnFGSOAJ0qLhBrXZ+qYAEAtjkwc++KiNLjTxQtcGhfF7yrlTJ2f1XbDKkcd5NFvyYJDrTAHwPHJ5NXwavFFnQfXHKr/1ipRpnj20tXx2fJ6Ccvw8Mr5Fk6tQFbC8NAgEHo5FLORy2Uft+HV1uhj7dZNv7KXG9eCTt0rhz9TsbrB3UNgbelgcaNGLkxD1Ktp59BILTFpcIczbSgs8ZQjnumSFfI2KXGOM/Errh3Ra9eaJWrveYPDa3iFGB6ODhHPWb6I1HDu8qQ21Qz5BZb7kFXNUY54OtXwqqol5kuBI/0Mr4Y//e8VBYU9nT/pUxnLwcRFp4sdlq4W9QCuHsSTjxEAllhqPyuboRxJaS1ZIYdKiXucmd789APtP5h508luV0CbHv33Dnt8dYMZcmF3eKUm/a5P6t86AK5v27LyKg7opCiHA+x55XKaAIY4eS+d0L/Pvoo1iYm1en/uduWUj3tMvLvB1tmYxH2LisU/AspdolrnpJ/671cAyORbs4BP2U71lMPB2Wt4Vbnlw1ZLrxw4wO3tVW5eQfXQuStXuw2vLKzcdU76qde3rhLbuaSypxXK4ZLLyHJ5CVpAzaLXOyoeufPEj+be47qa12t4ZWFjVFOTftlztVo+E8rhATxSJh+CwGl+hldeK3cD3BjlnPRT3f0+AK9JP8uX13e7Ocrhkb+RK2X7nGrMcb692r1uWUHZpGED3MLU8GrEC5tWWFy5y0m/AP2jHI3A9RpebXjg14Vbnv1j8vqlulosbozipF+AYqiqKUcTgEvK5Rz57cahutKLR3cfcHDbR4nVrfVq8Vq5m+aNUc5Jv7e9NnAFfA1lbfWUo4nUnl8mu8YEHnEWa2x4ZWFjFCf9LChJOVKAXFIuJ8j6SzNqo3Q2RqVp5a5z0i+xZyOFs2GRVAlQjhRJuQ2vMrQxipN+KebMtBjlSJGg18rdpjZGnV26fYVLEyYbo9z2bHDSL8U8+ilGOXzQaiYbozjp5yNnJkUphw966d4YFcvBWJ8rd9US9BcdXeakn48c+ilKOfzQyvzGKE76+cyXSXHKoUHPa+VuwBuj3L6Ey51+GvlLNYRypEoqqZzOxqjGVu6muDGKk34auTIJoRya9Lw2Rums3E1hYxQn/TTzZBJGOQzopXNjVBMrd9XvTk1N6ion/Qzylmoo5UiVlEs5r5W7ad4YxUk/gxyZhFIOE3rqR+E0NkZ5rtx1/2IUJ/0Mc6QbTjl0ySXFeW2Mamzlro+NUZz0S0OOdKqgHDrUHDEBbozipF8a8qNbBeXQJeeI81q5a7gxipN+acqPTjWUQ4eaR0w6N0Zt+MNNs7fMf2C+oyn1QZrm8hWpNJJrnlVRjjTmxWtjVFMrd92+GLXyhp/+cOe7r6kZ8MTBnX5pzFUqVVGOVCj5KJOOjVHqVfCSsacMdjR7IYCXfHSFRQ0JUA5DgG7hkXKphkMNPmnQ2BejBsxY+H77IeerT0Djgwevb7/5mZk/SKqbk34B5KmpKilHU4Q0/q6zMar1Sb1rzpy3bv83+/eINy/ufFR15b7k3PDnPTXyYBpCOUwJesR7bYxa9dtRJ3/+zsvt3cK6TrijKv+Ewtj6eyeqT5PVHrn5reUZT66bsviSLtMD6iqr9SBAOQK6NBrfGNWlqOZQZY5b0y2PaR87/OWOFom/KWFO/uW03d/UYORrw4T69XQelghQjgBBe63c/eyNBb3+NWWM6wdxnN0567mNX+V36BIDsClaLPoH2F1W7SBAOQK+JJwrd6VEWwEUrrwlcuTO5a8c0VjzHc+57Ou+U586mCgTk7hq0RDxfMBdZvVxApQj4EvBZWNUZ0i0Obh9U4t3Lu/buvrAV545GPbY6v1tevSvSXRRCKwoLRLnBtxlVk857F0DjuHVqZCovWNs/PuMlh/OuiXPrSdHdetbc8YTa/Yn/00Ch14pFh3s9TzcLfHOYSn/dSt3Zf3PkZVdPaxg97pl6rvoEDlHALIGMhZDj0nTD3Ubf/vhet0TqIwWiU6Wuhz6ZiiHpUugbuWu45Nqani1+JKTjnLrRqRM1v/OBuWwlK3/N0M5LOKu3Rjl8qPU0WLh+ouFRbPeqjym3/Dqui5SDovZohxWYavGIuVyKyTqfbrAS47c/AI58P7SA3WCCHwSLRINvjZl/SRC0iDvHJYTHSmXyyFxSnKzXnKoMnWC9B+unj/ejxYJ9X1xHhYIUA4LkJObiJRLtYHpaEjULSz0kqPj2WO+/vT1+d9TgvT7/XObjht0zlbKYS9hlMMe69qW4nKof60TxEsO9UD+3tSx+UqQnFb5Nf2mLVi/6uaSfpa7HNrmKIfl1CfJoVpuI4COpUXiOLdulJTLnRL4dNXNJR0+Xx49XglSU3VQDauWWu52KJujHJbT7pCjtvVokVAfv2xwRMrlksR/XHVzSU8lCAA1MXgeBQk+cZQjeMb1WtCVQ1VCQewmi3LY5Z38zFHXcip3jkThaJHYBmAc7yDBJ45yBM84bXeO+BBMPXPMoyDBJ45yBM84CDlUnRQk4NxRjoABO6s3eeZIunMkqk0IMhaA8zeuLJ9Z9jVHOSznNM1yqN6PoRjBJJFyBMPVs9YA5LB8BuFpjnJYzjXlsAzcoDnKYQBPJ5Ry6FDLTAzlsMydclgGbtAc5TCApxNKOXSoZSaGcljmTjksAzdojnIYwNMJpRw61DITQzksc6ccloEbNEc5DODphFIOHWqZiaEclrlTDsvADZqjHAbwdEIphw61zMRQDsvcKYdl4AbNUQ4DeDqhlEOHWmZiKIdl7pTDMnCD5iiHATydUMqhQy0zMZTDMnfKYRm4QXOUwwCeTijl0KGWmRjKYZk75bAM3KA5ymEATyeUcuhQy0wM5bDMnXJYBm7QHOUwgKcTSjl0qGUmhnJY5k45LAM3aI5yGMDTCaUcOtQyE0M5LHOnHJaBGzRHOQzg6YRSDh1qmYmhHJa5u8nx9rgfuX6t6cyn3l/j7B4/e2YvYZTDHuvaltzk8NMFyuGHlllZymHGz3d0pEw+CoEuvgNVgMSmaLH4hVYsg3wToBy+kZkFRMrlJACXatayIFokZmvGMswnAcrhE5hp8VErZaeaGjypU09ODsYvPF1s1YlljH8ClMM/M+OISLm8DMBVPiuaEy0Sf/MZw+IGBCiHATyT0EiZvA4CF6dUh8Tz0WIxK6WyLJQ2ApQjbSj9VxR5V16IWO0dJN8j+iBaYE50kHjRf+2MMCVAOUwJGsaPLpN5BwXOFkBvAZygqpPAZxJYny/x+rPF4pBhEwzXJEA5NMExLPsJUI7szzHPUJMA5dAEx7DsJ0A5sj/HPENNApRDExzDsp8A5cj+HPMMNQlQDk1wDMt+ApQj+3PMM9QkQDk0wTEs+wn8D1KBWtOcgXj+AAAAAElFTkSuQmCC]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.375240" lon="-73.867101">
    <name>Rally_de_los_Cerros_-_Etapa_1_88</name>
    <extensions>
      <openrally:distance>51.38</openrally:distance>
      <openrally:cap>332</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.381010" lon="-73.867733">
    <name>Rally_de_los_Cerros_-_Etapa_1_89</name>
    <extensions>
      <openrally:distance>52.27</openrally:distance>
      <openrally:cap>213</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.380211" lon="-73.870235">
    <name>Rally_de_los_Cerros_-_Etapa_1_90</name>
    <extensions>
      <openrally:distance>52.79</openrally:distance>
      <openrally:cap>312</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.380281" lon="-73.871508">
    <name>Rally_de_los_Cerros_-_Etapa_1_91</name>
    <extensions>
      <openrally:distance>52.94</openrally:distance>
      <openrally:cap>313</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.385691" lon="-73.871112">
    <name>Rally_de_los_Cerros_-_Etapa_1_92</name>
    <extensions>
      <openrally:distance>53.63</openrally:distance>
      <openrally:cap>32</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.392069" lon="-73.869610">
    <name>Rally_de_los_Cerros_-_Etapa_1_93</name>
    <extensions>
      <openrally:distance>55.19</openrally:distance>
      <openrally:cap>5</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMcAAACHCAYAAACiXU2qAAAL30lEQVR4Xu2dB8g1RxWG39iNvcVewJrE3rBgVywYYyXGGAuoCBYUO4pdsaJBsWFHjUbFXiCxJWps2HvB3hV7r7x8O/znP9/evTv33rN375l3IJDv3tmzc94zz87Mmdn7HwIVKSAFehU4RLpIASnQr4DgUM+QAgsUEBzqGlJAcKgPSIE6BTRy1Oml2g0pIDgaCrZcrVNAcNTppdoNKSA4Ggq2XK1TQHDU6aXaDSkgOBoKtlytU0Bw1Oml2g0pIDgaCrZcrVNAcNTppdoNKSA4Ggq2XK1TQHDU6aXaDSkgOBoKtlytU0Bw1Oml2g0pIDgaCrZcrVNAcNTppdoNKSA4Ggq2XK1TQHDU6aXaDSkgOBoKtlytU0Bw1Oml2g0pIDgaCrZcrVNAcNTppdoNKSA4Ggq2XK1TQHDU6aXaDSkgOBoKtlytU0Bw1Oml2g0pIDgaCrZcrVNAcNTppdoNKSA4Ggq2XK1TQHDU6aXaDSkgOBoKtlytU0Bw1Oml2g0pIDgaCrZcrVNAcNTppdoNKZABjmMq4vVVAF8DcDSAs5nr/gfg/QD+vMSWv9dpAH7WXXNGAHcduP7LAL4JgPfalXIlAFdb0tgvAvjWrjhU084McNR0tqcAeDKAnwO4iBOKnYAdeFE5M4B/ui/vAOA93WeE7W8jxL9Yd/8RVbde5dEAnj2yFdTiQwD+OrL+7KsJjgMhWgbHQwGcsAE4/g7gvgDePPveAdTAQXd+DeCwHfBrVBMFxwGZXgLgQQOq/RQAn/q2rDJy8PpfALjoqAhtt1ItHGwtp1nX2G6zN3N3wXGwjov0OAOAn/R06FXh4F1PAXCrzYQxzMoqcLAxXJudFNaqiQxng+M/AP41oN0zADx9wZqDl50JAG34ckEA3wdwzoqRg9OnUrhY55rFlj8BuDSA300U61Vu4+H4CwC2uxTq4TXhd1zTXQLAf1e56VyuyQbHqwA8dkBcLhb5X9+CnJfdCMDHe66/HIDv9Hw+NHJcyNTnyHN+AN9wNi4P4Ltz6Qw97fBwPA/AE009JiGuCOB0dy0fMNTsBzP2bWnTssHxYgAPWer1Yjh4LW34wjn05yvh6NP2OQAeZew8F3uL3rkWD8ezADyup7G36KaJ9qu5g79Uc8FxsESPAcAO7MuJAO6+AThoglONojtTv4cujdKBCtcGcL0uI8S08m8BvHxg+sKR7bzG/uu7/+dah0/8SwH4UbdPcfKIkWMRHGcB8L1uKlXMXB3Alyp8m11VwbHXWTntYfkUgOv3RMnupXAv5KpdnaFp1SJtuWF2BXOPMTHgmuVpC57aNHXsgtQw23oVcy/auVnPU55V+kbNsSMHrycIRRf+fU8Ab5xdj69o0JjAVJjbSlXbcVeZVtnOTge8JuxQ/zaevQLAA9aAw49CY2LwOgD3WqIu09BMR9vi4aCNMnp4c3xInNX5Kji20qU3d9N14eAO91GmOVw42wzSTQF8pPv+jwDeC+Aea8DxGgD3qRg5bgPgAyPkYpLB78N4OLi/4k8GWNMvBPBw88E6cNwWwAdHtHu2VcY8tWbb+K5hm4DjBgAu0NnjgplZmVK4m/3q7g92HmZhbr8GHKd2WbFifygGfJL/GIDNfA3F4+3ufJeHY1ksPwfgOivAwdGV58aoTSlakC9Te4Lv14WDTzce5Xht19a3uMU3pyslg8VFOeG51hpwMJV89pEjBzvYt52G7MBcf1wTwIMN1Kz2QwCXMfX74ODBy+d36x76Y+tTy7L+opmxIwcX9kzbWtAJChfpO1uyjRycN/dt4jFAtzbTI7vPwSzN3QD8voviuwDc0UT0M+ZpyhGDG4nlpGrtgvx4N+fnKHKTgd7zUgAPNN9zMX+EyU5xxPuEu56duzwwPBw82kGoyvfMfPk9CtsnxsDBTBWB5+hRCqelBGbZKedZg5MNjiGxb9mdGmUdCwdPkt6pOzTHacwv3bzcjkznA/B1c4ykBo7jALzM7Sizc356oNH+xDGneGWEK5cxpWt33+3I5+F4KoAnufv5ewzBwZHJblryvhxFz+Fs8tUAmyWbNQSLGic4gI8B4CaWnTMXXXhshCdNS+HnHJnK1GOds1Xs1Jftzmz1xYdTL3/8uy9eHBHtwpfHZ/g0Z/FwPLKbUtn71cAxppP/oZvqLRrBx9iYRR3BAfCFpRu7PD3PPHFzzE4rOFe/sntZaR04OAIdOdALuGdgN9F4puncC+rbDr5tOB4P4Jmz6N1rNkJwAJ8EcMPuFCnXHixMnd6uy1JxKsPCIyScs9uOuCocfuHbF0aml99tvhg6Cu7h4Jknrr+mHjnuD+CVa/bJ2VyeDY639Uwbitg89Mchn8WuOcr8mOnSX3Xf89XXiwN4q0mN8m9+vgk47gzgHUt6ATfsuPlXCtdGXDf1FQ8Hp2Sc1kwNB9PAzKalKNngWGWHnOnGkp8vnYzrDB655tTqwt3rr5fszjKtAwc3E5+AvdFqWbH7K6zrU8z2etsm7ubzvBanV5uGg+236xu+cmzT0txA5F5QiiI49l5iYsdnYTaGKUh2LC6WCQcL3+UgQJyqjIVjXW05unBTr5QPd4mDbY4c/uAhN0sfYRrETBb3ZlKUdQM4BxHW3QTkkZDzdI68qNtY45/MYHEqw8J3Ocphwang4AFBAlEKQWWiYAwcTEmznZseOTwcDwPwAtcgvkNuM3xz6CMrtUFw7M3N+QYgi4XjNwCYymXhE7K8hzEVHJzW8ehIKbadNthsu337MTJb5eFg//Fv+/Fg471X6o0zu0hw7AWk6MCj32/qiRFfBeUroixTweHvxb+5C+07I4++2N/TmhIOtokjB0eQUpalqGeGwOLmCI6D4ejrkOyM9mjElHBwelJGL7bN/ygDoeVRjTLysc7NzTGZ6GkV79d3apgvWJXM4M7A4BsqOPbDwWyPheEr7iWeKeHwu9+89+Hdm3vcBb+LG+n8/skUcPj3XagoNy/5JuBOF8GxHw6+31GOpPNb7jXY9y+mhINZNKaa/S+X8DMuurkusaVsaJbPpoCD92I2z57u5YjHrJ/9BZadA0Vw7IeD83f7a4T8RZP7mchOCQdv+4WKpzChfp9p61Rw8F0YJjBs0ZH1GTwO1k3l0gX7kPD7C/6NtqnhYPu4M7/sFxI/C+C6Lh5TwcHjKtwjsj8F+gYAPKK/s0Ujx/6Rg7/KwRO6pXiNtgEHF9nvBHCuBT2tHHfxX08FB+/LYyPlJbDSDq6Lhn5kb9bgCI79cPCTAgAX536+vw042Ca+286f4vGFZ7SYgv5Hz3dTwsE1BkcPW/gOS19qfNZQLHoq7kSjXSNtjp872X0/vub98v8+B88t2VJs8sWnjw7cb+jf5/A2N6UtD0jylxn5m1fcwff/LMKm7tO8nQwjR/NBlAAxCgiOGF1lNYECgiNBEOVCjAKCI0ZXWU2ggOBIEES5EKOA4IjRVVYTKCA4EgRRLsQoIDhidJXVBAoIjgRBlAsxCgiOGF1lNYECgiNBEOVCjAKCI0ZXWU2ggOBIEES5EKOA4IjRVVYTKCA4EgRRLsQoIDhidJXVBAoIjgRBlAsxCgiOGF1lNYECgiNBEOVCjAKCI0ZXWU2ggOBIEES5EKOA4IjRVVYTKCA4EgRRLsQoIDhidJXVBAoIjgRBlAsxCgiOGF1lNYECgiNBEOVCjAKCI0ZXWU2ggOBIEES5EKOA4IjRVVYTKCA4EgRRLsQoIDhidJXVBAoIjgRBlAsxCgiOGF1lNYECgiNBEOVCjAKCI0ZXWU2ggOBIEES5EKOA4IjRVVYTKCA4EgRRLsQoIDhidJXVBAoIjgRBlAsxCgiOGF1lNYECgiNBEOVCjAKCI0ZXWU2ggOBIEES5EKOA4IjRVVYTKCA4EgRRLsQoIDhidJXVBAoIjgRBlAsxCgiOGF1lNYECgiNBEOVCjAKCI0ZXWU2ggOBIEES5EKOA4IjRVVYTKCA4EgRRLsQoIDhidJXVBAoIjgRBlAsxCgiOGF1lNYECgiNBEOVCjAKCI0ZXWU2ggOBIEES5EKOA4IjRVVYTKCA4EgRRLsQoIDhidJXVBAr8H/fsXqbWQ2vZAAAAAElFTkSuQmCC]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.394664" lon="-73.869035">
    <name>Rally_de_los_Cerros_-_Etapa_1_94</name>
    <extensions>
      <openrally:distance>55.49</openrally:distance>
      <openrally:cap>339</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.403054" lon="-73.870079">
    <name>Rally_de_los_Cerros_-_Etapa_1_95</name>
    <extensions>
      <openrally:distance>56.57</openrally:distance>
      <openrally:cap>272</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.413357" lon="-73.884966">
    <name>Rally_de_los_Cerros_-_Etapa_1_96</name>
    <extensions>
      <openrally:distance>58.75</openrally:distance>
      <openrally:cap>251</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.411686" lon="-73.894857">
    <name>Rally_de_los_Cerros_-_Etapa_1_97</name>
    <extensions>
      <openrally:distance>60.00</openrally:distance>
      <openrally:cap>311</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.407009" lon="-73.900928">
    <name>Rally_de_los_Cerros_-_Etapa_1_98</name>
    <extensions>
      <openrally:distance>62.26</openrally:distance>
      <openrally:cap>287</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.407335" lon="-73.903076">
    <ele>4428</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_99</name>
    <extensions>
      <openrally:distance>62.50</openrally:distance>
      <openrally:cap>9</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.421254" lon="-73.899450">
    <name>Rally_de_los_Cerros_-_Etapa_1_100</name>
    <extensions>
      <openrally:distance>64.11</openrally:distance>
      <openrally:cap>294</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.423558" lon="-73.901852">
    <name>Rally_de_los_Cerros_-_Etapa_1_101</name>
    <extensions>
      <openrally:distance>64.50</openrally:distance>
      <openrally:cap>315</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.427680" lon="-73.902081">
    <name>Rally_de_los_Cerros_-_Etapa_1_102</name>
    <extensions>
      <openrally:distance>65.04</openrally:distance>
      <openrally:cap>304</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.442558" lon="-73.899082">
    <name>Rally_de_los_Cerros_-_Etapa_1_103</name>
    <extensions>
      <openrally:distance>67.35</openrally:distance>
      <openrally:cap>350</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.469394" lon="-73.901765">
    <ele>4536</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_104</name>
    <extensions>
      <openrally:distance>71.04</openrally:distance>
      <openrally:cap>239</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.468588" lon="-73.906012">
    <name>Rally_de_los_Cerros_-_Etapa_1_105</name>
    <extensions>
      <openrally:distance>71.79</openrally:distance>
      <openrally:cap>271</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
      <openrally:danger>2</openrally:danger>
    </extensions>
  </wpt>
  <wpt lat="5.467509" lon="-73.910587">
    <name>Rally_de_los_Cerros_-_Etapa_1_106</name>
    <extensions>
      <openrally:distance>72.34</openrally:distance>
      <openrally:cap>8</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.482685" lon="-73.922195">
    <name>Rally_de_los_Cerros_-_Etapa_1_107</name>
    <extensions>
      <openrally:distance>75.64</openrally:distance>
      <openrally:cap>265</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.487112" lon="-73.928906">
    <name>Rally_de_los_Cerros_-_Etapa_1_108</name>
    <extensions>
      <openrally:distance>78.06</openrally:distance>
      <openrally:cap>47</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.492847" lon="-73.935526">
    <name>Rally_de_los_Cerros_-_Etapa_1_109</name>
    <extensions>
      <openrally:distance>80.34</openrally:distance>
      <openrally:cap>24</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.510414" lon="-73.942296">
    <name>Rally_de_los_Cerros_-_Etapa_1_110</name>
    <extensions>
      <openrally:distance>83.05</openrally:distance>
      <openrally:cap>48</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
      <openrally:fuel/>
      <openrally:speed>30</openrally:speed>
      <openrally:dz open="1000" clear="90"/>
    </extensions>
  </wpt>
  <wpt lat="5.511322" lon="-73.941744">
    <name>Rally_de_los_Cerros_-_Etapa_1_111</name>
    <extensions>
      <openrally:distance>83.16</openrally:distance>
      <openrally:cap>27</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
      <openrally:speed>30</openrally:speed>
    </extensions>
  </wpt>
  <wpt lat="5.511959" lon="-73.941606">
    <name>Rally_de_los_Cerros_-_Etapa_1_112</name>
    <extensions>
      <openrally:distance>83.24</openrally:distance>
      <openrally:cap>308</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
      <openrally:speed>30</openrally:speed>
    </extensions>
  </wpt>
  <wpt lat="5.514441" lon="-73.944450">
    <ele>3271</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_113</name>
    <extensions>
      <openrally:distance>83.68</openrally:distance>
      <openrally:cap>76</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
      <openrally:speed>30</openrally:speed>
    </extensions>
  </wpt>
  <wpt lat="5.515407" lon="-73.943709">
    <name>Rally_de_los_Cerros_-_Etapa_1_114</name>
    <extensions>
      <openrally:distance>83.85</openrally:distance>
      <openrally:cap>15</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
      <openrally:fz clear="90"/>
    </extensions>
  </wpt>
  <wpt lat="5.526093" lon="-73.949609">
    <ele>3306</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_115</name>
    <extensions>
      <openrally:distance>85.32</openrally:distance>
      <openrally:cap>333</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.540551" lon="-73.955685">
    <name>Rally_de_los_Cerros_-_Etapa_1_116</name>
    <extensions>
      <openrally:distance>87.20</openrally:distance>
      <openrally:cap>359</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.542666" lon="-73.954094">
    <name>Rally_de_los_Cerros_-_Etapa_1_117</name>
    <extensions>
      <openrally:distance>87.51</openrally:distance>
      <openrally:cap>277</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMcAAACHCAYAAACiXU2qAAANgElEQVR4Xu2dC3AV1RnH/5tEIJfwtIKtgGChgkR5SNFEqjKOgpBoGQcfldYHMi3V+mAYrRpFRcXRwQfSjlOQUoujVDsWyTio7WBFE4QiEoURRdFGqgxIAiSEAJfTOZd7M/dedpPde8/unnvuf2cYwXvOd77z/77f7Ldnz+5a4EEFqICtAhZ1oQJUwF4BwsHMoAIOChAOpgYVIBzMASrgTQGeObzpxdZ5pADhyKNgc6reFCAc3vRi6zxSgHDkUbA5VW8KEA5verF1HilAOMIN9kAAMwC8CeDdcF3h6OkKEI5wc+LXAJ6Lu7AHwFtxUOR//xeuaxydcISbAxMBXBL/MzzNlXVJoLwXrpv5OTrh0CfuP0kCZQKATkmu7U4CRZZgO/Vx21xPCIeesS0CsAZAK4B+AH6c5mZtUgkm/87DBwUIhw+iKjD5cwCvJdnZAeBzAF0AjAEg4Ukc8iySfK2yS8H4NAGAcOiZBk8DuM3GtRUArgQgy67EtYosx+TRDKBEz+nkpleEQ8+4fQXgVBvXbgCwNO3/ywt5Cco4AFfoOZ3c9Ipw6Bc3ee9ju4NbgwBIcHgEoADhCEBkj0PcDuApmz6bAIz0aIvNs1CAcGQhnk9d/wHgchvbzwCQ4PAISAHCEZDQHoYRDm3HA3jHgx02zVIBwpGlgIq7py/hJszvBdBT8Vg014EChEOvFGlvCVeCwyNABQhHgGK7GMrLEq4Lc2ySjQKEIxv11PblEq5aPbO2RjiyllCZAS7hKpNSjSHCoUZHFVa4hKtCRYU2CIdCMbM0xSXcLAVU3Z1wqFY0M3tcws1MN197EQ5f5XVtnEu4rqUKriHhCE7r9kbiEq4ecUjxgnCEHxQu4YYfA1sPCEf4geESbvgxIByaxsBpCfdBAA9o6nNeuMUzR/hhdlrCHQXgo/Ddy18PCEe4secSbrj6tzs64Qg3OE5LuH8BcH24rnF0whFuDnAJN1z9eebQVH/5PPhGB996AWjU1O+8cYtnjvBCzSXc8LR3NTLhcCWTL43k8+AX2FjmEq4vcns3Sji8a6aih3wevMHBEJdwVSiswAbhUCBiBia4hJuBaEF3IRxBK35sPPlKz+tshuYSbjjxsB2VcIQTDC7hhqO7p1EJhye5lDTO9SXcc+MqrFWihsZGCEfwwcn1JdzEXjDjc8f4CQaf+84jTqgRvVdP7rP6UMOus3J4CZdw6JRUue7L5LXiPghMO7y/oe9bl/TukeNLuIQj1xNSB/8nfyB+Zh3FQggMkP58+86rJ2y4Z2rXdN+KIiXRS/+5v3RlufWpDn534APhyIEgae3ipBrxiwILT0AgknB040PTIjtWvZj8ldjYT6dMvPbQqPuXfVPQigmvj7e2aT0xgHBoHiBt3Zu6WpQc7IKbBXAzBLolO/qvKQO6t+ysL0h3fsTdiw70r7zpEICPq8ut87Wd3DHHCIfmAdLSvctqxOCjFu6ChTE4CvnihLZj79YNhWtuGJMCS+LHc59a1VQQKYklXWPd+/O2/OGu1VpO8JhTiU87G7+YY/wEg0qySTViYoGFm+NfdB0EgZQL783P3FG8ffnTnYPyJ4BxjM8d4yfod5IklVETk8YaDoETEv+uX7m4U93jMyMiesRvd4K0b3zuGD9BP7OlrYwCBqeMI4592PJQU4O1+clbi3esWtZ2EV4UKRFHDjSZoLsJc2g3PYyfoF9wpJVRqcMIjJTXGJsevjGy74u6Qr98CNmu8blj/ARVJ5BDGZUyTP3ri8duWTC7+HDzXpP1NXlusXgaP0GVcDiWUfFBWht3FdXNmzF457srTnY7rlVYiK79hkSLIscWssThw617t31U57Z/gO0SGw4TQxqfO8ZPUFXytFtGAdiz6b2SukemD22q/6zE65jyOuSnT6xsPnHUhfKKXfd7HbzP4TXAprZ3U0Ztf+nJk7cumjP4SEtTkVcdTrn46kM73n65kwRk9KOvftnnnAn11WWW/Oa4rgfh0DUyQfqlqowq6tpdHGneZ3uWrqgRjRvnXBORgBR2iURHP7y8bv3sytFBztPjWITDo2DGNVdVRnU77czoyPv+fMDp7nhlrfheADvWz67su/P96r4SkOjBA/LMsUZTUQmHpoHx3S2VZZTcUDh81rMtnUp6iepyS75x5LijolZ8AKBF/rB+duUwCQiA/QAmawoI4fA9CzUcQGUZNfzW+S3xzYSxmbYDh3x/VduRA4AQDg1z11eXKteKK4TALU6DuF2NivQb0nT23JdEj9PPjibbcgtHDKQy6xsA0zQ9gyQ2Hpb5GhANjOf9Uq4so1q64C4A45zi4XY1qu/5l3131t2Lt3XucVJpui2PcMhrjr9qDIgGqeu/C3kNR7yMmgvA9qad25t6hcVdjwyd8dC2QdfM+i4WsvjeqizOHImlXALiPwOOI+QtHG7KqA1VV5a27v62S3vxkWXUyKoln/YeMa6prV0SHJaFqFyNqi6z7F6qgIpakXLNES+rku9zJAC5BsDLIeZK3g2dd3C4KaO2LprT7/MlD6XutLVJjbYyqudJqXvR43BYBWgRAv+Vq1HVZdaFdtnlAg7Z7WqCETybeQWHmzJqY9VVQ3dvWP2D9kJxXBmV3ljCUYA9OIodsBC7MM8SjuAzgyPmz8ZDX8uopESyBJqFhf5yu1XKNUd2Zw6maggKGH/mUFlG9bv0l98Mu3X+V53Ty6h44CzgC0vgsaMWFh23WkU4Qkjv7IY0Gg6VZVTprGc/7V9xw24nuS0Lb3ZpwcJXxltNFbXiuBcksKzKLlHD6G0sHCrLqLFPrPikZOCwg3YBkmVUFFj4Rrm1KvE74QgjldWPaRwcqsuokfe/4PiStUQZ9Xp56ovYCIf6RA3DolFwBFlGQeDvxa1YKsuo9MARjjBSWf2YxsARZBmFAjy28lzrPadwEA71iRqGxZyHI+gyKlqIqjfGWse2iTgchCOMVFY/Zk7DMel9MbKgILZp0HFvlNubeh2tRskyqrrcWugmBITDjUr6t8klOOT7n9q2gU+uFddZwPVOEsst5m73RnW0GtVRGcVrDv0TPRMPcwmOOwH0mbpaPHCwGHOFzc7XhABu90bJm3odrUa5KaMIRyapp3+fXIFDvtVDPgDUt/SOBR8OvPJ3++yklVvMwyijCIf+iZ6Jh7kCh7yueExOUL6A4Lw/1fyn+5ARseeuE8fONSt61j0+c6ibLeaqyyjCkUnq6d8nF+CQbyuXZ40+CTl7DhvTOG7J+o8S/9781G0Dt/9tQcr3MOyk96uMIhz6J3omHuYCHL8HMC99cv0rp9cP/e28r9fdfmnp3q0bbN/skegjt5irXI3qSGiuVnWkUG78rjsc8mMv9QBOspOzx+mjG/du/bBdMOSTen6XUTxz5Eaye/VSdzjuBvCo06TkGaGwcyR6qHGX7ReTgiqjCIfXtMuN9jrDIZ/dltcaJ7YnZbfThu/b/+Xm7sltgi6jCEduJLtXL3WG4x4Aj7iZUM8zxjY0blnXS7aVpdbYp1d94vhAkkCz15t6bnxIbsNrDq+K6dleVziK42eN3m5l6zbojP0njrno+9JZC75y6iO3mGdyU8+tD4l2hMOrYnq21xWOewE87EWyoq7dD49bvHaD00NJXvZGeRnXri3hyFZBPfrrCEckftaIlUlejl6lZXvOW1ST8lWk2JN6AlVvnGe13RfxYjOTtoQjE9X066MjHFUA5FsIMzpOnTLz6zPv/OP2WGeBTcWtqLJ7ICkj4y47EQ6XQmneTDc4usbPGu3eu+hI0xH3Pv/JgIob568ss5Z21NaP3wmHH6oGb1M3OO4H8GC2MliFRQ0iemRE/AZituY897eD49/TzrT9WtMFyz7+MH0AzT975lmPXO2gExzyQ5PyvkYPBWI2A3gXwCQFtjybsIPDixHC4UUt/9rqBMccAA9kMNXP5RdY0/58loEdZV0qasTzsHBaRgYFvqwut6Zn1JedlCqgCxzyI9zyrJFypzttpg02EMiVqePe/qFUoQyMVdSK3wC4KoOussvy6jLruQz7sptCBXSBQ54x5JkjcWyJgyCTP3FWcLy5p1APJaYuXyf6R6N4IRNjhYX41YqxltxsySNkBXSA40cAZqedFVpD1iXr4StqxbUAbvJoaHF1mfWixz5s7pMCOsDh09TCN1tRI26BhStceeLh7Sau7LFR1goQjqwlbN9AxQdiCo7GziDyzr/dcQAFWFx9jvWaz67QvEcFCIdHwTJpPrVGFB+wcLEFnGUBP5Q2BPCtAOoiAm+/Um6lPA+fyRjso14BwqFeU1o0RAHCYUggOQ31ChAO9ZrSoiEKEA5DAslpqFeAcKjXlBYNUYBwGBJITkO9AoRDvaa0aIgChMOQQHIa6hUgHOo1pUVDFCAchgSS01CvAOFQryktGqIA4TAkkJyGegUIh3pNadEQBQiHIYHkNNQrQDjUa0qLhihAOAwJJKehXgHCoV5TWjREAcJhSCA5DfUKEA71mtKiIQoQDkMCyWmoV4BwqNeUFg1RgHAYEkhOQ70ChEO9prRoiAKEw5BAchrqFSAc6jWlRUMUIByGBJLTUK8A4VCvKS0aogDhMCSQnIZ6BQiHek1p0RAFCIchgeQ01Cvwf3Mr1MQPnQHwAAAAAElFTkSuQmCC]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.554043" lon="-73.994140">
    <name>Rally_de_los_Cerros_-_Etapa_1_118</name>
    <extensions>
      <openrally:distance>97.51</openrally:distance>
      <openrally:cap>297</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
      <openrally:speed>50</openrally:speed>
      <openrally:dz open="1000" clear="90"/>
    </extensions>
  </wpt>
  <wpt lat="5.550130" lon="-74.000376">
    <name>Rally_de_los_Cerros_-_Etapa_1_119</name>
    <extensions>
      <openrally:distance>100.20</openrally:distance>
      <openrally:cap>310</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
      <openrally:speed>30</openrally:speed>
      <openrally:dz open="1000" clear="90"/>
    </extensions>
  </wpt>
  <wpt lat="5.549589" lon="-74.001570">
    <name>Rally_de_los_Cerros_-_Etapa_1_120</name>
    <extensions>
      <openrally:distance>100.40</openrally:distance>
      <openrally:cap>243</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
      <openrally:speed>30</openrally:speed>
    </extensions>
  </wpt>
  <wpt lat="5.549460" lon="-74.003808">
    <name>Rally_de_los_Cerros_-_Etapa_1_121</name>
    <extensions>
      <openrally:distance>100.86</openrally:distance>
      <openrally:cap>234</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
      <openrally:speed>30</openrally:speed>
    </extensions>
  </wpt>
  <wpt lat="5.549138" lon="-74.004664">
    <name>Rally_de_los_Cerros_-_Etapa_1_122</name>
    <extensions>
      <openrally:distance>100.99</openrally:distance>
      <openrally:cap>191</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
      <openrally:speed>30</openrally:speed>
    </extensions>
  </wpt>
  <wpt lat="5.547580" lon="-74.004919">
    <ele>1896</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_123</name>
    <extensions>
      <openrally:distance>101.16</openrally:distance>
      <openrally:cap>188</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
      <openrally:fz clear="90"/>
    </extensions>
  </wpt>
  <wpt lat="5.537160" lon="-74.007482">
    <ele>2154</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_124</name>
    <extensions>
      <openrally:distance>103.69</openrally:distance>
      <openrally:cap>185</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMcAAACHCAYAAACiXU2qAAAX3klEQVR4Xu1dC3RU1bn+TmbCZBIIKojKo9qKb4oo5ZEAgopUMPhoa31RtK1i71WootdrpUURKr1QKGKxXT4qolYUqSKR3spLQRIkgLxEqCAvwWIDioSQmZA5Xd9hn2QymUnmnDNzZsL8ey0WWXP263z7//b/2PvsrUGSICAIREVAE1wEAUEgOgJCDpEMQSAGAkIOEQ1BQMghMiAIWENANIc1vCR3BiEg5MigwZZXtYaAkMMaXpI7gxAQcmTQYMurWkNAyGENL8mdQQgIOTJosOVVrSEg5LCGl+TOIASEHBk02PKq1hAQcljDS3JnEAJCjgwabHlVawgIOazhJbkzCAEhR/MZ7O4A1jSf7jb/ngo5mscYFgD4CYD/bh7dPTF6KeRoHuO4CkBHAO2bR3dPjF4KOdJ/HCcB+B/VzasALEr/Lp8YPRRypPc4DgHwTlgXnwZwT3p3+cTpnZAjfccyF8B6AJ3DurgPQIf07fKJ1TMhR/qO57MA7ozSPTGtXBozIYdLQFts5jYAL8coMwPAvRbrk+w2EBBy2AAtyUVoNtGcahOjnb0qcpXkbkj1Qo70k4E3APywiW4NBLA4/bp+YvVIyJFe40lz6ak4uvRHACPjyCdZHCAg5HAAXoKLdlHmVFYc9YppFQdITrMIOZwimLjyNJOusFDdlQCWWMgvWS0iIOSwCFiSsv8GwOMW66b5NcpiGcluAQEhhwWwkpS1H4BlNur+HEAnG+WkSJwICDniBCqJ2dYCuMRm/TTDltosK8WaQEDIkRgR4aLdKzaqmgrgfhvlzCJiWjkAr6miQo6mEGr8ORfqpgC4HcAwiwS5FsA8Z81jD4BvOaxDisdAQMhhXzRuBsCZ/wwAxwCMjnONgi3mq7DtWfabry15OYD3ElCPVBGBgJDDuki0VqT4mSq6QBFjq4WqzuWMf0b/G37syWt9deUXO3KP/muXv+rLz/16zTGrYzIdwC8ttC1Z40TA6kDEWe0Jm+1GRQx+lacrUkyz+7ZFJfq90OpvFdnyp4c77Vvyt9NatGp9LBSsygI0BL4ubxH8ar9PD4WijdduAGfa7YOUi42AkCM+6WipSHGXyv4PRYzN8RWPnquoRJ8GDReHP115z+Vdyte+1zayxEWjpmxp02PgoYqdm/1Hdm71H9m7zX9wY8nByr2f+QGMENPKyUhELyvkaBrTHyhimLPzrwH8tuliTecoKtVfBXB6eM7ld3Tvdmjr2pMiS/eY9Na60/pd93X476EQ7l/QR1vXdEuSww4CQo7YqHFGpsP9C5WFx+LQ+f4nADrBjlNRqd5gjaK4QBsQreKr/v7lB76TTqXjX5uydNz1dqG2zXFHpIKoCAg5ogvGdYoY31GPPwDQNywr1yZs+xqs59oSvXNIA7/2q02Br//tXTi4XXg7tc+KSvUGEaniAi0hJBVuREdAyFEflxaKFOYhBpzZGaIlEfqHZaV5w1XtnXYFa8gKvVtWFv4QXn7/8nknlT10fbfIOlufd+nX/WauiTSf9hcXaAwnu5VOUSFot9prrJ0ggH8BCCWzM0KOOnSLFDHOUT89AmCi+pvrERROhnHNxJnc9sw9tFS/Qz++eFibdrw69fSPpz9wfuSAt710QHnvGUs31ftdx/riQu2+ZApHWN052dnZv/P5fD1UlM6lZhs2U1NTg+rq6m+ysrIeCgaD9TFJcK+EHIBHkcLc4cpNgNQWkUdvUhDrzfRq64ct8ypaGHfT1FFn7ZzzVIOFwbNuHLmzy+jp9bWUjrnFhRo/ekp68nq9g3Jyct7y+Xz0w1KWdF1HIBCA1+vVq6qq3gwEAncDKE9Wh4Qcx5FliPYZANw6PqERsKktEmJeWQ3jfvuW0TQjapMGvDi/QJuZLMEIq7eN3+9/1u/33+BCW402Qa3Bfy1atEAoFKqorKwcHwwGOUFUJqNvQo46VHsC4LGbjaWEmVfNJIzradGixfU5OTlPe73edskQQCt1BoNBeDwe4x9TdXX1tsrKyvtqamrCD76zUmWjeYUc1qFMiHnVTMK47fx+/5M5OTk3app2XCJTlEKhEMkAn89X2wNd10OBQGBlZWXlTQD4fUtCk5DDHpyOzKtoYdyKnZ/kvHfLhb2jdSdVYVyfzzfE5/M97/V66y1U2oPMfilN03D06FFkZ2fXag2zNvohFRUVs6urq7lL4LD9VhqWFHLYQ9ORedVMwrh+v98/U2mNlMqJilAhJyenwWiRONXV1dWBQGBMIBDggXcJ8z9S+tL25DJtStk2r6KFcbc+O7bjp38ZH34urvGiqQrjejyea/Py8mZ5vd7w8LXr4JsRKjrhWVmxD2ah/xEMBkcHAgHukq5JREeFHM5QtGVeNYMw7ik+n+/tvLy8Ps7gcV762LFjjEwZvgaJEivR/wgGg8uOHDlyB4BdzlvmfmhJThCwZV5FC+PG2nDI3bguh3GzPB7P8Ly8vOeys7M9jQmkE+DiKcu26YR7vd5GtYZZV01NzbGjR4/+NRgM1ltcjaetaHmEHHaRqyt3PYA3I6ppdO9VtDDukhvP/V7l559ya3y9lILduGfm5uY+k5OTM8g5NM5qCF/XiFYTycN/JM+pp56Kiy66CLt27TpYVlYW65xhSx0ScliCK2bmtwBws6KZGt175TSMG/LglgU9tXqLgol5DXizs7OH5ebm/t7j8SREwJz0i6vhjFBF+hokDX9r06YNunfvjsGDB6NLly7o0KEDJk6ceHD69OkJ6buQw8no1ZXl9xfc3hHuvHIvVoMjd9I8jNsmNzf3JZ/PN5hRoFQlFYEyVsPNdQ1TS7Rs2dLQELfeeiuuueYagyDh6YEHHjg4depUIUeqBi9Gu3GZV07DuBqwfX6BFu1SG8dweDyen+Xm5k5NlwgVQ7f5+fmGRjj//PPRs2dPXHHFFTj77LNj+iBCDsdikLQKIs0rNkTtUbvdPJ3DuO3bt1/fqVOnrqnUGtQQ5eXlaNu2LQYNGoRu3boZxCAhwlfHY42gkCNpsu244ibNK6dh3GRuOLz77rsPPvbYYyc7RsFBBSTH7Nmz0adPH3Tt2tUghBWyCjkcgO9C0Wjm1TgAj7Ftp2FchDCjuI/GC24SnkaPHn1gypQp/KgpZYlrGi+88AL69++Pzp0brIkaax7cSnLo0CF88sknRj+vvJIHzh9PQo6UDV3cDcc0r9I5jJvO5KisrMTmzZsNQqxevRqlpaXYvXs3Bg4ciJdfrrs+UcgRt4ymLGNM8yqNw7hIZ3KMGzcOb7/9Nvbv329oDiZqEUashBwpk3PbDTcwr/ynn/nUlW/u/G54jem0G9ckB4Xv3XffRVVVVb2X5/6m3r17o1WrVsZzrl6Hp7y8PMPEOXjwoDGzMxQbnk4++WQj2rRlyxZDC0Suvnfs2NGof+bMmQ3MKpb76KOP6kWpWH7IkCFCDtsimtqCDcyrwj8vX33KxX0rzG5ZOVQhmWFc9sckBwV38uTJGDp0aK0AUxB37NhhOMkkwdy5c9G3b91BKZzF16xZgxEjRmDt2rXYunWrEWUyE/dILV68GNQALMsPltq1q/t+ih8yLVu2DJMmTcLrr78u5Eit3LrSegPzqmWncysGvL51tdl6Ou3GNcmxceNGzJkzB48/Xv+yqRUrVhjfcHN1etu2bbjzzrrlFpLjpZdeMgizYcMGQ7vQHwgnx4QJE4wyJElhYSHOOcc8ywJGvWPHjsWYMWOMtiMdctEcrsir6400MK/CD0ywcqhCMsO44Zpj06ZNxuwt5HBdVjKywZjmlZXduMkM4wo5Gspl6jbQZBZHYppXS358Xo/KPf/Mi4QjBbtxa30O0RzHR0PI4R5JG5hXnYf/qmLbrIkNtqmzS9HOxk3iblwDhXCfg+HRhx9+2AiXMtEh5/oCt4fzH/2KYcOG1TrszPfGG28YWz7WrVtn5OnXr1/tczrk06ZNwz333GNEurgt5Mwz625OoM8xdepUw+8Qn8M9oUyLlrjhcNXIyxdGu14gWgeLSvR9yMIu6AiYz5N9Nq5Jjr179+LRRx9F69b1v5ClgN90003GTtgpU6YYTreZSB4+f+SRR4yFOhIl/Jtvkoeh3fHjx2PevHlGZIsEMhOfsT465K+88ooth/zw4cMYOXLkgRdffLHBFQ52hEA0hx3UbJQZulLvG/iqfMry2y/pfvTLzxs95uaUi/seK/zT8gpNQ1AHeIp6MNlh3HDNwb9NYQ7f18S/zTOjoj1nFMv89oLCHrmOYT6PVpZtsm6WibZ9JFq0KhQK6f369QuOGzfu60WLFu1ZsmTJh2VlZQsPHDjg9K5FMatsyLjtImo37uPlZYtPXjlqYFRTyqy8w9W3BS8Z+/LxUzQ047iZ7XDhbNx0XiE3yUGChkKhYzU1NftCodDm/Pz8srZt267atm3bx1VVVfuAOk1re7BUQdEcThGMs3zRSv0ZhMBr07Bpyr3+nXNn1J1OFlFH5zvGVJ0/YkLd8nQWdmo6nkz28Z/pSg5qocsuu0xft25deSgUKqupqVkIYGV1dTUPUvgKQP2l/DjHpKlsQo6mEErQ86IS/UMAvCgT1Ye/0pYNv7jV0f17op410/2JOUfOGPCjur0ZGg4hhAeTtRvXfMVRo0aVT548OeW7cmfNmmUsJubn5x9bunTpN/Pnz9+4YMGC+UeOHPl/KDMzQcPSaDVCDjdQBnDNSn2fFkLtKeXlqxd7Y5lXBU8tqmjT/cq6W5w0VIdCGJTsK8569eo1a9CgQS3NCJVL0NRrhj7HunXr/G3btq3Yvn17yZYtW0oOHDjAvenfuN0fIYdLiA8t1ct13bjuoDa9P7xbq8Pb1nu0LA80j1cPVQeM8Sgq0evd/Wc4yF5ckKRDFcK7RK2RDjKRzSAEgEOJOqDNzjCnAxB2+t3syhSV6nugo54jXlyoNbgYMxY5igu1lH6h1+wAT0CHhRwJADGeKqyQo2DG0oo2lwyoNat0DYfeKdAaXGoTT7uSxz4CQg772FkqWVSqr4eOb4UXiqU5vLkt9R6T5x+pJYiG3cUFWr37yi01LpltISDksAWb9ULqC8ALoYOXchopFjn4LIIgG4sLtcustyolnCAg5HCCnoWyihynhGuPWOTocNXNwb0LZ7cgQS594o3P2vX6/p5kbx2x8CoZk1XI4dJQh307XkuQxhzyjx69JZcE8eTk1lw64bUNZQ8OvdSlrkozCgEhh0uiEHGwAkOmpxcXaFHv2Ssq1b/UgL2rHhzafv+K4tNIkJqqSl7rvNyl7kozaRLTzoiBsHLqSPg1Z2UPDr2ABFFXel0jBHFPXERzuIS1XXKwe0IQlwYpohkhh0u4OyGHEdkq0Hhb6jDRIC4NmJhV7gGdAHLQ53hJCOLemInmcAnrBJGDvRWCuDRmQg6XgE4gOcIJcguA2S69QsY1I+RwacgTTA72+mYhRnIHT8iRXHxra08COSJ7fjqAmwDUndFZlyP8juI1AOYA+MylV3fSjPlOvPJ5BQBevbDXSYVWygo5rKDlIK8L5DgbwHgANLUaS/MB8JzP2iNJHbxWsovyy0n2laR/Vf29JdmNmvULOVxC2gVy8KYXChLJsQPA+wD2RHm9rQDec3MGdgCxkMMBeM2mqMvkIDF+z/XDKADxHKwj/JQdQAcADBFz39ap/OAQAMnDAww2hJ3kwUmU5OsPgFco5APYD+ADACUADgLgKv4VAC4E8BGAperwA9bLq5cuUncj8nfm51eRXVUZ1s3+bFLleBwRTcFY5OBHYjQfaW61B8Bv8Xn1NEnPPvELQsdJNIdjCOOrwGVyUGD/CGBtRO8ocOVKOLm/6y4APwVwBgAeSUpyHACwDMB0ZeezCgrhCPU/ScBt9yQY/ZanALwG4NsAHgYwRAUKpqjrpyng/H0ogNcBmL8PBvALdaEov3Jk21+q7TF/5ukiMcjxqQpG3Kuek6hM7A+f8b3pUx0/2shBEnI4AM9KUZfJweNqaFpFzqAkx/MA/grg+wAeVZrgH2rG5QxO4eZRh38A8DQAHiH0IADeN0B5WQVgN4CeAC4AwLL0dXjnCO8+vAHAi+q37UqT0Nz7oVqjYV7O9L9SvgQJwdmexx9SG/BTYhLzSQAkcKTPQWL+WrWzXmkLnnBIDdgRwEwAv01EwEHIYUXCHeR1mRyN9XQMgCeUxviNMq0Wq9n2CwCcxSm8HysTq0Bd9tkPwFylKRgxIokGKO3AtRbeRRYvOXoAYNu83YZknabI8ZDymdgf1kXTLZIcJH5vVZbOOQnSDcD9APhBGE+0Zxmado6SkMMRfPEXdpkcNC/eVdojspPc9s7Zn34Ab7jlbM3TTijwnMW5h4vCSY1AO364EmSe+kyhm6ROBqF5xS33JAWFmN+4RyMHfQ3+Hq45+DdJSi1BE45mIGWRZOsFgEI/Vgl+JDnoE7FdEoSfDrNf31FajH1KWDROyBG/fDvK6TI56PT+n7LbI/vN0wHplFNDXKc0CB1y82QUCjtPEqRJNQvArcqM4ZrDI6reaFjQUTfJwXI0n+hYh//OrS8TFOFoVlFD0Tc4fgMmkAsYZ3uRoNQsJE0kOUjk2wH8QGk9mmP0o+ikM8BAcrAfXM9xlIQcjuCLv7DL5GC0iQLChbNYiYLJWZezLx1y2uskSXcVuXpH1UHTh4LKO8oo2DTJKMwsx9mbt2LyNEfWx3zUCvRpSA5qAGoCaqirw3wOrluQaBRsOvMUaPpDJChlkkEBRst4flUkOdgfapVLAPxdtUVnnIQh2YUc8YtleuR0mRycNV8AsDHK23OmpglFE4Zn91Ko/6YcW5pGtN15lwijRRRqHq5Gx51hXIZKGQ3iCYQ/UQ41HXFGoGiuMT9/L1XEImkYDbsPME5eoeYgaUgYEokBAP72O0W429QzRtlIGkawIslxrTLJqGEmApgMgD4MCcN3WqDKsG1HSTSHI/jiL+wyOXh0JgnAE9ojE6NYz6lwLAX0e2qGpwPLmZyCSxueUR8KMuuio/xfqiKW58zOFflOKtJEUtCPIYl+qUylzQD+DeA8lZfrGiY5TC1DDcI81DA8p4trJG0AMJRLoacmiSQHScpoFdc36IyzHRKP5htNK67xsD8ksqMk5HAEX/yFXSBHvNtHKEycZRcpDUGfgiYKw7eUB/oj1AKMINF3odBS8KgBaDKREExctOMi4wwANMFIREaL/leFVRkCpi/AuugoFyofhoQzQ8F3A+B6BwnBRF+Dh0X/RZGNJCU5uMnS3D7CfDShfqRIQaKRJDStuKjIfpD0DCc7SkIOR/DFX9gFcnCWZWSo3sFxUXpITcAwLQWRQkm/g/4G/Q4KGmdyOtL8Z96XzlmfpOC6Bp1eCj7XULiOQRPLPNuXDjV9AmoAmj1mXewby9PRJzlZL9crKPxcJCR5aELxfg22y20vDByEvxMJxbL8nVqDGon9ZmIZ/s562FeutPM3R0nI4Qi++Au7QI74O9MwJ0lBgTc1B53saInPmY8CSF+k7pqE+rkp+KyTz2PVZZYw66RDzjrDdxA39k52y8WNk5AjbqicZUxzcjh7uRO0tJDDpYEVcrgEdAKbEXIkEMzGqhJyuAR0ApsRciQQTCGHS2C61IyQwyWgRXO4BHQCmxFyJBBM0RwugelSM0IOl4AWzeES0AlsRsiRQDBFc7gEpkvNCDlcAlo0h0tAJ7AZIUcCwRTN4RKYLjUj5HAJ6Gia4/1h3416W1P/lzdGHozAU9b5jbQkFxEQcrgEdjRyWGlayGEFrcTkFXIkBscmaykq0Z+HZuxCtZ50fFZcqP3cekEp4QQBIYcT9CyULSrVeUYTP+6xk14rLtD4AZAkFxEQcrgE9nWr9E41NcaBBZaTx4Ph83pq0Y72tFyXFIgfASFH/Fg5zllUqvMbaR6OZiU9V1ygvWKlgORNDAJCjsTgGHctRSX6vdCMz02bTjrmFhdqPNBAUgoQEHKkAPSiD/UbEDI0CD8rjZYqkYXnintpb6age9KkQkDIkSJRuLFE91dquEoDumrHv9/m96Ff6MCGXB0L5xRq5kFnKeqhNCvkEBkQBGIgIOQQ0RAEhBwiA4KANQREc1jDS3JnEAJCjgwabHlVawgIOazhJbkzCAEhRwYNtryqNQSEHNbwktwZhICQI4MGW17VGgJCDmt4Se4MQkDIkUGDLa9qDQEhhzW8JHcGIfAf79DmD5DW65AAAAAASUVORK5CYII=]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.531232" lon="-74.011213">
    <name>Rally_de_los_Cerros_-_Etapa_1_125</name>
    <extensions>
      <openrally:distance>104.71</openrally:distance>
      <openrally:cap>188</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.526771" lon="-74.007388">
    <name>Rally_de_los_Cerros_-_Etapa_1_126</name>
    <extensions>
      <openrally:distance>105.63</openrally:distance>
      <openrally:cap>242</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.522974" lon="-74.008943">
    <name>Rally_de_los_Cerros_-_Etapa_1_127</name>
    <extensions>
      <openrally:distance>106.18</openrally:distance>
      <openrally:cap>164</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.507432" lon="-74.011312">
    <ele>1911</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_128</name>
    <extensions>
      <openrally:distance>109.88</openrally:distance>
      <openrally:cap>85</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMcAAACHCAYAAACiXU2qAAAOKUlEQVR4Xu2de3AV1R3HvycJ5MENCUbkXQ2k9mFFpSIkTBHaKqPGqiO2MDpap7S0M5UWpVItU9tpO9WhY3GmnXF4DBTLFAY6vq7OMP5BHSvUB0rFBw95mJiBUJHEXJJAkrud32Vv2F3vzd29u2eTe+/3zDAhyTm/Pedzzid7dvfcswpMJEACKQkociEBEkhNgHJwZJBAGgKUg0ODBCgHxwAJeCPAM4c3XsxdQAQoRwF1NpvqjQDl8MaLuQuIAOUooM5mU70RoBzeeDF3ARGgHAXU2WyqNwKUwxsv5i4gApSjgDqbTfVGgHJ448XcBUSAchRQZ7Op3ghQDm+8mLuACFAO7539BbNIk/eiLJFLBCiHt96qAvAxgAiAIgCGt+LMnUsEKIf73hIx2iKRCEaNGoXm5mYpORZAq/sQzJlLBCiHu96SqdT7lZWVI9avX58o8eCDD+Lw4cPy3zoAh9yFYa5cIkA5MvfWRQAOAhi5bdu2/tzxeBwPPfQQDh1KeMEpVmaOOZeDcgzcZWUAukpLS7Fp06aUOZcuXZqcYlUCiOXcCGCF0xKgHOkHh0ylDlZVVQ1ft27dgEPo/vvvR1NT4uYVp1h5JBvlSN2ZEwG8C6DKOpUaqN8ffvhhHDhwQLKMAHA6Rd6rAezOo7GT902hHKm7OHGL1q0YyRDLli3D0aNHE9/OnTsXM2bMSPz/0UcflS+UI8d0ohz2DpMzRnN1dTXWrFkDpbzjSQoyf/58LFiwIBFd/k85cswMAN57P/fa6LbGco3xjkyltm7dmpUYyQOtWLEC+/btw8qVK1FbW0s53PbAEMtHOc51iNyVagcw3OtUKlV/ym3e5cuX48iRI1i7di0WLVrEM8cQG/huqkM5AHmO0VpVVYVMd6XcALXmsdzmpRxe4Q2B/IUuh0yl9paWlo5M9xzDbx9ZnqRPB/Cm33gsHx6BQpZD1kq1yK3XIKZS6bqsr68PcpvXfJJeDCCeRffeJjcKzH9cy5UFwGyKFKociUWElZWVSK6VygaelzKWKdZ4AMe8lDWfj0wzy5yxiJIUxvm1zWN8Zk9BoBDlkKnUe5FIJLJhw4ZQB4VlijUFQGLVosv0LIBJ5r8LXZSRmwtWYWSZvVOgLhdxCjpLockhA0tWCtoWEaYbAe3tMsbOJ+v3PT096Oo6P76ceU+ePGkrK9/LXazt27cnvgLIdoolT+DleUxSFvl6gxmvBsBoALLOa6CUzdmr4EQpJDkq0izrCKTTi4pkYe75ZP2+t7dXftFj+XCUPIEXQ2Qgp1pq4qVO1QBOOQqIJEl5nCLJz2UNGFMGAoUkRzoUhmHo/UCf+aRd1/KROQB2WBr3MgD5GZNPApQDyHU5bgXwNOXwaUKK4pQj9+X4DYBHLH37WwDyMyafBChH7suxCsDPKIdPE3jmSAkw16dV/wJwraVlcwHIz5h8EuCZw8WZ495778VAz0QyXdBrviCXD5BcbBkHVwHY43NcsDiXrCfGQMYzR1IOpwSrV6/G4sWLJcCAg0mzHM6D8w9eQGoTZG7L4byN+xGASwIaGwUfhnLkthzfB3BuI61zSZaZyK1dpgAIUI7cloN3qgKQIF0IypHbcjjvVMnS9mc0jpeCCk05clsO58V4LYBz258w+SZAOQDjxIkTA4JcsmQJNm/eDGe+jRs3QnYbyVT+oovkk7iBb83Di3Hfw3/gAJQjvNcIBL3w8OcA/mzp3r8BkAt0poAIUA7gyoBYZgoj2yF2Zsrk4ffO642lAOQCnSkgApQjIJAhh0n1GQ5ebwTcCZQjYKAhhXMuU+fDPw3gKYcGqCGElNu1t1iO8wQAuQZhCpAA5QgQZkihUk2puNhQA3zKoQGq5pDOu1ScUmkCTjk0gdUY1rlEnXepNMGmHJrAagrrPGvI3kGyCpebuGkATjk0QNUUUq41jgCQr8nEz4trgi1hKYdGuAGHdj7041kjYMDOcJRDM2Bn+BtfN2YXxzEKwMmzcby/vUF96qIKsm/pPY58vNZwAc5PlqEqh6xDGjLb9X9np1EXL068CLM/GXH7shOlEFGOnQQNI7GzYCRRSGE0DNTASLwo53wqQosBbHlhpvpdmo5MJQY3bvMz6l2WHWpyyGD6tbnJsq+9l+7YYUS6KiAbNvcnZaAubpiD1fxpkbIPcuPc74PbLlOhFPHEBgiyHWn6pHDIUFj8wkyVfOOsXGjLp/ycuxdyOuVycPvNNlTkGGZKsUIaVFYzfv23X2yRp74oiiPS5xis8hda/lLb/pIboS0g9MJ8uNTVMDDcZaFPi85g3nNz1V3mXlTWi28JIWKILNxdxCVQP9mGghw/NMWQDY8Taeyc249d/cdt+/00bIiUnQIj447niar2dJxSh//xeGlTdB3OfHLMPvU61xiKEXKnDqYc15tSzHK2efSM60/MWLX9/ZBZBHs4hWrEM+8E0r5/d/GRLatKj//7+WG9sfZ0/SHXGLLYkM8zgu2lDDPdEA9mHurLphQL0x161OUNn85a/aq89jiXUy0MyBukbElkiB3dV3zqvf8Ut77y3LCu1ib7uwsc2c19b/k5jUEYCWGeOcpNKX6ZqZ0j665on/3Unrcz5Qvr97GjH5Sdbj5om+q07dsd6Y21lSTr0NPRVtJx+L3+66Ci0vIR3SeairuODzj4UzahpKIy3tvZIXevRAqeLcLqaMdxwpLjJ6YYY920s2JC3elvbjv4hpu86fKcaftfSdveXbaL9s6WQ2Wdx47aBnnHob2Rnthn/YO8r7OjJNZ8wFbOTz28lC0fMyk+4Ya7z05Z+MCZ7fMucF6MewnFvAEQ0C3HTaYU13ipa2nNuO6py5/cJ2XOfnaq5LMDb9kH+fGPyrpbP7YN8tNN+yO9XbH+Qe7leIOdd8K8O8+OvfbWnnFz5svbn6CK0PX8TCWvJmMaRAK65PiaKcUd2bStpKKyt7ezIycHutf2lpSPMKb/KXq65qo5iXejJZJCLFqv5PVkTINIIGg5RppSPOCnTaqo2DDifUHXLesqldaM7S67cHy3NUDl5MtiJZHq8wNaXvA3/Vv91wcl5ZG6inG18fLxk23vHY82qM9Nl0oqIsb0lc9bBWmJNij5A8M0iASCHID3mWK4eRVwKE2u+tI028Vs2ZiJ3eVjLrYN8qpLr4oNr7rANsjHfOMW/xfBaR5KOuWYcN2Csy0vbR7eL8i0OZ0wsD/aoGaHAokHSUsgSDnkYvtHAOShXv8DvWzZj6yb2q6KSxI7+o2aOss2WEeMu6S7YuIU2yCvvrwhVlo92jbIsz12IOVcytG402h7+5GFFUlBvv6HbR+OnjmvJVqv5CU0TINIIEg5rM2QFaQiSkO2bZu9cc9rI794Re6+SN6DHMIoKUhxWUXftN9veeeNZTdPy5YdywVDQJccydrJOiCRJO0Dv3TNqP/rjt010+Z0BNPMQYjiQQ6l0Bc3cOTNX9w8qfXV6BgRpK+7U84crwxCzXlIk4BuOZKgJ1umXBe4oT/9sWf2jJkdwNzfzcF05HEpx007jTeVQixZhTeW3fwVEQSA/GGQW+EUREf/uIgZlhzJqhSbksjZZMBtOK9cseHdiTfd84mLNmjPogycNoAPrQdSRTgOA8etP+uLn18tqxTWyBkBgG1qGK1XtiXojbuMz73ckoJo71JXBwhbDmulbjRFsW5O1v/7y5Y+8UHtd5e0umpFukwG/mv9laEQK3IM8j4Z4I5B/uIs5XtJeOMuY0eqarmRQ8pF69XHAGTpOs8gvgZB9oUHU45kreV+fvIuV/9T78kLl+746n2PJxYfKmX//IIRRyzuGOQYhuMvXqNsf8mzx+K/ZAByyDXHUxTEf19kG2EoyJGse6VlynUpAFmg+Fi2DRvscgHJIc2gIIPUmUNJDiuC+QBki8tfDRIX34cNUA6rIHLXb7PvyjGAKwJDVQ5XlR/KmQKWQ5q6gGKE2+OUQxNvDXJoqinDpiNAOTSNDcqhCWyIYSmHJtiUQxPYEMNSDk2wKYcmsCGGpRyaYFMOTWBDDEs5NMGmHJrAhhiWcmiCTTk0gQ0xLOXQBJtyaAIbYljKoQk25dAENsSwlEMTbMqhCWyIYSmHJtiUQxPYEMNSDk2wKYcmsCGGpRyaYFMOTWBDDEs5NMGmHJrAhhiWcmiCTTk0gQ0xLOXQBJtyaAIbYljKoQk25dAENsSwlEMTbMqhCWyIYSmHJtiUQxPYEMNSDk2wKYcmsCGGpRyaYFMOTWBDDEs5NMGmHJrAhhiWcmiCTTk0gQ0xLOXQBJtyaAIbYljKoQk25dAENsSwlEMT7HRyvHzX5bY3Nl37971vpaoCX3umqWM8hKUcHmB5yZpODrcxKIdbUvryUQ5NbBt3GuugIG+08p4MHI42qB94L8gSQRKgHEHStMRq3GX8GMD3sgy/JVqvnsyyLIsFRIByBATSGeaW141JfX3YmE344mLc/ew1qjmbsiwTHAHKERzLz0Vq3GXcCWCRx0OsjdarTR7LMLsGApRDA1RryMadxk+hcLurwxj4Z7RB/cVVXmbSToByaEcMNL5m3IZ44gxSkeZwnSjC2ugM9XQI1eEhXBKgHC5B+c12x06jvFPhOgVMVcA4iWcAxwzgnQoDL21tULZXMvs9Hsv7J0A5/DNkhDwlQDnytGPZLP8EKId/hoyQpwQoR552LJvlnwDl8M+QEfKUAOXI045ls/wToBz+GTJCnhKgHHnasWyWfwKUwz9DRshTApQjTzuWzfJPgHL4Z8gIeUqAcuRpx7JZ/glQDv8MGSFPCVCOPO1YNss/AcrhnyEj5CkBypGnHctm+SdAOfwzZIQ8JUA58rRj2Sz/BCiHf4aMkKcE/g+QPXjEvW+7XwAAAABJRU5ErkJggg==]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.494206" lon="-74.004163">
    <ele>2002</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_129</name>
    <extensions>
      <openrally:distance>113.72</openrally:distance>
      <openrally:cap>51</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.491759" lon="-73.997203">
    <ele>2102</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_130</name>
    <extensions>
      <openrally:distance>115.02</openrally:distance>
      <openrally:cap>93</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.490678" lon="-73.995703">
    <ele>2108</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_131</name>
    <extensions>
      <openrally:distance>115.31</openrally:distance>
      <openrally:cap>168</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMcAAACHCAYAAACiXU2qAAAJ0UlEQVR4Xu2cV6gsTRWFv9+cAyoiKuacc8AARtQHxfiiiAFFRRAFs6AYUFB8UVFEBRVRzIIBM2bMqCBmzDnnLAtm+OuW3ae7Tu/uc2bXKrgPd071nlrfrjXdlfosXEzABAYJnGUuJmACwwRsDvcMExghYHO4a5iAzeE+YAJtBHznaOPl2h0RsDk6SralthGwOdp4uXZHBGyOjpJtqW0EbI42Xq7dEQGbo6NkW2obAZujjZdrd0TA5ugo2ZbaRsDmaOPl2h0RsDk6SralthGwOdp4uXZHBGyOjpJtqW0EbI42Xq7dEQGbo6NkW2obAZujjZdrd0TA5ugo2ZbaRsDmaOPl2h0RsDk6SralthGwOdp4uXZHBGyOjpJtqW0EbI42Xq7dEQGbo6NkW2obAZujjZdrd0TA5ugo2ZbaRsDmaOPl2h0RsDk6SralthGwOdp4uXZHBGyOjpJtqW0EbI42Xq7dEQGbo6NkW2obAZujjZdrd0TA5ugo2ZbaRsDmaOPl2h0R6NUcD2jI8d+ArwPfBv7TcF3mqhcE7gr8E/gw8OeMYns1x38XJPMawA+Bvy6IMefShwCvnlOxqPMh4E67/09p/BdwM+D7wG9nfs9FgB8AF63q/xG4QkOcmV93stVsjuPx/zlwNUCdYq2ytjn27f4TcBXgFxNCbgu8C7jYSL0/AA8G3rEWkK3j2hzLiN8F+MCyEKNXb2WOfQNuAXx2pDXnAn4GXGJCqx6vbrh7BF0Jy3ZhbY7lrPVo8vnlYf4vwtbm0B3kwgM6NL74HSCDzCmfAW41p+Jpr2NznJkhDb7Lcg7gPBNJfP9ucBqd663NofY/B3hGJeTOgDTW5R+A+AyZ5prAN6KBbB3P5jiT+KUGzKHkXxLQL+L5RxK0BsfaHJ8ApmbZ/g78etfGekB+2aLt5wTeANym0vNW4L7VZ7qj6O5RlusCvwSk++4DEwc/Ai6/dWeO/r41khrdxjXijc3kHMXj3MCXgOsMNOh9wN2CG1qbo5yJmvNVtcYhba8AHlEEk7nOV/z/jsAHqy+7N/D26rOHAq8qPtMUrwb5mtU72GJznJm6KR5PAF44kO01nrO3MIdmoD5W6SkZPBF4QfH3rwA3GNB/XuB7wGWKv+mu9MmDdcbutnjI7T9u249z59h/19C1h2oOaTrqDvNy4JEF5GcBzxyBLiPcuvib7rI3Pm6CTsN1U7+Up6GNa7TB5jib6lHm0I6Aso/cA3jPSEK0/lEvJh50/zroxi9wjc0xzxxzxi1lGur6Gr9oHHOQxeZoG3NoxkczMXU51McqzcRp8FyWfZ+40MAOgKn+ouldTVzsy7V3+9JsjgMicNw7x7t3U5e11JcBjwnWv8WAXNOw0rQv6twaXKtoe8w3R4wzJvUn1aBcmxOH1kiCUa0TbuqXYJ1vPfmoxzHH84Anj0xiaDFsaqNfq+raHIqvzYJj5dmA/u3LnEcibQm5dHHNm4H77/4/tPg31V++A1y5iHc/4C2twk9L/Smxp6Wd0e0Y68haSxgqmqLUI8JQeT3woOgGAq0r5PVMUq2x1nb1gYU6/QA8bafl0cBLG+8cnwNuWlyj9Y/XrMBmk5A2xzLM2rau1eLvLgszeHW0Oaaa+BdA44y9qWyOKWJJ/x7xCKQdqHc4YifrUnRbm0NaPlI02uZYmsEDvX6pOfRsfa2BmZ5IHFuZQyy0mv2pqvEec0Rm84BiLTHHvxu2by9BUptD2+Ife0RATTGX08xzNWpQrkF0fbJRO2t1PLgsU4/h9WyVZsPeuwTCSV47JfYk27bmd491HO1ULcstq9mX/d+0reJRazZwYEC+dOPhk3bt1VTtU4sNhmKh9ZufVnp0FFbnOFrMUa9zXA/42sqcVgtvcxydfJ2O0wJfXfQLeSVAnWGtsuY6x7eAqxYNH5txmzMdXOqv62uLf31GZi1e4XFtjulfRu1a1e7Vulwf+Gp4Rs4OuKY5Hg+8qGq7znjUb1ep91bdB3jbiGa9fOH3jXeaFfEtD21zTJtDB4zeOIBaHUfbL+Y+27dma01zqC11u++5e4FC2U6d0dBaxb4ctSv3o8Dti7q6O2kt5WCLzTFtDjHSyrRWwety1C7VpZ1ibXPogJa2d+zL84GnVI2uz3NogD60GKqjxJrBu1xxfT01vJTH5tfbHNPmUA0NzD89kB29jqZ+h1NUEtc2hw5t6fBWWer+MDSdq+0l2mZSFu0QeG3xgX5MdBJQ77g62GJzzDOHBpZKtM6S1+XpwHNX6AFrm2NoR+69gHdWWobOkGsyQjNZuptquvZ11TWasCjPrK+AZ/2QNsc8c6iWHjm096guY0dHl2ZvbXOofZpmLc/Ev2RgLUVvUBx6N5deaCdz1C9fUNybA9pnddDF5phvDtX8DXDxgYzfDvh4cE/YwhwPB15ZtFt3g1rfBXazUHPfW6UXw2kK/OCLzdFmDj0+PHAg618EbhLcG7Ywx40Atb0s2lX7heozGUOLhEOPlWVVrfvIGF8OZnEi4WyONnNoVmbs2Gf0kdAtzCH10lO+uG7sMVGv6dHZjLF35WpX78NGpr1PpHMv/VKbo80cqv1i4HED4H9cTWUuzc1W5tBL3MrZJ+21uuLIj4AW+nQ6sDwgJZ0af2h/1q+Wij5N1/dqjrE3B75pRnJ0fHTslTNzrp/xFae+isYhWiPRJkwt/mlKO13p1RzpEmlB8QRsjnimjpiEgM2RJJGWEU/A5ohn6ohJCNgcSRJpGfEEbI54po6YhIDNkSSRlhFPwOaIZ+qISQjYHEkSaRnxBGyOeKaOmISAzZEkkZYRT8DmiGfqiEkI2BxJEmkZ8QRsjnimjpiEgM2RJJGWEU/A5ohn6ohJCNgcSRJpGfEEbI54po6YhIDNkSSRlhFPwOaIZ+qISQjYHEkSaRnxBGyOeKaOmISAzZEkkZYRT8DmiGfqiEkI2BxJEmkZ8QRsjnimjpiEgM2RJJGWEU/A5ohn6ohJCNgcSRJpGfEEbI54po6YhIDNkSSRlhFPwOaIZ+qISQjYHEkSaRnxBGyOeKaOmISAzZEkkZYRT8DmiGfqiEkI2BxJEmkZ8QRsjnimjpiEgM2RJJGWEU/A5ohn6ohJCNgcSRJpGfEEbI54po6YhIDNkSSRlhFPwOaIZ+qISQjYHEkSaRnxBGyOeKaOmISAzZEkkZYRT8DmiGfqiEkI2BxJEmkZ8QRsjnimjpiEgM2RJJGWEU/A5ohn6ohJCNgcSRJpGfEEbI54po6YhIDNkSSRlhFPwOaIZ+qISQjYHEkSaRnxBGyOeKaOmISAzZEkkZYRT8DmiGfqiEkI2BxJEmkZ8QRsjnimjpiEgM2RJJGWEU/A5ohn6ohJCPwPx9Nmlxx9TyoAAAAASUVORK5CYII=]]>
      </openrally:notes>
      <openrally:speed>50</openrally:speed>
      <openrally:dz open="1000" clear="90"/>
    </extensions>
  </wpt>
  <wpt lat="5.481445" lon="-73.997395">
    <name>Rally_de_los_Cerros_-_Etapa_1_132</name>
    <extensions>
      <openrally:distance>119.90</openrally:distance>
      <openrally:cap>172</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
      <openrally:fz clear="90"/>
    </extensions>
  </wpt>
  <wpt lat="5.478232" lon="-73.994067">
    <ele>1569</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_133</name>
    <extensions>
      <openrally:distance>120.55</openrally:distance>
      <openrally:cap>213</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.476186" lon="-74.003399">
    <ele>1364</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_134</name>
    <extensions>
      <openrally:distance>122.70</openrally:distance>
      <openrally:cap>171</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.473390" lon="-74.003059">
    <ele>1330</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_135</name>
    <extensions>
      <openrally:distance>123.04</openrally:distance>
      <openrally:cap>120</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.458829" lon="-74.008064">
    <ele>1433</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_136</name>
    <extensions>
      <openrally:distance>125.80</openrally:distance>
      <openrally:cap>203</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMcAAACHCAYAAACiXU2qAAALzElEQVR4Xu2dC4xU1RnH/2d2WRBWXgFsY9W1QFZbWqkNsMujimJpYRc1haYIDQQjraGiW5RSH2hoMVCJCNTWUEsgxdDUEoVdoBRxMcIuj6iANMgrJSUWCy0grwWyzGnOOnczXHZ3zr333I+B+d+EsLn7Pc78vvnlztw7c1eBGwmQQJMEFLmQAAk0TYBy8JlBAs0QoBx8apAA5eBzgASCEeCRIxgvRucQAcqRQ8PmQw1GgHIE48XoHCJAOXJo2HyowQhQjmC84ooeC2Bn6l9cPVg3IAHKERBYTOFbAOwHMCam+iwbggDlCAHNccoDAN5K1RwAoMZxfZYLSYByhATnMG09gHtS9VYCuN9hbZaKQIByRIDnIHUIgHW+OkMB/N1BbZaISIByRAQYMX0FgBG+Gu8CuDdiXaY7IEA5HEAMWaIfgM3N5I4EsDxkXaY5IkA5HIEMUWZpC2entgHoG6ImUxwSoBwOYQYo9XUAuzLEjwewJEBNhjomQDkcA7Us9xqAn2SI3Q3ga5b1GBYDAcoRA9QMJW8BcNCy7c8AvGoZyzDHBCiHY6AW5eYAmGIRZ0IOATAyact4hjkkQDkcwrQo1RnAYQAFFrFeyC8BzAoQz1BHBCiHI5CWZZ4H8IJlrBd2AsDNAE4FzGN4RAKUIyLAAOnmaGGOGuboEXSbCeDZoEmMj0aAckTjFyTbvM8w7zfCbPWpo4eRi5sQAcohBDp1hsq8uQ67zQPwRNhk5gUnQDmCMwuTYa5pmGsbUbdiAHujFmG+HQHKYccpapS5Gm6uikfdFgF4OGoR5tsRoBx2nKJEmW/3mc9RZdxUIk+rvHzzL6ny83XC/JzfKmn2Xfj8f4eT5+vMGasJAD7MWIwBkQlQjsgIMxYoBXCh79w1Fa07du2pWhXoREGbZJ75v1WB3lIxrNfJfds7eFX6/Obt7TcMut+cvr1kSyZRsXqA2p6xGwOcEaAczlC2XKisRr8ChTv8Ue+P/3bvz/d82JFyCA0iQBvKEQBWlFDKEYXelcmlHELcy2v1eA2M87fb9fLkooNvLijy9heNeuxgr5/Pv+yDiQpYUlmqFgstl20AUA6hpwHlEALtsA3lcAizpVKUQwi0wzaUwyFMyiEEU6gN5RACzSOHEGiHbSiHQ5g8cgjBFGpDOYRA88ghBNphG8rhEOZVfOS4K3XDh4eEcFwVbSiH0Jiy+MjRH0AVgE4AlgGgIKnnBOWgHIYABWnieUA5KIdHgIL4nguUQ0iOsk16JBKY5G/3z2Uvf+kf86fc5u2/4TsjPusze8Un/jilsLayRMV9FxIKkgaecgjJMWyT7p1IYK6/3X/eX9Fx29QHenv7OxTfeWLQ4g8u/2i6xo6q/kria7IUhO85hKxItbmK5OB7EMpBOVogYL5f8kbqjbr5OSfPYvFllZAjV9GRw8hQDcC81NsHoCuAnBSEclCOdALpYnj7c1YQykE5PAJNiWF+twPAVAB/zrULhZSDchgCLYlxNwBzw4ecO4tFOSiHjRg5eaGQcuS2HEHEyDlBKEfuyhFGDL8g5s7xwwG8J4RRtA3lEMKdZadyo4iRLkira1UM8yAph5Aco6p1YV0bVPrbnT9xNH/d97sN9PbnX1dY/713T21sYlmnq0pVuYPluhDDwTKyvwTlEJxRWa02F9cu26pKlTkj1LiV1eoNzcQNjrhcihEAIOUIACtq6BWWg2IEHCDlCAgsSvgVlINihBgc5QgBLWzKFZKDYoQcGOUICS5M2hWQg2KEGVQqh3JEgBc0VVgOihF0QL54yhERYJB0QTkoRpDBNBNLORxAtC0hJAfFsB1IhjjK4QikTRkBOSiGzSAsYyiHJSgXYTHLQTFcDCmtBuVwDLSlcuU1ukortPPHrLmncODFujP53v771hzZ2Lpj13p/XDIPo1f3VZ810YNixDBHyhED1OZKxvR3ASlGTDOkHDGBbapsDHJQjBjnRzlihOsv7VgOihHz7ChHzIDTyzuUg2IIzI1yCED2WjiSw/wZZu++UumrN3cJ8W6GIPiort1WlENwtlHlOLJt/fStk4fMT91wjWLEPDvKETNgVy+rzDcGqx+8tWv9uTPFviXziBHTDClHTGBdnq0yYtROHNj79KG9hRRDbmCUQ441wrysohiCA/K1ohyC7JuQQ0Ghy6ZHBvQ4/nFNa28pJfPWHu3S77tHzh8/eqJ24sA7eMQQHFJaK8ohyP0SOTQ6KIUbtUZBzaODCo/t2Nj48ZHSBe+cvr74zou1j97V7tSBjxv3p5bK9xhCM6McQqBNm/LNeprWGNpwQ2aNW7zWH80Y2/bTv71hbpDWsBVPnFF3eP1fC04e2JmXvryC9p0OXjh5/Fupe9cKrjw3W1EOwbmn/tzyT6FxyRmnTxY+22b/4pltvKUUdO6mLxw7cslsCm8qPtvnpZVPVf+o+HeCS87pVpRDcPwpOV6ARof0tn45/Etq/9VvXCz5/YZ/t27feXplqVosuOScbkU5BMdfXqsrtMZ0f8uW5GgQ47X3ThcUdtJKYUZlqbrsj24KPoScakU5BMddvlnP0Uk8bCtHuhgmRyXwx8oS9aTgknO6FeUQHH9ZrV4IjVE2cvjFaMhReLOqVE0UXHJOt6IcguMvq9G/BTAmkxz5bQv1PW//66R5KZUem9RYtHqAmiK45JxuRTkExz98o56uEqjIJIf5/e2PvVTXffST59NjdRJzVw1UMwSXnNOtKIfg+IfV6vEJjcveUDf3htwvSFKhYjXPVolNjHKIoQYa5FB4Dkl0Tm/rl6NL3yH1/936TsOV8UZBFI4mgRcph9zAKIcc6y/k0JgAhWJoNF4R98vRY/wz51pd31HvXvDUdQ2CTJp9uvuYqR8lFRZRDrmBUQ451l/IAYzTGoUK6OG1bkqO2yb++tyBZXNae4L0nPDc/p6PzJhJOeQGRjnkWDfKkWppjhw3Q6OwOTlUAnV7Xn/+3N7XZ9xqcr48+AfLDlcvf0hwyTndinIIjt87cvhadt796rSbDiyd3cnb333sL47fPmnWIQDHzL49f5j+lX2LfuUdaczZrlcEl52zrSiH4OibkQO75j5edPAv84u8pRT9cPLBXhXzzI0UGjcKIjioVCvKIcg8ihxmmR88PfLw4erlo1NL5hEk5tlRjpgBp5ePKkcSWLK6VJl7VnnXSihIjPOjHDHC9Zd2JIf5yPoTFCT+wVGO+Bk3dnAoh6npCbIPwHAA5n9uDglQDocwM5VyLIcnyCqKkYl8uN9TjnDcQmXFIEeodTDJjgDlsOPkJIpyOMEoVoRyiKFOffAQGOdvaXOdw+SkzlbxO+RCM6McQqBNGx45BGE7aEU5HEC0LUE5bEllRxzlEJwD5RCE7aAV5XAA0bYE5bAllR1xlENwDpRDELaDVpTDAUTbEpTDllR2xFEOwTlQDkHYDlpRDgcQbUtQDltS2RFHOQTnQDkEYTtoRTkcQLQtQTlsSWVHHOUQnAPlEITtoBXlcADRtgTlsCWVHXGUQ3AOlEMQtoNWlMMBRNsSlMOWVHbEUQ7BOVAOQdgOWlEOBxBtS1AOW1LZEUc5BOdAOQRhO2hFORxAtC1BOWxJZUcc5RCcA+UQhO2gFeVwANG2BOWwJZUdcZRDcA6UQxC2g1aUwwFE2xKUw5ZUdsRRDsE5UA5B2A5aUQ4HEG1LlG/SP9YJTMgUf/Hs6URe28KkP04lsahygPpTpnz+3g0ByuGGo1WV4Vv0UJXENKvgJoJ0ArNW9VNrw+YzLxgByhGMV6Toshp9IxSWhi6iMbaqv/o0dD4TAxGgHIFwRQ8ur9UzNdA/aCUF1FSWqmeC5jE+PAHKEZ5dqMyyzbonNBYGTlaYWFWi+Dc4AoMLn0A5wrMLnTlis74vqfG0bYGEwosrS9Q623jGuSFAOdxwDFxl+FbdHxfxuAK6NZesgSPIw7xVfVVN4AZMiEyAckRGGL7A3dU6v11bPKiSGAjgm2mVduoENp45i7c2DFb14TswMwoByhGFHnOvaQKU45oeLx9cFAKUIwo95l7TBP4PYRBF4o7wHCEAAAAASUVORK5CYII=]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.451599" lon="-74.003334">
    <ele>1645</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_137</name>
    <extensions>
      <openrally:distance>127.51</openrally:distance>
      <openrally:cap>157</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.445862" lon="-73.987747">
    <ele>2069</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_138</name>
    <extensions>
      <openrally:distance>130.90</openrally:distance>
      <openrally:cap>116</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.446995" lon="-73.985895">
    <name>Rally_de_los_Cerros_-_Etapa_1_139</name>
    <extensions>
      <openrally:distance>131.24</openrally:distance>
      <openrally:cap>95</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.435115" lon="-73.963522">
    <name>Rally_de_los_Cerros_-_Etapa_1_140</name>
    <extensions>
      <openrally:distance>137.15</openrally:distance>
      <openrally:cap>95</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.427396" lon="-73.946306">
    <name>Rally_de_los_Cerros_-_Etapa_1_141</name>
    <extensions>
      <openrally:distance>143.57</openrally:distance>
      <openrally:cap>172</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMcAAACHCAYAAACiXU2qAAAIA0lEQVR4Xu2dWah+YxSHf3/zTMaQIhnKhZAxF2ROhhI3f8OdRBlSJBmTIqSUG1eIDCVDhMwlRELm2YWhEMo8t2rv2rZvn3XWOe/nwu/ZV9/53rWH9az9nL3f/b77nBVigQAEZhJYARcIQGA2AeTgzIDABAHk4NSAAHJwDkCgRoArR40X0UYEkMOo2KRaI4AcNV5EGxFADqNik2qNAHLUeBFtRAA5jIpNqjUCyFHjRbQRAeQwKjap1gggR40X0UYEkMOo2KRaI4AcNV5EGxFADqNik2qNAHLUeBFtRAA5jIpNqjUCyFHjRbQRAeQwKjap1gggR40X0UYEkMOo2KRaI4AcNV5EGxFADqNik2qNAHLUeBFtRAA5jIpNqjUCyFHjRbQRAeQwKjap1gggR40X0UYEkMOo2KRaI4AcNV5EGxFADqNik2qNAHLUeBFtRAA5jIpNqjUCyFHjRbQRAeQwKjap1gggR40X0UYEkKNW7C0kHVBY5U5J60o6UtKQ9TeSHk22c7CkTUYxsb1+iW2uN7GNnyU9LOmXwrESOiKAHLVT4iBJjxVWCb7bSvpA0ipF9s9L2ntindjue5K2T47lNEm3SPqpcMyEdgSQo3Yq/FdyhEgfS9pmmXLE6k8Xr3Y1Iv/jaOSoFbelHDtJendi96tL+nVGW1+vxV45+k1cL+mcWqpEI0ftHGgpx9GSHpjY/caSvm4ox4+SNpT0ey1d72jkqNV/LEd0fBda1l6gz3GcpHsmVr5u4jf91JXjr1Hne60Z271E0uW1dL2jkaNW/7EcmyWrf7WAHPdJOnZi/T9HT7f6sCk5PpK012Bba0h6W9L6E32WWtam0chRK/xYjsXwm3paFXuetf5qkn6bOKwpOd6XtMOMdT6VtNXg+ziWT2op+0Yvpri+dP6deWs5Ygwk+gPDZWdJbzWS415Jxwy2daCkpyjo4gggx+I49VEt5IiBuTW7DZ4g6e7RIQz38YakXQbt1SvHuZKuGawfA4uP11L2jUaOWu1byBGd4ou73V4t6fzRIRwh6aHuu5slnbIMObaT9CFy1IrcRyNHjVsLOXaV9Gq32xslnTE6hCcHg3Yxun3yMuTYVNKXyFErMnIsjVcLOeI26fWuMx5TQHYcHUo8lu2X0yWFQON6jQcBpzrkMZYST8X6hduqQt25chRgSWohR0wJeUfSOt2uhzWI8YnhPKiVkm5bhhy3SjoROWpF5sqxNF5jOaYeucbWY6whlvGj3Bgbid/0MWIdS4yGxyzdWI6XdFf3OR7DXtBNHFzqlSOuUMMO/W6SXlla6n5rceWo1bwyfaRnO5Zj627ayO7drm+QdGb3+VJJMZIdS/Q1QqRrl3DlCPHukHT4KL14SjZrzlaNgkk0ctQK3UKOGMeIW6qXu13H1PR9u88xQfCs7nN8FyPow6dZS514GJt8TtJ+tXS9o5GjVv8WcsRtzpuS+o533ObEVSR+jseu8fg1PsdTregvnLeIK0eWRUw4DCEXug3MtmHXjhy1kreQY09JL0n6TtIGkn6QtFE3Y7YXpj+Zr2gkx7OS9q+lSjRy1M6BsRz97dCsrcTtUizjPkc8gbq9e032kC4mOu8xJvFZ93P8ho/vrmogR7zsdCh9jVqhIxo5asxaPMqNl46ib3G/pKO63e8h6SRJZ3c/P9J1ppcjR8zsjRH4yyRlU+trFEyikaNW6BZyXCnpQknDJ1MxYh7T22P7sWzejWwvVo6pQcBadkT/gwBy1E6IFnLERMOYcBjLcDQ8nib1t2l9XZCjVp+m0chRw9lCjhcHLyYN5Yjxh+hnfCFpy+6wkKNWn6bRyFHD2UKO17rHtLHnF0Zv8MV3w78Wghy1+jSNRo4aztZyxBhGCDBc+s54fIcctfo0jUaOGs7WcoxfRoqjOVXSTdxW1Qozj2jkqFFtLUe8tvrE6BDiHfI/kKNWmHlEI0eNams5xk+sYmxi1cEhcVtVq0/TaOSo4ZyHHDF9pH+3I/649GHIUSvKvKKRo0Z2HnIMZ+LGaHYMDvYLV45afZpGI0cN5zzk2KebTh5HcpGkmGyIHLW6zCUaOWpYx/+fY/j/Mqa2NP7/HN9Kise1/RL/gyPe7Y7lGUmfD9pi2nq8/9EvU/+f43tJD9ZSITojgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I4AcGSHabQkgh23pSTwjgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I4AcGSHabQkgh23pSTwjgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I4AcGSHabQkgh23pSTwjgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I4AcGSHabQkgh23pSTwjgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I4AcGSHabQkgh23pSTwjgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I4AcGSHabQkgh23pSTwjgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I4AcGSHabQkgh23pSTwjgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I4AcGSHabQkgh23pSTwjgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I4AcGSHabQkgh23pSTwjgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I4AcGSHabQkgh23pSTwjgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I/A3tOEel/tzDpIAAAAASUVORK5CYII=]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.415564" lon="-73.949811">
    <name>Rally_de_los_Cerros_-_Etapa_1_142</name>
    <extensions>
      <openrally:distance>146.63</openrally:distance>
      <openrally:cap>118</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.409364" lon="-73.918357">
    <name>Rally_de_los_Cerros_-_Etapa_1_143</name>
    <extensions>
      <openrally:distance>157.39</openrally:distance>
      <openrally:cap>140</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.408827" lon="-73.917817">
    <name>Rally_de_los_Cerros_-_Etapa_1_144</name>
    <extensions>
      <openrally:distance>157.47</openrally:distance>
      <openrally:cap>204</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.407291" lon="-73.917831">
    <name>Rally_de_los_Cerros_-_Etapa_1_145</name>
    <extensions>
      <openrally:distance>157.84</openrally:distance>
      <openrally:cap>126</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.405460" lon="-73.918228">
    <name>Rally_de_los_Cerros_-_Etapa_1_146</name>
    <extensions>
      <openrally:distance>158.07</openrally:distance>
      <openrally:cap>227</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.404628" lon="-73.918942">
    <ele>4577</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_147</name>
    <extensions>
      <openrally:distance>158.19</openrally:distance>
      <openrally:cap>180</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.407336" lon="-73.903077">
    <name>Rally_de_los_Cerros_-_Etapa_1_148</name>
    <extensions>
      <openrally:distance>160.48</openrally:distance>
      <openrally:cap>195</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMcAAACHCAYAAACiXU2qAAAXi0lEQVR4Xu2dC3xM177HfzuPMUnTPIi3Uk28ropEESKcoh6VEY4SJ4RT2ku5yrl1VKni0tBW21utlqM4uUHoRQm5cTR1kUNUaROvaiRCG40ERchLItnn899mx5jMJLNn9jz2zFqfz3xCZr3277++Weu/1tprcWCBKcAUMKgAx3RhCjAFDCvA4GAtgylgRAEGB2saTAEGB2sDTAFpCrCeQ5peLLYLKcDgcCFjs0eVpgCDQ5peLLYLKcDgcCFjs0eVpgCDQ5peLLYLKcDgcCFjs0eVpgCDQ5peLLYLKcDg0DN2dHR09bRp0wI1Gs1tF2oH7FENKMDg0BFFo9H8lJqa2sXNzQ1JSUkeMTEx1eLXc+bMaf7EE0/g3LlziIuLuxsTE1POWpRzK8Dg0Np3wIABKcePH4/y9PREeXk5PDw8itesWdN0+vTpVRTF19eXv3v3rhD71VdfXb5hw4bFzt002NO5LBxnzpx5JiQkJI+awOjRo9PS0tJeqKioQHh4eOqpU6dGPHjwANSDHD582DcyMvKen58fX1xcLLSYyZMnL05MTFzOmo9zK+CycIhmHTRo0I4jR46MValUCAwMPJKfn/98YmLiK5MnT97g4eEBnudRXV3NNWnShP/999+FZHFxcYu3bNnC4HBuNuDScERGRn6XmZkZfv/+fXTu3Hnzvn37pr3xxhtlQ4YMGVhQUNA0Pj5+B8HRqVOnysLCQpXYc0yYMOHtpKSkFWa0jVAAngBOmpGWJbGxAi4Fx/nz5xt37dr1Fmk8ZcqU5K1bt0ZXVlYiMjLyxPLly1/YvHnzPXd3d9y6dQvdu3ePCAgIeGX27NmveHl5gYZcBAp95s2bt2/VqlXRZthqNoDVAGgmLF3nc8qMvFgSKyvgMnDk5OQEdejQ4RLP824jR47MTUtLa09gtGnTZk9iYuK4TZs2lZeXl3sEBgaCepIbN24gODi4VWBg4KxFixYtJDsEBQXh8uXLeP3111etXr36TTNs8yWAAQA66qUlYEVYjgD40Yy8WRKZFXAZOETdBg4cuD89PX04OdutWrXamZCQMGPnzp03CAjyMaiHoJ/UW+Tk5BAgA/39/YevXLlyPqUhR338+PHTtm/fTg3d3PC0FpI/aH8G62V0U69nyTS3IJbOfAVcCo6pU6cW7tixo/m9e/cQGhr6zbp168bt2rWr+NdffxVgoCGVGKqqqtCkSRNkZ2eja9euHYOCgv46Y8aMaQQO/X7btm1eAwcOrDBf+sdSPqOFZCqAtgDa6eV7Q69nOS1TuSybehRwGTiGDh168ODBg4PIZwgPD89asWJF/+Tk5OsFBQVezZo1E9Y26DuOeyiJ2EvQugfBNGDAgOFXr17tFR8fL8xSeXl5FZeXl/vL2LrIWRd7iKsALgD4DQD1Lu31yrmuhWUlG4LJaAG9rJwWjp9//rmTm5tbVceOHfOioqIK09LSmtOQqHXr1nuSkpKmbt++/VZRURECAgJAvYRur2FI7tu3b5PP8WJQUFDLmTNnbqqpqRHSbNu27cmYmJgSGUz0FwD/rZNPMi3BaP9Pwy7yVcRhGA3LaOjVVIZyWRZGFHBaOMTnjY6O3vfNN99oCIzg4ODMZcuW9dm/f/99Gh5RqK6uFho5Nfb6QqNGjVBQUEAr5YG9e/dePnv27BnU00RERGDIkCHuS5curT+DhpvgHgCjdKL9J4BPjCTroAVlQ8PZshjmKuDUcPTv3//osWPH+lEj7tChw/qEhIS/rF27tlilUnmKMNDwif5NwylxSGVITILLx8cH165dQ5cuXcLd3Nz6LF++fPXEiRNRWlpavHv37gCO43hzDQHgDgA/nfRhALIsyI8ltVABp4Vj6NChBw4dOjRUC8Zv69ev77Z58+ZbBAL1FgQCgUEf+r9+oHT0neiHUHxKSyvpBEiPHj2er6qqmpydnT1VhGrOnDneERER5mxI1PU3qCq0T0VOf8bCZuKayZ0SjgMHDrQfNmxYHjXa/v37p6anp0dNmTKlxtPTk6O1DdoGQj0BBbHR09DK398farW6drhFPgn5I+3btwf5HPRp27atMN1L+YwZM6ZxYGBg6/fee+8sOe79+vVbvGTJEnO2ldTnb7hmy3SAp3ZKOEjXtWvX9j5w4MCSPXv2RJ0/f14VHx9/n7ac0+r3Z599VscBpx6CtqMnJCQIPQb1Eh9//LEQLyoqihxvUPpPPvlEmL26fv06YmNj+4wePfrEunXrRpSWlmrmzp0700ybSvE3zCyCJZOqgNPCoS9EbGws7+3tjfz8fKSkpAhDKQJCDATBd999J4BD6xi0PX3r1q1CzxIaGip8R73KypUrcf78eeH3I0eOLBg/fnxrqaIbiM/8DRlElDsLp4bj8uXLoe3btxec2gkTJvDUuOkv/t69e4VhkRhEvyIrKwubNm2qXSUPDg4WILp48aIwtCKAaPMhfWhoNWrUqPdiYmIWWGgU5m9YKKC1kjs1HLqiTZw4kafpWNoz9fXXXwtfESDkK5SWlgpDppMnT2LNmjWgeLSd5LXXXhOGV/Hx8Vi4cCHKysrw7bffCsMqSqPRaGj7uqUaMn/DWq3bwnwtNayFxdsu+aRJk3iaabp586YAR2xsLDZu3Cj4F9SjEATff/+9AAfFI+ec/AsKXbp0QWZmphBv2bJlyMvLE8B68cUX6cUnSzVk/obtmoGkkiw1rKTC7BlZHw4aIpHvIA6XqG6nTp3C559/LsBBi4RxcXGCb/Hpp59i0qRJ8PPzQ3p6urDfioZbgwcPxrRp0yzVkPkb9mwY9ZRtqWEd9LHqVouGVfSXn6Zxd+3ahZCQECQnJ6Np06YCCDSUOnHiRC0ctNeKhloUyL+g70tKSoT44rsdvXr1wsyZMy3RkPkbDtyCLDGsAz9W3apRz0GOd2FhIVJTUwUgaK2DPtQ7kO9BPscXX3whgEA9C/kd4sq5OL0rOu80rAoLC8PcuXMt0ZD5Gw7ciiwxrAM/Vt2qjRkzhqcXmcjnSEpKEiLoTuUSHDSs+uijj4TNiCI0unHEXAkYgqNnz56YM2eOJRoyf8OBW5ElhnXgx6pbtfHjx/M0JCJnevfu3bUbDcXGTz3J6dOnsWrVKmGdg4ZV9e3U1b5ei+nTp1uiIfM3HLgVWWJYB36sulWbNWuWMKyiIRP1Dvo9B/UGV65cwYcffij0KASLsY2I4n6syMjIljExMYVmCsH8DTOFs1Uyp4cjOjr6tZSUlLUkKPUENFyihk8NXD/Q78jPoEBgGBpSiWlE34Mc+6ysLHN0ZP6GrVq5meWYY1Qzi7JPspiYmLgdO3Zs1m/U+lvUxZ26um8D1ldjcVdvnz59cPToUXN0ZP6GfZqEyaWaY1STM7dXxOHDhxcdO3aMegpvjuO8bt++/ejlcJkrRb1QQEBARXl5+e9dunRRnzx5MtDEIpi/YaJQ9ormlHAsXbpUo1KpQum9Cwq02k0LfmKg1XBxy7r4O1r4kxIoj3bt2gkLhpQX/Z+mdl9++eV3TchH39/4BQC9+sqCAymgdDiCtC8G0fvUSgpLASzRqfD/AHhZSQ/gCnVVOhx/BEC7CPcDGKEggx3WvgMuVnkKgAQF1d8lqqp0OOgagP8C8AGA+QqymP675nT0zhUF1d8lqqp0OHYCeAnAJABbFGKx5wEc0qkr8zcc1HBKhyNbe+5sdwBnHFRj/Woxf0MhhlIyHLRllg5To6ND6Fh/S47FsaW5mL9hS7UtKEvJcPQFkKE9QrOHBRrYOinzN2ytuJnlKRmOaQD+BiARwJ/NfH5bJ2P+hq0Vt6A8JcOxBsB/APgrgIc7CR0/MH/D8W1UW0Mlw0GXvNDhyuSI0+UvdMoITYfST/rOEQPzNxzRKkbqpGQ4CIgAAHT/sa+B5xNBIVjoQ3da2GUtYVgG37iRJ57b24v7Rq+ebH3DgWFRKhzUqOia5CIAzSXqS3+9bdLLRB3n3+WAceDR7Oapgx7fzX7BR6yrqnHz8qGphfM4oJDnkOtVhks7BnJyXGUgUQ4W3ZgCSoWDLquk+yvoVtZeMphX1l5mZAbfmefwFXjhliYh/Lx+kTo3If7hQbwAWg+bWBm2ZMtNuOEX8Hj4EonwHgmywKOwBijk3JBVw6EotTdn7gtVMkjjulkoFY5FAOjA5g8BfK7d0UozQbTblXa30qKgHEG/l6GhGW01NxqGHeKDPRvhAIDGupEyZvT3uXX66MNLQQCELPiyrO3IVys5oLIGyKXX0uvLl0Ejhzml5aFUOL4CEKOdwqWpXEOBYCFQCBjxo3v/hTSlHsWmXoY+Iji0/aP2Hg1NBv8DALrj77GQEsE9dqXAoJ2X7nq3eka48IbjcI8HLplZoVzQ0AzIdQdywaNobwRHv2PBQgWUCgfdl9cZgNQLXggW+lill3kyKMS9zYjJPf06hlXTx/PJAGHBT9/f8Gr+VM3g3b/SREJt4IErHFd/ryTR1gwaiYLpR1ciHF4AyrTbRWjbSN2bZ6SLYpVexqt52xqvlu2E3uFW1j9rh1Raf4Oe4VHghAtrLkuvuuQUhRyHwhoeWXBDIU0IpIRzUm+npZPl6TJPpw5KhKM3gBPa9Q25fAtDRtbtZcThmSzlqZu1qfHtEFbt16F7tW/HUKGHCew5iG6EevS6ou2bnRRoyOeja6bJ53PaoEQ4XgXwpXaLOm1Vt3UQ/Rfd4ZkcvgwaBbasUDdpVdG4e7873i2frvBuHVTRvH90vRMANnj4Eo5DLvk04rRzamSjhTVVleTz7dbuUnj4PrKTBSXCsRrAbO3LTfSSkyMEcrZDgye9lVx+PV99N+eM+728s7Id6mAIGv9ufUsa+Td9eHebjcPh8Z17lvyaLa7Z0DQzbeN5eK+DEwUlwkEX03cDQHur/uFIttAc5/PBo3ahrzj7B/fii5nuZ1b+u7c16unh5fPgibadSp58pmuJV8unK/w7P1diC2hSBzQaUFNVqX/wFw2x5lnjOe2VpxLhsJdWDZarOc6f1l34ExPoT+PS791UarQaPLayrOCKW3nhL27lRfl1T5lrsETDEQxB88RTHSp8nu5CfoJF4W7uaa/0SaHhRjKhVwjoXkSpDr5FdbJWYgaHjMpqjvP0+ms38HhsSKUPR+shf6r8LW27ysPbh+/1wb7SJj2eF4ZHRUeTr5RdvaQuvXZFXXLprE/Z9d/UZVdzansiOarq1+m5O+rmbSq8W7SrCOw5+I5UaK7uTwzMWvbnZ+upC01f0zBLOGVSyYHBIaP1tHA01u899OHQZPB3MpfEetcBhLaOGAi3Th/1Kc3PURdfzPSxFTSevo0fNO4eWWev14XP57e9tOWDOoucBqpNp0wSJPdklNimWTE4ZJRbCwfl+BgghuCgSHUAee75U1KqowtNedEv6oqiq+ri7B8fW4mXkp+huD5PdSxRN2td8WRQtxLfjj1Krh38qtn14/ubmZgvrfrTMEt/N7KJye0bjcEho/46cAiAcEALnofKGBz6gIQt25bVvJ+GFgMtCiVXLqhL8y+qb5w86C83NF4t25WVX/tF6gQDHZ9EL3opKjA4ZDSXHhxizl4pfbnHHFgaVukWK/Yg7mrv6h7vfnVGDkAMPZYuNA9K7njcyzvvQ1Oy1eWltav3DclBdayuKDNnmpp6DxpmKWbfF4OjodYg4XsjcCClL0fbU2rDyAz+FM/BBzxU4KCi6V9bAWLoce7fueFx52yGz52ff/Apv3ZFbQwalX/T+5V3bjSSIIl+VPJhaJhVe+q9BXlZPSmDQ0aJTYVDc5ynHb36QZUW1fL2/VuFUW4eqorub29MaTMszovn8PDWTjsEXWiq7t3xKMk763Pzh8OmniJfX43XaSFx6OOUGBwyNjoL4aAeZqD2r2qcdpYnatwhPrNUhWA3IBgcWgAI5oBge0CTvX5Rm5y/xwfLJBmthdAw65hM+cmeDYNDRkllgoNqRMOOWkAA/FO/muMO8T4EDQHjzgmOf6gWHqmvDZuswI8Lx3YqOLSrpckJDEekXdQpAP5P+9Nh92UxOCy0tG5yGeHQBSQWwHYp1RxxjBdAkRua9MlhYXdzsszZZPm7HhC0A9nhA4NDRhPJDAfV7E9SwajvcQgad3dhIiC4BsJQrQUP0B0nJoV/vODX70HpXXqHxpRAaxxiD5FmSgJHi8PgkNEiVoBDxtoZzyo6gw/m3dCiPmjKCq6o/v+l9hENVIheERaBoMMvFB0YHDKaT6lwGJOAoHnAw8fdDaGXd3zW79zHs+ldGv1wUAeIHBnltHtWDA4ZTeBscOhJMwvAZ4BwjBD1DmIPcUNGCR0qKwaHjOZwcjjoCCTyHWiWqUpG2Rw2KwaHjKZxcjhkVEoZWTE4ZLSTA8NBVzTQjbUsSFCAwSFBrIaiOigctCOWLhb9CUDXhp6Bff9IAQaHjK3BAeFYAWDBqFGjkJxMRwtjL4BRMj6yU2fF4JDRvA4Gx3t0Qsvbb7+NsLAwXLx4EQsXLqSnJYdaI+NjO21WDA4ZTetAcNAJLW+tWbMGLVrQXsWHQQcQOjyuvvfAZVRFuVkxOGS0nYPAsYqugps3bx7Cw+seEnLu3DksXSq8lEeHcdP2FBaMKMDgkLFpOAAcdHbU3Pfffx9BQca3TOXm5uKtt96iJ6ctHnS8KgsGFGBwyNgs7AwHXRr6BvUKzz7b8Ijpp59+wpIlS8DzPN0lQoddv6gnBR21ukVGeRSXFYNDRpPZEQ4BDGNDKWOPqNODwNfXFytW0OQWMGsW7RQBg0PGtuHyWdkJDgEMfefbVGPk5eXhzTffhI+PDxISEoRkY8eOZXDQpUKmisjiNayAHeAQfAypPYb+k9AQa/HixQgJCcE777yDcePGMTgYHA03eCkxbAyHMCtlqo/R0HNcunQJ8+fPR6dOnZCdnc3gYHA01GSkfW9DOIR1jIZmpaTVHrhw4YLQg/C8cCgI8zmkCsjiG1fARnAIK9+WDqWMPYXOOsj/AhjvyvZmPoeM1rcBHMJeKXOdb1MfNScnBwsWLKDodDHpv5maztniMThktKiV4RB214p7pWSstsGsTp8+jeXL6ap3192syOCQsZVZEQ7Bx7AVGKIkOj1IKoAoGaVSRFYMDhnNZCU46M833d5q73AGgCy36dr7QUwtn8FhqlImxLMCHGEAphsoevr06YZ+bUIltVHUajVUKlVtAlohFwOtdWhPXRSP16F3xukgtu+1fojpBSk4JoNDRuNZAQ5jteO1060y1v5RVhwnNAs2lWsVdV00U2NwHInr1kNXkj9sOfujIYm0B0mboh6DwxSVLIzDeg4LBdRNbgwOU4tgcJiqlG3iMThk1FmTwW8EB1Muk6xbKo+8lAjuFROrw3oOE4WyJBqDwxL19NJqjvOvWbCq/FVKX44udTEl1AvHgwcP4Olp/LznhvwV5nM8NAGDw5SmaGKcUd/zT1VXI9HE6I9Fc3fH5OTeXL6JaU2CY+PGjWjZ8vHrNEaMGCHunTJaFIODwWFiO5QWTXOcnwjA0IHL9WW0IaUvt1VCSSbBQYt4wcGPX8REDZ/1HKYpzXoO03SSFEuTwc8Ch5dMSsRjV0oEt8akuI8iMTgkCmZOdAaHOaqZkEZzgv8jaoQexNid3WVww4aUcG63CdnpR2FwmCGa1CQMDqmKSYg/LoP3KuMwhANCOEAY/PPANR44480jbUcEZ+71XwwOCXYwNyqDw1zl7JuOwWED/RkcNhDZCkXwlZWVRrOlqVxvb2/hzT7986toP1V9aSlT7Z4rtn3ECoZjWVpfAVtcbs/gsL4dWQlWUODx+VkrFACgCMA962StjFzZsEoZdmK1tIMCDA47iM6KVIYCDA5l2InV0g4KMDjsIDorUhkKMDiUYSdWSzsowOCwg+isSGUowOBQhp1YLe2gAIPDDqKzIpWhAINDGXZitbSDAgwOO4jOilSGAgwOZdiJ1dIOCjA47CA6K1IZCjA4lGEnVks7KMDgsIPorEhlKMDgUIadWC3toACDww6isyKVoQCDQxl2YrW0gwIMDjuIzopUhgIMDmXYidXSDgowOOwgOitSGQowOJRhJ1ZLOyjwL6oNFw9ZLpzzAAAAAElFTkSuQmCC]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.383614" lon="-73.901866">
    <name>Rally_de_los_Cerros_-_Etapa_1_149</name>
    <extensions>
      <openrally:distance>163.64</openrally:distance>
      <openrally:cap>214</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.375024" lon="-73.905502">
    <ele>4556</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_150</name>
    <extensions>
      <openrally:distance>164.76</openrally:distance>
      <openrally:cap>205</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMcAAACHCAYAAACiXU2qAAAIA0lEQVR4Xu2dWah+YxSHf3/zTMaQIhnKhZAxF2ROhhI3f8OdRBlSJBmTIqSUG1eIDCVDhMwlRELm2YWhEMo8t2rv2rZvn3XWOe/nwu/ZV9/53rWH9az9nL3f/b77nBVigQAEZhJYARcIQGA2AeTgzIDABAHk4NSAAHJwDkCgRoArR40X0UYEkMOo2KRaI4AcNV5EGxFADqNik2qNAHLUeBFtRAA5jIpNqjUCyFHjRbQRAeQwKjap1gggR40X0UYEkMOo2KRaI4AcNV5EGxFADqNik2qNAHLUeBFtRAA5jIpNqjUCyFHjRbQRAeQwKjap1gggR40X0UYEkMOo2KRaI4AcNV5EGxFADqNik2qNAHLUeBFtRAA5jIpNqjUCyFHjRbQRAeQwKjap1gggR40X0UYEkMOo2KRaI4AcNV5EGxFADqNik2qNAHLUeBFtRAA5jIpNqjUCyFHjRbQRAeQwKjap1gggR40X0UYEkKNW7C0kHVBY5U5J60o6UtKQ9TeSHk22c7CkTUYxsb1+iW2uN7GNnyU9LOmXwrESOiKAHLVT4iBJjxVWCb7bSvpA0ipF9s9L2ntindjue5K2T47lNEm3SPqpcMyEdgSQo3Yq/FdyhEgfS9pmmXLE6k8Xr3Y1Iv/jaOSoFbelHDtJendi96tL+nVGW1+vxV45+k1cL+mcWqpEI0ftHGgpx9GSHpjY/caSvm4ox4+SNpT0ey1d72jkqNV/LEd0fBda1l6gz3GcpHsmVr5u4jf91JXjr1Hne60Z271E0uW1dL2jkaNW/7EcmyWrf7WAHPdJOnZi/T9HT7f6sCk5PpK012Bba0h6W9L6E32WWtam0chRK/xYjsXwm3paFXuetf5qkn6bOKwpOd6XtMOMdT6VtNXg+ziWT2op+0Yvpri+dP6deWs5Ygwk+gPDZWdJbzWS415Jxwy2daCkpyjo4gggx+I49VEt5IiBuTW7DZ4g6e7RIQz38YakXQbt1SvHuZKuGawfA4uP11L2jUaOWu1byBGd4ou73V4t6fzRIRwh6aHuu5slnbIMObaT9CFy1IrcRyNHjVsLOXaV9Gq32xslnTE6hCcHg3Yxun3yMuTYVNKXyFErMnIsjVcLOeI26fWuMx5TQHYcHUo8lu2X0yWFQON6jQcBpzrkMZYST8X6hduqQt25chRgSWohR0wJeUfSOt2uhzWI8YnhPKiVkm5bhhy3SjoROWpF5sqxNF5jOaYeucbWY6whlvGj3Bgbid/0MWIdS4yGxyzdWI6XdFf3OR7DXtBNHFzqlSOuUMMO/W6SXlla6n5rceWo1bwyfaRnO5Zj627ayO7drm+QdGb3+VJJMZIdS/Q1QqRrl3DlCPHukHT4KL14SjZrzlaNgkk0ctQK3UKOGMeIW6qXu13H1PR9u88xQfCs7nN8FyPow6dZS514GJt8TtJ+tXS9o5GjVv8WcsRtzpuS+o533ObEVSR+jseu8fg1PsdTregvnLeIK0eWRUw4DCEXug3MtmHXjhy1kreQY09JL0n6TtIGkn6QtFE3Y7YXpj+Zr2gkx7OS9q+lSjRy1M6BsRz97dCsrcTtUizjPkc8gbq9e032kC4mOu8xJvFZ93P8ho/vrmogR7zsdCh9jVqhIxo5asxaPMqNl46ib3G/pKO63e8h6SRJZ3c/P9J1ppcjR8zsjRH4yyRlU+trFEyikaNW6BZyXCnpQknDJ1MxYh7T22P7sWzejWwvVo6pQcBadkT/gwBy1E6IFnLERMOYcBjLcDQ8nib1t2l9XZCjVp+m0chRw9lCjhcHLyYN5Yjxh+hnfCFpy+6wkKNWn6bRyFHD2UKO17rHtLHnF0Zv8MV3w78Wghy1+jSNRo4aztZyxBhGCDBc+s54fIcctfo0jUaOGs7WcoxfRoqjOVXSTdxW1Qozj2jkqFFtLUe8tvrE6BDiHfI/kKNWmHlEI0eNams5xk+sYmxi1cEhcVtVq0/TaOSo4ZyHHDF9pH+3I/649GHIUSvKvKKRo0Z2HnIMZ+LGaHYMDvYLV45afZpGI0cN5zzk2KebTh5HcpGkmGyIHLW6zCUaOWpYx/+fY/j/Mqa2NP7/HN9Kise1/RL/gyPe7Y7lGUmfD9pi2nq8/9EvU/+f43tJD9ZSITojgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I4AcGSHabQkgh23pSTwjgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I4AcGSHabQkgh23pSTwjgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I4AcGSHabQkgh23pSTwjgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I4AcGSHabQkgh23pSTwjgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I4AcGSHabQkgh23pSTwjgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I4AcGSHabQkgh23pSTwjgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I4AcGSHabQkgh23pSTwjgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I4AcGSHabQkgh23pSTwjgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I4AcGSHabQkgh23pSTwjgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I4AcGSHabQkgh23pSTwjgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I/A3tOEel/tzDpIAAAAASUVORK5CYII=]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.366342" lon="-73.905787">
    <name>Rally_de_los_Cerros_-_Etapa_1_151</name>
    <extensions>
      <openrally:distance>165.98</openrally:distance>
      <openrally:cap>148</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.362796" lon="-73.907065">
    <name>Rally_de_los_Cerros_-_Etapa_1_152</name>
    <extensions>
      <openrally:distance>166.52</openrally:distance>
      <openrally:cap>189</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMcAAACHCAYAAACiXU2qAAAEYElEQVR4Xu3dMZKURxBE4cbXMeA0OoOOKUwZXAN8RciWKUM2IXZjOn8yZOS3dtfU5st5UWDth+MHAQR+SOADLggg8GMC5PDNQOANAuTw1UCAHL4DCNwRcDnueHk9RIAcQ2WLekeAHHe8vB4iQI6hskW9I0COO15eDxEgx1DZot4RIMcdL6+HCJBjqGxR7wiQ446X10MEyDFUtqh3BMhxx8vrIQLkGCpb1DsC5Ljj5fUQAXIMlS3qHQFy3PHyeogAOYbKFvWOADnueHk9RIAcQ2WLekeAHHe8vB4iQI6hskW9I0COO15eDxEgx1DZot4RIMcdL6+HCJBjqGxR7wiQ446X10MEyDFUtqh3BMhxx8vrIQLkGCpb1DsC5Ljj5fUQAXIMlS3qHQFy3PHyeogAOYbKFvWOADnueHk9RIAc/bJ/Oef8+saaP885X/q/gg0JAXIk1O5mPp5zvr4x8vkdce62eP3TCZDjpyP9zweSo8+4soEcFazffSg5+owrG8hRwUqOPtb+BnL0GbscfcaVDeSoYHU5+lj7G8jRZ+xy9BlXNpCjgtXl6GPtbyBHn7HL0Wdc2UCOClaXo4+1v4EcfcYuR59xZQM5Klhdjj7W/gZy9Bm7HH3GlQ3kqGB1OfpY+xvI0WfscvQZVzaQo4LV5ehj7W8gR5+xy9FnXNlAjgpWl6OPtb+BHH3GLkefcWUDOSpYXY4+1v4GcvQZuxx9xpUN5KhgdTn6WPsbyNFn7HL0GVc2kKOC1eXoY+1vIEefscvRZ1zZQI4K1pcvxx/nnN/CX+Gvc84/4ayxFwiQ4wVID5+8dzmefPSnc863Jx9g9n0C5Oh/Q8jRZ1zZQI4K1pf/WfVku8vxhN4Ls+R4AdLDJy7HQ4D/1zg5+uTJ0Wdc2UCOCtbvPvS9v8/xZPvv55y/n3yAWf8h9x1AICLgckTYDC0QIMdCyzJGBMgRYTO0QIAcCy3LGBEgR4TN0AIBciy0LGNEgBwRNkMLBMix0LKMEQFyRNgMLRAgx0LLMkYEyBFhM7RAgBwLLcsYESBHhM3QAgFyLLQsY0SAHBE2QwsEyLHQsowRAXJE2AwtECDHQssyRgTIEWEztECAHAstyxgRIEeEzdACAXIstCxjRIAcETZDCwTIsdCyjBEBckTYDC0QIMdCyzJGBMgRYTO0QIAcCy3LGBEgR4TN0AIBciy0LGNEgBwRNkMLBMix0LKMEQFyRNgMLRAgx0LLMkYEyBFhM7RAgBwLLcsYESBHhM3QAgFyLLQsY0SAHBE2QwsEyLHQsowRAXJE2AwtECDHQssyRgTIEWEztECAHAstyxgRIEeEzdACAXIstCxjRIAcETZDCwTIsdCyjBEBckTYDC0QIMdCyzJGBMgRYTO0QIAcCy3LGBEgR4TN0AIBciy0LGNEgBwRNkMLBMix0LKMEQFyRNgMLRAgx0LLMkYEyBFhM7RAgBwLLcsYESBHhM3QAgFyLLQsY0SAHBE2QwsE/gWsCkSIl3lPPQAAAABJRU5ErkJggg==]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.358125" lon="-73.907230">
    <name>Rally_de_los_Cerros_-_Etapa_1_153</name>
    <extensions>
      <openrally:distance>167.05</openrally:distance>
      <openrally:cap>174</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.354659" lon="-73.906622">
    <ele>4362</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_154</name>
    <extensions>
      <openrally:distance>167.44</openrally:distance>
      <openrally:cap>114</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.351865" lon="-73.904860">
    <ele>4435</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_155</name>
    <extensions>
      <openrally:distance>167.82</openrally:distance>
      <openrally:cap>98</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMcAAACHCAYAAACiXU2qAAALb0lEQVR4Xu2dBaxtVxGG/+Je3IKEUigUKe4atJTihVC0OCRYILhbkUDQAC20oQRIIWigSEuxAC1UcJcEd3fPl8xKNifXzj33z7tnzr+Sl3d7zt6z9nyz/plZa7/c7qWMEAiBNQnsFS4hEAJrE4g4sjJCYB0CEUeWRghEHFkDITAfgVSO+Xjl6hUiEHGsULDj6nwEIo75eOXqFSIQcaxQsOPqfAQijvl45eoVIhBxrFCw4+p8BCKO+Xjl6hUiEHH4g72vpG+vM81xkg7yP0Jm2A6BiGM71Oa7J+KYj9euuTri8Ici4vAztswQcViw/p/RiMPP2DJDxGHBGnH4sfpniDj8jFM5/IwtM0QcFqypHH6s/hkiDj/jVA4/Y8sMEYcFayqHH6t/hojDzziVw8/YMkPEYcGayuHH6p8h4vAzTuXwM7bMEHFYsKZy+LH6Z4g4/IxTOfyMLTNEHBasqRx+rP4ZIg4/41QOP2PLDBGHBWsqhx+rf4aIw884lcPP2DJDxGHBmsrhx+qfIeLwM07l8DO2zBBxWLCmcvix+meIOPyMUzn8jC0zRBwWrKkcfqz+GSIOP+NUDj9jywwRhwVrKocfq3+GiMPPOJXDz9gyQ8RhwbrlyvFfSf/a5iNcUdJ3t3lvbtsCgYhjC5AWvGSjyrGI6ctJ+s4iBnLvxgQiDv8KiTj8jC0zRBwWrFtuqxaZPZVjEXpbuDfi2AKkBS9J5VgQ4J66PeLwk484/IwtM0QcFqwx2oFAxNEhivHBQiDisGCN0Q4EIo4OUYwPFgIRhwVrjHYgEHF0iGJ8sBCIOCxYY7QDgYijQxTjg4VAxGHBGqMdCEQcHaIYHywEIg4L1hjtQCDi6BDF+GAhEHFYsMZoBwIRR4coxgcLgYjDgjVGOxCIODpEMT5YCEQcFqwx2oFAB3FcQNLZNwnGbyT9ZZcF7KKSziTp75J+OfNs55N0zvrsR5s895klXaSuwQ72MnaAQAdxHCvp7puwuJ+kY3aA106a4HdO7SPp45JuPmP4tZIeVp+x+Df63VbXlHRKXXsrSSfs5EOusq0O4jhS0h1mgkjWHZn3P5LuLeltuyzQOyWOa0n6fPl2G0kf2WV+Lu3jdBDHJSXtPYnAWSQ9RtJ96rOvS7qlpJ9MMjHC4bozVlam5frzxMa5JZ2tWpR/ltDOKomf/zTTotEanUcS359BEmL8h6TfSfr3BitjXnHgI8/8t2rHeD6eh+pzcs1zUP3MdTzHXyX9URK/WXGMc0k6hyQqEoOqhO/4xcAu/nPP78u39eyxfngu7oElc2LvDx3auw7imK4/FipV5J31IXuNW0j6wkQYN5F0L0k3lHRxSYiH698o6Vd13TMk3VHSSZJOl/QgSdeV9GVJVKrXlwDgd31JT5dEBr9gLbLPSnpaZfTpwpw+67zieJmkm0r6mCQSwu0kfU7Sc+szbDPnjcs3fH+fpMMniYG92ZMl3UPS5ethvifpTZJeWiJBYM+pxY29J5WP2Ht3zffruvcSde1tJV2sfMevFxZTxLu0o5M4yNrXkXS8JLIj2QsRvH8SnVtX0MicZEWyHNeyaD4s6a61QN4g6YF1H5mXP2TH89dnCO7EyrAIYf/aVGOPrMsfhHbpDQ4C5hUHC/3gmp9KRwXBxiMmbRWVikVMBh8ZHR63LzHfXxK+sWmnssGMzTzrgGr7impB31zzcB32uO7Cdd2zJT2rPiNJwAmWVB8YcUDCIBaj3VtKgXQRB37QXtBv8zeLhwz5yklUaA1+XNn9+5URvynpkRMhPFTSEbWAhjieIunltWn+QNkjoz5f0vWqavDbBw+VRBZ+oqQn1HX8sudvrLMyFhEHz/PRaptYmGMRfqvayZ/V87HXYtxM0ickUX2oLJ+R9MzK9lQfEsRbShjcM8TxHkkPru/Z9LPwmZc29UIlJg4ERqVgz/P2mpP7EOLSji7iIFCUfFol+n0y2qNneu2rVYs02g8WN4OA/7R68PdKutNEHGRg9hJUBLInf8PsJRMBkKE5lr2ypAMk0WJcu2yzcE5bZ3XwS6AvK+lTkmj1poPWjVaOMU6rRuXgGZhzHE1PN+TPK7FyH4JFLIxHSXpV7Vk4Jt6vnpd7D6trhu9TcdBKIh4GiYFW7kvlJ59RgWklryTpKpJuUO0o341KFHHsQQJkvddVC0VbcZykQ9bYEN5Z0rvqOQnyB+tnFvtXJZHlR+BHW/XzWvjDPVo1WiYy8OMknbd69QdU68UGmI3paC2uMRHkLCL2Lwjq1GpBEOIY75B0txI3omQMcVDtrjC5diqO+06yPgnjF3UdrRB/DpTEMTH7A1pF2iaelapKcrnLTFuFeKmGDCoCXAcj7qHq0mLhM20VewxsM/ju1XtwXSw89bJXDgL0VElsoBlfqw04ffJ0sPDYgCICBgvlBVUJCOZ40cYCYLM6xMHnbH7HmBUHm1U2vGy6aaXIrsxDO8KgWn1xnSixx2EPxCnRVWvTzHOy//lkZWf2LSxyxhAHYkIQY0zFwaaato7nQQhjv/WQapsQO8mEgwYYUBXYkyBiEgd7rmnlYM/0g5povE8a4qBKfLq+O6raUa4dp4IRx8LyXMwAL8/YGI9BNl+rxydgX6lMSltBEGm7aG0IIouHdowXb0fPIQ4WBW0JC5xsTuaktaHfZnCSxUJca7Bv4VSIBIVQECSbZDbPPBvjrVURp+LAHnbXEgd+USFpuRA/P1MdaNuwTXLgRI9s/5qZY+APlaC2Kg6qFKdcDFpJ2kcODDj1Y5AsaD+Xdix75WBhskA3G2wwCSaLhX6e1oiqMwYtAdmaY2B6+lE5fijpUpPrZisHi4GXi/TebPK5l9Mf3nvAlkw8WrnZZ+Q6Mi/HoexrpgORsZhp/8bb71E5NhIHFZO5EQCDEy2qB+0Qz8O9VDN8Z26qDnNRTWjzri7pnpPWbKPKQcWlUnMv83AkzqkdLRanVhyGDJFvFp9d+f2yi4N/NkL/v9mgh39sXUQrQ9BYJOMlINWCE5fxIvDFdfpEJqZ9GIN+nxeIbPh5v8BmmZaO52CTjDh450G7xXXY5b/XG7RsL6rTpLG3YN/EouOUbHoUii3+eQgZevovAmjJ2GcxqHzcd5lqrdhXPV7Sb+v7G9VeiVM2Wi8Ewjugh9f3tFccarB5Z3AcO9ok9iokA0TAczA4GqbqckLIc/NPdHh3xFE3e5XZg4bN4rSrvl92cSwCk8VLP8++Yrv/X74xPyJhUWBro7fi6z0v2Z6NMQuWxUiLt8igGlHl+LPWoGqR7TkG3olBhWE/g802Y5XF0SaIccRDIOLwcI3VBgQijgZBjAseAhGHh2usNiAQcTQIYlzwEIg4PFxjtQGBiKNBEOOCh0DE4eEaqw0IRBwNghgXPAQiDg/XWG1AIOJoEMS44CEQcXi4xmoDAhFHgyDGBQ+BiMPDNVYbEIg4GgQxLngIRBwerrHagEDE0SCIccFDIOLwcI3VBgQijgZBjAseAhGHh2usNiAQcTQIYlzwEIg4PFxjtQGBiKNBEOOCh0DE4eEaqw0IRBwNghgXPAQiDg/XWG1AIOJoEMS44CEQcXi4xmoDAhFHgyDGBQ+BiMPDNVYbEIg4GgQxLngIRBwerrHagEDE0SCIccFDIOLwcI3VBgQijgZBjAseAhGHh2usNiAQcTQIYlzwEIg4PFxjtQGBiKNBEOOCh0DE4eEaqw0IRBwNghgXPAQiDg/XWG1AIOJoEMS44CEQcXi4xmoDAhFHgyDGBQ+BiMPDNVYbEIg4GgQxLngIRBwerrHagEDE0SCIccFDIOLwcI3VBgQijgZBjAseAhGHh2usNiAQcTQIYlzwEIg4PFxjtQGBiKNBEOOCh0DE4eEaqw0IRBwNghgXPAQiDg/XWG1AIOJoEMS44CEQcXi4xmoDAv8Dvsb7l2kqUGUAAAAASUVORK5CYII=]]>
      </openrally:notes>
      <openrally:speed>30</openrally:speed>
      <openrally:dz open="1000" clear="90"/>
    </extensions>
  </wpt>
  <wpt lat="5.351679" lon="-73.903557">
    <ele>4446</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_156</name>
    <extensions>
      <openrally:distance>167.97</openrally:distance>
      <openrally:cap>98</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
      <openrally:speed>30</openrally:speed>
    </extensions>
  </wpt>
  <wpt lat="5.351547" lon="-73.902613">
    <ele>4444</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_157</name>
    <extensions>
      <openrally:distance>168.07</openrally:distance>
      <openrally:cap>100</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
      <openrally:speed>30</openrally:speed>
    </extensions>
  </wpt>
  <wpt lat="5.351380" lon="-73.901634">
    <ele>4444</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_158</name>
    <extensions>
      <openrally:distance>168.18</openrally:distance>
      <openrally:cap>97</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMcAAACHCAYAAACiXU2qAAATbklEQVR4Xu2dC3RURZrH/9WdhBACISEiDCLCwIy4gBAQDRzG4TgsouE1gK/1uBwdZ2FBFIUVCAgiCSCKLAiIssedhy4K7opkhQHPAXFNcMQkMHJwVCRxGB4hTyHvdNeeuk13upvupO/t796byFfncEi6v/qq6n/vL3Xr1ldVApxYAVYgpAKCdWEFWIHQCjAcfGewAmEUYDj41mAFGA6+B1gBfQpwz6FPL7a+hhRgOK6hi81N1acAw6FPL7a+hhRgOK6hi81N1acAw6FPL7a+hhRgOK6hi81N1acAw6FPL7a+hhRgOKy/2OMB/Mn6YrlEvQowHHoVi97+IwCLAByN3hV7MFMBhsNMda/2PQnAbgBvAXjY2qK5NL0KMBx6FYvO/jCAMVdc3ArgeHTuOLeZCjAcZqob6Hs6gJ1+H70J4FHriueS9CrAcOhVzLj9EQC3B2UfCOAr4y45p5kKMBxmqtvs+6Er44zg0l4DMNuaKnApehVgOPQqZsw+H8CwMFl/CuA7Y245l5kKMBxmquvxPROAGl+ESxsBPGl+NbgEvQowHHoV029/AsAtrWTrDeCMftecw0wFGA4z1QV+C2BbBEW8BGBhBHZsYqECDIe5Yn8DoH8ERTQB6AWgJAJbNrFIAYbDPKHnAtikw302gEwd9mxqsgIMh3kCFwO4UYf7GgA/AVClIw+bmqgAw2GOuM8AUOMIvWkFgOf1ZmJ7cxRgOOh1jQHwNwA9DLiuuDL2qDWQl7MQK8BwEAsKYDEANX4wmpYAWG00M+ejU4DhoNNSeUq40mukROH2wpXewxWFD85KoADDQSCin4vlANS4Idqkxizro3XC+aNTgOGITj//3MkAvgeQSOBSjVn0vOkiKJJdBCvAcNDdEwsAOLqPumdkpxt/nga3S0iXC7XnizvWlZyJ75WaHNOjW1KM2y0h3W6cLS1znS+tcMV2TW2IS0ptkG6XgNstas4Wnb50+ksF2ScAXqWrHnvSqwDDoVexVuwn5smZEvhnr9mX6+fdVLRz000rVqzA8uXqqcuTnn/+eajPbprxRNGgpzcWeT8XwO/2pIv/JK4WuzOgAMNhQLSWsjAcxILa6I7hIBaf4SAW1EZ3DAex+AwHsaA2umM4iMVnOIgFtdEdw0EsPsNBLKiN7hgOYvEZDmJBbXTHcBCLz3AQC2qjO4aDWHyGg1hQG90xHMTiMxzEgtrojuEgFj8jV86FwDSv28KVj/Q/s/cPN2zYsAFPPtm8A8/8+fOhPuMZcuILQOiO4SAUU7nKyJUbIKA2idbSJzOHD636a37XQ4cO4c477/SVNnbsWKjPbnvx/cLrx0yu9H7hdmP+h6NFIXG12J0BBRgOA6K1lIXhIBbURncMB7H4DAexoDa6a1NwSEDUZA3vUe2QnZyN8jo4MF0ITAJEPwASkKcl5B64xE5XrLgo6mVN6oqCc0L7rm0khqNtXAeKWrQZOCqyh70sIR6AhFpiGh9Z42Q9hCgT0v1Ocmbh05HlMdeK4TBXXyu92wpH+crBg6Uj9kXhwHhIRFUXreuQ2Nfklouuf67gmJUi+pfFcNilPH25Ud2QRqtTuurWkU6Hc4GUmNGyDwERnwgR00Ezk031kHWXPU9YLSQBucslnetSlx79s9E6Gs3HcBhVru3lsxyOiqy0+TLM5gGOxFSIhGTEj34McQPHtahWw8mPUPfpdsiaSrgvXwxtK/FsytL8F62UneGwUm1zy7IMDvnuDGfFN6fUtjPdgpsk4jsjaU6Op4dwxuprsatR61GqNmdA1l0KlbcsubFLD7HikNqs2fTEcJgusWUFWAJH5QtD+rodMR8AGBTQsrgEJE57CbF9g4/KM9b+xtOf4fKup4HGumAHXzodmJq0OP9bY54jz8VwRK5VW7c0HQ4NDBFzAALqeK8rSSBh3DPocNuDpuhTf3QHavarrWr9xybydJNbju++rFAdC2BaYjhMk9Zyx6bCceVRSoVC+HoM0bErEiYsRtzNvzK1sY1/PYjqvVmQNWr7WU+SEidTmroMMfMRi+Ew9bJa6txUOMqz0kqDxxhdn/kYogPFvmet6yTrq1H58i+CDctSMvNTW89tzILhMKZbW8xlGhzBb6VUj5H0r7stA8PXW9RXo2rr5IAeBEIsTlnyxRozLgjDYYaq9vg0BQ41j+EQzs/8xxidfr3G9EepcBI2fPURqv97UcAYxOlwj0xaXPg5tewMB7Wi9vkzBY6K7LR3/Sf4EsYtMG3wHal09Z//F2oOBJwn835KZv7USPNHasdwRKpU27cjh0OFhMAZe9zX9Nh4JC/8tE0oUfHSGKBBnS7mSWb0HgxHm7jUJJUgh6NsVdpeIXC3t3aJD24hm8eItsWNxUdx+a1/8bmREvu6Lc2fEK1f//wMB6Wa9voih6M8O83tDSJUM99dnz5kbwuDSq/c8KvmwbmATFmS76CsIMNBqaa9vkjh0MLOpfCFjrf22nb//v1Ys2YNDh48GKDCzJkzMWfOHIwYMSKkOoWFhdi4cSPefPNN3/cdOnTA5s2b8eijj0KI8M2S9ZdR+XLzclVIbElZmj+H6jIwHFRK2u+HDA61UKkiO+0MpHZcMFQQoYqXChcr9cEHH2Dy5MktKvDhhx9iwoTAp55Lly6hS5cuLeZrbGxETIw6tzJEcjWiastEuC95ghUlcC4lM78X1YIphsP+m5qqBmRwVGcN71kP+Z13oZKz+wB0+c2OkPXcuXMn7rvvvoDvUlNTcfnyZdTVNcdFxcXF4dSpU7jhhhs02+rqatx4440oLy/35e3Xrx/Onz+PmprmgfaCBQuwbt26sBr9sP0BuEp8UST1rhjZ77pnC85SiMpwUKjYNnyQwVGyOq1/jBu+O67T1DVhw869B7d4JTh27BiGDBmi/aoetcaPH+9TZ9++fb7fld3QoUO17xwOB/Ly8jBy5Ejtd+9WN96MUoZf89Hw9SFU71LH7nlSkwMDuhMFJWbkyTcA9Pf65t1H2saNbqQWZHCUrRyWLpwi11uJ5CVfhK3Prl27oP6ppHqMV18NPN1r0KBBOHHihPb9rFmzsHXrVu3n0aNHIzfXU8T06dOheiBvqq+vR3x88+ra1atXY9EiNfEXOlVkD2/+QrrGpCw99n9GBAzOk5EnAwZQOenil8omGFbvuCgjTwa8schJF2Mp6sE+oleADo5Vw14WwjsYF0hectRw7Xr16oWzZz1POVu2bMHs2bO1n/0H2nPnzsWmTZsCyvD/PviYseDKVGSrwb6nd5HS/Ua3pYW/NVxhv4ztBI47/Kp8hKLdP0YfZHCUZw37BhDa40Q0r3BVT7Ft2zZNa6fTqY05+vTpQw5H5Ya7tFWEniSLUjIL+lJc4HYCx1IALwBYBWAZRbt/jD4I4UhTK+2cSiTtTdW8P0Ws14ABAzTb0tJSVFb6Nv/Djh07cP/99/v8UPYcauWgu+qc17crJTM/zOutiJuhGYaD44dGiapGj6+kWKBLrEd6mx6rGI4ILislHG7VaRiBI9S8xFNPPYVXXnkloAnmwSHdKZkFGtjRpnBwLD4R+IJg9T8wHNFqbXZ+QjiMP1Z5ew6Xy4Xi4mK43YozoHv37jhz5gxiYz3ryinhMP2xSqAD3OiTM0po8z5h4ciVZ+FAMSTqlZ1FA3LuOSIgiwyOsqyh6wUc8z1lGhuQKyhKSkrQs2dPX9XffvttPPigZzktJRz+A3JI9xsptAPyOAH0lxJxOaNE11bgqBQCDRJQ69sbGI4I7lqLTOjg0PEqt7W2Pf7449i+fbtmpma61Yw3PRz+r3LFmJSlX1C+yv0pJDprPUEQHGePeV4O/e6hdO3/Uds+1bZMkdJdI+tq/n7kqfFkoSwt6DwTgIrA5AF5CyKRwXH1JOBaxA0MvU7cf15jypQpvhlwbz2feOKJgLkP7xxB7969tccslRRAr7/+uq9p6pHMP2SkpVe5DV9/jGq1S8mVRDoJeEQWwI2bvL6D4fCONVr7A2Hy92puRc2/MBxWwHFxxbCfOGPxHSC07QlbCh9RY4mLFz2xTTfffDPUzLcKFVFJPVrddddd2tkVKiUmJkLFU6m0d+9e3HPPPdrPHTt2REVFBVTAoUrq9a96DexN6q1XUlJSyKabGj6SJ4sg4Ss4GI6Dj3l6DDtTaWlp/rfffpvGcLR8Fch6jqsDD69D0pw9IQMPly9fjpUrV/pq1rlzZw0GBYYKNFSvdL3p+PHjGDx4sPbrhQsX0LdvX9TW1mq/q9l1FdGrZtvXrl3ri8tSM+Vem6uarwUeToL7Uon2FXngYZ4sgYRvZ7pgOLJvsRMLT9mTJk0q3rNnj5o84p6jhctBBocqoyJr6HrpG5QD4ULWVU+gYqmKiopavFMUCCdPnvT1Dso4VNBisBP16KVm2UOlq0LWIV9LySzwTMETpIxc2bwXEIDDjwzVxh5z1q/R1o1kT7ybVHMjVWY4IlON/EKVZaVJr9OWZsrLysq0tRzqXLympsCdOtUj07Jly7B48eKQrVDrOObNm6dF8fon9Ur48OHD6NGjR9jWV/77OMhqT1SvmnnolplPqkFGnrwACc8zot+AvKVAyMguFZ0VwxGZlqQ3hirSyDJZBcqBAwe0AbUaoIddixHUJhXevmfPHm1An57e+rO8Fctk782TRSLEmCMYjiNHrA9puuMOT0gVw2ETHBdWDrs11ul34GNcApIXfBJZbUy2umqDBVfTHUnPHffbQij6CmTkyZOQ8HVd3jGHF46WVilGX3rEHvhtVQRSkfccqsyKrGE7JcR0b/kJ/7gQHUY8EEF1zDPx7J/bvABKQO5OziyYQl1iRq48LARukdITZxYKDvUX3NtzCIcTnXoPcMUkdJbuhtraH0596YnVNy+p7oPhiEBfU+AoXTVipEO4AzZ1S5y2DrE/t2epgto39/J7CwM3dZOO25NMONxGxVYJIElKaFG+wXB4r4l/DxKTkCjTVr37dff0Ced4hjyCu9YiE1PgUHUvX5X2bxBY67sZEpKRNFttB9rJoqZ5ipENajvQKb5BuPaZWz7XbVmBCtkmT36Bhz3U41VrcPQa90DD3w/siHPGJ7jSVr1z/PMFE9X8g9mJY6siUNg0ODRAQm4kfdgyQBQYlS9ZvJG030pAKZH4v6OEtoVKuJWA9+bKo0cXTux94dOc6xUgrroa1b2aPUhjOOyGQ674ZUxF7A8FAUcQJCQj4e5Fpu+bqx1BsC87sMdQRxB8L24Vr39xZWVFBArpNDG62OnzBRMHKkAAqHCAe00GhOGI4Lqa2nOo8qtWp/V3ueV+QPittLP+8BoBFLtE492pS/7yVQS6GDYxCocq0EJAGI4IrrDpcKg6lLwwdIBTOHYLgYEBdVLHns14BbF9Qm/eFkH9A0y0eYyd8wP2w/U80uCkdDT+2mwwVFnRwKHy56QLFVn5sMk9iIJD9U4f8TLZ8HeZJXBoN6jnEet8yAMztcH6+9EdmPna1IBHKL8mlyUXi55mPkr5y0sAhxpz/MECQPT+7bnm7C2Dw6tsefbwRZBydSilHZ2vgzrkJv4XsxD3M21Hm7BJhZ3XHd4KWVvlCyIMNjbzrVS4ihHBodwzIDbjaDkcnnHI0NtcbscSAK1MwgmIhCSI2I6aTLKxFrKmKuggzKsVVBN8DunMNmMeo7XrRQiHPyBqKWTo7SNbqxB/b1gBW+Dw1lZB0uRyrBQOjPfuzG60Jdr2BRL7YtxNK6hDQvTUiRgOVbQKLWAw9FwEIltb4fBvQ/mqtM1SYKoAUgB4VjC1nuolUK56Csqw89aLDW9hAhzRVIfzRqFAm4HD84cfonTtsJ7SLRJiXK4eEuIRIcQ4QPQGtEj47yHlAcD5+yanPC8csib12YJzVDukR6GjLyvDQaFi2/DRpuBoG5JEVwuGIzr92lJuhoP4ajAcxILa6I7hIBaf4SAW1EZ3DAex+AwHsaA2umM4iMVnOIgFtdEdw0EsPsNBLKiN7hgOYvEZDmJBbXTHcBCLz3AQC2qjO4aDWHyGg1hQG90xHMTiMxzEgtrojuEgFp/hIBbURncMB7H4DAexoDa6YziIxWc4iAW10R3DQSw+w0EsqI3uGA5i8RkOYkFtdMdwEIvPcBALaqM7hoNYfIaDWFAb3TEcxOIzHMSC2uiO4SAWn+EgFtRGdwwHsfgMB7GgNrpjOIjFZziIBbXRHcNBLD7DQSyoje4YDmLxGQ5iQW10x3AQix8Mx8cPD9ZOajr43tsBR1qNnfZQtfr8zj/+Jd+/ChYde0bc6h+nO4aD+LoGw6HXPcOhVzHz7BkOYm0zcuV/QKCfIbcS3+WMEo8ZysuZyBVgOIglzciTswDcb9DtOznp4jWDeTkbsQIMB7Ggk/8se7tc+L0Rt04nHtk9UvzNSF7OQ68Aw0GvqTr67J8A/Ean6+056eItnXnY3EQFGA6TxM3IlXMhMC0i9xLv5YwSr0Zky0aWKcBwmCh1xmdyKtxaD5IQppgaOLA953bxPyZWg10bVIDhMChcpNlm5MqONQLjBDBEAD1VPgmck8DxBIkDO0eJ2kh9sZ21CjAc1urNpbUjBRiOdnSxuKrWKsBwWKs3l9aOFGA42tHF4qpaqwDDYa3eXFo7UoDhaEcXi6tqrQIMh7V6c2ntSAGGox1dLK6qtQr8P/iMAR7aNTBpAAAAAElFTkSuQmCC]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
      <openrally:speed>30</openrally:speed>
    </extensions>
  </wpt>
  <wpt lat="5.351276" lon="-73.900811">
    <ele>4441</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_159</name>
    <extensions>
      <openrally:distance>168.27</openrally:distance>
      <openrally:cap>11</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
      <openrally:speed>30</openrally:speed>
    </extensions>
  </wpt>
  <wpt lat="5.354301" lon="-73.900438">
    <ele>4438</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_160</name>
    <extensions>
      <openrally:distance>168.62</openrally:distance>
      <openrally:cap>346</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMcAAACHCAYAAACiXU2qAAAIA0lEQVR4Xu2dWah+YxSHf3/zTMaQIhnKhZAxF2ROhhI3f8OdRBlSJBmTIqSUG1eIDCVDhMwlRELm2YWhEMo8t2rv2rZvn3XWOe/nwu/ZV9/53rWH9az9nL3f/b77nBVigQAEZhJYARcIQGA2AeTgzIDABAHk4NSAAHJwDkCgRoArR40X0UYEkMOo2KRaI4AcNV5EGxFADqNik2qNAHLUeBFtRAA5jIpNqjUCyFHjRbQRAeQwKjap1gggR40X0UYEkMOo2KRaI4AcNV5EGxFADqNik2qNAHLUeBFtRAA5jIpNqjUCyFHjRbQRAeQwKjap1gggR40X0UYEkMOo2KRaI4AcNV5EGxFADqNik2qNAHLUeBFtRAA5jIpNqjUCyFHjRbQRAeQwKjap1gggR40X0UYEkMOo2KRaI4AcNV5EGxFADqNik2qNAHLUeBFtRAA5jIpNqjUCyFHjRbQRAeQwKjap1gggR40X0UYEkKNW7C0kHVBY5U5J60o6UtKQ9TeSHk22c7CkTUYxsb1+iW2uN7GNnyU9LOmXwrESOiKAHLVT4iBJjxVWCb7bSvpA0ipF9s9L2ntindjue5K2T47lNEm3SPqpcMyEdgSQo3Yq/FdyhEgfS9pmmXLE6k8Xr3Y1Iv/jaOSoFbelHDtJendi96tL+nVGW1+vxV45+k1cL+mcWqpEI0ftHGgpx9GSHpjY/caSvm4ox4+SNpT0ey1d72jkqNV/LEd0fBda1l6gz3GcpHsmVr5u4jf91JXjr1Hne60Z271E0uW1dL2jkaNW/7EcmyWrf7WAHPdJOnZi/T9HT7f6sCk5PpK012Bba0h6W9L6E32WWtam0chRK/xYjsXwm3paFXuetf5qkn6bOKwpOd6XtMOMdT6VtNXg+ziWT2op+0Yvpri+dP6deWs5Ygwk+gPDZWdJbzWS415Jxwy2daCkpyjo4gggx+I49VEt5IiBuTW7DZ4g6e7RIQz38YakXQbt1SvHuZKuGawfA4uP11L2jUaOWu1byBGd4ou73V4t6fzRIRwh6aHuu5slnbIMObaT9CFy1IrcRyNHjVsLOXaV9Gq32xslnTE6hCcHg3Yxun3yMuTYVNKXyFErMnIsjVcLOeI26fWuMx5TQHYcHUo8lu2X0yWFQON6jQcBpzrkMZYST8X6hduqQt25chRgSWohR0wJeUfSOt2uhzWI8YnhPKiVkm5bhhy3SjoROWpF5sqxNF5jOaYeucbWY6whlvGj3Bgbid/0MWIdS4yGxyzdWI6XdFf3OR7DXtBNHFzqlSOuUMMO/W6SXlla6n5rceWo1bwyfaRnO5Zj627ayO7drm+QdGb3+VJJMZIdS/Q1QqRrl3DlCPHukHT4KL14SjZrzlaNgkk0ctQK3UKOGMeIW6qXu13H1PR9u88xQfCs7nN8FyPow6dZS514GJt8TtJ+tXS9o5GjVv8WcsRtzpuS+o533ObEVSR+jseu8fg1PsdTregvnLeIK0eWRUw4DCEXug3MtmHXjhy1kreQY09JL0n6TtIGkn6QtFE3Y7YXpj+Zr2gkx7OS9q+lSjRy1M6BsRz97dCsrcTtUizjPkc8gbq9e032kC4mOu8xJvFZ93P8ho/vrmogR7zsdCh9jVqhIxo5asxaPMqNl46ib3G/pKO63e8h6SRJZ3c/P9J1ppcjR8zsjRH4yyRlU+trFEyikaNW6BZyXCnpQknDJ1MxYh7T22P7sWzejWwvVo6pQcBadkT/gwBy1E6IFnLERMOYcBjLcDQ8nib1t2l9XZCjVp+m0chRw9lCjhcHLyYN5Yjxh+hnfCFpy+6wkKNWn6bRyFHD2UKO17rHtLHnF0Zv8MV3w78Wghy1+jSNRo4aztZyxBhGCDBc+s54fIcctfo0jUaOGs7WcoxfRoqjOVXSTdxW1Qozj2jkqFFtLUe8tvrE6BDiHfI/kKNWmHlEI0eNams5xk+sYmxi1cEhcVtVq0/TaOSo4ZyHHDF9pH+3I/649GHIUSvKvKKRo0Z2HnIMZ+LGaHYMDvYLV45afZpGI0cN5zzk2KebTh5HcpGkmGyIHLW6zCUaOWpYx/+fY/j/Mqa2NP7/HN9Kise1/RL/gyPe7Y7lGUmfD9pi2nq8/9EvU/+f43tJD9ZSITojgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I4AcGSHabQkgh23pSTwjgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I4AcGSHabQkgh23pSTwjgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I4AcGSHabQkgh23pSTwjgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I4AcGSHabQkgh23pSTwjgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I4AcGSHabQkgh23pSTwjgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I4AcGSHabQkgh23pSTwjgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I4AcGSHabQkgh23pSTwjgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I4AcGSHabQkgh23pSTwjgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I4AcGSHabQkgh23pSTwjgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I4AcGSHabQkgh23pSTwjgBwZIdptCSCHbelJPCOAHBkh2m0JIIdt6Uk8I/A3tOEel/tzDpIAAAAASUVORK5CYII=]]>
      </openrally:notes>
      <openrally:fuel/>
      <openrally:fz clear="90"/>
    </extensions>
  </wpt>
  <wpt lat="5.357436" lon="-73.895583">
    <name>Rally_de_los_Cerros_-_Etapa_1_161</name>
    <extensions>
      <openrally:distance>169.34</openrally:distance>
      <openrally:cap>79</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.358187" lon="-73.893121">
    <name>Rally_de_los_Cerros_-_Etapa_1_162</name>
    <extensions>
      <openrally:distance>169.64</openrally:distance>
      <openrally:cap>151</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.350448" lon="-73.884837">
    <name>Rally_de_los_Cerros_-_Etapa_1_163</name>
    <extensions>
      <openrally:distance>171.35</openrally:distance>
      <openrally:cap>145</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.347388" lon="-73.878878">
    <name>Rally_de_los_Cerros_-_Etapa_1_164</name>
    <extensions>
      <openrally:distance>172.21</openrally:distance>
      <openrally:cap>89</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.342744" lon="-73.870758">
    <name>Rally_de_los_Cerros_-_Etapa_1_165</name>
    <extensions>
      <openrally:distance>173.60</openrally:distance>
      <openrally:cap>194</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.336084" lon="-73.870281">
    <name>Rally_de_los_Cerros_-_Etapa_1_166</name>
    <extensions>
      <openrally:distance>174.53</openrally:distance>
      <openrally:cap>128</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.335317" lon="-73.868569">
    <name>Rally_de_los_Cerros_-_Etapa_1_167</name>
    <extensions>
      <openrally:distance>174.75</openrally:distance>
      <openrally:cap>152</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.331369" lon="-73.862877">
    <name>Rally_de_los_Cerros_-_Etapa_1_168</name>
    <extensions>
      <openrally:distance>175.54</openrally:distance>
      <openrally:cap>235</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.326878" lon="-73.862474">
    <name>Rally_de_los_Cerros_-_Etapa_1_169</name>
    <extensions>
      <openrally:distance>176.20</openrally:distance>
      <openrally:cap>155</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.323018" lon="-73.860646">
    <ele>4445</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_170</name>
    <extensions>
      <openrally:distance>176.74</openrally:distance>
      <openrally:cap>224</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.320387" lon="-73.863094">
    <name>Rally_de_los_Cerros_-_Etapa_1_171</name>
    <extensions>
      <openrally:distance>177.27</openrally:distance>
      <openrally:cap>165</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.313811" lon="-73.863274">
    <name>Rally_de_los_Cerros_-_Etapa_1_172</name>
    <extensions>
      <openrally:distance>178.07</openrally:distance>
      <openrally:cap>103</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.310337" lon="-73.859628">
    <name>Rally_de_los_Cerros_-_Etapa_1_173</name>
    <extensions>
      <openrally:distance>178.67</openrally:distance>
      <openrally:cap>239</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.303181" lon="-73.860876">
    <name>Rally_de_los_Cerros_-_Etapa_1_174</name>
    <extensions>
      <openrally:distance>179.57</openrally:distance>
      <openrally:cap>270</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.301810" lon="-73.861888">
    <name>Rally_de_los_Cerros_-_Etapa_1_175</name>
    <extensions>
      <openrally:distance>179.78</openrally:distance>
      <openrally:cap>194</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.298054" lon="-73.861013">
    <ele>4166</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_176</name>
    <extensions>
      <openrally:distance>180.57</openrally:distance>
      <openrally:cap>93</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.298047" lon="-73.858205">
    <name>Rally_de_los_Cerros_-_Etapa_1_177</name>
    <extensions>
      <openrally:distance>180.92</openrally:distance>
      <openrally:cap>161</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMcAAACHCAYAAACiXU2qAAASDElEQVR4Xu1dC3RU1RU9dxLzgSggwURNLJTwUVLCJ8FkSBBwUQEniVWopgVEbKosQYSqUCFUEKygAiJZbfkolLbYghbI8HGhQCEkEQFBUAIkGiXqIIHyGUiCydyuO7wZX27em3m/eZlmzluL5TJzzrnn7fP2uvfcz7kE8EEEEAFJBAjiggggAtIIIDnwy0AEZBBAcuCngQggOfAbQATUIYA9hzq8UDqEEEByhFCw8VXVIYDkUIcXSocQAkiOEAo2vqo6BJAc6vBC6RBCAMkRQsHGV1WHAJJDHV4oHUIIIDlCKNj4quoQQHKowwulQwgBJEcIBRtfVR0CSA51eKF0CCGA5AihYOOrqkMAyaEOL5QOIQSQHE2DHQEA10Io/viqPhBAclwHxwoA8wHgWQA4iF8MIsAQCHVyRAukmMrAiB+UOyn11Y3FFhfENAIkeT8RCzgIgMPSCFc2W0kFfjqhgUAok2OsQIxET6h7Pb2ovEveVIeC0FcQAPavOLIOjqwfQpwKdFDk/wyBUCRHskCKHD5WSeOmV/ac+MppDTEstgBs35xB9mnQRZUgRSDUyPEiAPxBLhaJ2RNOp7ywqlJHrBzUAqu33E3e12EDVYMEgVAhR67QW/TyhXtcVo4jbeGmcgNi46QWWIYkMQDJFjTR2slxh0CKMUow7vAz6/mBy/d9qkRWoYzD5YIFWweSwwrlUSyIEGjN5JgGAC8DQKRSvNskdnP2mvyaezaq5sCH7T16N3Xv54y4qUND28RudTGd76xTak8kVxxdBwswcdeAXAuqtEZyDBFIka4W14h2Ha9du3iOLQTKPuHRMQ0d0+6tie17z4Xbho+piWzfqUFhO04XhcKtVrJdoTyKtTACrYkcHYQh1EStmJLwG1y04QeLGv24QbmOrr96tvrmlEyl07nYi6gBuAVlWws58gVidGopLNv16H+h++MFVXFZuRcU+OCwUCjABUUFSLWgSGsgxzoAeMQoDGNTh9T8cPlieIfeA70fubPyaMwPVy6FXzxxyJuHyLUX239ITfKzhRVKchMXhQU4zDIqcsbbaQ3kYKjEA8A44Z/P6Vp/EA54fcsnt1hHXpSTO3+kOObrTcvjz+7fEVt/zhElJcfyksTsCdW9pr5R5a89ILDBnk4K/cqhgOkItBZyiIEbJpBE0fQtj3jK71d+lpjz+FklkThtfzu2asOyBLkeJSaxu7P3zFXl/vIRArC9KIMsUNImypiHQGskhwe9WFFvkqIU0p5PzD+ZNP6Fb5XKM7kzeze1P7lqbmc5knSbMLuiR/6cal82CYHDUbVQgNO9apAPrGxrJocYOTa96xl2+ZyN6vLwlKpezyzxPxySiMuX6xbFl6+YndRYeyWc/5nlIn3n/bPcz9RvRXQdTEWCBPajV2o9VMjhwYMl1IwkjwJAPymQbv953jd95/zjlFIAebn6C2fDP5n5y541h3aznqvJo2SYhUMsrcgbrxdq5BAjOEjUm9zgZU9y+qnM5aVbgW1JJ+Beu6AU+gBxJ/1xSkPA8pFjiyb35HsRlqwPWLztsK88BAmiFOXAyoUyOTzI3igiyQAA2A0AbBjW7MkpoUkugOEEYDgl0NZfaJxVx6P2P5ebfLX6VIxYlhGkR/6cii550+TPjrig0D6QbPDXBv4eOASQHE2xZcdl2bDrSV+Qj95FY+qiYBRQGKWEJB9Pz+15Zs9m1vM0eXo9/Xq5L4K4XDAVNy0G7uP3ZxnJ4Q8hH78zktRGwngg8JA/MydWzE449dZLPx69FRRSZr51LNH2WI2MvjO6DvIwQfeHbmB+R3IYgCsbblECMyhAV1/m2GzWZ0t/15MfYvnJQYrtGaTAADfRhEoEkBwqAfMlbiuhk/z1InIEGfLeF2Vy07yEQEFROik20FU0pQABJIcCkNSIZJfRTHDBDF+5iBRB2MbFrNUH5A5FOaLrIB+HV2oioV8WyaEfw2YW3LNaBOb5mvo9PHdcUvW2tQli5c6jJ1clT1squQBJANYUZZDVAXAXTcoggOQI0KchzGgt8ZWH7B3fvw+/5WTwus/LZHb0YnIeoFjJmUVyBBBwfwRhq+k7H+ySLl4o9DW8wi3uAQyWhGkkR4Dx9kcQtpJ+ZP4EVkvL+6Qt3HhY5tBUhT2DsINd+JiAAJLDBJDdBImEd+SSdH545bP3CIO8rQOIkqqMJrxZ624CyWFSfEfuo30sFlgs1Rzb8v7x8w/0Ef8mm3vgthKTIoaFpE0DmjWUXUrH0+s7gps9fO/RbUJBRY/8uc3OgFCAfVsyyCxTHQ/RxrDnMDHw7u0mUbBSaoqXX/to16PfhazVB6XWPRz2DJJnotsh2xSSw+TQ2/bRUWCBp/hm2Q7e3Xl3Nam1ZSulbIdws8eeQSR3DZv8Kq2+OSSHySEWeo8iqWa3DY3JFE/ryuUduFvXnKAhOczBuUkr2aV0pdTiIJ93yE3pIjnMCRqSwxycm7RiK6FLgECzog9IjhYIho8mkRwtEA8kRwuArqFJJIcG0PSq2ErpLikbO7JvS6+v+c5bKM76570HpM6a47BKbwSU6SM5lOFkmJSwY3eFzCzUYPHfcbbKMNg1GUJyaIJNu5LcgSh+lbxNQjfn0PUnD/AtEQpXiqzEpt0D1FSKAJJDKVIGydlKKSt83azYAn++I25QjiNtgcQVbBSO2K3kGYPcQTOYkAfHN+BrfxWfb8hWJqHwrt1KlgXHG7VuL7DnMDG+2WV0sbtAHPewyu0lT2aliv88bNv3xVJnyvE8uXkBQ3KYhLWvXoOvaxXbb3BNeuGuY1KuRddBNp4lNydoSA5zcAa5XoOdBtz14E/TG2qd3uLTcrWscEeuScESmkFymIC3r17j2KKnO1etf7Ozx43IjvF1w+zflUm5hcdkTQiWqAkkhwl4y81QSfUacuc42BRuVD08gkMqEwKGPYc5IPs64MT3GmHRbRuGvveldHE3nKUyJ2DYc5iD88j9NN7SCGw1vEmVdda61PkNX3WrXHh23JygITnMwVkuCWetl00amlxzcJf3ghtfuQYh8H5ROnnFHK+xFQ8CmHME6FuQO/HHmpMqqODrOgLsNQIUJD9mkRwBwF1iOBVNKIRRgNr6i2fJnrEpqeLdtz7OiwP2GgEIkEKTSA6FQKkRE4ZTQwlAPKUQIdY9/qfpULl2Ibub0PvIbU1nAthrqEHeWFkkh7F4wv376BgLgYUUIJo3ffHEwbC9j6Wya9a8T8KIsdV9Zv+1QsoNLB5tcHBUmkNyqATMl/iIfbRrmAV2AoWbpOT2jE258VLlp2Ge36JuSWgctObQ/oj2nep5eVzXMDAwGk0hOTQCJ6VmK6UfAYXuUr+VL58VVbF6vveUH5PJePMDZ8fUe88BwJe8Dq6GGxgYjaaQHBqB49WGl9He4S74j5Q5qeHU7cN/fa3v7L9ddcsT+BwArnl18cyGQVHRZwbJoQ8/r7atlG4CCuxu8ybPNed/SdnEwTHi4VR0XKIra+2RyxExHahAjrMA8I1HEZNwg4Ki0wySQyeAHnVbKf0CKHTgzVWuey3y+JvPNUnO3cOp/vc2eGUJOAHAnZRjEm5QQAwwg+QwAEShiuFxoM23ibBco/bbSsu3H/wrgrpckDhy3LWUWWuuD6c8j0AOAlBZlEF+Y4BLaMIABJAcBoAobEkv4skhlWu0v3NAY+aqjy5LkcNCIX+zlUhO6xrgJppQiQCSQyVgUuJs560L4EVCoZ3496+LVkZ8+sf8NrzOnVMW1XZ9eOqP07cEnASgAC/ENCAYBppAchgA5v2ldB4ByAYKd4jNHXt9UnTVu4WRfBMkLBzSl+5wduw72J13EICKIitJM8AVNGEgAkgOA8B0H2aicDshcBel4F3kK5mYFXP+SLH3+Ku4KUtEJNy9eLuHIAVYUcSAQBhsAsmhE1DuSoGbxb2H3Uqa7KHimwpvE0P7vbzhi9i0+0ZtHUikLqrR6R2q60EAyaEHPQCQOB/uJgifjDMiNFxlqUXTJyyqTWNj3VV2Gc1ena6gusEIIDl0Aip1DJYAtKvatLzr0Vee8O6xujkls+GmpJRGcQ5CwsMpbWhgMWCzV/cjQXQGw2B1JIdOQIVkfCBvhj8fnjR2xqWuY54//+EDdyQ21Dq9eUlkx3hH/TkHKw+KBNEZC6PVkRw6EZWrLMJfROOpRcWTRmh+IwA8gATRGQyD1ZEcOgGVu2tD7n4/Vo5nz5jeqfXnHOIdumsA3LNcY5AgOgNioDqSQweYcsXa+MoirOTOiJ3OYk9T/LXKwt9ZUv44EkRHQAxWRXLoAFSuiMJp+9uxR+ZPSPaYljojvnt091Rn9SlxyR52rTIjyFokiI6gGKiK5NABZnYZnUEp3OcvGZc6CitVgUQgByOJhyB5APCODhdRVQcCSA4d4NlKKSvYlsSb4JNxubI7H+Qk3lp3trqHSL8KALoI//8IEkNHcAxQRXLoAFFpMi5XXeSr9UtfPbpoyhbOhccAYLUOt1DVIASQHBqBVJqMM/NyF18Kd22wW5oeFblxQeg92H/xaUEEkBwawdeTjAtNnrFnEDZ0Yvuv2HBKvN19DgC8qNE1VDMIASSHRiD1JOOsSe4iGkaEP3C9R1+BNBo9RDW9CCA5NCIol4yXPTUkuebQbm+BaLlknDsrLtV7sIXB8RrdQzUDEEByaARRLhnfYbs1Xbz6LZeMu1wwldumzojwNucO6z1wK7vGGOlVQ3JoQDCnhCa5iPvejSYP2xqyY8QtmeI/yiXjMuV3WO7xE5G+Z2FQg5eoohcBJIcGBEeW0OEWAtN5VX5hT656Oiv1WWQlNommBwPALu7vbNWckQQfkxFAcmgA3FZCJwGBh3hVfsdt3KAcR9qCTeXNmvBd0ZAR4R6RDhtWseEVPiYjgOTQALithC4BAim8Kp+My15+CbDGR6WRPgDwCWcbFwY1xEmvCpJDA4JKk/G0hRsPx2XlNlvMIwQKitKJd5euhAtshVy8MMhyEdZ74MKghnhpVUFyqEQugMm42BN2LzlfeR0XBlXGSq84kkMlgkqT8TYJ3ZxD1588wJv3kYzzolILg2xTIvYeKmOmVRzJoRK5ACfjYm9wYVBlbIwWR3KoRFQuGf94em7PM3s2s0IJ7kdjMs578wwALOb+yHoPloPgE2AEkBwqAZZLxneO7p56VXSyT0cyznvELwyyYgy/UOk2imtAAMmhAjThCuV1Uir2DMIW8LyP3Mq4hkrqrCrJv7k2cWFQRdy0iiI5VCCXXUYzKYWXeBV+ZVwuGWd69gzCPmy1D78w6G9bCVuDmQUAD7PbmtU2hvLXEUByqPgSpKobMvUTK2YnnHrrJe9x2dh+g2vSC3cda2Za+11/UttKpBYGWc4zEwAmCW3PBmhOZhWvHNKiSA4V4VeajHcePbkqedrS5kkzhXd1VFOXWhj0nDdncWSkYL2F58qDQgCYBwAOFa+IoiIEkBwqPgdbKS0CaH61mdJkXOf1yXILg9UCKTy7eTcAwHzc6q4isDKiSA6FGKpJxodt+744sn2nHy/EFNrQkIzz3i0BgCnCHz3DNk99LLYdhfUU7yt8JRTzgwCSQ+EnojQZj+wYXzfM/l2ZlFmNybjYFFsY/BAA6gDAKvxwSugp2MlBfAxEAMmhEMwWTMY9HrJhE8sr8oU/XBJIsVDhK6CYSgSQHAoBk0vGD88dl1S9bW2Cx0wAknFWcJqRgv3zxGuRQIzzCt1HMQ0IIDkUgiZHDr66odzKuMZknE3JvgAAtwpu/l0gxXGFbqOYDgSQHArBkyMHO/3nrDwac/mr8hhWWEEuGZcoqOCr5VFCT8EOPrGH5RlsBoo/QqvQexTTggCSQyFqcuQQq7MCC1KzVExGZTL+WwD4CwCwGSlGCiwmrTBORoohORSiqYQcsqa0rYyzKds3FLqHYgFAAMmhEFS5Q05K1DXmG0pMo0wAEUByqAA3u4TaKYG2KlRAxck/NWZR1gQEkBwqQNbSe2CvoQLgIBNFcqgMiBqCIDFUghtk4kgODQERtpKwNYg4GfUzhMAyP+V3NLSMKmYigOTQgTa7wCYsDIZTF3jOjle4ACq2Wsl2HWZRNUgQQHIESSDQjeBDAMkRfDFBj4IEASRHkAQC3Qg+BJAcwRcT9ChIEEByBEkg0I3gQwDJEXwxQY+CBAEkR5AEAt0IPgT+BzosqeIGFKLlAAAAAElFTkSuQmCC]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.298324" lon="-73.850067">
    <name>Rally_de_los_Cerros_-_Etapa_1_178</name>
    <extensions>
      <openrally:distance>182.00</openrally:distance>
      <openrally:cap>133</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMcAAACHCAYAAACiXU2qAAAILUlEQVR4Xu2caah1UxzGn9eUMcn0gTJlKGROFAopoaRMkULIFJKkiAxlnsMnkmSMiA8yD1GGRMqQzFIk4wcz/WsfrVb7nL3/9773vg/rt+rt9t7z3+s863n27+yz11r7LhENB3Cg14El+IIDONDvAHBwZuDAFAeAg1MDB4CDcwAHcg5w5cj5RXVDDgBHQ2Ez1JwDwJHzi+qGHACOhsJmqDkHgCPnF9UNOQAcDYXNUHMOAEfOL6obcgA4GgqboeYcAI6cX1Q35ABwNBQ2Q805ABw5v6huyAHgaChshppzADhyflHdkAPA0VDYDDXnAHDk/KK6IQeAo6GwGWrOAeDI+UV1Qw4AR0NhM9ScA8CR84vqhhwAjobCZqg5B4Aj5xfVDTkAHA2FzVBzDgBHzi+qG3IAOBoKm6HmHACOnF9UN+QAcDQUNkPNOQAcOb+obsgB4GgobIaacwA4cn5R3ZADwNFQ2Aw15wBw5PyiuiEHgKOhsBlqzgHgyPlFdUMOAEcu7MOr8s8kvZLrgur/igPAkUvq76r8XklH5rpYkOo1JMW/sn0j6fcFebdGOgWOXNBucKwl6VVJ8XPtaiifS/pJ0ta5IVI9cQA4cueCCxzLS7pC0tkj5P8o6SpJl46opaRwADhyp4MLHBdKuighPXTvL+mJxDHNlwJH7hRwgOMwSfdVsv+S9Imk+BltZUkb9gxtFUm/5IbcbjVw5LJ3gOMWSSdXsjeQ9JWkib6VJN0lKUAq2z6SnskNud1q4Mhlv9BwrCfp6wFJtYaA4Jgpx7wvaYvitTskHZcbcrvVwJHLfgiOzSR9WHUZN8QbSfpeUswglV93YiZpX0nXSFqhOO5bSUdIeqpHXq1h1gn/qKSDij5Cy5q5IbdbDRy57GfBsZykFyXtXnQZ9fsVJ3kNx2uSdpkh4XhJt/fAVq5pPCdp7+IrVW5EVE91ADhyJ8csOK7umVq9W9LRxVvUcAy9eyzixf1D2Y7tAebLbj3jh6EOeX28A8Ax3quonAbHWZKurbqKT/z45C9bHxwxwxRrED9LuribaSqPqVfh42tZ9NPXnpf0iKTrcsOius8B4MidF31wnCjp454V6k266dVZcLwtaddienU1SXGC71QcFFO00VfZDu6mc+uryqQmrjiXSLqn5x4oN+KGq4EjF34Nx+OSDqi6+E1S3Jh/0dN1feW4UtK5Vd2eHSDlr/tyiroHJa07MIQbuq97f+aGSjVw5M6BGo444WIrR9n2kvTClG7HwLF6tydqCI54Pd47Tv5TB4bxlqQduGnPhQ0cOb9qOOqj4+vVpjO6HANHHF6/T3yNinuJaW19SdtIulNSLAj2tZck7ZEbbtvVwJHLfwiO6O3M7tO8r+e5wnG5pPNGSt2tmyE7pac+po1fH9lP82XAkTsFxsDxXbfoF9vF6zZXOM6XdFlOqg6RdH/1te90STcn+2m2HDhy0ffBEVOx8a9c4X5D0s5LEY5tJb0j6SZJp1X9zsqwXiGPJxdjtZ42wgHgGGFSUVLD8auk7SQdJemCqqvYtvFY9bsxV47NJX0wBYD5whHdkvnIzDFqpFFdWQ1HTKUe2r32pqTti+7i2fJyK0m8VMNxvaRYQCxbrKjHZsJJK1fJY5vI01X9rK9c70nasqiP7S0xBUwb4QBwjDBpxpWjXL0+SdJtVXcxzRo36JPWt0J+oKRnJcX6SNxM19PA8f+YHp60uKrE1aVssRAZcAYM0eJqFpsZY4GxbEOzXjk3/ufVwJELeGhXbr1FPHpfUdIf3dtk91bFYfHUX2wrmbQ4wR/Oyf63Ou434r6DNsIB4BhhUlEyBMdWkt6tuiw/+bNwPNDzwFJ0Hw8t9W1nnzWaHburS27EDVcDRy78ITgmn/Tl891xTDxwFM951HA82Z3osd29brGdPZ7ki71VfS3udc4Z2PIex8U2ljMkPZQbKtXAkTsH4h6jbC9LurH6XfyZnFt7uo2Hl/pmq+Ivg8QsVDyEtI6kj7rtIyeMlBb3KXHyR9u4+/lpt8oef1AhHoaizcEB4JiDafM4ZMxU7jy659Cl6QBwLE03h/sCjmGPbCqAY3GjAI7F9Xte7wYc87IvfTBwpC1bdgcAx+J6DxyL6/e83g045mVf+mDgSFu27A4AjsX1PjYjrlq8ZWz3iKf0aIYOAIdhKEjycAA4PHJAhaEDwGEYCpI8HAAOjxxQYegAcBiGgiQPB4DDIwdUGDoAHIahIMnDAeDwyAEVhg4Ah2EoSPJwADg8ckCFoQPAYRgKkjwcAA6PHFBh6ABwGIaCJA8HgMMjB1QYOgAchqEgycMB4PDIARWGDgCHYShI8nAAODxyQIWhA8BhGAqSPBwADo8cUGHoAHAYhoIkDweAwyMHVBg6AByGoSDJwwHg8MgBFYYOAIdhKEjycAA4PHJAhaEDwGEYCpI8HAAOjxxQYegAcBiGgiQPB4DDIwdUGDoAHIahIMnDAeDwyAEVhg4Ah2EoSPJwADg8ckCFoQPAYRgKkjwcAA6PHFBh6ABwGIaCJA8HgMMjB1QYOgAchqEgycMB4PDIARWGDgCHYShI8nAAODxyQIWhA8BhGAqSPBwADo8cUGHoAHAYhoIkDweAwyMHVBg6AByGoSDJwwHg8MgBFYYOAIdhKEjycAA4PHJAhaEDwGEYCpI8HAAOjxxQYegAcBiGgiQPB4DDIwdUGDoAHIahIMnDAeDwyAEVhg4Ah2EoSPJwADg8ckCFoQPAYRgKkjwcAA6PHFBh6ABwGIaCJA8HgMMjB1QYOgAchqEgycMB4PDIARWGDvwDSsD0iDURhdEAAAAASUVORK5CYII=]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.296272" lon="-73.847584">
    <ele>4136</ele>
    <name>Rally_de_los_Cerros_-_Etapa_1_179</name>
    <extensions>
      <openrally:distance>182.38</openrally:distance>
      <openrally:cap>119</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.292599" lon="-73.834120">
    <name>Rally_de_los_Cerros_-_Etapa_1_180</name>
    <extensions>
      <openrally:distance>184.74</openrally:distance>
      <openrally:cap>52</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.297037" lon="-73.826450">
    <name>Rally_de_los_Cerros_-_Etapa_1_181</name>
    <extensions>
      <openrally:distance>186.09</openrally:distance>
      <openrally:cap>52</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
    </extensions>
  </wpt>
  <wpt lat="5.297529" lon="-73.825591">
    <name>Rally_de_los_Cerros_-_Etapa_1_182</name>
    <extensions>
      <openrally:distance>186.20</openrally:distance>
      <openrally:cap>143</openrally:cap>
      <openrally:tulip>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:tulip>
      <openrally:notes>
        <![CDATA[data:image/png;base64,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]]>
      </openrally:notes>
      <openrally:ass open="1000" clear="90"/>
    </extensions>
  </wpt>
  <trk>
    <name>ACTIVE LOG 001</name>
    <desc>Rally de los Cerros - Etapa 1</desc>
    <trkseg>
      <trkpt lat="5.297537" lon="-73.825606">
        <ele>4020</ele>
      </trkpt>
      <trkpt lat="5.297395" lon="-73.825932"/>
      <trkpt lat="5.297312" lon="-73.826081"/>
      <trkpt lat="5.297160" lon="-73.826278"/>
      <trkpt lat="5.297045" lon="-73.826442">
        <ele>4002</ele>
      </trkpt>
      <trkpt lat="5.297000" lon="-73.826451"/>
      <trkpt lat="5.296774" lon="-73.826567"/>
      <trkpt lat="5.296718" lon="-73.826629"/>
      <trkpt lat="5.296709" lon="-73.826697"/>
      <trkpt lat="5.296724" lon="-73.826763"/>
      <trkpt lat="5.296779" lon="-73.826871"/>
      <trkpt lat="5.296804" lon="-73.826927"/>
      <trkpt lat="5.296814" lon="-73.826996"/>
      <trkpt lat="5.296816" lon="-73.827120"/>
      <trkpt lat="5.296810" lon="-73.827324">
        <ele>4002</ele>
      </trkpt>
      <trkpt lat="5.296802" lon="-73.827451"/>
      <trkpt lat="5.296774" lon="-73.827556"/>
      <trkpt lat="5.296742" lon="-73.827631"/>
      <trkpt lat="5.296676" lon="-73.827737"/>
      <trkpt lat="5.296514" lon="-73.827938"/>
      <trkpt lat="5.296258" lon="-73.828191"/>
      <trkpt lat="5.296213" lon="-73.828269"/>
      <trkpt lat="5.296171" lon="-73.828355"/>
      <trkpt lat="5.296149" lon="-73.828486"/>
      <trkpt lat="5.296111" lon="-73.828841"/>
      <trkpt lat="5.296097" lon="-73.829041"/>
      <trkpt lat="5.296032" lon="-73.829308"/>
      <trkpt lat="5.295963" lon="-73.829484"/>
      <trkpt lat="5.295962" lon="-73.829485"/>
      <trkpt lat="5.295901" lon="-73.829600"/>
      <trkpt lat="5.295836" lon="-73.829698"/>
      <trkpt lat="5.295710" lon="-73.829898"/>
      <trkpt lat="5.295400" lon="-73.830200"/>
      <trkpt lat="5.295320" lon="-73.830262"/>
      <trkpt lat="5.295037" lon="-73.830441"/>
      <trkpt lat="5.294960" lon="-73.830502"/>
      <trkpt lat="5.294933" lon="-73.830559"/>
      <trkpt lat="5.294931" lon="-73.830611"/>
      <trkpt lat="5.294949" lon="-73.830672"/>
      <trkpt lat="5.295064" lon="-73.830812"/>
      <trkpt lat="5.295285" lon="-73.831091"/>
      <trkpt lat="5.295358" lon="-73.831305"/>
      <trkpt lat="5.295367" lon="-73.831453"/>
      <trkpt lat="5.295340" lon="-73.831585"/>
      <trkpt lat="5.295284" lon="-73.831726"/>
      <trkpt lat="5.295235" lon="-73.831831"/>
      <trkpt lat="5.295167" lon="-73.831933"/>
      <trkpt lat="5.295083" lon="-73.832030"/>
      <trkpt lat="5.294991" lon="-73.832108"/>
      <trkpt lat="5.294571" lon="-73.832280"/>
      <trkpt lat="5.294478" lon="-73.832355"/>
      <trkpt lat="5.294426" lon="-73.832398"/>
      <trkpt lat="5.294292" lon="-73.832615"/>
      <trkpt lat="5.294198" lon="-73.832827"/>
      <trkpt lat="5.294180" lon="-73.832912"/>
      <trkpt lat="5.294196" lon="-73.833027"/>
      <trkpt lat="5.294268" lon="-73.833405"/>
      <trkpt lat="5.294276" lon="-73.833497"/>
      <trkpt lat="5.294295" lon="-73.833579"/>
      <trkpt lat="5.294327" lon="-73.833669"/>
      <trkpt lat="5.294357" lon="-73.833771"/>
      <trkpt lat="5.294442" lon="-73.833986"/>
      <trkpt lat="5.294455" lon="-73.834035"/>
      <trkpt lat="5.294452" lon="-73.834075"/>
      <trkpt lat="5.294434" lon="-73.834120"/>
      <trkpt lat="5.294396" lon="-73.834156"/>
      <trkpt lat="5.294348" lon="-73.834171"/>
      <trkpt lat="5.294299" lon="-73.834158"/>
      <trkpt lat="5.294269" lon="-73.834134"/>
      <trkpt lat="5.294143" lon="-73.833982"/>
      <trkpt lat="5.294061" lon="-73.833918"/>
      <trkpt lat="5.293959" lon="-73.833849"/>
      <trkpt lat="5.293731" lon="-73.833728"/>
      <trkpt lat="5.293546" lon="-73.833619"/>
      <trkpt lat="5.293399" lon="-73.833509"/>
      <trkpt lat="5.293329" lon="-73.833449"/>
      <trkpt lat="5.293269" lon="-73.833373"/>
      <trkpt lat="5.293133" lon="-73.833205"/>
      <trkpt lat="5.293097" lon="-73.833197"/>
      <trkpt lat="5.293050" lon="-73.833196"/>
      <trkpt lat="5.293009" lon="-73.833213"/>
      <trkpt lat="5.292979" lon="-73.833247"/>
      <trkpt lat="5.292965" lon="-73.833296"/>
      <trkpt lat="5.292978" lon="-73.833387"/>
      <trkpt lat="5.293001" lon="-73.833477"/>
      <trkpt lat="5.292984" lon="-73.833577"/>
      <trkpt lat="5.292946" lon="-73.833677"/>
      <trkpt lat="5.292598" lon="-73.834121">
        <ele>4124</ele>
      </trkpt>
      <trkpt lat="5.292711" lon="-73.834208"/>
      <trkpt lat="5.292891" lon="-73.834326"/>
      <trkpt lat="5.293110" lon="-73.834441"/>
      <trkpt lat="5.293165" lon="-73.834494"/>
      <trkpt lat="5.293178" lon="-73.834576"/>
      <trkpt lat="5.293165" lon="-73.834651"/>
      <trkpt lat="5.293123" lon="-73.834736"/>
      <trkpt lat="5.292965" lon="-73.834931"/>
      <trkpt lat="5.292720" lon="-73.835178"/>
      <trkpt lat="5.292544" lon="-73.835333"/>
      <trkpt lat="5.292399" lon="-73.835467"/>
      <trkpt lat="5.292362" lon="-73.835595"/>
      <trkpt lat="5.292389" lon="-73.835679"/>
      <trkpt lat="5.292446" lon="-73.835741"/>
      <trkpt lat="5.292512" lon="-73.835800"/>
      <trkpt lat="5.292590" lon="-73.835873"/>
      <trkpt lat="5.292689" lon="-73.835936"/>
      <trkpt lat="5.292798" lon="-73.835950"/>
      <trkpt lat="5.292949" lon="-73.835952"/>
      <trkpt lat="5.293149" lon="-73.835948"/>
      <trkpt lat="5.293336" lon="-73.835974"/>
      <trkpt lat="5.293507" lon="-73.836049"/>
      <trkpt lat="5.293632" lon="-73.836114"/>
      <trkpt lat="5.293672" lon="-73.836155"/>
      <trkpt lat="5.293738" lon="-73.836223"/>
      <trkpt lat="5.293791" lon="-73.836302"/>
      <trkpt lat="5.293821" lon="-73.836440"/>
      <trkpt lat="5.293807" lon="-73.836659"/>
      <trkpt lat="5.293787" lon="-73.836866"/>
      <trkpt lat="5.293793" lon="-73.836997"/>
      <trkpt lat="5.293827" lon="-73.837089"/>
      <trkpt lat="5.293894" lon="-73.837155"/>
      <trkpt lat="5.293997" lon="-73.837186"/>
      <trkpt lat="5.294568" lon="-73.837277"/>
      <trkpt lat="5.294722" lon="-73.837358"/>
      <trkpt lat="5.294973" lon="-73.837619"/>
      <trkpt lat="5.295201" lon="-73.837913"/>
      <trkpt lat="5.295233" lon="-73.837984"/>
      <trkpt lat="5.295244" lon="-73.838061"/>
      <trkpt lat="5.295251" lon="-73.838154"/>
      <trkpt lat="5.295279" lon="-73.838621"/>
      <trkpt lat="5.295325" lon="-73.839001"/>
      <trkpt lat="5.295330" lon="-73.839257"/>
      <trkpt lat="5.295351" lon="-73.839316"/>
      <trkpt lat="5.295396" lon="-73.839339"/>
      <trkpt lat="5.295444" lon="-73.839331"/>
      <trkpt lat="5.295491" lon="-73.839284"/>
      <trkpt lat="5.295518" lon="-73.839216"/>
      <trkpt lat="5.295526" lon="-73.839090"/>
      <trkpt lat="5.295528" lon="-73.838897"/>
      <trkpt lat="5.295566" lon="-73.838771"/>
      <trkpt lat="5.295605" lon="-73.838704"/>
      <trkpt lat="5.295663" lon="-73.838641"/>
      <trkpt lat="5.295741" lon="-73.838576"/>
      <trkpt lat="5.295818" lon="-73.838525"/>
      <trkpt lat="5.296041" lon="-73.838457"/>
      <trkpt lat="5.296744" lon="-73.838328"/>
      <trkpt lat="5.297128" lon="-73.838285"/>
      <trkpt lat="5.297256" lon="-73.838294"/>
      <trkpt lat="5.297321" lon="-73.838344"/>
      <trkpt lat="5.297387" lon="-73.838451"/>
      <trkpt lat="5.297426" lon="-73.838578"/>
      <trkpt lat="5.297459" lon="-73.838832"/>
      <trkpt lat="5.297491" lon="-73.839530"/>
      <trkpt lat="5.297536" lon="-73.840265"/>
      <trkpt lat="5.297497" lon="-73.840484"/>
      <trkpt lat="5.297374" lon="-73.840678"/>
      <trkpt lat="5.297244" lon="-73.840900"/>
      <trkpt lat="5.297160" lon="-73.841144"/>
      <trkpt lat="5.297155" lon="-73.841320">
        <ele>4163</ele>
      </trkpt>
      <trkpt lat="5.297214" lon="-73.841548">
        <ele>4164</ele>
      </trkpt>
      <trkpt lat="5.297299" lon="-73.841879"/>
      <trkpt lat="5.297303" lon="-73.841896"/>
      <trkpt lat="5.297436" lon="-73.842433"/>
      <trkpt lat="5.297566" lon="-73.842856"/>
      <trkpt lat="5.297723" lon="-73.843103"/>
      <trkpt lat="5.298036" lon="-73.843467"/>
      <trkpt lat="5.298223" lon="-73.843664"/>
      <trkpt lat="5.298236" lon="-73.843733"/>
      <trkpt lat="5.298223" lon="-73.843811"/>
      <trkpt lat="5.298067" lon="-73.844098"/>
      <trkpt lat="5.298014" lon="-73.844151"/>
      <trkpt lat="5.297952" lon="-73.844169"/>
      <trkpt lat="5.297839" lon="-73.844190"/>
      <trkpt lat="5.297656" lon="-73.844185"/>
      <trkpt lat="5.297578" lon="-73.844197"/>
      <trkpt lat="5.297549" lon="-73.844228"/>
      <trkpt lat="5.297531" lon="-73.844293"/>
      <trkpt lat="5.297528" lon="-73.844365"/>
      <trkpt lat="5.297577" lon="-73.844712"/>
      <trkpt lat="5.297705" lon="-73.845098"/>
      <trkpt lat="5.297710" lon="-73.845220"/>
      <trkpt lat="5.297703" lon="-73.845338"/>
      <trkpt lat="5.297662" lon="-73.845455"/>
      <trkpt lat="5.297550" lon="-73.845561"/>
      <trkpt lat="5.297092" lon="-73.845908"/>
      <trkpt lat="5.296411" lon="-73.846503"/>
      <trkpt lat="5.296168" lon="-73.846721"/>
      <trkpt lat="5.296069" lon="-73.846783"/>
      <trkpt lat="5.296013" lon="-73.846847"/>
      <trkpt lat="5.295977" lon="-73.846919"/>
      <trkpt lat="5.295973" lon="-73.847040">
        <ele>4125</ele>
      </trkpt>
      <trkpt lat="5.296137" lon="-73.847377">
        <ele>4126</ele>
      </trkpt>
      <trkpt lat="5.296237" lon="-73.847512">
        <ele>4134</ele>
      </trkpt>
      <trkpt lat="5.296329" lon="-73.847558"/>
      <trkpt lat="5.296383" lon="-73.847562"/>
      <trkpt lat="5.296427" lon="-73.847552"/>
      <trkpt lat="5.296535" lon="-73.847505"/>
      <trkpt lat="5.296672" lon="-73.847448"/>
      <trkpt lat="5.296816" lon="-73.847415"/>
      <trkpt lat="5.297098" lon="-73.847304"/>
      <trkpt lat="5.297196" lon="-73.847283"/>
      <trkpt lat="5.297438" lon="-73.847295"/>
      <trkpt lat="5.297584" lon="-73.847295"/>
      <trkpt lat="5.297689" lon="-73.847268"/>
      <trkpt lat="5.297896" lon="-73.847119"/>
      <trkpt lat="5.297943" lon="-73.847096"/>
      <trkpt lat="5.298017" lon="-73.847058"/>
      <trkpt lat="5.298258" lon="-73.847005"/>
      <trkpt lat="5.298592" lon="-73.846932"/>
      <trkpt lat="5.299894" lon="-73.846748"/>
      <trkpt lat="5.300051" lon="-73.846693"/>
      <trkpt lat="5.300161" lon="-73.846633"/>
      <trkpt lat="5.300188" lon="-73.846613"/>
      <trkpt lat="5.300216" lon="-73.846592"/>
      <trkpt lat="5.300274" lon="-73.846577"/>
      <trkpt lat="5.300392" lon="-73.846575"/>
      <trkpt lat="5.300799" lon="-73.846661"/>
      <trkpt lat="5.300923" lon="-73.846671"/>
      <trkpt lat="5.301070" lon="-73.846656"/>
      <trkpt lat="5.301206" lon="-73.846650"/>
      <trkpt lat="5.301624" lon="-73.846744"/>
      <trkpt lat="5.301726" lon="-73.846761"/>
      <trkpt lat="5.301853" lon="-73.846749"/>
      <trkpt lat="5.302026" lon="-73.846689"/>
      <trkpt lat="5.302109" lon="-73.846680"/>
      <trkpt lat="5.302174" lon="-73.846701"/>
      <trkpt lat="5.302220" lon="-73.846739"/>
      <trkpt lat="5.302251" lon="-73.846793"/>
      <trkpt lat="5.302305" lon="-73.846979"/>
      <trkpt lat="5.302347" lon="-73.847393"/>
      <trkpt lat="5.302283" lon="-73.847683"/>
      <trkpt lat="5.302286" lon="-73.847756"/>
      <trkpt lat="5.302315" lon="-73.847781"/>
      <trkpt lat="5.302355" lon="-73.847782"/>
      <trkpt lat="5.302396" lon="-73.847757"/>
      <trkpt lat="5.302568" lon="-73.847594"/>
      <trkpt lat="5.302648" lon="-73.847595"/>
      <trkpt lat="5.302707" lon="-73.847628"/>
      <trkpt lat="5.302878" lon="-73.847828"/>
      <trkpt lat="5.303268" lon="-73.848284"/>
      <trkpt lat="5.303294" lon="-73.848324"/>
      <trkpt lat="5.303372" lon="-73.848486"/>
      <trkpt lat="5.303533" lon="-73.848637"/>
      <trkpt lat="5.303672" lon="-73.848696"/>
      <trkpt lat="5.303792" lon="-73.848684"/>
      <trkpt lat="5.303923" lon="-73.848620"/>
      <trkpt lat="5.303978" lon="-73.848545"/>
      <trkpt lat="5.304077" lon="-73.848432"/>
      <trkpt lat="5.304159" lon="-73.848366"/>
      <trkpt lat="5.304233" lon="-73.848333"/>
      <trkpt lat="5.304349" lon="-73.848281"/>
      <trkpt lat="5.304425" lon="-73.848264"/>
      <trkpt lat="5.304442" lon="-73.848268"/>
      <trkpt lat="5.304456" lon="-73.848278"/>
      <trkpt lat="5.304486" lon="-73.848334">
        <ele>3897</ele>
      </trkpt>
      <trkpt lat="5.304507" lon="-73.848392"/>
      <trkpt lat="5.304518" lon="-73.848414"/>
      <trkpt lat="5.304534" lon="-73.848439"/>
      <trkpt lat="5.304560" lon="-73.848449"/>
      <trkpt lat="5.304964" lon="-73.848456"/>
      <trkpt lat="5.305024" lon="-73.848435"/>
      <trkpt lat="5.305076" lon="-73.848400"/>
      <trkpt lat="5.305458" lon="-73.847955"/>
      <trkpt lat="5.305549" lon="-73.847794"/>
      <trkpt lat="5.305536" lon="-73.847313"/>
      <trkpt lat="5.305560" lon="-73.847024"/>
      <trkpt lat="5.305611" lon="-73.846868"/>
      <trkpt lat="5.305659" lon="-73.846742"/>
      <trkpt lat="5.305827" lon="-73.846499"/>
      <trkpt lat="5.305989" lon="-73.846252">
        <ele>3944</ele>
      </trkpt>
      <trkpt lat="5.305939" lon="-73.846026">
        <ele>3948</ele>
      </trkpt>
      <trkpt lat="5.306115" lon="-73.846182"/>
      <trkpt lat="5.306305" lon="-73.846383"/>
      <trkpt lat="5.306495" lon="-73.846659"/>
      <trkpt lat="5.306724" lon="-73.847088"/>
      <trkpt lat="5.306815" lon="-73.847431"/>
      <trkpt lat="5.306857" lon="-73.847822"/>
      <trkpt lat="5.306858" lon="-73.847834"/>
      <trkpt lat="5.306768" lon="-73.848310"/>
      <trkpt lat="5.306775" lon="-73.848398"/>
      <trkpt lat="5.306792" lon="-73.848467"/>
      <trkpt lat="5.306879" lon="-73.848571"/>
      <trkpt lat="5.307163" lon="-73.848872"/>
      <trkpt lat="5.307450" lon="-73.848690">
        <ele>4005</ele>
      </trkpt>
      <trkpt lat="5.307480" lon="-73.848321"/>
      <trkpt lat="5.307481" lon="-73.848257"/>
      <trkpt lat="5.307493" lon="-73.848233"/>
      <trkpt lat="5.307507" lon="-73.848217"/>
      <trkpt lat="5.307534" lon="-73.848206"/>
      <trkpt lat="5.307565" lon="-73.848209"/>
      <trkpt lat="5.307760" lon="-73.848230"/>
      <trkpt lat="5.307798" lon="-73.848230"/>
      <trkpt lat="5.307835" lon="-73.848215"/>
      <trkpt lat="5.307949" lon="-73.848020"/>
      <trkpt lat="5.307983" lon="-73.848019"/>
      <trkpt lat="5.308365" lon="-73.847987"/>
      <trkpt lat="5.308399" lon="-73.847979"/>
      <trkpt lat="5.308434" lon="-73.847961"/>
      <trkpt lat="5.308821" lon="-73.847691"/>
      <trkpt lat="5.308839" lon="-73.847676"/>
      <trkpt lat="5.309082" lon="-73.847393"/>
      <trkpt lat="5.309100" lon="-73.847366"/>
      <trkpt lat="5.309106" lon="-73.847336"/>
      <trkpt lat="5.309121" lon="-73.847177"/>
      <trkpt lat="5.309157" lon="-73.847108"/>
      <trkpt lat="5.309250" lon="-73.847059"/>
      <trkpt lat="5.309289" lon="-73.847058"/>
      <trkpt lat="5.309324" lon="-73.847065"/>
      <trkpt lat="5.309363" lon="-73.847086"/>
      <trkpt lat="5.309431" lon="-73.847147"/>
      <trkpt lat="5.309486" lon="-73.847185"/>
      <trkpt lat="5.309548" lon="-73.847189"/>
      <trkpt lat="5.309614" lon="-73.847177"/>
      <trkpt lat="5.309975" lon="-73.846920"/>
      <trkpt lat="5.310304" lon="-73.846757"/>
      <trkpt lat="5.310340" lon="-73.846723"/>
      <trkpt lat="5.310363" lon="-73.846680"/>
      <trkpt lat="5.310558" lon="-73.846213"/>
      <trkpt lat="5.310582" lon="-73.846173"/>
      <trkpt lat="5.310610" lon="-73.846143"/>
      <trkpt lat="5.311115" lon="-73.845566"/>
      <trkpt lat="5.311323" lon="-73.845327"/>
      <trkpt lat="5.311385" lon="-73.845306"/>
      <trkpt lat="5.311466" lon="-73.845298"/>
      <trkpt lat="5.311706" lon="-73.845300"/>
      <trkpt lat="5.311841" lon="-73.845318">
        <ele>4108</ele>
      </trkpt>
      <trkpt lat="5.311932" lon="-73.845492"/>
      <trkpt lat="5.312028" lon="-73.845621"/>
      <trkpt lat="5.312135" lon="-73.845618"/>
      <trkpt lat="5.312253" lon="-73.845532"/>
      <trkpt lat="5.312298" lon="-73.845495"/>
      <trkpt lat="5.312337" lon="-73.845480"/>
      <trkpt lat="5.312461" lon="-73.845445"/>
      <trkpt lat="5.312507" lon="-73.845416"/>
      <trkpt lat="5.312540" lon="-73.845388"/>
      <trkpt lat="5.312723" lon="-73.845168"/>
      <trkpt lat="5.312749" lon="-73.845142"/>
      <trkpt lat="5.312968" lon="-73.845007"/>
      <trkpt lat="5.313202" lon="-73.844862"/>
      <trkpt lat="5.313366" lon="-73.844787"/>
      <trkpt lat="5.313454" lon="-73.844749"/>
      <trkpt lat="5.313500" lon="-73.844725"/>
      <trkpt lat="5.313544" lon="-73.844676"/>
      <trkpt lat="5.313624" lon="-73.844513"/>
      <trkpt lat="5.313647" lon="-73.844473"/>
      <trkpt lat="5.313927" lon="-73.844226"/>
      <trkpt lat="5.314160" lon="-73.843989"/>
      <trkpt lat="5.314687" lon="-73.843571"/>
      <trkpt lat="5.315086" lon="-73.843255"/>
      <trkpt lat="5.315448" lon="-73.842873"/>
      <trkpt lat="5.315962" lon="-73.842359"/>
      <trkpt lat="5.315986" lon="-73.842295"/>
      <trkpt lat="5.316043" lon="-73.841891"/>
      <trkpt lat="5.316036" lon="-73.841810"/>
      <trkpt lat="5.315978" lon="-73.841635"/>
      <trkpt lat="5.315881" lon="-73.841326"/>
      <trkpt lat="5.315885" lon="-73.841256"/>
      <trkpt lat="5.315963" lon="-73.840850">
        <ele>4248</ele>
      </trkpt>
      <trkpt lat="5.315969" lon="-73.840771">
        <ele>4250</ele>
      </trkpt>
      <trkpt lat="5.315958" lon="-73.840700"/>
      <trkpt lat="5.315933" lon="-73.840613"/>
      <trkpt lat="5.315930" lon="-73.840569"/>
      <trkpt lat="5.315977" lon="-73.840493"/>
      <trkpt lat="5.316093" lon="-73.840336"/>
      <trkpt lat="5.316225" lon="-73.840200"/>
      <trkpt lat="5.316379" lon="-73.839983"/>
      <trkpt lat="5.316443" lon="-73.839947"/>
      <trkpt lat="5.316511" lon="-73.839951"/>
      <trkpt lat="5.316998" lon="-73.840029"/>
      <trkpt lat="5.317098" lon="-73.840062"/>
      <trkpt lat="5.317176" lon="-73.840127"/>
      <trkpt lat="5.317694" lon="-73.840798"/>
      <trkpt lat="5.317898" lon="-73.841268"/>
      <trkpt lat="5.317924" lon="-73.841304"/>
      <trkpt lat="5.318024" lon="-73.841383"/>
      <trkpt lat="5.318065" lon="-73.841441"/>
      <trkpt lat="5.318100" lon="-73.841576"/>
      <trkpt lat="5.318136" lon="-73.841713"/>
      <trkpt lat="5.318172" lon="-73.841847"/>
      <trkpt lat="5.318212" lon="-73.842099"/>
      <trkpt lat="5.318296" lon="-73.842405"/>
      <trkpt lat="5.318356" lon="-73.842468"/>
      <trkpt lat="5.318439" lon="-73.842493"/>
      <trkpt lat="5.319077" lon="-73.842342"/>
      <trkpt lat="5.319403" lon="-73.842282"/>
      <trkpt lat="5.319469" lon="-73.842284"/>
      <trkpt lat="5.319520" lon="-73.842312"/>
      <trkpt lat="5.319664" lon="-73.842579"/>
      <trkpt lat="5.319682" lon="-73.842635"/>
      <trkpt lat="5.319690" lon="-73.842806"/>
      <trkpt lat="5.319725" lon="-73.843033"/>
      <trkpt lat="5.319748" lon="-73.843080"/>
      <trkpt lat="5.319780" lon="-73.843100"/>
      <trkpt lat="5.320479" lon="-73.843464"/>
      <trkpt lat="5.320812" lon="-73.843592"/>
      <trkpt lat="5.320868" lon="-73.843611"/>
      <trkpt lat="5.321001" lon="-73.843729"/>
      <trkpt lat="5.321053" lon="-73.843751"/>
      <trkpt lat="5.321232" lon="-73.843741"/>
      <trkpt lat="5.321461" lon="-73.843349"/>
      <trkpt lat="5.322020" lon="-73.842366"/>
      <trkpt lat="5.322337" lon="-73.842005"/>
      <trkpt lat="5.322640" lon="-73.841198"/>
      <trkpt lat="5.323037" lon="-73.840680"/>
      <trkpt lat="5.323358" lon="-73.840977"/>
      <trkpt lat="5.323687" lon="-73.841138"/>
      <trkpt lat="5.324090" lon="-73.841149"/>
      <trkpt lat="5.324263" lon="-73.840930"/>
      <trkpt lat="5.324307" lon="-73.840926"/>
      <trkpt lat="5.324351" lon="-73.840946"/>
      <trkpt lat="5.324464" lon="-73.841484"/>
      <trkpt lat="5.324310" lon="-73.841731"/>
      <trkpt lat="5.324409" lon="-73.841834"/>
      <trkpt lat="5.325138" lon="-73.842205"/>
      <trkpt lat="5.325881" lon="-73.842448"/>
      <trkpt lat="5.326084" lon="-73.842054"/>
      <trkpt lat="5.326273" lon="-73.841622"/>
      <trkpt lat="5.326318" lon="-73.841511"/>
      <trkpt lat="5.326484" lon="-73.841292"/>
      <trkpt lat="5.326679" lon="-73.841000"/>
      <trkpt lat="5.327115" lon="-73.840680"/>
      <trkpt lat="5.327206" lon="-73.840414"/>
      <trkpt lat="5.327331" lon="-73.840218"/>
      <trkpt lat="5.327566" lon="-73.840186"/>
      <trkpt lat="5.327793" lon="-73.840259"/>
      <trkpt lat="5.328015" lon="-73.840456"/>
      <trkpt lat="5.328115" lon="-73.840446"/>
      <trkpt lat="5.328572" lon="-73.840183"/>
      <trkpt lat="5.328674" lon="-73.840166"/>
      <trkpt lat="5.328999" lon="-73.840113"/>
      <trkpt lat="5.329242" lon="-73.839912"/>
      <trkpt lat="5.329678" lon="-73.839765"/>
      <trkpt lat="5.329747" lon="-73.839679"/>
      <trkpt lat="5.329814" lon="-73.839470"/>
      <trkpt lat="5.330172" lon="-73.839099"/>
      <trkpt lat="5.330288" lon="-73.838899"/>
      <trkpt lat="5.330609" lon="-73.838562"/>
      <trkpt lat="5.330732" lon="-73.838394"/>
      <trkpt lat="5.330832" lon="-73.838205"/>
      <trkpt lat="5.331117" lon="-73.837522"/>
      <trkpt lat="5.331121" lon="-73.837458"/>
      <trkpt lat="5.331115" lon="-73.837378"/>
      <trkpt lat="5.331101" lon="-73.837286"/>
      <trkpt lat="5.331083" lon="-73.837210"/>
      <trkpt lat="5.330932" lon="-73.836909"/>
      <trkpt lat="5.330854" lon="-73.836681"/>
      <trkpt lat="5.330856" lon="-73.836614"/>
      <trkpt lat="5.330875" lon="-73.836548"/>
      <trkpt lat="5.330898" lon="-73.836496"/>
      <trkpt lat="5.330950" lon="-73.836355"/>
      <trkpt lat="5.331043" lon="-73.836275"/>
      <trkpt lat="5.331097" lon="-73.836247"/>
      <trkpt lat="5.331176" lon="-73.836248"/>
      <trkpt lat="5.331243" lon="-73.836267"/>
      <trkpt lat="5.331380" lon="-73.836314"/>
      <trkpt lat="5.331502" lon="-73.836338"/>
      <trkpt lat="5.331644" lon="-73.836373"/>
      <trkpt lat="5.332001" lon="-73.836502"/>
      <trkpt lat="5.332083" lon="-73.836518"/>
      <trkpt lat="5.332130" lon="-73.836510"/>
      <trkpt lat="5.332179" lon="-73.836489"/>
      <trkpt lat="5.332222" lon="-73.836450"/>
      <trkpt lat="5.332383" lon="-73.836264"/>
      <trkpt lat="5.332428" lon="-73.836216"/>
      <trkpt lat="5.332474" lon="-73.836144"/>
      <trkpt lat="5.332505" lon="-73.836042"/>
      <trkpt lat="5.332527" lon="-73.835993"/>
      <trkpt lat="5.332558" lon="-73.835956"/>
      <trkpt lat="5.332611" lon="-73.835901"/>
      <trkpt lat="5.332766" lon="-73.835813"/>
      <trkpt lat="5.333030" lon="-73.835651"/>
      <trkpt lat="5.333356" lon="-73.835346"/>
      <trkpt lat="5.333897" lon="-73.834855"/>
      <trkpt lat="5.334434" lon="-73.834544"/>
      <trkpt lat="5.334847" lon="-73.834410"/>
      <trkpt lat="5.334880" lon="-73.834384"/>
      <trkpt lat="5.334897" lon="-73.834356"/>
      <trkpt lat="5.334896" lon="-73.834322"/>
      <trkpt lat="5.334891" lon="-73.834296"/>
      <trkpt lat="5.334741" lon="-73.833813"/>
      <trkpt lat="5.334699" lon="-73.833654">
        <ele>4321</ele>
      </trkpt>
      <trkpt lat="5.334628" lon="-73.833474"/>
      <trkpt lat="5.334582" lon="-73.833379"/>
      <trkpt lat="5.334580" lon="-73.833372"/>
      <trkpt lat="5.334388" lon="-73.832700"/>
      <trkpt lat="5.334225" lon="-73.832199"/>
      <trkpt lat="5.334206" lon="-73.832115"/>
      <trkpt lat="5.334207" lon="-73.831971"/>
      <trkpt lat="5.334229" lon="-73.831836"/>
      <trkpt lat="5.334258" lon="-73.831748"/>
      <trkpt lat="5.334277" lon="-73.831327"/>
      <trkpt lat="5.334203" lon="-73.830861"/>
      <trkpt lat="5.334094" lon="-73.830631"/>
      <trkpt lat="5.334224" lon="-73.830444"/>
      <trkpt lat="5.334311" lon="-73.830379"/>
      <trkpt lat="5.334418" lon="-73.830339"/>
      <trkpt lat="5.334612" lon="-73.830336"/>
      <trkpt lat="5.334896" lon="-73.830387"/>
      <trkpt lat="5.335032" lon="-73.830387"/>
      <trkpt lat="5.335163" lon="-73.830340"/>
      <trkpt lat="5.335398" lon="-73.830318"/>
      <trkpt lat="5.335802" lon="-73.830264"/>
      <trkpt lat="5.336310" lon="-73.830163"/>
      <trkpt lat="5.336725" lon="-73.830078"/>
      <trkpt lat="5.337009" lon="-73.830079"/>
      <trkpt lat="5.337469" lon="-73.829923"/>
      <trkpt lat="5.337909" lon="-73.829809"/>
      <trkpt lat="5.338294" lon="-73.829766"/>
      <trkpt lat="5.338779" lon="-73.829768"/>
      <trkpt lat="5.338947" lon="-73.829730"/>
      <trkpt lat="5.339119" lon="-73.829573"/>
      <trkpt lat="5.339221" lon="-73.829514"/>
      <trkpt lat="5.339269" lon="-73.829512"/>
      <trkpt lat="5.339326" lon="-73.829532"/>
      <trkpt lat="5.339520" lon="-73.829621"/>
      <trkpt lat="5.339643" lon="-73.829758"/>
      <trkpt lat="5.339703" lon="-73.829770"/>
      <trkpt lat="5.339757" lon="-73.829750"/>
      <trkpt lat="5.339786" lon="-73.829691"/>
      <trkpt lat="5.339779" lon="-73.829626"/>
      <trkpt lat="5.339619" lon="-73.829406"/>
      <trkpt lat="5.339610" lon="-73.829355"/>
      <trkpt lat="5.339641" lon="-73.829308"/>
      <trkpt lat="5.339691" lon="-73.829285"/>
      <trkpt lat="5.339747" lon="-73.829292"/>
      <trkpt lat="5.339823" lon="-73.829393">
        <ele>4257</ele>
      </trkpt>
      <trkpt lat="5.339902" lon="-73.829505"/>
      <trkpt lat="5.339981" lon="-73.829628"/>
      <trkpt lat="5.340109" lon="-73.829929"/>
      <trkpt lat="5.340150" lon="-73.829980"/>
      <trkpt lat="5.340239" lon="-73.830016"/>
      <trkpt lat="5.340308" lon="-73.830021"/>
      <trkpt lat="5.340374" lon="-73.829988"/>
      <trkpt lat="5.340412" lon="-73.829938"/>
      <trkpt lat="5.340565" lon="-73.829771"/>
      <trkpt lat="5.340645" lon="-73.829716"/>
      <trkpt lat="5.340757" lon="-73.829639"/>
      <trkpt lat="5.341317" lon="-73.829107"/>
      <trkpt lat="5.341654" lon="-73.828702"/>
      <trkpt lat="5.341790" lon="-73.828612"/>
      <trkpt lat="5.341898" lon="-73.828559"/>
      <trkpt lat="5.342354" lon="-73.828453"/>
      <trkpt lat="5.342712" lon="-73.828272"/>
      <trkpt lat="5.343310" lon="-73.828068"/>
      <trkpt lat="5.343666" lon="-73.828156"/>
      <trkpt lat="5.343937" lon="-73.828305"/>
      <trkpt lat="5.344295" lon="-73.828034"/>
      <trkpt lat="5.344491" lon="-73.827880"/>
      <trkpt lat="5.344570" lon="-73.827782"/>
      <trkpt lat="5.344614" lon="-73.827676"/>
      <trkpt lat="5.344642" lon="-73.827633"/>
      <trkpt lat="5.344689" lon="-73.827610"/>
      <trkpt lat="5.344733" lon="-73.827600"/>
      <trkpt lat="5.344767" lon="-73.827607"/>
      <trkpt lat="5.344831" lon="-73.827628"/>
      <trkpt lat="5.344888" lon="-73.827646"/>
      <trkpt lat="5.344922" lon="-73.827648"/>
      <trkpt lat="5.344954" lon="-73.827641"/>
      <trkpt lat="5.344986" lon="-73.827617"/>
      <trkpt lat="5.345001" lon="-73.827564"/>
      <trkpt lat="5.345002" lon="-73.827525"/>
      <trkpt lat="5.344963" lon="-73.827406"/>
      <trkpt lat="5.344842" lon="-73.827261"/>
      <trkpt lat="5.344838" lon="-73.827228"/>
      <trkpt lat="5.344851" lon="-73.827188"/>
      <trkpt lat="5.344881" lon="-73.827163"/>
      <trkpt lat="5.344924" lon="-73.827153"/>
      <trkpt lat="5.344983" lon="-73.827145"/>
      <trkpt lat="5.345303" lon="-73.827088"/>
      <trkpt lat="5.345604" lon="-73.826947"/>
      <trkpt lat="5.345953" lon="-73.826609"/>
      <trkpt lat="5.345980" lon="-73.826583"/>
      <trkpt lat="5.346565" lon="-73.826367"/>
      <trkpt lat="5.346806" lon="-73.826249"/>
      <trkpt lat="5.346965" lon="-73.826231"/>
      <trkpt lat="5.347086" lon="-73.826247"/>
      <trkpt lat="5.347451" lon="-73.826489"/>
      <trkpt lat="5.347583" lon="-73.826527"/>
      <trkpt lat="5.348009" lon="-73.826204"/>
      <trkpt lat="5.348114" lon="-73.826097"/>
      <trkpt lat="5.347948" lon="-73.825808"/>
      <trkpt lat="5.347889" lon="-73.825728"/>
      <trkpt lat="5.347535" lon="-73.825369"/>
      <trkpt lat="5.347485" lon="-73.825323"/>
      <trkpt lat="5.347451" lon="-73.825265"/>
      <trkpt lat="5.347410" lon="-73.825188"/>
      <trkpt lat="5.347400" lon="-73.825098"/>
      <trkpt lat="5.347358" lon="-73.824938"/>
      <trkpt lat="5.347305" lon="-73.824844"/>
      <trkpt lat="5.347286" lon="-73.824807"/>
      <trkpt lat="5.347256" lon="-73.824775"/>
      <trkpt lat="5.347225" lon="-73.824759"/>
      <trkpt lat="5.347189" lon="-73.824751"/>
      <trkpt lat="5.347056" lon="-73.824749"/>
      <trkpt lat="5.346924" lon="-73.824695"/>
      <trkpt lat="5.346833" lon="-73.824614"/>
      <trkpt lat="5.346804" lon="-73.824520"/>
      <trkpt lat="5.346896" lon="-73.824499"/>
      <trkpt lat="5.347343" lon="-73.824272"/>
      <trkpt lat="5.347508" lon="-73.824029"/>
      <trkpt lat="5.348235" lon="-73.823144">
        <ele>4390</ele>
      </trkpt>
      <trkpt lat="5.348820" lon="-73.823421">
        <ele>4389</ele>
      </trkpt>
      <trkpt lat="5.349614" lon="-73.823528">
        <ele>4399</ele>
      </trkpt>
      <trkpt lat="5.350359" lon="-73.823857">
        <ele>4405</ele>
      </trkpt>
      <trkpt lat="5.351191" lon="-73.823937">
        <ele>4421</ele>
      </trkpt>
      <trkpt lat="5.351430" lon="-73.823894">
        <ele>4433</ele>
      </trkpt>
      <trkpt lat="5.351500" lon="-73.823924">
        <ele>4442</ele>
      </trkpt>
      <trkpt lat="5.351619" lon="-73.824129">
        <ele>4452</ele>
      </trkpt>
      <trkpt lat="5.351750" lon="-73.824136">
        <ele>4443</ele>
      </trkpt>
      <trkpt lat="5.352112" lon="-73.823878">
        <ele>4449</ele>
      </trkpt>
      <trkpt lat="5.352315" lon="-73.823769">
        <ele>4458</ele>
      </trkpt>
      <trkpt lat="5.352499" lon="-73.823765">
        <ele>4462</ele>
      </trkpt>
      <trkpt lat="5.353000" lon="-73.823911">
        <ele>4474</ele>
      </trkpt>
      <trkpt lat="5.353280" lon="-73.823905">
        <ele>4477</ele>
      </trkpt>
      <trkpt lat="5.353399" lon="-73.823826">
        <ele>4482</ele>
      </trkpt>
      <trkpt lat="5.353457" lon="-73.823672">
        <ele>4484</ele>
      </trkpt>
      <trkpt lat="5.353560" lon="-73.823516">
        <ele>4487</ele>
      </trkpt>
      <trkpt lat="5.353728" lon="-73.822703">
        <ele>4494</ele>
      </trkpt>
      <trkpt lat="5.353940" lon="-73.822331">
        <ele>4488</ele>
      </trkpt>
      <trkpt lat="5.354064" lon="-73.822070">
        <ele>4487</ele>
      </trkpt>
      <trkpt lat="5.354126" lon="-73.821989">
        <ele>4487</ele>
      </trkpt>
      <trkpt lat="5.354212" lon="-73.821932">
        <ele>4488</ele>
      </trkpt>
      <trkpt lat="5.354415" lon="-73.821856">
        <ele>4488</ele>
      </trkpt>
      <trkpt lat="5.354574" lon="-73.821846">
        <ele>4495</ele>
      </trkpt>
      <trkpt lat="5.354748" lon="-73.821772">
        <ele>4493</ele>
      </trkpt>
      <trkpt lat="5.354895" lon="-73.821650">
        <ele>4490</ele>
      </trkpt>
      <trkpt lat="5.355043" lon="-73.821487">
        <ele>4495</ele>
      </trkpt>
      <trkpt lat="5.355154" lon="-73.821271">
        <ele>4496</ele>
      </trkpt>
      <trkpt lat="5.355149" lon="-73.821087">
        <ele>4498</ele>
      </trkpt>
      <trkpt lat="5.355111" lon="-73.820949">
        <ele>4500</ele>
      </trkpt>
      <trkpt lat="5.355010" lon="-73.820666">
        <ele>4502</ele>
      </trkpt>
      <trkpt lat="5.354986" lon="-73.820541">
        <ele>4503</ele>
      </trkpt>
      <trkpt lat="5.354993" lon="-73.820419">
        <ele>4503</ele>
      </trkpt>
      <trkpt lat="5.355064" lon="-73.820261">
        <ele>4503</ele>
      </trkpt>
      <trkpt lat="5.355559" lon="-73.819591">
        <ele>4500</ele>
      </trkpt>
      <trkpt lat="5.355618" lon="-73.819443">
        <ele>4500</ele>
      </trkpt>
      <trkpt lat="5.355608" lon="-73.819213">
        <ele>4502</ele>
      </trkpt>
      <trkpt lat="5.355749" lon="-73.818511">
        <ele>4501</ele>
      </trkpt>
      <trkpt lat="5.355898" lon="-73.817957">
        <ele>4494</ele>
      </trkpt>
      <trkpt lat="5.355906" lon="-73.817815">
        <ele>4498</ele>
      </trkpt>
      <trkpt lat="5.355882" lon="-73.817644">
        <ele>4496</ele>
      </trkpt>
      <trkpt lat="5.355657" lon="-73.816976">
        <ele>4495</ele>
      </trkpt>
      <trkpt lat="5.355391" lon="-73.816412">
        <ele>4491</ele>
      </trkpt>
      <trkpt lat="5.355127" lon="-73.816010">
        <ele>4491</ele>
      </trkpt>
      <trkpt lat="5.355183" lon="-73.815940">
        <ele>4491</ele>
      </trkpt>
      <trkpt lat="5.355294" lon="-73.815913">
        <ele>4491</ele>
      </trkpt>
      <trkpt lat="5.355402" lon="-73.815920">
        <ele>4494</ele>
      </trkpt>
      <trkpt lat="5.356089" lon="-73.816225">
        <ele>4496</ele>
      </trkpt>
      <trkpt lat="5.356425" lon="-73.816374">
        <ele>4503</ele>
      </trkpt>
      <trkpt lat="5.356522" lon="-73.816234">
        <ele>4507</ele>
      </trkpt>
      <trkpt lat="5.356620" lon="-73.815977">
        <ele>4510</ele>
      </trkpt>
      <trkpt lat="5.356701" lon="-73.815661">
        <ele>4491</ele>
      </trkpt>
      <trkpt lat="5.356900" lon="-73.815178">
        <ele>4511</ele>
      </trkpt>
      <trkpt lat="5.357319" lon="-73.814661">
        <ele>4500</ele>
      </trkpt>
      <trkpt lat="5.357666" lon="-73.814329">
        <ele>4491</ele>
      </trkpt>
      <trkpt lat="5.357737" lon="-73.814041">
        <ele>4485</ele>
      </trkpt>
      <trkpt lat="5.357690" lon="-73.813876">
        <ele>4480</ele>
      </trkpt>
      <trkpt lat="5.357732" lon="-73.813480">
        <ele>4469</ele>
      </trkpt>
      <trkpt lat="5.357668" lon="-73.813107">
        <ele>4461</ele>
      </trkpt>
      <trkpt lat="5.357673" lon="-73.812648">
        <ele>4454</ele>
      </trkpt>
      <trkpt lat="5.357496" lon="-73.811949">
        <ele>4441</ele>
      </trkpt>
      <trkpt lat="5.357601" lon="-73.811548">
        <ele>4429</ele>
      </trkpt>
      <trkpt lat="5.357602" lon="-73.811263">
        <ele>4424</ele>
      </trkpt>
      <trkpt lat="5.357452" lon="-73.811255">
        <ele>4418</ele>
      </trkpt>
      <trkpt lat="5.357273" lon="-73.811172">
        <ele>4413</ele>
      </trkpt>
      <trkpt lat="5.356425" lon="-73.811143">
        <ele>4396</ele>
      </trkpt>
      <trkpt lat="5.356355" lon="-73.810976">
        <ele>4391</ele>
      </trkpt>
      <trkpt lat="5.356275" lon="-73.810669">
        <ele>4389</ele>
      </trkpt>
      <trkpt lat="5.356246" lon="-73.809656">
        <ele>4365</ele>
      </trkpt>
      <trkpt lat="5.356181" lon="-73.809538">
        <ele>4363</ele>
      </trkpt>
      <trkpt lat="5.356080" lon="-73.809523">
        <ele>4348</ele>
      </trkpt>
      <trkpt lat="5.355979" lon="-73.809519">
        <ele>4340</ele>
      </trkpt>
      <trkpt lat="5.355771" lon="-73.809311">
        <ele>4334</ele>
      </trkpt>
      <trkpt lat="5.355074" lon="-73.808571">
        <ele>4300</ele>
      </trkpt>
      <trkpt lat="5.354960" lon="-73.808544">
        <ele>4292</ele>
      </trkpt>
      <trkpt lat="5.354840" lon="-73.808579">
        <ele>4283</ele>
      </trkpt>
      <trkpt lat="5.354766" lon="-73.808626">
        <ele>4301</ele>
      </trkpt>
      <trkpt lat="5.354690" lon="-73.808617">
        <ele>4294</ele>
      </trkpt>
      <trkpt lat="5.354461" lon="-73.808400">
        <ele>4286</ele>
      </trkpt>
      <trkpt lat="5.354404" lon="-73.808398">
        <ele>4280</ele>
      </trkpt>
      <trkpt lat="5.354071" lon="-73.808652">
        <ele>4281</ele>
      </trkpt>
      <trkpt lat="5.353982" lon="-73.808621">
        <ele>4272</ele>
      </trkpt>
      <trkpt lat="5.353893" lon="-73.808289">
        <ele>4266</ele>
      </trkpt>
      <trkpt lat="5.353801" lon="-73.808135">
        <ele>4259</ele>
      </trkpt>
      <trkpt lat="5.353739" lon="-73.808089">
        <ele>4260</ele>
      </trkpt>
      <trkpt lat="5.353709" lon="-73.808030">
        <ele>4257</ele>
      </trkpt>
      <trkpt lat="5.353753" lon="-73.807969">
        <ele>4255</ele>
      </trkpt>
      <trkpt lat="5.353892" lon="-73.807891">
        <ele>4257</ele>
      </trkpt>
      <trkpt lat="5.353908" lon="-73.807805">
        <ele>4251</ele>
      </trkpt>
      <trkpt lat="5.353804" lon="-73.807460">
        <ele>4238</ele>
      </trkpt>
      <trkpt lat="5.353644" lon="-73.807135">
        <ele>4230</ele>
      </trkpt>
      <trkpt lat="5.353537" lon="-73.806594">
        <ele>4217</ele>
      </trkpt>
      <trkpt lat="5.353526" lon="-73.806457">
        <ele>4211</ele>
      </trkpt>
      <trkpt lat="5.353564" lon="-73.806351">
        <ele>4205</ele>
      </trkpt>
      <trkpt lat="5.353641" lon="-73.806228">
        <ele>4203</ele>
      </trkpt>
      <trkpt lat="5.353782" lon="-73.806100">
        <ele>4195</ele>
      </trkpt>
      <trkpt lat="5.353812" lon="-73.806060">
        <ele>4192</ele>
      </trkpt>
      <trkpt lat="5.353822" lon="-73.806014">
        <ele>4192</ele>
      </trkpt>
      <trkpt lat="5.353773" lon="-73.805920">
        <ele>4189</ele>
      </trkpt>
      <trkpt lat="5.353628" lon="-73.805795">
        <ele>4189</ele>
      </trkpt>
      <trkpt lat="5.353559" lon="-73.805768">
        <ele>4188</ele>
      </trkpt>
      <trkpt lat="5.353473" lon="-73.805766">
        <ele>4186</ele>
      </trkpt>
      <trkpt lat="5.353379" lon="-73.805822">
        <ele>4184</ele>
      </trkpt>
      <trkpt lat="5.353285" lon="-73.805945">
        <ele>4174</ele>
      </trkpt>
      <trkpt lat="5.353087" lon="-73.806103">
        <ele>4162</ele>
      </trkpt>
      <trkpt lat="5.352859" lon="-73.806170">
        <ele>4170</ele>
      </trkpt>
      <trkpt lat="5.352669" lon="-73.806267">
        <ele>4165</ele>
      </trkpt>
      <trkpt lat="5.352556" lon="-73.806258">
        <ele>4160</ele>
      </trkpt>
      <trkpt lat="5.352349" lon="-73.806038">
        <ele>4156</ele>
      </trkpt>
      <trkpt lat="5.352213" lon="-73.805925">
        <ele>4151</ele>
      </trkpt>
      <trkpt lat="5.351875" lon="-73.805844">
        <ele>4148</ele>
      </trkpt>
      <trkpt lat="5.351728" lon="-73.805764">
        <ele>4136</ele>
      </trkpt>
      <trkpt lat="5.351660" lon="-73.805745">
        <ele>4135</ele>
      </trkpt>
      <trkpt lat="5.351511" lon="-73.805744">
        <ele>4133</ele>
      </trkpt>
      <trkpt lat="5.351352" lon="-73.805776"/>
      <trkpt lat="5.351413" lon="-73.805726">
        <ele>4132</ele>
      </trkpt>
      <trkpt lat="5.351480" lon="-73.805673"/>
      <trkpt lat="5.351598" lon="-73.805638"/>
      <trkpt lat="5.351808" lon="-73.805600"/>
      <trkpt lat="5.352041" lon="-73.805551"/>
      <trkpt lat="5.352121" lon="-73.805521"/>
      <trkpt lat="5.352211" lon="-73.805440"/>
      <trkpt lat="5.352348" lon="-73.805327"/>
      <trkpt lat="5.352474" lon="-73.805262"/>
      <trkpt lat="5.352627" lon="-73.805204"/>
      <trkpt lat="5.352934" lon="-73.805015"/>
      <trkpt lat="5.352992" lon="-73.804977"/>
      <trkpt lat="5.353358" lon="-73.804740"/>
      <trkpt lat="5.353409" lon="-73.804705"/>
      <trkpt lat="5.353453" lon="-73.804658"/>
      <trkpt lat="5.353486" lon="-73.804605"/>
      <trkpt lat="5.353504" lon="-73.804552"/>
      <trkpt lat="5.353546" lon="-73.804414"/>
      <trkpt lat="5.353596" lon="-73.804282"/>
      <trkpt lat="5.353733" lon="-73.804017"/>
      <trkpt lat="5.353816" lon="-73.803895"/>
      <trkpt lat="5.353967" lon="-73.803781"/>
      <trkpt lat="5.354109" lon="-73.803662"/>
      <trkpt lat="5.354210" lon="-73.803565"/>
      <trkpt lat="5.354272" lon="-73.803466"/>
      <trkpt lat="5.354286" lon="-73.803386"/>
      <trkpt lat="5.354266" lon="-73.803325"/>
      <trkpt lat="5.354162" lon="-73.803207"/>
      <trkpt lat="5.354095" lon="-73.803113"/>
      <trkpt lat="5.354071" lon="-73.803073"/>
      <trkpt lat="5.354065" lon="-73.803029"/>
      <trkpt lat="5.354077" lon="-73.802989"/>
      <trkpt lat="5.354104" lon="-73.802956"/>
      <trkpt lat="5.354165" lon="-73.802922"/>
      <trkpt lat="5.354454" lon="-73.802749"/>
      <trkpt lat="5.354698" lon="-73.802558"/>
      <trkpt lat="5.355148" lon="-73.802034"/>
      <trkpt lat="5.355583" lon="-73.801732"/>
      <trkpt lat="5.356373" lon="-73.801078"/>
      <trkpt lat="5.357126" lon="-73.800509"/>
      <trkpt lat="5.357913" lon="-73.800020"/>
      <trkpt lat="5.358659" lon="-73.799683"/>
      <trkpt lat="5.359236" lon="-73.799699"/>
      <trkpt lat="5.360475" lon="-73.799564"/>
      <trkpt lat="5.360581" lon="-73.799587"/>
      <trkpt lat="5.360742" lon="-73.799623"/>
      <trkpt lat="5.361633" lon="-73.799477"/>
      <trkpt lat="5.362018" lon="-73.799512"/>
      <trkpt lat="5.362188" lon="-73.799438"/>
      <trkpt lat="5.362318" lon="-73.799387">
        <ele>4168</ele>
      </trkpt>
      <trkpt lat="5.362503" lon="-73.799247">
        <ele>4173</ele>
      </trkpt>
      <trkpt lat="5.362745" lon="-73.799196">
        <ele>4170</ele>
      </trkpt>
      <trkpt lat="5.363229" lon="-73.799321">
        <ele>4177</ele>
      </trkpt>
      <trkpt lat="5.364124" lon="-73.799060">
        <ele>4199</ele>
      </trkpt>
      <trkpt lat="5.364673" lon="-73.798493">
        <ele>4228</ele>
      </trkpt>
      <trkpt lat="5.364824" lon="-73.798384">
        <ele>4232</ele>
      </trkpt>
      <trkpt lat="5.365403" lon="-73.798233">
        <ele>4216</ele>
      </trkpt>
      <trkpt lat="5.365631" lon="-73.798354">
        <ele>4235</ele>
      </trkpt>
      <trkpt lat="5.366207" lon="-73.798517">
        <ele>4235</ele>
      </trkpt>
      <trkpt lat="5.366365" lon="-73.798693">
        <ele>4234</ele>
      </trkpt>
      <trkpt lat="5.366630" lon="-73.798877">
        <ele>4233</ele>
      </trkpt>
      <trkpt lat="5.367239" lon="-73.799172">
        <ele>4231</ele>
      </trkpt>
      <trkpt lat="5.367705" lon="-73.799146">
        <ele>4229</ele>
      </trkpt>
      <trkpt lat="5.367855" lon="-73.799179">
        <ele>4236</ele>
      </trkpt>
      <trkpt lat="5.368466" lon="-73.798899">
        <ele>4227</ele>
      </trkpt>
      <trkpt lat="5.369188" lon="-73.798856">
        <ele>4221</ele>
      </trkpt>
      <trkpt lat="5.369342" lon="-73.798737">
        <ele>4220</ele>
      </trkpt>
      <trkpt lat="5.369355" lon="-73.798573">
        <ele>4203</ele>
      </trkpt>
      <trkpt lat="5.369252" lon="-73.798281">
        <ele>4199</ele>
      </trkpt>
      <trkpt lat="5.369278" lon="-73.798148">
        <ele>4198</ele>
      </trkpt>
      <trkpt lat="5.369528" lon="-73.797742">
        <ele>4198</ele>
      </trkpt>
      <trkpt lat="5.370242" lon="-73.796871">
        <ele>4196</ele>
      </trkpt>
      <trkpt lat="5.369750" lon="-73.796499">
        <ele>4187</ele>
      </trkpt>
      <trkpt lat="5.369488" lon="-73.796250">
        <ele>4189</ele>
      </trkpt>
      <trkpt lat="5.369041" lon="-73.795993">
        <ele>4186</ele>
      </trkpt>
      <trkpt lat="5.368942" lon="-73.795699">
        <ele>4183</ele>
      </trkpt>
      <trkpt lat="5.368691" lon="-73.795397">
        <ele>4176</ele>
      </trkpt>
      <trkpt lat="5.368685" lon="-73.795138">
        <ele>4158</ele>
      </trkpt>
      <trkpt lat="5.368864" lon="-73.794623">
        <ele>4145</ele>
      </trkpt>
      <trkpt lat="5.368858" lon="-73.794426">
        <ele>4135</ele>
      </trkpt>
      <trkpt lat="5.368949" lon="-73.794144">
        <ele>4130</ele>
      </trkpt>
      <trkpt lat="5.369021" lon="-73.793988">
        <ele>4157</ele>
      </trkpt>
      <trkpt lat="5.369024" lon="-73.793907">
        <ele>4157</ele>
      </trkpt>
      <trkpt lat="5.368961" lon="-73.793886">
        <ele>4156</ele>
      </trkpt>
      <trkpt lat="5.368680" lon="-73.793873">
        <ele>4153</ele>
      </trkpt>
      <trkpt lat="5.368217" lon="-73.793709">
        <ele>4144</ele>
      </trkpt>
      <trkpt lat="5.367981" lon="-73.793550">
        <ele>4136</ele>
      </trkpt>
      <trkpt lat="5.367769" lon="-73.793581">
        <ele>4128</ele>
      </trkpt>
      <trkpt lat="5.367680" lon="-73.793633">
        <ele>4121</ele>
      </trkpt>
      <trkpt lat="5.367607" lon="-73.793710">
        <ele>4120</ele>
      </trkpt>
      <trkpt lat="5.367531" lon="-73.793947">
        <ele>4123</ele>
      </trkpt>
      <trkpt lat="5.367496" lon="-73.794171">
        <ele>4121</ele>
      </trkpt>
      <trkpt lat="5.367428" lon="-73.794286"/>
      <trkpt lat="5.367335" lon="-73.794035"/>
      <trkpt lat="5.367356" lon="-73.793810"/>
      <trkpt lat="5.367441" lon="-73.793537"/>
      <trkpt lat="5.367670" lon="-73.793182"/>
      <trkpt lat="5.367709" lon="-73.793038"/>
      <trkpt lat="5.367734" lon="-73.792946"/>
      <trkpt lat="5.367777" lon="-73.792699"/>
      <trkpt lat="5.367862" lon="-73.792505"/>
      <trkpt lat="5.367966" lon="-73.792341"/>
      <trkpt lat="5.368250" lon="-73.792014"/>
      <trkpt lat="5.368365" lon="-73.791897"/>
      <trkpt lat="5.368498" lon="-73.791811"/>
      <trkpt lat="5.368647" lon="-73.791809"/>
      <trkpt lat="5.369245" lon="-73.791886"/>
      <trkpt lat="5.369835" lon="-73.792029"/>
      <trkpt lat="5.370046" lon="-73.791996"/>
      <trkpt lat="5.370463" lon="-73.791794"/>
      <trkpt lat="5.370826" lon="-73.791738"/>
      <trkpt lat="5.371285" lon="-73.791701"/>
      <trkpt lat="5.371805" lon="-73.791689"/>
      <trkpt lat="5.372103" lon="-73.791479"/>
      <trkpt lat="5.372323" lon="-73.791445"/>
      <trkpt lat="5.372794" lon="-73.791407"/>
      <trkpt lat="5.373484" lon="-73.791221"/>
      <trkpt lat="5.374145" lon="-73.791078"/>
      <trkpt lat="5.374327" lon="-73.791102"/>
      <trkpt lat="5.374459" lon="-73.791206"/>
      <trkpt lat="5.374522" lon="-73.791218"/>
      <trkpt lat="5.374638" lon="-73.791212"/>
      <trkpt lat="5.375051" lon="-73.791159"/>
      <trkpt lat="5.375370" lon="-73.791135"/>
      <trkpt lat="5.375543" lon="-73.790960"/>
      <trkpt lat="5.375722" lon="-73.790779"/>
      <trkpt lat="5.376511" lon="-73.790325"/>
      <trkpt lat="5.377192" lon="-73.790172"/>
      <trkpt lat="5.377391" lon="-73.790112">
        <ele>4030</ele>
      </trkpt>
      <trkpt lat="5.378132" lon="-73.790053"/>
      <trkpt lat="5.378539" lon="-73.790110"/>
      <trkpt lat="5.378826" lon="-73.790236"/>
      <trkpt lat="5.378932" lon="-73.790539"/>
      <trkpt lat="5.379025" lon="-73.790583"/>
      <trkpt lat="5.379080" lon="-73.790601">
        <ele>4026</ele>
      </trkpt>
      <trkpt lat="5.379592" lon="-73.790670"/>
      <trkpt lat="5.380305" lon="-73.790728"/>
      <trkpt lat="5.380482" lon="-73.790726"/>
      <trkpt lat="5.381390" lon="-73.790716"/>
      <trkpt lat="5.381533" lon="-73.790735"/>
      <trkpt lat="5.382334" lon="-73.790843"/>
      <trkpt lat="5.383096" lon="-73.790764"/>
      <trkpt lat="5.384074" lon="-73.790922"/>
      <trkpt lat="5.384260" lon="-73.790869"/>
      <trkpt lat="5.384775" lon="-73.790724"/>
      <trkpt lat="5.385195" lon="-73.790653"/>
      <trkpt lat="5.385440" lon="-73.790498"/>
      <trkpt lat="5.385627" lon="-73.790338"/>
      <trkpt lat="5.385991" lon="-73.790209"/>
      <trkpt lat="5.386231" lon="-73.790117">
        <ele>4063</ele>
      </trkpt>
      <trkpt lat="5.386353" lon="-73.790047"/>
      <trkpt lat="5.386675" lon="-73.789743"/>
      <trkpt lat="5.386877" lon="-73.789733"/>
      <trkpt lat="5.387561" lon="-73.789986"/>
      <trkpt lat="5.387849" lon="-73.789956"/>
      <trkpt lat="5.388435" lon="-73.789661"/>
      <trkpt lat="5.388912" lon="-73.789618"/>
      <trkpt lat="5.389382" lon="-73.789732"/>
      <trkpt lat="5.389868" lon="-73.789676"/>
      <trkpt lat="5.390367" lon="-73.789752"/>
      <trkpt lat="5.391044" lon="-73.789906"/>
      <trkpt lat="5.391559" lon="-73.790115"/>
      <trkpt lat="5.391766" lon="-73.790022"/>
      <trkpt lat="5.391956" lon="-73.790032"/>
      <trkpt lat="5.392104" lon="-73.790202"/>
      <trkpt lat="5.392329" lon="-73.790354"/>
      <trkpt lat="5.392742" lon="-73.790375"/>
      <trkpt lat="5.392827" lon="-73.790413"/>
      <trkpt lat="5.392862" lon="-73.790480"/>
      <trkpt lat="5.393213" lon="-73.790276"/>
      <trkpt lat="5.393512" lon="-73.790146"/>
      <trkpt lat="5.393812" lon="-73.790110"/>
      <trkpt lat="5.394249" lon="-73.789923"/>
      <trkpt lat="5.394577" lon="-73.789776"/>
      <trkpt lat="5.394639" lon="-73.789703"/>
      <trkpt lat="5.394751" lon="-73.789569"/>
      <trkpt lat="5.394815" lon="-73.789349"/>
      <trkpt lat="5.395010" lon="-73.789126"/>
      <trkpt lat="5.395220" lon="-73.788784"/>
      <trkpt lat="5.395528" lon="-73.788520"/>
      <trkpt lat="5.395981" lon="-73.788370"/>
      <trkpt lat="5.396272" lon="-73.788239"/>
      <trkpt lat="5.396540" lon="-73.788032"/>
      <trkpt lat="5.396967" lon="-73.787300"/>
      <trkpt lat="5.396963" lon="-73.787101"/>
      <trkpt lat="5.397056" lon="-73.786826"/>
      <trkpt lat="5.397093" lon="-73.786681"/>
      <trkpt lat="5.397053" lon="-73.786583"/>
      <trkpt lat="5.396844" lon="-73.786466">
        <ele>4200</ele>
      </trkpt>
      <trkpt lat="5.396689" lon="-73.786324">
        <ele>4199</ele>
      </trkpt>
      <trkpt lat="5.396916" lon="-73.786412">
        <ele>4201</ele>
      </trkpt>
      <trkpt lat="5.397103" lon="-73.786474"/>
      <trkpt lat="5.397129" lon="-73.786431"/>
      <trkpt lat="5.397532" lon="-73.785749"/>
      <trkpt lat="5.397783" lon="-73.785350"/>
      <trkpt lat="5.397957" lon="-73.785035"/>
      <trkpt lat="5.398157" lon="-73.784675"/>
      <trkpt lat="5.398376" lon="-73.784180"/>
      <trkpt lat="5.398543" lon="-73.783937"/>
      <trkpt lat="5.399194" lon="-73.783559"/>
      <trkpt lat="5.399580" lon="-73.783237"/>
      <trkpt lat="5.399794" lon="-73.782989"/>
      <trkpt lat="5.400236" lon="-73.782494"/>
      <trkpt lat="5.400608" lon="-73.781999"/>
      <trkpt lat="5.401189" lon="-73.781514"/>
      <trkpt lat="5.401756" lon="-73.781159"/>
      <trkpt lat="5.402286" lon="-73.780799"/>
      <trkpt lat="5.402844" lon="-73.780598"/>
      <trkpt lat="5.403221" lon="-73.780425"/>
      <trkpt lat="5.403527" lon="-73.780229"/>
      <trkpt lat="5.404025" lon="-73.779716"/>
      <trkpt lat="5.404318" lon="-73.779392"/>
      <trkpt lat="5.405127" lon="-73.778613"/>
      <trkpt lat="5.406103" lon="-73.778048"/>
      <trkpt lat="5.406484" lon="-73.777801"/>
      <trkpt lat="5.407475" lon="-73.776918"/>
      <trkpt lat="5.408088" lon="-73.776461"/>
      <trkpt lat="5.408339" lon="-73.776288"/>
      <trkpt lat="5.408488" lon="-73.776064"/>
      <trkpt lat="5.408296" lon="-73.775425"/>
      <trkpt lat="5.408299" lon="-73.775351"/>
      <trkpt lat="5.408350" lon="-73.775277"/>
      <trkpt lat="5.409116" lon="-73.774446"/>
      <trkpt lat="5.409210" lon="-73.774368"/>
      <trkpt lat="5.409626" lon="-73.774168"/>
      <trkpt lat="5.410093" lon="-73.774264"/>
      <trkpt lat="5.410339" lon="-73.774349"/>
      <trkpt lat="5.410531" lon="-73.774384"/>
      <trkpt lat="5.410688" lon="-73.774406"/>
      <trkpt lat="5.410744" lon="-73.774430"/>
      <trkpt lat="5.410779" lon="-73.774463"/>
      <trkpt lat="5.410890" lon="-73.774658"/>
      <trkpt lat="5.411012" lon="-73.774906"/>
      <trkpt lat="5.411057" lon="-73.774944"/>
      <trkpt lat="5.411225" lon="-73.775077"/>
      <trkpt lat="5.411415" lon="-73.775156"/>
      <trkpt lat="5.411780" lon="-73.775310"/>
      <trkpt lat="5.411800" lon="-73.775327"/>
      <trkpt lat="5.411819" lon="-73.775360"/>
      <trkpt lat="5.411836" lon="-73.775390"/>
      <trkpt lat="5.411834" lon="-73.775467"/>
      <trkpt lat="5.411810" lon="-73.775542"/>
      <trkpt lat="5.411740" lon="-73.775660"/>
      <trkpt lat="5.411625" lon="-73.775765"/>
      <trkpt lat="5.411473" lon="-73.775858"/>
      <trkpt lat="5.411413" lon="-73.775942"/>
      <trkpt lat="5.411361" lon="-73.776058"/>
      <trkpt lat="5.411310" lon="-73.776278"/>
      <trkpt lat="5.411158" lon="-73.776571"/>
      <trkpt lat="5.411152" lon="-73.776598"/>
      <trkpt lat="5.411151" lon="-73.776630"/>
      <trkpt lat="5.411185" lon="-73.777016"/>
      <trkpt lat="5.411178" lon="-73.777054"/>
      <trkpt lat="5.411162" lon="-73.777145"/>
      <trkpt lat="5.411148" lon="-73.777197"/>
      <trkpt lat="5.411142" lon="-73.777264"/>
      <trkpt lat="5.411149" lon="-73.777328"/>
      <trkpt lat="5.411171" lon="-73.777404"/>
      <trkpt lat="5.411219" lon="-73.777469"/>
      <trkpt lat="5.411290" lon="-73.777515"/>
      <trkpt lat="5.411576" lon="-73.777668"/>
      <trkpt lat="5.411730" lon="-73.777746"/>
      <trkpt lat="5.411856" lon="-73.777836"/>
      <trkpt lat="5.411789" lon="-73.778020"/>
      <trkpt lat="5.411543" lon="-73.778726"/>
      <trkpt lat="5.411426" lon="-73.779071"/>
      <trkpt lat="5.411371" lon="-73.779477"/>
      <trkpt lat="5.411370" lon="-73.779577"/>
      <trkpt lat="5.411446" lon="-73.779904"/>
      <trkpt lat="5.411459" lon="-73.779994"/>
      <trkpt lat="5.411440" lon="-73.780075"/>
      <trkpt lat="5.411336" lon="-73.780164"/>
      <trkpt lat="5.411205" lon="-73.780193"/>
      <trkpt lat="5.410900" lon="-73.780201"/>
      <trkpt lat="5.410846" lon="-73.780294"/>
      <trkpt lat="5.410819" lon="-73.780388"/>
      <trkpt lat="5.410805" lon="-73.780553"/>
      <trkpt lat="5.410804" lon="-73.780728"/>
      <trkpt lat="5.410834" lon="-73.780808"/>
      <trkpt lat="5.410870" lon="-73.780871"/>
      <trkpt lat="5.411099" lon="-73.781082"/>
      <trkpt lat="5.411125" lon="-73.781182"/>
      <trkpt lat="5.411100" lon="-73.781259"/>
      <trkpt lat="5.410978" lon="-73.781390"/>
      <trkpt lat="5.410916" lon="-73.781477"/>
      <trkpt lat="5.410916" lon="-73.781539"/>
      <trkpt lat="5.410962" lon="-73.781589"/>
      <trkpt lat="5.411027" lon="-73.781615"/>
      <trkpt lat="5.411083" lon="-73.781611"/>
      <trkpt lat="5.411189" lon="-73.781569"/>
      <trkpt lat="5.411477" lon="-73.781470"/>
      <trkpt lat="5.411564" lon="-73.781477">
        <ele>4006</ele>
      </trkpt>
      <trkpt lat="5.411689" lon="-73.781227"/>
      <trkpt lat="5.411706" lon="-73.781188"/>
      <trkpt lat="5.411768" lon="-73.781097"/>
      <trkpt lat="5.411799" lon="-73.781079"/>
      <trkpt lat="5.412023" lon="-73.780996"/>
      <trkpt lat="5.412280" lon="-73.780860"/>
      <trkpt lat="5.412328" lon="-73.780852"/>
      <trkpt lat="5.412452" lon="-73.780860"/>
      <trkpt lat="5.412640" lon="-73.780910"/>
      <trkpt lat="5.412784" lon="-73.780941"/>
      <trkpt lat="5.412897" lon="-73.780986"/>
      <trkpt lat="5.413108" lon="-73.781037"/>
      <trkpt lat="5.413254" lon="-73.781075"/>
      <trkpt lat="5.413642" lon="-73.781100"/>
      <trkpt lat="5.413780" lon="-73.781126"/>
      <trkpt lat="5.414412" lon="-73.781128">
        <ele>4006</ele>
      </trkpt>
      <trkpt lat="5.413978" lon="-73.781413">
        <ele>4018</ele>
      </trkpt>
      <trkpt lat="5.413771" lon="-73.781700">
        <ele>4023</ele>
      </trkpt>
      <trkpt lat="5.413785" lon="-73.782100">
        <ele>4027</ele>
      </trkpt>
      <trkpt lat="5.413497" lon="-73.782177">
        <ele>4031</ele>
      </trkpt>
      <trkpt lat="5.413315" lon="-73.782367">
        <ele>4037</ele>
      </trkpt>
      <trkpt lat="5.412814" lon="-73.782890">
        <ele>4043</ele>
      </trkpt>
      <trkpt lat="5.412051" lon="-73.783576">
        <ele>4053</ele>
      </trkpt>
      <trkpt lat="5.411890" lon="-73.784187">
        <ele>4051</ele>
      </trkpt>
      <trkpt lat="5.411859" lon="-73.784666">
        <ele>4039</ele>
      </trkpt>
      <trkpt lat="5.411907" lon="-73.784727">
        <ele>4039</ele>
      </trkpt>
      <trkpt lat="5.412030" lon="-73.784786">
        <ele>4041</ele>
      </trkpt>
      <trkpt lat="5.412438" lon="-73.784839">
        <ele>4048</ele>
      </trkpt>
      <trkpt lat="5.412857" lon="-73.784931">
        <ele>4054</ele>
      </trkpt>
      <trkpt lat="5.413062" lon="-73.784906">
        <ele>4055</ele>
      </trkpt>
      <trkpt lat="5.413730" lon="-73.785117">
        <ele>4063</ele>
      </trkpt>
      <trkpt lat="5.414305" lon="-73.785086">
        <ele>4065</ele>
      </trkpt>
      <trkpt lat="5.415511" lon="-73.785434">
        <ele>4072</ele>
      </trkpt>
      <trkpt lat="5.415641" lon="-73.785521">
        <ele>4072</ele>
      </trkpt>
      <trkpt lat="5.415837" lon="-73.785541">
        <ele>4073</ele>
      </trkpt>
      <trkpt lat="5.416013" lon="-73.785551">
        <ele>4073</ele>
      </trkpt>
      <trkpt lat="5.416178" lon="-73.785686">
        <ele>4074</ele>
      </trkpt>
      <trkpt lat="5.416398" lon="-73.785988">
        <ele>4075</ele>
      </trkpt>
      <trkpt lat="5.417082" lon="-73.786422">
        <ele>4082</ele>
      </trkpt>
      <trkpt lat="5.417321" lon="-73.786467">
        <ele>4087</ele>
      </trkpt>
      <trkpt lat="5.417863" lon="-73.786478">
        <ele>4094</ele>
      </trkpt>
      <trkpt lat="5.418399" lon="-73.786430">
        <ele>4096</ele>
      </trkpt>
      <trkpt lat="5.418505" lon="-73.786462">
        <ele>4096</ele>
      </trkpt>
      <trkpt lat="5.418865" lon="-73.786891">
        <ele>4094</ele>
      </trkpt>
      <trkpt lat="5.419013" lon="-73.787230">
        <ele>4095</ele>
      </trkpt>
      <trkpt lat="5.419240" lon="-73.787162">
        <ele>4091</ele>
      </trkpt>
      <trkpt lat="5.419669" lon="-73.786853">
        <ele>4089</ele>
      </trkpt>
      <trkpt lat="5.420040" lon="-73.786432">
        <ele>4084</ele>
      </trkpt>
      <trkpt lat="5.420330" lon="-73.785925">
        <ele>4070</ele>
      </trkpt>
      <trkpt lat="5.421250" lon="-73.784617">
        <ele>4054</ele>
      </trkpt>
      <trkpt lat="5.421482" lon="-73.784318">
        <ele>4042</ele>
      </trkpt>
      <trkpt lat="5.421661" lon="-73.784004">
        <ele>4045</ele>
      </trkpt>
      <trkpt lat="5.421849" lon="-73.783585"/>
      <trkpt lat="5.421937" lon="-73.783510"/>
      <trkpt lat="5.422036" lon="-73.783455"/>
      <trkpt lat="5.422602" lon="-73.783348"/>
      <trkpt lat="5.422654" lon="-73.783315"/>
      <trkpt lat="5.422704" lon="-73.783269"/>
      <trkpt lat="5.422755" lon="-73.783180"/>
      <trkpt lat="5.422933" lon="-73.782683"/>
      <trkpt lat="5.422982" lon="-73.782565"/>
      <trkpt lat="5.423051" lon="-73.782474"/>
      <trkpt lat="5.423752" lon="-73.781986"/>
      <trkpt lat="5.424462" lon="-73.781551"/>
      <trkpt lat="5.424703" lon="-73.781374"/>
      <trkpt lat="5.425080" lon="-73.781197"/>
      <trkpt lat="5.425599" lon="-73.780821"/>
      <trkpt lat="5.426090" lon="-73.780533"/>
      <trkpt lat="5.426546" lon="-73.780228"/>
      <trkpt lat="5.426592" lon="-73.780191"/>
      <trkpt lat="5.426643" lon="-73.780177"/>
      <trkpt lat="5.426758" lon="-73.780159"/>
      <trkpt lat="5.427232" lon="-73.780135"/>
      <trkpt lat="5.427292" lon="-73.780148"/>
      <trkpt lat="5.427357" lon="-73.780172"/>
      <trkpt lat="5.427506" lon="-73.780317"/>
      <trkpt lat="5.427645" lon="-73.780403"/>
      <trkpt lat="5.427761" lon="-73.780398"/>
      <trkpt lat="5.428012" lon="-73.780286"/>
      <trkpt lat="5.428231" lon="-73.780093"/>
      <trkpt lat="5.428615" lon="-73.779593"/>
      <trkpt lat="5.429253" lon="-73.779015"/>
      <trkpt lat="5.429516" lon="-73.778838"/>
      <trkpt lat="5.430040" lon="-73.778141"/>
      <trkpt lat="5.430150" lon="-73.778005"/>
      <trkpt lat="5.430399" lon="-73.777673"/>
      <trkpt lat="5.430403" lon="-73.777595"/>
      <trkpt lat="5.430675" lon="-73.777359"/>
      <trkpt lat="5.430991" lon="-73.777216"/>
      <trkpt lat="5.431561" lon="-73.777172"/>
      <trkpt lat="5.431951" lon="-73.777298"/>
      <trkpt lat="5.432293" lon="-73.777261"/>
      <trkpt lat="5.432665" lon="-73.777319"/>
      <trkpt lat="5.432907" lon="-73.777303"/>
      <trkpt lat="5.433088" lon="-73.777205"/>
      <trkpt lat="5.433364" lon="-73.777037"/>
      <trkpt lat="5.433504" lon="-73.777004"/>
      <trkpt lat="5.433515" lon="-73.777013"/>
      <trkpt lat="5.433622" lon="-73.777100"/>
      <trkpt lat="5.433557" lon="-73.777319"/>
      <trkpt lat="5.433497" lon="-73.777803"/>
      <trkpt lat="5.433411" lon="-73.778148"/>
      <trkpt lat="5.433437" lon="-73.778440"/>
      <trkpt lat="5.433536" lon="-73.778732"/>
      <trkpt lat="5.433715" lon="-73.778989"/>
      <trkpt lat="5.433720" lon="-73.779159"/>
      <trkpt lat="5.433667" lon="-73.779369"/>
      <trkpt lat="5.433646" lon="-73.779582"/>
      <trkpt lat="5.433813" lon="-73.780009"/>
      <trkpt lat="5.434015" lon="-73.780439"/>
      <trkpt lat="5.434059" lon="-73.780555"/>
      <trkpt lat="5.434062" lon="-73.780735"/>
      <trkpt lat="5.434039" lon="-73.780997"/>
      <trkpt lat="5.434217" lon="-73.781548"/>
      <trkpt lat="5.433985" lon="-73.781770"/>
      <trkpt lat="5.433580" lon="-73.782063"/>
      <trkpt lat="5.433471" lon="-73.782164"/>
      <trkpt lat="5.433386" lon="-73.782392"/>
      <trkpt lat="5.433353" lon="-73.782774"/>
      <trkpt lat="5.433313" lon="-73.782960"/>
      <trkpt lat="5.433209" lon="-73.783112"/>
      <trkpt lat="5.433119" lon="-73.783244"/>
      <trkpt lat="5.433081" lon="-73.783362"/>
      <trkpt lat="5.433114" lon="-73.783475"/>
      <trkpt lat="5.433196" lon="-73.783545"/>
      <trkpt lat="5.433313" lon="-73.783681"/>
      <trkpt lat="5.433314" lon="-73.783789"/>
      <trkpt lat="5.433278" lon="-73.783891"/>
      <trkpt lat="5.433117" lon="-73.784079"/>
      <trkpt lat="5.432942" lon="-73.784202"/>
      <trkpt lat="5.432784" lon="-73.784356"/>
      <trkpt lat="5.432735" lon="-73.784477"/>
      <trkpt lat="5.432702" lon="-73.784612"/>
      <trkpt lat="5.432726" lon="-73.784756"/>
      <trkpt lat="5.432713" lon="-73.784797"/>
      <trkpt lat="5.432685" lon="-73.784835"/>
      <trkpt lat="5.432648" lon="-73.784856"/>
      <trkpt lat="5.432440" lon="-73.784969"/>
      <trkpt lat="5.432143" lon="-73.785278"/>
      <trkpt lat="5.431995" lon="-73.785494"/>
      <trkpt lat="5.431977" lon="-73.785550"/>
      <trkpt lat="5.431971" lon="-73.785613"/>
      <trkpt lat="5.431973" lon="-73.785771"/>
      <trkpt lat="5.431983" lon="-73.785827"/>
      <trkpt lat="5.432004" lon="-73.785860"/>
      <trkpt lat="5.432122" lon="-73.785992"/>
      <trkpt lat="5.432342" lon="-73.786197"/>
      <trkpt lat="5.432404" lon="-73.786260"/>
      <trkpt lat="5.432432" lon="-73.786321"/>
      <trkpt lat="5.432512" lon="-73.786525"/>
      <trkpt lat="5.432451" lon="-73.786530"/>
      <trkpt lat="5.432386" lon="-73.786531"/>
      <trkpt lat="5.432217" lon="-73.786444"/>
      <trkpt lat="5.432161" lon="-73.786406"/>
      <trkpt lat="5.432108" lon="-73.786386"/>
      <trkpt lat="5.432067" lon="-73.786402"/>
      <trkpt lat="5.431058" lon="-73.787144"/>
      <trkpt lat="5.430991" lon="-73.787156"/>
      <trkpt lat="5.430934" lon="-73.787152"/>
      <trkpt lat="5.430889" lon="-73.787130"/>
      <trkpt lat="5.430822" lon="-73.787048"/>
      <trkpt lat="5.430765" lon="-73.787021"/>
      <trkpt lat="5.430729" lon="-73.787038"/>
      <trkpt lat="5.430703" lon="-73.787059"/>
      <trkpt lat="5.430693" lon="-73.787101"/>
      <trkpt lat="5.430687" lon="-73.787265"/>
      <trkpt lat="5.430687" lon="-73.787308"/>
      <trkpt lat="5.430723" lon="-73.787370"/>
      <trkpt lat="5.430756" lon="-73.787404"/>
      <trkpt lat="5.430966" lon="-73.787620"/>
      <trkpt lat="5.430994" lon="-73.787638"/>
      <trkpt lat="5.431032" lon="-73.787646"/>
      <trkpt lat="5.431305" lon="-73.787726"/>
      <trkpt lat="5.431356" lon="-73.787738"/>
      <trkpt lat="5.431483" lon="-73.787729"/>
      <trkpt lat="5.431647" lon="-73.787677"/>
      <trkpt lat="5.431744" lon="-73.787704"/>
      <trkpt lat="5.431833" lon="-73.787750"/>
      <trkpt lat="5.431889" lon="-73.787797"/>
      <trkpt lat="5.431908" lon="-73.787840"/>
      <trkpt lat="5.431914" lon="-73.787934"/>
      <trkpt lat="5.431872" lon="-73.788031"/>
      <trkpt lat="5.431696" lon="-73.788312"/>
      <trkpt lat="5.431645" lon="-73.788380"/>
      <trkpt lat="5.431225" lon="-73.788720"/>
      <trkpt lat="5.431176" lon="-73.788776"/>
      <trkpt lat="5.431105" lon="-73.788794"/>
      <trkpt lat="5.430991" lon="-73.788826"/>
      <trkpt lat="5.430928" lon="-73.788853"/>
      <trkpt lat="5.430875" lon="-73.788904"/>
      <trkpt lat="5.430854" lon="-73.788966"/>
      <trkpt lat="5.430855" lon="-73.789032"/>
      <trkpt lat="5.430878" lon="-73.789115"/>
      <trkpt lat="5.431019" lon="-73.789253"/>
      <trkpt lat="5.431061" lon="-73.789323"/>
      <trkpt lat="5.431087" lon="-73.789380"/>
      <trkpt lat="5.431091" lon="-73.789442"/>
      <trkpt lat="5.431061" lon="-73.789527"/>
      <trkpt lat="5.431025" lon="-73.789592"/>
      <trkpt lat="5.430982" lon="-73.789631"/>
      <trkpt lat="5.430934" lon="-73.789631"/>
      <trkpt lat="5.430880" lon="-73.789608"/>
      <trkpt lat="5.430622" lon="-73.789380"/>
      <trkpt lat="5.430572" lon="-73.789354"/>
      <trkpt lat="5.430534" lon="-73.789343"/>
      <trkpt lat="5.430509" lon="-73.789358"/>
      <trkpt lat="5.430380" lon="-73.789397"/>
      <trkpt lat="5.430254" lon="-73.789375"/>
      <trkpt lat="5.430097" lon="-73.789299"/>
      <trkpt lat="5.430039" lon="-73.789296"/>
      <trkpt lat="5.429950" lon="-73.789303"/>
      <trkpt lat="5.429669" lon="-73.789501"/>
      <trkpt lat="5.429567" lon="-73.789535"/>
      <trkpt lat="5.429494" lon="-73.789540"/>
      <trkpt lat="5.429394" lon="-73.789497"/>
      <trkpt lat="5.429312" lon="-73.789481"/>
      <trkpt lat="5.429181" lon="-73.789571"/>
      <trkpt lat="5.428924" lon="-73.789839"/>
      <trkpt lat="5.428904" lon="-73.789905"/>
      <trkpt lat="5.428908" lon="-73.789995"/>
      <trkpt lat="5.428985" lon="-73.790056"/>
      <trkpt lat="5.429056" lon="-73.790086"/>
      <trkpt lat="5.429208" lon="-73.790040"/>
      <trkpt lat="5.429320" lon="-73.790052"/>
      <trkpt lat="5.429376" lon="-73.790127"/>
      <trkpt lat="5.429410" lon="-73.790235"/>
      <trkpt lat="5.429404" lon="-73.790374"/>
      <trkpt lat="5.429335" lon="-73.790483"/>
      <trkpt lat="5.429242" lon="-73.790522"/>
      <trkpt lat="5.429095" lon="-73.790559"/>
      <trkpt lat="5.428877" lon="-73.790468"/>
      <trkpt lat="5.428778" lon="-73.790467"/>
      <trkpt lat="5.428177" lon="-73.790657"/>
      <trkpt lat="5.427961" lon="-73.790263"/>
      <trkpt lat="5.427864" lon="-73.790253"/>
      <trkpt lat="5.427815" lon="-73.790331"/>
      <trkpt lat="5.427787" lon="-73.790545"/>
      <trkpt lat="5.427712" lon="-73.790760"/>
      <trkpt lat="5.427317" lon="-73.790877"/>
      <trkpt lat="5.427118" lon="-73.791211"/>
      <trkpt lat="5.426890" lon="-73.792174"/>
      <trkpt lat="5.427015" lon="-73.792385"/>
      <trkpt lat="5.427289" lon="-73.792806"/>
      <trkpt lat="5.427303" lon="-73.792969"/>
      <trkpt lat="5.427618" lon="-73.793154"/>
      <trkpt lat="5.427802" lon="-73.793162"/>
      <trkpt lat="5.428016" lon="-73.793377"/>
      <trkpt lat="5.428347" lon="-73.793524"/>
      <trkpt lat="5.428494" lon="-73.793575"/>
      <trkpt lat="5.428581" lon="-73.793725"/>
      <trkpt lat="5.428550" lon="-73.793820"/>
      <trkpt lat="5.428518" lon="-73.793909"/>
      <trkpt lat="5.428376" lon="-73.794041"/>
      <trkpt lat="5.428028" lon="-73.794403"/>
      <trkpt lat="5.427927" lon="-73.794667"/>
      <trkpt lat="5.427793" lon="-73.794901"/>
      <trkpt lat="5.427279" lon="-73.795446"/>
      <trkpt lat="5.427322" lon="-73.795559"/>
      <trkpt lat="5.427433" lon="-73.795669"/>
      <trkpt lat="5.427450" lon="-73.795751"/>
      <trkpt lat="5.427426" lon="-73.795840"/>
      <trkpt lat="5.427342" lon="-73.795917"/>
      <trkpt lat="5.427174" lon="-73.795834"/>
      <trkpt lat="5.427134" lon="-73.795879"/>
      <trkpt lat="5.427138" lon="-73.796057"/>
      <trkpt lat="5.426972" lon="-73.796399"/>
      <trkpt lat="5.426955" lon="-73.796545"/>
      <trkpt lat="5.426903" lon="-73.796639"/>
      <trkpt lat="5.426684" lon="-73.796667"/>
      <trkpt lat="5.426199" lon="-73.796688"/>
      <trkpt lat="5.425891" lon="-73.796773"/>
      <trkpt lat="5.425612" lon="-73.797411"/>
      <trkpt lat="5.425470" lon="-73.797533"/>
      <trkpt lat="5.425450" lon="-73.797773"/>
      <trkpt lat="5.425341" lon="-73.798045"/>
      <trkpt lat="5.425373" lon="-73.798399"/>
      <trkpt lat="5.425438" lon="-73.798615"/>
      <trkpt lat="5.425405" lon="-73.798712"/>
      <trkpt lat="5.425049" lon="-73.798814"/>
      <trkpt lat="5.424419" lon="-73.799013">
        <ele>4176</ele>
      </trkpt>
      <trkpt lat="5.423722" lon="-73.799356">
        <ele>4174</ele>
      </trkpt>
      <trkpt lat="5.423673" lon="-73.800054"/>
      <trkpt lat="5.423681" lon="-73.800668"/>
      <trkpt lat="5.423621" lon="-73.800920"/>
      <trkpt lat="5.423511" lon="-73.801009"/>
      <trkpt lat="5.423175" lon="-73.801155"/>
      <trkpt lat="5.422961" lon="-73.801286"/>
      <trkpt lat="5.422734" lon="-73.801477"/>
      <trkpt lat="5.422309" lon="-73.801656"/>
      <trkpt lat="5.422046" lon="-73.801887"/>
      <trkpt lat="5.421896" lon="-73.802208"/>
      <trkpt lat="5.421716" lon="-73.802483"/>
      <trkpt lat="5.421581" lon="-73.802412"/>
      <trkpt lat="5.421421" lon="-73.802383"/>
      <trkpt lat="5.421021" lon="-73.802617"/>
      <trkpt lat="5.420254" lon="-73.802472"/>
      <trkpt lat="5.420088" lon="-73.803304"/>
      <trkpt lat="5.419816" lon="-73.803481"/>
      <trkpt lat="5.419538" lon="-73.803744"/>
      <trkpt lat="5.419159" lon="-73.803964"/>
      <trkpt lat="5.418927" lon="-73.803969"/>
      <trkpt lat="5.418919" lon="-73.803969"/>
      <trkpt lat="5.418123" lon="-73.803626"/>
      <trkpt lat="5.417947" lon="-73.803636"/>
      <trkpt lat="5.417778" lon="-73.803718"/>
      <trkpt lat="5.417515" lon="-73.803766"/>
      <trkpt lat="5.417354" lon="-73.803822"/>
      <trkpt lat="5.416932" lon="-73.804071"/>
      <trkpt lat="5.416553" lon="-73.804344"/>
      <trkpt lat="5.416291" lon="-73.804570"/>
      <trkpt lat="5.416024" lon="-73.804618"/>
      <trkpt lat="5.415656" lon="-73.804430"/>
      <trkpt lat="5.415340" lon="-73.804226"/>
      <trkpt lat="5.415031" lon="-73.804181"/>
      <trkpt lat="5.414427" lon="-73.804387"/>
      <trkpt lat="5.413903" lon="-73.804652"/>
      <trkpt lat="5.413561" lon="-73.804843"/>
      <trkpt lat="5.412994" lon="-73.805300"/>
      <trkpt lat="5.412709" lon="-73.806010"/>
      <trkpt lat="5.412473" lon="-73.806149"/>
      <trkpt lat="5.412096" lon="-73.806241"/>
      <trkpt lat="5.411882" lon="-73.806229"/>
      <trkpt lat="5.412710" lon="-73.806736"/>
      <trkpt lat="5.412951" lon="-73.806890"/>
      <trkpt lat="5.412979" lon="-73.807427"/>
      <trkpt lat="5.413481" lon="-73.807511"/>
      <trkpt lat="5.413816" lon="-73.807376"/>
      <trkpt lat="5.414207" lon="-73.807143"/>
      <trkpt lat="5.414174" lon="-73.807433"/>
      <trkpt lat="5.414032" lon="-73.807778"/>
      <trkpt lat="5.413911" lon="-73.808152"/>
      <trkpt lat="5.413806" lon="-73.808246"/>
      <trkpt lat="5.413773" lon="-73.808843"/>
      <trkpt lat="5.413575" lon="-73.809384"/>
      <trkpt lat="5.413029" lon="-73.809677"/>
      <trkpt lat="5.412207" lon="-73.809689"/>
      <trkpt lat="5.411636" lon="-73.809766"/>
      <trkpt lat="5.411361" lon="-73.809815"/>
      <trkpt lat="5.410924" lon="-73.809591"/>
      <trkpt lat="5.410731" lon="-73.809637"/>
      <trkpt lat="5.410633" lon="-73.809660"/>
      <trkpt lat="5.410264" lon="-73.809941"/>
      <trkpt lat="5.410074" lon="-73.810266"/>
      <trkpt lat="5.409896" lon="-73.810742"/>
      <trkpt lat="5.409899" lon="-73.810894"/>
      <trkpt lat="5.410107" lon="-73.811012"/>
      <trkpt lat="5.410123" lon="-73.811065"/>
      <trkpt lat="5.409932" lon="-73.811366"/>
      <trkpt lat="5.409941" lon="-73.811667"/>
      <trkpt lat="5.409786" lon="-73.812267"/>
      <trkpt lat="5.408994" lon="-73.812953"/>
      <trkpt lat="5.408756" lon="-73.813233"/>
      <trkpt lat="5.408836" lon="-73.813598"/>
      <trkpt lat="5.408708" lon="-73.813947"/>
      <trkpt lat="5.408846" lon="-73.814177"/>
      <trkpt lat="5.408258" lon="-73.814617"/>
      <trkpt lat="5.407747" lon="-73.814507"/>
      <trkpt lat="5.407572" lon="-73.814730"/>
      <trkpt lat="5.407698" lon="-73.814829"/>
      <trkpt lat="5.407768" lon="-73.815004"/>
      <trkpt lat="5.407785" lon="-73.815114"/>
      <trkpt lat="5.407561" lon="-73.815429"/>
      <trkpt lat="5.407324" lon="-73.815507"/>
      <trkpt lat="5.407248" lon="-73.815689"/>
      <trkpt lat="5.407196" lon="-73.816758"/>
      <trkpt lat="5.406844" lon="-73.817053"/>
      <trkpt lat="5.406046" lon="-73.817501">
        <ele>4323</ele>
      </trkpt>
      <trkpt lat="5.405622" lon="-73.817469">
        <ele>4324</ele>
      </trkpt>
      <trkpt lat="5.405097" lon="-73.817428"/>
      <trkpt lat="5.404392" lon="-73.817480"/>
      <trkpt lat="5.403365" lon="-73.818045"/>
      <trkpt lat="5.403248" lon="-73.818296"/>
      <trkpt lat="5.403125" lon="-73.818381"/>
      <trkpt lat="5.402949" lon="-73.818445"/>
      <trkpt lat="5.402322" lon="-73.818962"/>
      <trkpt lat="5.402237" lon="-73.819032"/>
      <trkpt lat="5.401994" lon="-73.819124"/>
      <trkpt lat="5.401663" lon="-73.819128"/>
      <trkpt lat="5.401476" lon="-73.819244"/>
      <trkpt lat="5.401328" lon="-73.819450"/>
      <trkpt lat="5.401187" lon="-73.819517"/>
      <trkpt lat="5.400986" lon="-73.819556"/>
      <trkpt lat="5.400592" lon="-73.819797"/>
      <trkpt lat="5.400355" lon="-73.819892"/>
      <trkpt lat="5.399883" lon="-73.820342"/>
      <trkpt lat="5.399506" lon="-73.820515"/>
      <trkpt lat="5.399260" lon="-73.820685"/>
      <trkpt lat="5.399108" lon="-73.820809"/>
      <trkpt lat="5.398883" lon="-73.820890"/>
      <trkpt lat="5.397988" lon="-73.821517"/>
      <trkpt lat="5.397290" lon="-73.821955"/>
      <trkpt lat="5.397029" lon="-73.822090"/>
      <trkpt lat="5.396825" lon="-73.822157"/>
      <trkpt lat="5.396716" lon="-73.822288"/>
      <trkpt lat="5.396635" lon="-73.822504"/>
      <trkpt lat="5.396463" lon="-73.822661"/>
      <trkpt lat="5.396018" lon="-73.822982"/>
      <trkpt lat="5.395668" lon="-73.823039"/>
      <trkpt lat="5.395481" lon="-73.823107"/>
      <trkpt lat="5.395257" lon="-73.823363"/>
      <trkpt lat="5.394934" lon="-73.823495"/>
      <trkpt lat="5.394459" lon="-73.824053"/>
      <trkpt lat="5.394256" lon="-73.824139"/>
      <trkpt lat="5.393908" lon="-73.824375"/>
      <trkpt lat="5.393752" lon="-73.824526"/>
      <trkpt lat="5.393355" lon="-73.824911"/>
      <trkpt lat="5.393296" lon="-73.825297"/>
      <trkpt lat="5.393014" lon="-73.825632"/>
      <trkpt lat="5.392989" lon="-73.826026"/>
      <trkpt lat="5.392761" lon="-73.826403"/>
      <trkpt lat="5.392743" lon="-73.826495"/>
      <trkpt lat="5.392798" lon="-73.826553"/>
      <trkpt lat="5.393036" lon="-73.826562"/>
      <trkpt lat="5.393468" lon="-73.826829"/>
      <trkpt lat="5.393930" lon="-73.826988"/>
      <trkpt lat="5.394088" lon="-73.827269"/>
      <trkpt lat="5.394053" lon="-73.827497"/>
      <trkpt lat="5.393864" lon="-73.827825"/>
      <trkpt lat="5.393755" lon="-73.828014"/>
      <trkpt lat="5.393193" lon="-73.827782"/>
      <trkpt lat="5.392723" lon="-73.827690"/>
      <trkpt lat="5.392515" lon="-73.827726"/>
      <trkpt lat="5.392196" lon="-73.827917"/>
      <trkpt lat="5.391310" lon="-73.827730"/>
      <trkpt lat="5.391090" lon="-73.827625"/>
      <trkpt lat="5.390934" lon="-73.827452"/>
      <trkpt lat="5.390736" lon="-73.827067"/>
      <trkpt lat="5.390571" lon="-73.826958"/>
      <trkpt lat="5.390416" lon="-73.826929"/>
      <trkpt lat="5.390301" lon="-73.826849"/>
      <trkpt lat="5.390131" lon="-73.827295"/>
      <trkpt lat="5.389811" lon="-73.827787"/>
      <trkpt lat="5.389587" lon="-73.827884"/>
      <trkpt lat="5.389504" lon="-73.827955"/>
      <trkpt lat="5.389536" lon="-73.828047"/>
      <trkpt lat="5.389832" lon="-73.828087"/>
      <trkpt lat="5.389872" lon="-73.828170"/>
      <trkpt lat="5.389851" lon="-73.828238"/>
      <trkpt lat="5.389581" lon="-73.828435"/>
      <trkpt lat="5.389364" lon="-73.828685"/>
      <trkpt lat="5.388837" lon="-73.828922"/>
      <trkpt lat="5.388713" lon="-73.829090"/>
      <trkpt lat="5.388560" lon="-73.829245"/>
      <trkpt lat="5.388426" lon="-73.829381"/>
      <trkpt lat="5.387990" lon="-73.830415"/>
      <trkpt lat="5.387636" lon="-73.830865"/>
      <trkpt lat="5.387400" lon="-73.831067"/>
      <trkpt lat="5.387076" lon="-73.831161"/>
      <trkpt lat="5.386967" lon="-73.831207"/>
      <trkpt lat="5.386831" lon="-73.831404"/>
      <trkpt lat="5.386679" lon="-73.831572"/>
      <trkpt lat="5.385838" lon="-73.832106"/>
      <trkpt lat="5.384850" lon="-73.833017"/>
      <trkpt lat="5.384251" lon="-73.833448"/>
      <trkpt lat="5.383863" lon="-73.833537"/>
      <trkpt lat="5.383596" lon="-73.833448"/>
      <trkpt lat="5.383345" lon="-73.833756"/>
      <trkpt lat="5.383496" lon="-73.833952"/>
      <trkpt lat="5.383629" lon="-73.834046"/>
      <trkpt lat="5.383712" lon="-73.834321"/>
      <trkpt lat="5.383939" lon="-73.834440"/>
      <trkpt lat="5.384217" lon="-73.834462"/>
      <trkpt lat="5.384472" lon="-73.834631"/>
      <trkpt lat="5.385053" lon="-73.834555"/>
      <trkpt lat="5.385223" lon="-73.834637"/>
      <trkpt lat="5.385382" lon="-73.835044"/>
      <trkpt lat="5.385472" lon="-73.835671"/>
      <trkpt lat="5.385432" lon="-73.835791"/>
      <trkpt lat="5.385408" lon="-73.836056"/>
      <trkpt lat="5.385095" lon="-73.836423"/>
      <trkpt lat="5.384846" lon="-73.836488"/>
      <trkpt lat="5.384834" lon="-73.836531"/>
      <trkpt lat="5.384855" lon="-73.836593"/>
      <trkpt lat="5.384874" lon="-73.836796"/>
      <trkpt lat="5.384754" lon="-73.837055"/>
      <trkpt lat="5.384454" lon="-73.837187"/>
      <trkpt lat="5.384223" lon="-73.837246"/>
      <trkpt lat="5.383263" lon="-73.838020"/>
      <trkpt lat="5.383119" lon="-73.838136"/>
      <trkpt lat="5.383027" lon="-73.838321"/>
      <trkpt lat="5.382812" lon="-73.838490"/>
      <trkpt lat="5.382674" lon="-73.838691"/>
      <trkpt lat="5.382404" lon="-73.838832"/>
      <trkpt lat="5.382358" lon="-73.838993"/>
      <trkpt lat="5.382377" lon="-73.839375"/>
      <trkpt lat="5.382408" lon="-73.839590"/>
      <trkpt lat="5.382214" lon="-73.839988"/>
      <trkpt lat="5.382003" lon="-73.840160"/>
      <trkpt lat="5.381815" lon="-73.840090"/>
      <trkpt lat="5.381142" lon="-73.840317"/>
      <trkpt lat="5.380155" lon="-73.840646"/>
      <trkpt lat="5.379288" lon="-73.841106"/>
      <trkpt lat="5.378608" lon="-73.841460"/>
      <trkpt lat="5.379264" lon="-73.842915"/>
      <trkpt lat="5.378964" lon="-73.843286"/>
      <trkpt lat="5.378643" lon="-73.843491"/>
      <trkpt lat="5.378608" lon="-73.843552"/>
      <trkpt lat="5.378689" lon="-73.843654"/>
      <trkpt lat="5.378973" lon="-73.844103"/>
      <trkpt lat="5.378178" lon="-73.843805"/>
      <trkpt lat="5.377750" lon="-73.843757"/>
      <trkpt lat="5.377008" lon="-73.843851"/>
      <trkpt lat="5.376495" lon="-73.843963"/>
      <trkpt lat="5.375670" lon="-73.843781"/>
      <trkpt lat="5.375411" lon="-73.843462"/>
      <trkpt lat="5.374921" lon="-73.843125"/>
      <trkpt lat="5.374668" lon="-73.842878"/>
      <trkpt lat="5.374569" lon="-73.842773"/>
      <trkpt lat="5.374513" lon="-73.842758"/>
      <trkpt lat="5.374463" lon="-73.842768"/>
      <trkpt lat="5.374362" lon="-73.842866"/>
      <trkpt lat="5.374256" lon="-73.842990"/>
      <trkpt lat="5.374190" lon="-73.842983"/>
      <trkpt lat="5.373751" lon="-73.842672"/>
      <trkpt lat="5.373650" lon="-73.842445"/>
      <trkpt lat="5.373511" lon="-73.842307"/>
      <trkpt lat="5.373141" lon="-73.842316"/>
      <trkpt lat="5.372819" lon="-73.842453"/>
      <trkpt lat="5.372215" lon="-73.842400"/>
      <trkpt lat="5.371763" lon="-73.842412"/>
      <trkpt lat="5.371447" lon="-73.842343"/>
      <trkpt lat="5.370881" lon="-73.842166"/>
      <trkpt lat="5.370699" lon="-73.841984"/>
      <trkpt lat="5.370327" lon="-73.841822"/>
      <trkpt lat="5.369921" lon="-73.841596"/>
      <trkpt lat="5.369286" lon="-73.841049"/>
      <trkpt lat="5.368645" lon="-73.841012"/>
      <trkpt lat="5.368436" lon="-73.841080"/>
      <trkpt lat="5.368108" lon="-73.841305"/>
      <trkpt lat="5.368069" lon="-73.841332"/>
      <trkpt lat="5.367983" lon="-73.841358"/>
      <trkpt lat="5.367918" lon="-73.841344"/>
      <trkpt lat="5.367736" lon="-73.841121"/>
      <trkpt lat="5.367371" lon="-73.840790"/>
      <trkpt lat="5.367120" lon="-73.840704"/>
      <trkpt lat="5.366786" lon="-73.840672"/>
      <trkpt lat="5.366439" lon="-73.840398"/>
      <trkpt lat="5.366167" lon="-73.840409"/>
      <trkpt lat="5.365853" lon="-73.840447"/>
      <trkpt lat="5.365443" lon="-73.840479"/>
      <trkpt lat="5.365132" lon="-73.840649"/>
      <trkpt lat="5.364908" lon="-73.841075"/>
      <trkpt lat="5.364878" lon="-73.841284"/>
      <trkpt lat="5.364812" lon="-73.841498"/>
      <trkpt lat="5.364610" lon="-73.842061"/>
      <trkpt lat="5.364224" lon="-73.842559"/>
      <trkpt lat="5.363887" lon="-73.842756"/>
      <trkpt lat="5.363763" lon="-73.843028"/>
      <trkpt lat="5.363582" lon="-73.843179"/>
      <trkpt lat="5.363447" lon="-73.843491"/>
      <trkpt lat="5.363387" lon="-73.843550"/>
      <trkpt lat="5.363023" lon="-73.843671"/>
      <trkpt lat="5.362545" lon="-73.843952"/>
      <trkpt lat="5.361891" lon="-73.844172"/>
      <trkpt lat="5.361601" lon="-73.844257"/>
      <trkpt lat="5.361270" lon="-73.844353"/>
      <trkpt lat="5.361148" lon="-73.844449"/>
      <trkpt lat="5.360244" lon="-73.844844"/>
      <trkpt lat="5.360276" lon="-73.844943"/>
      <trkpt lat="5.360313" lon="-73.845029"/>
      <trkpt lat="5.360431" lon="-73.845131"/>
      <trkpt lat="5.360725" lon="-73.845168"/>
      <trkpt lat="5.360911" lon="-73.845109"/>
      <trkpt lat="5.360970" lon="-73.845013"/>
      <trkpt lat="5.361098" lon="-73.844991"/>
      <trkpt lat="5.361304" lon="-73.845060"/>
      <trkpt lat="5.361939" lon="-73.845060"/>
      <trkpt lat="5.362259" lon="-73.845011"/>
      <trkpt lat="5.362417" lon="-73.845013"/>
      <trkpt lat="5.362690" lon="-73.844932"/>
      <trkpt lat="5.363021" lon="-73.844809"/>
      <trkpt lat="5.363352" lon="-73.844841"/>
      <trkpt lat="5.363491" lon="-73.844929"/>
      <trkpt lat="5.363504" lon="-73.845021"/>
      <trkpt lat="5.363451" lon="-73.845426"/>
      <trkpt lat="5.363399" lon="-73.845736"/>
      <trkpt lat="5.363442" lon="-73.846090"/>
      <trkpt lat="5.363565" lon="-73.846471"/>
      <trkpt lat="5.363561" lon="-73.846853"/>
      <trkpt lat="5.363612" lon="-73.847322"/>
      <trkpt lat="5.363696" lon="-73.848268"/>
      <trkpt lat="5.363728" lon="-73.849011"/>
      <trkpt lat="5.363729" lon="-73.849023"/>
      <trkpt lat="5.363366" lon="-73.849476"/>
      <trkpt lat="5.362882" lon="-73.849733"/>
      <trkpt lat="5.362874" lon="-73.849801"/>
      <trkpt lat="5.362910" lon="-73.849859"/>
      <trkpt lat="5.363343" lon="-73.849943"/>
      <trkpt lat="5.363812" lon="-73.850457"/>
      <trkpt lat="5.364173" lon="-73.850978"/>
      <trkpt lat="5.364314" lon="-73.851629"/>
      <trkpt lat="5.364369" lon="-73.851712"/>
      <trkpt lat="5.364459" lon="-73.851736"/>
      <trkpt lat="5.364854" lon="-73.851620"/>
      <trkpt lat="5.365164" lon="-73.851587"/>
      <trkpt lat="5.365165" lon="-73.851706"/>
      <trkpt lat="5.365546" lon="-73.852078"/>
      <trkpt lat="5.365712" lon="-73.852378"/>
      <trkpt lat="5.365891" lon="-73.852757"/>
      <trkpt lat="5.365905" lon="-73.853153"/>
      <trkpt lat="5.365860" lon="-73.853422"/>
      <trkpt lat="5.365791" lon="-73.853664"/>
      <trkpt lat="5.365938" lon="-73.853971"/>
      <trkpt lat="5.365992" lon="-73.854073"/>
      <trkpt lat="5.366019" lon="-73.854269"/>
      <trkpt lat="5.366030" lon="-73.854325"/>
      <trkpt lat="5.366013" lon="-73.854488"/>
      <trkpt lat="5.365942" lon="-73.854723"/>
      <trkpt lat="5.365905" lon="-73.854973"/>
      <trkpt lat="5.365888" lon="-73.855344"/>
      <trkpt lat="5.366029" lon="-73.855637"/>
      <trkpt lat="5.366078" lon="-73.855693"/>
      <trkpt lat="5.366147" lon="-73.855771"/>
      <trkpt lat="5.366304" lon="-73.855791"/>
      <trkpt lat="5.366478" lon="-73.855596"/>
      <trkpt lat="5.366657" lon="-73.855405"/>
      <trkpt lat="5.366912" lon="-73.855434"/>
      <trkpt lat="5.367098" lon="-73.855653"/>
      <trkpt lat="5.367288" lon="-73.855706"/>
      <trkpt lat="5.367482" lon="-73.855629"/>
      <trkpt lat="5.367543" lon="-73.855612"/>
      <trkpt lat="5.367592" lon="-73.855661"/>
      <trkpt lat="5.367636" lon="-73.855864"/>
      <trkpt lat="5.367786" lon="-73.856084"/>
      <trkpt lat="5.367964" lon="-73.856267"/>
      <trkpt lat="5.368227" lon="-73.856255"/>
      <trkpt lat="5.368462" lon="-73.856446"/>
      <trkpt lat="5.368919" lon="-73.856600"/>
      <trkpt lat="5.369053" lon="-73.856783"/>
      <trkpt lat="5.369377" lon="-73.856991"/>
      <trkpt lat="5.369571" lon="-73.857340"/>
      <trkpt lat="5.369850" lon="-73.857470"/>
      <trkpt lat="5.370360" lon="-73.858178"/>
      <trkpt lat="5.370554" lon="-73.858283"/>
      <trkpt lat="5.370753" lon="-73.858536"/>
      <trkpt lat="5.370927" lon="-73.858889"/>
      <trkpt lat="5.370928" lon="-73.858942"/>
      <trkpt lat="5.370935" lon="-73.859426"/>
      <trkpt lat="5.370943" lon="-73.859463"/>
      <trkpt lat="5.371064" lon="-73.859637"/>
      <trkpt lat="5.371182" lon="-73.860060"/>
      <trkpt lat="5.371578" lon="-73.860028"/>
      <trkpt lat="5.371959" lon="-73.860206"/>
      <trkpt lat="5.371971" lon="-73.860666"/>
      <trkpt lat="5.372113" lon="-73.860800"/>
      <trkpt lat="5.372074" lon="-73.860896"/>
      <trkpt lat="5.372146" lon="-73.861260"/>
      <trkpt lat="5.372129" lon="-73.861561"/>
      <trkpt lat="5.372217" lon="-73.861730"/>
      <trkpt lat="5.372407" lon="-73.862068"/>
      <trkpt lat="5.372650" lon="-73.862235"/>
      <trkpt lat="5.372982" lon="-73.862644"/>
      <trkpt lat="5.373582" lon="-73.863385"/>
      <trkpt lat="5.373678" lon="-73.863501"/>
      <trkpt lat="5.374316" lon="-73.863970"/>
      <trkpt lat="5.374557" lon="-73.864603"/>
      <trkpt lat="5.374735" lon="-73.864831"/>
      <trkpt lat="5.375231" lon="-73.865415"/>
      <trkpt lat="5.375496" lon="-73.865692"/>
      <trkpt lat="5.375616" lon="-73.865842"/>
      <trkpt lat="5.375627" lon="-73.865995"/>
      <trkpt lat="5.375568" lon="-73.866309"/>
      <trkpt lat="5.375548" lon="-73.866382"/>
      <trkpt lat="5.375483" lon="-73.866625"/>
      <trkpt lat="5.375396" lon="-73.866883"/>
      <trkpt lat="5.375317" lon="-73.866994"/>
      <trkpt lat="5.375240" lon="-73.867101"/>
      <trkpt lat="5.375411" lon="-73.867191"/>
      <trkpt lat="5.375632" lon="-73.867568"/>
      <trkpt lat="5.375736" lon="-73.867613"/>
      <trkpt lat="5.376204" lon="-73.867538"/>
      <trkpt lat="5.376330" lon="-73.867471"/>
      <trkpt lat="5.376380" lon="-73.867371"/>
      <trkpt lat="5.376424" lon="-73.867112"/>
      <trkpt lat="5.376536" lon="-73.866925"/>
      <trkpt lat="5.376725" lon="-73.866844"/>
      <trkpt lat="5.376960" lon="-73.866847"/>
      <trkpt lat="5.377235" lon="-73.866906"/>
      <trkpt lat="5.377387" lon="-73.866927"/>
      <trkpt lat="5.377564" lon="-73.866834"/>
      <trkpt lat="5.377962" lon="-73.866403"/>
      <trkpt lat="5.378101" lon="-73.866301"/>
      <trkpt lat="5.378238" lon="-73.866281"/>
      <trkpt lat="5.378358" lon="-73.866334"/>
      <trkpt lat="5.378481" lon="-73.866645"/>
      <trkpt lat="5.378489" lon="-73.866800"/>
      <trkpt lat="5.378426" lon="-73.866931"/>
      <trkpt lat="5.378289" lon="-73.867015"/>
      <trkpt lat="5.378265" lon="-73.867079"/>
      <trkpt lat="5.378278" lon="-73.867232"/>
      <trkpt lat="5.378418" lon="-73.867295"/>
      <trkpt lat="5.379001" lon="-73.867103"/>
      <trkpt lat="5.379205" lon="-73.867171"/>
      <trkpt lat="5.379487" lon="-73.867438"/>
      <trkpt lat="5.380325" lon="-73.867731"/>
      <trkpt lat="5.381010" lon="-73.867733"/>
      <trkpt lat="5.380936" lon="-73.867782"/>
      <trkpt lat="5.380618" lon="-73.867808"/>
      <trkpt lat="5.380214" lon="-73.867908"/>
      <trkpt lat="5.379962" lon="-73.867736"/>
      <trkpt lat="5.379650" lon="-73.867698"/>
      <trkpt lat="5.379400" lon="-73.867768"/>
      <trkpt lat="5.379261" lon="-73.867907"/>
      <trkpt lat="5.379250" lon="-73.868074"/>
      <trkpt lat="5.379836" lon="-73.868483"/>
      <trkpt lat="5.379864" lon="-73.868605"/>
      <trkpt lat="5.379783" lon="-73.868845"/>
      <trkpt lat="5.379856" lon="-73.869094"/>
      <trkpt lat="5.379871" lon="-73.869145"/>
      <trkpt lat="5.379893" lon="-73.869375"/>
      <trkpt lat="5.380093" lon="-73.869788"/>
      <trkpt lat="5.380127" lon="-73.870110"/>
      <trkpt lat="5.380211" lon="-73.870235"/>
      <trkpt lat="5.380301" lon="-73.870336"/>
      <trkpt lat="5.380348" lon="-73.870524"/>
      <trkpt lat="5.380196" lon="-73.871268"/>
      <trkpt lat="5.380281" lon="-73.871508"/>
      <trkpt lat="5.380338" lon="-73.871570"/>
      <trkpt lat="5.380499" lon="-73.871609"/>
      <trkpt lat="5.380729" lon="-73.871588"/>
      <trkpt lat="5.381905" lon="-73.871031"/>
      <trkpt lat="5.382469" lon="-73.871174"/>
      <trkpt lat="5.382576" lon="-73.871159"/>
      <trkpt lat="5.382614" lon="-73.871097"/>
      <trkpt lat="5.382790" lon="-73.870774"/>
      <trkpt lat="5.382848" lon="-73.870423"/>
      <trkpt lat="5.382908" lon="-73.870401"/>
      <trkpt lat="5.383054" lon="-73.870445"/>
      <trkpt lat="5.383408" lon="-73.870638"/>
      <trkpt lat="5.383944" lon="-73.870561"/>
      <trkpt lat="5.384366" lon="-73.870617"/>
      <trkpt lat="5.384795" lon="-73.870799"/>
      <trkpt lat="5.385060" lon="-73.870967"/>
      <trkpt lat="5.385691" lon="-73.871112"/>
      <trkpt lat="5.386317" lon="-73.870719"/>
      <trkpt lat="5.386542" lon="-73.870841"/>
      <trkpt lat="5.386643" lon="-73.870809"/>
      <trkpt lat="5.386691" lon="-73.870670"/>
      <trkpt lat="5.386435" lon="-73.870310"/>
      <trkpt lat="5.386444" lon="-73.870253"/>
      <trkpt lat="5.386516" lon="-73.870216"/>
      <trkpt lat="5.387131" lon="-73.870238"/>
      <trkpt lat="5.387209" lon="-73.870252"/>
      <trkpt lat="5.387709" lon="-73.870342"/>
      <trkpt lat="5.387824" lon="-73.870340"/>
      <trkpt lat="5.387846" lon="-73.870292"/>
      <trkpt lat="5.387782" lon="-73.869718"/>
      <trkpt lat="5.387811" lon="-73.869684"/>
      <trkpt lat="5.387863" lon="-73.869692"/>
      <trkpt lat="5.388003" lon="-73.869922"/>
      <trkpt lat="5.388300" lon="-73.870319"/>
      <trkpt lat="5.388385" lon="-73.870517"/>
      <trkpt lat="5.388433" lon="-73.870619"/>
      <trkpt lat="5.388507" lon="-73.870619"/>
      <trkpt lat="5.388568" lon="-73.870536"/>
      <trkpt lat="5.388527" lon="-73.870198"/>
      <trkpt lat="5.388552" lon="-73.870148"/>
      <trkpt lat="5.388618" lon="-73.870128"/>
      <trkpt lat="5.388834" lon="-73.870287"/>
      <trkpt lat="5.389081" lon="-73.870382"/>
      <trkpt lat="5.389218" lon="-73.870327"/>
      <trkpt lat="5.389411" lon="-73.870120"/>
      <trkpt lat="5.390037" lon="-73.870014"/>
      <trkpt lat="5.390099" lon="-73.870035"/>
      <trkpt lat="5.390126" lon="-73.870078"/>
      <trkpt lat="5.390098" lon="-73.870225"/>
      <trkpt lat="5.390134" lon="-73.870396"/>
      <trkpt lat="5.390204" lon="-73.870472"/>
      <trkpt lat="5.390291" lon="-73.870465"/>
      <trkpt lat="5.390676" lon="-73.869895"/>
      <trkpt lat="5.390567" lon="-73.869022"/>
      <trkpt lat="5.390471" lon="-73.868710"/>
      <trkpt lat="5.390492" lon="-73.868238"/>
      <trkpt lat="5.390602" lon="-73.867911"/>
      <trkpt lat="5.390565" lon="-73.867746"/>
      <trkpt lat="5.390542" lon="-73.867408"/>
      <trkpt lat="5.390558" lon="-73.867354"/>
      <trkpt lat="5.390636" lon="-73.867348"/>
      <trkpt lat="5.390855" lon="-73.867712"/>
      <trkpt lat="5.390935" lon="-73.867962"/>
      <trkpt lat="5.390958" lon="-73.868515"/>
      <trkpt lat="5.391271" lon="-73.869012"/>
      <trkpt lat="5.391904" lon="-73.869414"/>
      <trkpt lat="5.392069" lon="-73.869610"/>
      <trkpt lat="5.392666" lon="-73.869558"/>
      <trkpt lat="5.393008" lon="-73.869515"/>
      <trkpt lat="5.393399" lon="-73.869376"/>
      <trkpt lat="5.394220" lon="-73.869054"/>
      <trkpt lat="5.394664" lon="-73.869035"/>
      <trkpt lat="5.395607" lon="-73.869393"/>
      <trkpt lat="5.395826" lon="-73.869393"/>
      <trkpt lat="5.396076" lon="-73.869452"/>
      <trkpt lat="5.396114" lon="-73.869490"/>
      <trkpt lat="5.396163" lon="-73.869753"/>
      <trkpt lat="5.396360" lon="-73.870016"/>
      <trkpt lat="5.396387" lon="-73.870091"/>
      <trkpt lat="5.396267" lon="-73.870230"/>
      <trkpt lat="5.396309" lon="-73.870283"/>
      <trkpt lat="5.396383" lon="-73.870318"/>
      <trkpt lat="5.396729" lon="-73.870322"/>
      <trkpt lat="5.397252" lon="-73.870284"/>
      <trkpt lat="5.397554" lon="-73.870286"/>
      <trkpt lat="5.397957" lon="-73.870155"/>
      <trkpt lat="5.398336" lon="-73.870107"/>
      <trkpt lat="5.398512" lon="-73.870000"/>
      <trkpt lat="5.399677" lon="-73.869703"/>
      <trkpt lat="5.399788" lon="-73.869675"/>
      <trkpt lat="5.400024" lon="-73.869731"/>
      <trkpt lat="5.400561" lon="-73.869672"/>
      <trkpt lat="5.400699" lon="-73.869902"/>
      <trkpt lat="5.400838" lon="-73.869972"/>
      <trkpt lat="5.401340" lon="-73.869682"/>
      <trkpt lat="5.401997" lon="-73.869532"/>
      <trkpt lat="5.402286" lon="-73.869570"/>
      <trkpt lat="5.402747" lon="-73.869744"/>
      <trkpt lat="5.402950" lon="-73.869908"/>
      <trkpt lat="5.403054" lon="-73.870079"/>
      <trkpt lat="5.403063" lon="-73.870334"/>
      <trkpt lat="5.403281" lon="-73.870621"/>
      <trkpt lat="5.403356" lon="-73.870880"/>
      <trkpt lat="5.403857" lon="-73.871435"/>
      <trkpt lat="5.403882" lon="-73.871715"/>
      <trkpt lat="5.404152" lon="-73.872415"/>
      <trkpt lat="5.404320" lon="-73.872705"/>
      <trkpt lat="5.404780" lon="-73.873201"/>
      <trkpt lat="5.405327" lon="-73.873919"/>
      <trkpt lat="5.405662" lon="-73.874431"/>
      <trkpt lat="5.406093" lon="-73.874935"/>
      <trkpt lat="5.406606" lon="-73.875894"/>
      <trkpt lat="5.407002" lon="-73.876113"/>
      <trkpt lat="5.407280" lon="-73.876706"/>
      <trkpt lat="5.407244" lon="-73.876960"/>
      <trkpt lat="5.407416" lon="-73.877688"/>
      <trkpt lat="5.407588" lon="-73.877906"/>
      <trkpt lat="5.407579" lon="-73.878020"/>
      <trkpt lat="5.407438" lon="-73.878221"/>
      <trkpt lat="5.407346" lon="-73.878661"/>
      <trkpt lat="5.407321" lon="-73.879142"/>
      <trkpt lat="5.407380" lon="-73.879365"/>
      <trkpt lat="5.407766" lon="-73.879669"/>
      <trkpt lat="5.408296" lon="-73.879678"/>
      <trkpt lat="5.408898" lon="-73.879899"/>
      <trkpt lat="5.409649" lon="-73.880430"/>
      <trkpt lat="5.409974" lon="-73.880743"/>
      <trkpt lat="5.410615" lon="-73.881007"/>
      <trkpt lat="5.410709" lon="-73.881046"/>
      <trkpt lat="5.410907" lon="-73.881295"/>
      <trkpt lat="5.410996" lon="-73.881628"/>
      <trkpt lat="5.411250" lon="-73.882158"/>
      <trkpt lat="5.411329" lon="-73.882477"/>
      <trkpt lat="5.411889" lon="-73.882758"/>
      <trkpt lat="5.412035" lon="-73.882968"/>
      <trkpt lat="5.412043" lon="-73.883239"/>
      <trkpt lat="5.412106" lon="-73.883442"/>
      <trkpt lat="5.412966" lon="-73.884273"/>
      <trkpt lat="5.413357" lon="-73.884966"/>
      <trkpt lat="5.413227" lon="-73.885337"/>
      <trkpt lat="5.413259" lon="-73.885599"/>
      <trkpt lat="5.413405" lon="-73.885872"/>
      <trkpt lat="5.413443" lon="-73.886054"/>
      <trkpt lat="5.412250" lon="-73.887263">
        <ele>4599</ele>
      </trkpt>
      <trkpt lat="5.412189" lon="-73.887667"/>
      <trkpt lat="5.412785" lon="-73.888335"/>
      <trkpt lat="5.412876" lon="-73.888474"/>
      <trkpt lat="5.412735" lon="-73.888949"/>
      <trkpt lat="5.412551" lon="-73.889257"/>
      <trkpt lat="5.412529" lon="-73.889497"/>
      <trkpt lat="5.412851" lon="-73.890033"/>
      <trkpt lat="5.412980" lon="-73.890372"/>
      <trkpt lat="5.412907" lon="-73.890908"/>
      <trkpt lat="5.412588" lon="-73.892042"/>
      <trkpt lat="5.412597" lon="-73.893205"/>
      <trkpt lat="5.412483" lon="-73.893521"/>
      <trkpt lat="5.411629" lon="-73.894381"/>
      <trkpt lat="5.411591" lon="-73.894665"/>
      <trkpt lat="5.411686" lon="-73.894857"/>
      <trkpt lat="5.411756" lon="-73.894938"/>
      <trkpt lat="5.411934" lon="-73.895259"/>
      <trkpt lat="5.411950" lon="-73.895611"/>
      <trkpt lat="5.411962" lon="-73.895724"/>
      <trkpt lat="5.412084" lon="-73.895940"/>
      <trkpt lat="5.412132" lon="-73.896182"/>
      <trkpt lat="5.412237" lon="-73.896237"/>
      <trkpt lat="5.412444" lon="-73.896283"/>
      <trkpt lat="5.412569" lon="-73.896389"/>
      <trkpt lat="5.412709" lon="-73.896422"/>
      <trkpt lat="5.412766" lon="-73.896355"/>
      <trkpt lat="5.412760" lon="-73.896141"/>
      <trkpt lat="5.412984" lon="-73.895806"/>
      <trkpt lat="5.413152" lon="-73.895832"/>
      <trkpt lat="5.413381" lon="-73.896017"/>
      <trkpt lat="5.413587" lon="-73.895993"/>
      <trkpt lat="5.413694" lon="-73.895891"/>
      <trkpt lat="5.413733" lon="-73.895704"/>
      <trkpt lat="5.413711" lon="-73.895389"/>
      <trkpt lat="5.413812" lon="-73.895216"/>
      <trkpt lat="5.413913" lon="-73.895230"/>
      <trkpt lat="5.414063" lon="-73.895322"/>
      <trkpt lat="5.414267" lon="-73.895300"/>
      <trkpt lat="5.414399" lon="-73.895348"/>
      <trkpt lat="5.414585" lon="-73.895507"/>
      <trkpt lat="5.414886" lon="-73.895318"/>
      <trkpt lat="5.415036" lon="-73.895320"/>
      <trkpt lat="5.415425" lon="-73.895375"/>
      <trkpt lat="5.415506" lon="-73.895399"/>
      <trkpt lat="5.415759" lon="-73.895517"/>
      <trkpt lat="5.416329" lon="-73.895320"/>
      <trkpt lat="5.416671" lon="-73.895275"/>
      <trkpt lat="5.416864" lon="-73.895133"/>
      <trkpt lat="5.416951" lon="-73.895041"/>
      <trkpt lat="5.417013" lon="-73.895088"/>
      <trkpt lat="5.416993" lon="-73.895212"/>
      <trkpt lat="5.416785" lon="-73.895440"/>
      <trkpt lat="5.416380" lon="-73.895517"/>
      <trkpt lat="5.416222" lon="-73.895702"/>
      <trkpt lat="5.415682" lon="-73.895680"/>
      <trkpt lat="5.415319" lon="-73.895714"/>
      <trkpt lat="5.415152" lon="-73.895899"/>
      <trkpt lat="5.414548" lon="-73.896109"/>
      <trkpt lat="5.414158" lon="-73.896165"/>
      <trkpt lat="5.413931" lon="-73.896208"/>
      <trkpt lat="5.413800" lon="-73.896440"/>
      <trkpt lat="5.413731" lon="-73.896745"/>
      <trkpt lat="5.413601" lon="-73.896855"/>
      <trkpt lat="5.413452" lon="-73.896873"/>
      <trkpt lat="5.413280" lon="-73.896826"/>
      <trkpt lat="5.412988" lon="-73.896942"/>
      <trkpt lat="5.412841" lon="-73.897044"/>
      <trkpt lat="5.412531" lon="-73.897481"/>
      <trkpt lat="5.412302" lon="-73.897572"/>
      <trkpt lat="5.412195" lon="-73.897773"/>
      <trkpt lat="5.412051" lon="-73.897905"/>
      <trkpt lat="5.411938" lon="-73.897924"/>
      <trkpt lat="5.411608" lon="-73.898029"/>
      <trkpt lat="5.411288" lon="-73.898351"/>
      <trkpt lat="5.411112" lon="-73.898485"/>
      <trkpt lat="5.410884" lon="-73.898658"/>
      <trkpt lat="5.410811" lon="-73.898790"/>
      <trkpt lat="5.410693" lon="-73.899056"/>
      <trkpt lat="5.410487" lon="-73.899280"/>
      <trkpt lat="5.410216" lon="-73.899505"/>
      <trkpt lat="5.409918" lon="-73.899676"/>
      <trkpt lat="5.409688" lon="-73.899889"/>
      <trkpt lat="5.409182" lon="-73.900117"/>
      <trkpt lat="5.408866" lon="-73.900150"/>
      <trkpt lat="5.408397" lon="-73.900127"/>
      <trkpt lat="5.408065" lon="-73.900249"/>
      <trkpt lat="5.407719" lon="-73.900294"/>
      <trkpt lat="5.407508" lon="-73.900355"/>
      <trkpt lat="5.407335" lon="-73.900525"/>
      <trkpt lat="5.407188" lon="-73.900670"/>
      <trkpt lat="5.407109" lon="-73.900839"/>
      <trkpt lat="5.407009" lon="-73.900928"/>
      <trkpt lat="5.407036" lon="-73.901017"/>
      <trkpt lat="5.407276" lon="-73.902449"/>
      <trkpt lat="5.407335" lon="-73.903076">
        <ele>4428</ele>
      </trkpt>
      <trkpt lat="5.410247" lon="-73.902631"/>
      <trkpt lat="5.411501" lon="-73.902100"/>
      <trkpt lat="5.412376" lon="-73.901716"/>
      <trkpt lat="5.413796" lon="-73.901471"/>
      <trkpt lat="5.417118" lon="-73.900999"/>
      <trkpt lat="5.421254" lon="-73.899450"/>
      <trkpt lat="5.421734" lon="-73.900556"/>
      <trkpt lat="5.422087" lon="-73.900575"/>
      <trkpt lat="5.423115" lon="-73.901467"/>
      <trkpt lat="5.423558" lon="-73.901852"/>
      <trkpt lat="5.423871" lon="-73.902170"/>
      <trkpt lat="5.424458" lon="-73.902658"/>
      <trkpt lat="5.424831" lon="-73.902666"/>
      <trkpt lat="5.425154" lon="-73.902715"/>
      <trkpt lat="5.425422" lon="-73.902894"/>
      <trkpt lat="5.426433" lon="-73.902837"/>
      <trkpt lat="5.426773" lon="-73.902682"/>
      <trkpt lat="5.427421" lon="-73.902569"/>
      <trkpt lat="5.427546" lon="-73.902434"/>
      <trkpt lat="5.427542" lon="-73.902219"/>
      <trkpt lat="5.427680" lon="-73.902081"/>
      <trkpt lat="5.427846" lon="-73.902325"/>
      <trkpt lat="5.428040" lon="-73.902804"/>
      <trkpt lat="5.428178" lon="-73.903020"/>
      <trkpt lat="5.428384" lon="-73.903150"/>
      <trkpt lat="5.428546" lon="-73.903178"/>
      <trkpt lat="5.429096" lon="-73.903195"/>
      <trkpt lat="5.429821" lon="-73.903264"/>
      <trkpt lat="5.430266" lon="-73.903138"/>
      <trkpt lat="5.430683" lon="-73.902906"/>
      <trkpt lat="5.431177" lon="-73.902853"/>
      <trkpt lat="5.431630" lon="-73.902861"/>
      <trkpt lat="5.431970" lon="-73.902967"/>
      <trkpt lat="5.432257" lon="-73.903016"/>
      <trkpt lat="5.432357" lon="-73.903087"/>
      <trkpt lat="5.432605" lon="-73.903166"/>
      <trkpt lat="5.432787" lon="-73.903329"/>
      <trkpt lat="5.432903" lon="-73.903408"/>
      <trkpt lat="5.433047" lon="-73.903402"/>
      <trkpt lat="5.433238" lon="-73.903366"/>
      <trkpt lat="5.433423" lon="-73.903276"/>
      <trkpt lat="5.433584" lon="-73.903019"/>
      <trkpt lat="5.433618" lon="-73.902902"/>
      <trkpt lat="5.433722" lon="-73.902739"/>
      <trkpt lat="5.433822" lon="-73.902674"/>
      <trkpt lat="5.433953" lon="-73.902626"/>
      <trkpt lat="5.434365" lon="-73.902601"/>
      <trkpt lat="5.434799" lon="-73.902536"/>
      <trkpt lat="5.434876" lon="-73.902538"/>
      <trkpt lat="5.434975" lon="-73.902540"/>
      <trkpt lat="5.435102" lon="-73.902504"/>
      <trkpt lat="5.435459" lon="-73.902386"/>
      <trkpt lat="5.435625" lon="-73.902402"/>
      <trkpt lat="5.435908" lon="-73.902569"/>
      <trkpt lat="5.436217" lon="-73.902457"/>
      <trkpt lat="5.436394" lon="-73.902329"/>
      <trkpt lat="5.436394" lon="-73.902109"/>
      <trkpt lat="5.436511" lon="-73.901999"/>
      <trkpt lat="5.436940" lon="-73.901845"/>
      <trkpt lat="5.437171" lon="-73.901792"/>
      <trkpt lat="5.437883" lon="-73.901524"/>
      <trkpt lat="5.438336" lon="-73.901430"/>
      <trkpt lat="5.438955" lon="-73.901284"/>
      <trkpt lat="5.439437" lon="-73.900885"/>
      <trkpt lat="5.439615" lon="-73.900528"/>
      <trkpt lat="5.439805" lon="-73.900255"/>
      <trkpt lat="5.439834" lon="-73.900056"/>
      <trkpt lat="5.439664" lon="-73.899758">
        <ele>4670</ele>
      </trkpt>
      <trkpt lat="5.439797" lon="-73.899605"/>
      <trkpt lat="5.439931" lon="-73.899556"/>
      <trkpt lat="5.440020" lon="-73.899621"/>
      <trkpt lat="5.440036" lon="-73.899881"/>
      <trkpt lat="5.440218" lon="-73.900251"/>
      <trkpt lat="5.440296" lon="-73.900727"/>
      <trkpt lat="5.440408" lon="-73.900999"/>
      <trkpt lat="5.440619" lon="-73.901158"/>
      <trkpt lat="5.440762" lon="-73.901235"/>
      <trkpt lat="5.440890" lon="-73.901248"/>
      <trkpt lat="5.440968" lon="-73.901202"/>
      <trkpt lat="5.441026" lon="-73.901203"/>
      <trkpt lat="5.441056" lon="-73.901286"/>
      <trkpt lat="5.441039" lon="-73.901433"/>
      <trkpt lat="5.441101" lon="-73.901494"/>
      <trkpt lat="5.441182" lon="-73.901506"/>
      <trkpt lat="5.441306" lon="-73.901318"/>
      <trkpt lat="5.441491" lon="-73.901148"/>
      <trkpt lat="5.441704" lon="-73.900916"/>
      <trkpt lat="5.441771" lon="-73.900606"/>
      <trkpt lat="5.441853" lon="-73.900393"/>
      <trkpt lat="5.441915" lon="-73.900170"/>
      <trkpt lat="5.442002" lon="-73.900067"/>
      <trkpt lat="5.442096" lon="-73.899928"/>
      <trkpt lat="5.442164" lon="-73.899749"/>
      <trkpt lat="5.442204" lon="-73.899508"/>
      <trkpt lat="5.442285" lon="-73.899327"/>
      <trkpt lat="5.442449" lon="-73.899130"/>
      <trkpt lat="5.442558" lon="-73.899082"/>
      <trkpt lat="5.443511" lon="-73.899254"/>
      <trkpt lat="5.443562" lon="-73.899263"/>
      <trkpt lat="5.443730" lon="-73.899493"/>
      <trkpt lat="5.444005" lon="-73.899641"/>
      <trkpt lat="5.444553" lon="-73.900292"/>
      <trkpt lat="5.445105" lon="-73.900129"/>
      <trkpt lat="5.445425" lon="-73.900314"/>
      <trkpt lat="5.445878" lon="-73.900413"/>
      <trkpt lat="5.446071" lon="-73.900711"/>
      <trkpt lat="5.446389" lon="-73.901167"/>
      <trkpt lat="5.446454" lon="-73.901662"/>
      <trkpt lat="5.446704" lon="-73.901797"/>
      <trkpt lat="5.446899" lon="-73.901821"/>
      <trkpt lat="5.447180" lon="-73.901478"/>
      <trkpt lat="5.447727" lon="-73.901288"/>
      <trkpt lat="5.448125" lon="-73.901105"/>
      <trkpt lat="5.448531" lon="-73.901375"/>
      <trkpt lat="5.448611" lon="-73.901674"/>
      <trkpt lat="5.448742" lon="-73.902162"/>
      <trkpt lat="5.449027" lon="-73.902470"/>
      <trkpt lat="5.449355" lon="-73.902552"/>
      <trkpt lat="5.449615" lon="-73.902449"/>
      <trkpt lat="5.449772" lon="-73.902441"/>
      <trkpt lat="5.450370" lon="-73.902761"/>
      <trkpt lat="5.451194" lon="-73.903078"/>
      <trkpt lat="5.451310" lon="-73.903071"/>
      <trkpt lat="5.451609" lon="-73.903051"/>
      <trkpt lat="5.451980" lon="-73.903026"/>
      <trkpt lat="5.452162" lon="-73.903066"/>
      <trkpt lat="5.452688" lon="-73.903602"/>
      <trkpt lat="5.453243" lon="-73.903841"/>
      <trkpt lat="5.453334" lon="-73.903779"/>
      <trkpt lat="5.453642" lon="-73.903067"/>
      <trkpt lat="5.453905" lon="-73.902763"/>
      <trkpt lat="5.454466" lon="-73.902811"/>
      <trkpt lat="5.454952" lon="-73.902518"/>
      <trkpt lat="5.455230" lon="-73.902645"/>
      <trkpt lat="5.455401" lon="-73.902875"/>
      <trkpt lat="5.455403" lon="-73.903152"/>
      <trkpt lat="5.455529" lon="-73.903345"/>
      <trkpt lat="5.455697" lon="-73.903525"/>
      <trkpt lat="5.456298" lon="-73.903518"/>
      <trkpt lat="5.456788" lon="-73.903090"/>
      <trkpt lat="5.457694" lon="-73.902934"/>
      <trkpt lat="5.458146" lon="-73.903020"/>
      <trkpt lat="5.458564" lon="-73.903198"/>
      <trkpt lat="5.459014" lon="-73.903720"/>
      <trkpt lat="5.459112" lon="-73.903770"/>
      <trkpt lat="5.459219" lon="-73.903793"/>
      <trkpt lat="5.459438" lon="-73.903584"/>
      <trkpt lat="5.459980" lon="-73.903567"/>
      <trkpt lat="5.460276" lon="-73.903664"/>
      <trkpt lat="5.460623" lon="-73.903586"/>
      <trkpt lat="5.461690" lon="-73.903487"/>
      <trkpt lat="5.462054" lon="-73.903479"/>
      <trkpt lat="5.463672" lon="-73.902979"/>
      <trkpt lat="5.463963" lon="-73.902876"/>
      <trkpt lat="5.464578" lon="-73.902658"/>
      <trkpt lat="5.464841" lon="-73.902654"/>
      <trkpt lat="5.464970" lon="-73.902784"/>
      <trkpt lat="5.465237" lon="-73.902833"/>
      <trkpt lat="5.465318" lon="-73.902943"/>
      <trkpt lat="5.465415" lon="-73.902959"/>
      <trkpt lat="5.465953" lon="-73.902312"/>
      <trkpt lat="5.466531" lon="-73.902116"/>
      <trkpt lat="5.466921" lon="-73.901813"/>
      <trkpt lat="5.466879" lon="-73.901374"/>
      <trkpt lat="5.466978" lon="-73.901316"/>
      <trkpt lat="5.467200" lon="-73.901565"/>
      <trkpt lat="5.468093" lon="-73.901789"/>
      <trkpt lat="5.468537" lon="-73.901789"/>
      <trkpt lat="5.468948" lon="-73.901831"/>
      <trkpt lat="5.469332" lon="-73.901581"/>
      <trkpt lat="5.469415" lon="-73.901665">
        <ele>4535</ele>
      </trkpt>
      <trkpt lat="5.469394" lon="-73.901765">
        <ele>4536</ele>
      </trkpt>
      <trkpt lat="5.469346" lon="-73.901845"/>
      <trkpt lat="5.469166" lon="-73.901978"/>
      <trkpt lat="5.468897" lon="-73.902074"/>
      <trkpt lat="5.468669" lon="-73.902021"/>
      <trkpt lat="5.468265" lon="-73.902091"/>
      <trkpt lat="5.467953" lon="-73.902219"/>
      <trkpt lat="5.467816" lon="-73.902238"/>
      <trkpt lat="5.467481" lon="-73.902483"/>
      <trkpt lat="5.467051" lon="-73.902971"/>
      <trkpt lat="5.466972" lon="-73.903127"/>
      <trkpt lat="5.466912" lon="-73.903786"/>
      <trkpt lat="5.467088" lon="-73.903945"/>
      <trkpt lat="5.467521" lon="-73.904136"/>
      <trkpt lat="5.467709" lon="-73.904164"/>
      <trkpt lat="5.468241" lon="-73.904533"/>
      <trkpt lat="5.468269" lon="-73.904708"/>
      <trkpt lat="5.468410" lon="-73.905053"/>
      <trkpt lat="5.468465" lon="-73.905248"/>
      <trkpt lat="5.468701" lon="-73.905602"/>
      <trkpt lat="5.468701" lon="-73.905799"/>
      <trkpt lat="5.468588" lon="-73.906012"/>
      <trkpt lat="5.468597" lon="-73.906489"/>
      <trkpt lat="5.468353" lon="-73.906800"/>
      <trkpt lat="5.468759" lon="-73.907754"/>
      <trkpt lat="5.468417" lon="-73.908495"/>
      <trkpt lat="5.467926" lon="-73.909900"/>
      <trkpt lat="5.467509" lon="-73.910587"/>
      <trkpt lat="5.468236" lon="-73.910480"/>
      <trkpt lat="5.468684" lon="-73.910630"/>
      <trkpt lat="5.468919" lon="-73.910952"/>
      <trkpt lat="5.469111" lon="-73.910716"/>
      <trkpt lat="5.469677" lon="-73.911037"/>
      <trkpt lat="5.470105" lon="-73.911091"/>
      <trkpt lat="5.470265" lon="-73.911574"/>
      <trkpt lat="5.470938" lon="-73.912604"/>
      <trkpt lat="5.471520" lon="-73.912432"/>
      <trkpt lat="5.471632" lon="-73.912609"/>
      <trkpt lat="5.471247" lon="-73.912802"/>
      <trkpt lat="5.470585" lon="-73.913274"/>
      <trkpt lat="5.470868" lon="-73.913414"/>
      <trkpt lat="5.471135" lon="-73.913199"/>
      <trkpt lat="5.471664" lon="-73.913516"/>
      <trkpt lat="5.472027" lon="-73.913183"/>
      <trkpt lat="5.472337" lon="-73.913076"/>
      <trkpt lat="5.472614" lon="-73.912829"/>
      <trkpt lat="5.473009" lon="-73.912743"/>
      <trkpt lat="5.472945" lon="-73.912293"/>
      <trkpt lat="5.473212" lon="-73.911933"/>
      <trkpt lat="5.473132" lon="-73.911509"/>
      <trkpt lat="5.473426" lon="-73.911193"/>
      <trkpt lat="5.473592" lon="-73.911327"/>
      <trkpt lat="5.473955" lon="-73.911601"/>
      <trkpt lat="5.476203" lon="-73.913645"/>
      <trkpt lat="5.476165" lon="-73.914084"/>
      <trkpt lat="5.476139" lon="-73.914385"/>
      <trkpt lat="5.476288" lon="-73.915179"/>
      <trkpt lat="5.476801" lon="-73.915436"/>
      <trkpt lat="5.476523" lon="-73.915919"/>
      <trkpt lat="5.477057" lon="-73.915973"/>
      <trkpt lat="5.477677" lon="-73.916219"/>
      <trkpt lat="5.477356" lon="-73.916906"/>
      <trkpt lat="5.477484" lon="-73.917099"/>
      <trkpt lat="5.478809" lon="-73.917303"/>
      <trkpt lat="5.479930" lon="-73.917056"/>
      <trkpt lat="5.479610" lon="-73.917700"/>
      <trkpt lat="5.481500" lon="-73.918408"/>
      <trkpt lat="5.482258" lon="-73.919277"/>
      <trkpt lat="5.483262" lon="-73.921230"/>
      <trkpt lat="5.482995" lon="-73.921927"/>
      <trkpt lat="5.482685" lon="-73.922195"/>
      <trkpt lat="5.482632" lon="-73.922807"/>
      <trkpt lat="5.483102" lon="-73.923311"/>
      <trkpt lat="5.482910" lon="-73.924856"/>
      <trkpt lat="5.483219" lon="-73.925725"/>
      <trkpt lat="5.483209" lon="-73.926487"/>
      <trkpt lat="5.483422" lon="-73.926744"/>
      <trkpt lat="5.483946" lon="-73.926605"/>
      <trkpt lat="5.483604" lon="-73.926144"/>
      <trkpt lat="5.484330" lon="-73.926187"/>
      <trkpt lat="5.485302" lon="-73.925650"/>
      <trkpt lat="5.484821" lon="-73.925446"/>
      <trkpt lat="5.485174" lon="-73.924599"/>
      <trkpt lat="5.485430" lon="-73.924545"/>
      <trkpt lat="5.486039" lon="-73.924792"/>
      <trkpt lat="5.486039" lon="-73.925414"/>
      <trkpt lat="5.485985" lon="-73.926036"/>
      <trkpt lat="5.486808" lon="-73.926712"/>
      <trkpt lat="5.486445" lon="-73.926959"/>
      <trkpt lat="5.486573" lon="-73.927152"/>
      <trkpt lat="5.487256" lon="-73.926830"/>
      <trkpt lat="5.487310" lon="-73.926938"/>
      <trkpt lat="5.486669" lon="-73.927399"/>
      <trkpt lat="5.485804" lon="-73.927238"/>
      <trkpt lat="5.485056" lon="-73.928214"/>
      <trkpt lat="5.485131" lon="-73.929217"/>
      <trkpt lat="5.484725" lon="-73.929759"/>
      <trkpt lat="5.484864" lon="-73.929904"/>
      <trkpt lat="5.485532" lon="-73.929067"/>
      <trkpt lat="5.485713" lon="-73.928724"/>
      <trkpt lat="5.486509" lon="-73.928601"/>
      <trkpt lat="5.487112" lon="-73.928906"/>
      <trkpt lat="5.487593" lon="-73.928381"/>
      <trkpt lat="5.487449" lon="-73.927844"/>
      <trkpt lat="5.488057" lon="-73.926793"/>
      <trkpt lat="5.488538" lon="-73.926514"/>
      <trkpt lat="5.488495" lon="-73.926991"/>
      <trkpt lat="5.488639" lon="-73.927431"/>
      <trkpt lat="5.489227" lon="-73.928016"/>
      <trkpt lat="5.489131" lon="-73.928804"/>
      <trkpt lat="5.489681" lon="-73.928853"/>
      <trkpt lat="5.490124" lon="-73.929421"/>
      <trkpt lat="5.490813" lon="-73.929673"/>
      <trkpt lat="5.491357" lon="-73.929534"/>
      <trkpt lat="5.491416" lon="-73.929255"/>
      <trkpt lat="5.491528" lon="-73.929293"/>
      <trkpt lat="5.491592" lon="-73.929555"/>
      <trkpt lat="5.491096" lon="-73.930387"/>
      <trkpt lat="5.490717" lon="-73.930618"/>
      <trkpt lat="5.490823" lon="-73.930800"/>
      <trkpt lat="5.491160" lon="-73.930628"/>
      <trkpt lat="5.492084" lon="-73.929974"/>
      <trkpt lat="5.492484" lon="-73.929920"/>
      <trkpt lat="5.492938" lon="-73.929620"/>
      <trkpt lat="5.493210" lon="-73.929754"/>
      <trkpt lat="5.493146" lon="-73.930623"/>
      <trkpt lat="5.493434" lon="-73.931074"/>
      <trkpt lat="5.493280" lon="-73.931964"/>
      <trkpt lat="5.493365" lon="-73.932758"/>
      <trkpt lat="5.493221" lon="-73.932790"/>
      <trkpt lat="5.492799" lon="-73.932447"/>
      <trkpt lat="5.492318" lon="-73.932635"/>
      <trkpt lat="5.492206" lon="-73.933348"/>
      <trkpt lat="5.492847" lon="-73.935526"/>
      <trkpt lat="5.493029" lon="-73.935446"/>
      <trkpt lat="5.493077" lon="-73.935547"/>
      <trkpt lat="5.493109" lon="-73.935767"/>
      <trkpt lat="5.493168" lon="-73.935998"/>
      <trkpt lat="5.493216" lon="-73.936218"/>
      <trkpt lat="5.493248" lon="-73.936492"/>
      <trkpt lat="5.493253" lon="-73.936706"/>
      <trkpt lat="5.493312" lon="-73.936889"/>
      <trkpt lat="5.493451" lon="-73.936910"/>
      <trkpt lat="5.493872" lon="-73.936905"/>
      <trkpt lat="5.494268" lon="-73.936931"/>
      <trkpt lat="5.494663" lon="-73.936953"/>
      <trkpt lat="5.494994" lon="-73.936980"/>
      <trkpt lat="5.495197" lon="-73.936937"/>
      <trkpt lat="5.495683" lon="-73.937108"/>
      <trkpt lat="5.495955" lon="-73.937307"/>
      <trkpt lat="5.496377" lon="-73.937543"/>
      <trkpt lat="5.496569" lon="-73.937731"/>
      <trkpt lat="5.496692" lon="-73.937768"/>
      <trkpt lat="5.496809" lon="-73.937645"/>
      <trkpt lat="5.496847" lon="-73.937575"/>
      <trkpt lat="5.496964" lon="-73.937216"/>
      <trkpt lat="5.497130" lon="-73.937082"/>
      <trkpt lat="5.497317" lon="-73.937125"/>
      <trkpt lat="5.497669" lon="-73.937221"/>
      <trkpt lat="5.497899" lon="-73.937296"/>
      <trkpt lat="5.498004" lon="-73.937324"/>
      <trkpt lat="5.498278" lon="-73.937398"/>
      <trkpt lat="5.498598" lon="-73.937468"/>
      <trkpt lat="5.498806" lon="-73.937570"/>
      <trkpt lat="5.499015" lon="-73.937763"/>
      <trkpt lat="5.499196" lon="-73.938090"/>
      <trkpt lat="5.499383" lon="-73.938364"/>
      <trkpt lat="5.499543" lon="-73.938444"/>
      <trkpt lat="5.499645" lon="-73.938380"/>
      <trkpt lat="5.499773" lon="-73.938273"/>
      <trkpt lat="5.499992" lon="-73.938085"/>
      <trkpt lat="5.500093" lon="-73.938085"/>
      <trkpt lat="5.500269" lon="-73.938187"/>
      <trkpt lat="5.500414" lon="-73.938326"/>
      <trkpt lat="5.500659" lon="-73.938433"/>
      <trkpt lat="5.500809" lon="-73.938498"/>
      <trkpt lat="5.500964" lon="-73.938691"/>
      <trkpt lat="5.501203" lon="-73.938825"/>
      <trkpt lat="5.501256" lon="-73.938723"/>
      <trkpt lat="5.501267" lon="-73.938326"/>
      <trkpt lat="5.501315" lon="-73.938273"/>
      <trkpt lat="5.501390" lon="-73.938251"/>
      <trkpt lat="5.501737" lon="-73.938342"/>
      <trkpt lat="5.501806" lon="-73.938407"/>
      <trkpt lat="5.501951" lon="-73.938798"/>
      <trkpt lat="5.502399" lon="-73.938975"/>
      <trkpt lat="5.502618" lon="-73.939238"/>
      <trkpt lat="5.502703" lon="-73.939335"/>
      <trkpt lat="5.503099" lon="-73.939469"/>
      <trkpt lat="5.503344" lon="-73.939469"/>
      <trkpt lat="5.503414" lon="-73.939431"/>
      <trkpt lat="5.503520" lon="-73.939254"/>
      <trkpt lat="5.503921" lon="-73.939195"/>
      <trkpt lat="5.504167" lon="-73.938965"/>
      <trkpt lat="5.504455" lon="-73.938906"/>
      <trkpt lat="5.504695" lon="-73.938745"/>
      <trkpt lat="5.504770" lon="-73.938771"/>
      <trkpt lat="5.504797" lon="-73.938825"/>
      <trkpt lat="5.504781" lon="-73.939351"/>
      <trkpt lat="5.504802" lon="-73.939415"/>
      <trkpt lat="5.504861" lon="-73.939426"/>
      <trkpt lat="5.505101" lon="-73.939356"/>
      <trkpt lat="5.505240" lon="-73.939276"/>
      <trkpt lat="5.505389" lon="-73.938895"/>
      <trkpt lat="5.505501" lon="-73.938750"/>
      <trkpt lat="5.506286" lon="-73.938669"/>
      <trkpt lat="5.506495" lon="-73.938707"/>
      <trkpt lat="5.506650" lon="-73.938777"/>
      <trkpt lat="5.506943" lon="-73.939007"/>
      <trkpt lat="5.507253" lon="-73.939158"/>
      <trkpt lat="5.508155" lon="-73.939254"/>
      <trkpt lat="5.508737" lon="-73.939490"/>
      <trkpt lat="5.508919" lon="-73.939603"/>
      <trkpt lat="5.509293" lon="-73.940107"/>
      <trkpt lat="5.509485" lon="-73.940499"/>
      <trkpt lat="5.509837" lon="-73.940842"/>
      <trkpt lat="5.510414" lon="-73.942296"/>
      <trkpt lat="5.510503" lon="-73.942198"/>
      <trkpt lat="5.510984" lon="-73.941931"/>
      <trkpt lat="5.511322" lon="-73.941744"/>
      <trkpt lat="5.511676" lon="-73.941566"/>
      <trkpt lat="5.511810" lon="-73.941544"/>
      <trkpt lat="5.511959" lon="-73.941606"/>
      <trkpt lat="5.512441" lon="-73.942221"/>
      <trkpt lat="5.512786" lon="-73.942720"/>
      <trkpt lat="5.513224" lon="-73.943352"/>
      <trkpt lat="5.513430" lon="-73.943629"/>
      <trkpt lat="5.513736" lon="-73.944039"/>
      <trkpt lat="5.514119" lon="-73.944508">
        <ele>3268</ele>
      </trkpt>
      <trkpt lat="5.514344" lon="-73.944534">
        <ele>3270</ele>
      </trkpt>
      <trkpt lat="5.514441" lon="-73.944450">
        <ele>3271</ele>
      </trkpt>
      <trkpt lat="5.514595" lon="-73.943848"/>
      <trkpt lat="5.514694" lon="-73.943725"/>
      <trkpt lat="5.514831" lon="-73.943691"/>
      <trkpt lat="5.514926" lon="-73.943674"/>
      <trkpt lat="5.515044" lon="-73.943750"/>
      <trkpt lat="5.515177" lon="-73.943771"/>
      <trkpt lat="5.515407" lon="-73.943709"/>
      <trkpt lat="5.516074" lon="-73.943530"/>
      <trkpt lat="5.516299" lon="-73.943670"/>
      <trkpt lat="5.516838" lon="-73.944007"/>
      <trkpt lat="5.517489" lon="-73.944211"/>
      <trkpt lat="5.517713" lon="-73.944184"/>
      <trkpt lat="5.518039" lon="-73.944002"/>
      <trkpt lat="5.518285" lon="-73.944034"/>
      <trkpt lat="5.518648" lon="-73.944222"/>
      <trkpt lat="5.518968" lon="-73.944645"/>
      <trkpt lat="5.519145" lon="-73.944785"/>
      <trkpt lat="5.519337" lon="-73.944817"/>
      <trkpt lat="5.519812" lon="-73.944780"/>
      <trkpt lat="5.520768" lon="-73.945225"/>
      <trkpt lat="5.520976" lon="-73.945354"/>
      <trkpt lat="5.521168" lon="-73.945901"/>
      <trkpt lat="5.521371" lon="-73.946067"/>
      <trkpt lat="5.522562" lon="-73.946598"/>
      <trkpt lat="5.522776" lon="-73.946738"/>
      <trkpt lat="5.522856" lon="-73.946748"/>
      <trkpt lat="5.523619" lon="-73.947129"/>
      <trkpt lat="5.523774" lon="-73.947285"/>
      <trkpt lat="5.524180" lon="-73.948138"/>
      <trkpt lat="5.524335" lon="-73.948325"/>
      <trkpt lat="5.525574" lon="-73.949275"/>
      <trkpt lat="5.526093" lon="-73.949609">
        <ele>3306</ele>
      </trkpt>
      <trkpt lat="5.526401" lon="-73.949768"/>
      <trkpt lat="5.526807" lon="-73.950375"/>
      <trkpt lat="5.526962" lon="-73.950519"/>
      <trkpt lat="5.528025" lon="-73.950756"/>
      <trkpt lat="5.528510" lon="-73.950756"/>
      <trkpt lat="5.529290" lon="-73.950638"/>
      <trkpt lat="5.529723" lon="-73.950729"/>
      <trkpt lat="5.530443" lon="-73.950745"/>
      <trkpt lat="5.531682" lon="-73.950739"/>
      <trkpt lat="5.532264" lon="-73.951212"/>
      <trkpt lat="5.533172" lon="-73.951340"/>
      <trkpt lat="5.533775" lon="-73.951271"/>
      <trkpt lat="5.534341" lon="-73.951453"/>
      <trkpt lat="5.534993" lon="-73.951442"/>
      <trkpt lat="5.535804" lon="-73.951646"/>
      <trkpt lat="5.536258" lon="-73.951893"/>
      <trkpt lat="5.537609" lon="-73.952209"/>
      <trkpt lat="5.539632" lon="-73.953888"/>
      <trkpt lat="5.540140" lon="-73.955085"/>
      <trkpt lat="5.540369" lon="-73.955567"/>
      <trkpt lat="5.540551" lon="-73.955685"/>
      <trkpt lat="5.540871" lon="-73.955691"/>
      <trkpt lat="5.541090" lon="-73.955567"/>
      <trkpt lat="5.541549" lon="-73.955154"/>
      <trkpt lat="5.542666" lon="-73.954094"/>
      <trkpt lat="5.542709" lon="-73.954467"/>
      <trkpt lat="5.543043" lon="-73.955924"/>
      <trkpt lat="5.543114" lon="-73.956101"/>
      <trkpt lat="5.543239" lon="-73.956175"/>
      <trkpt lat="5.543365" lon="-73.956149"/>
      <trkpt lat="5.543879" lon="-73.955738"/>
      <trkpt lat="5.544087" lon="-73.955718"/>
      <trkpt lat="5.544425" lon="-73.955747"/>
      <trkpt lat="5.544744" lon="-73.955957"/>
      <trkpt lat="5.544880" lon="-73.956567"/>
      <trkpt lat="5.544840" lon="-73.956726"/>
      <trkpt lat="5.544635" lon="-73.956930"/>
      <trkpt lat="5.544565" lon="-73.957126"/>
      <trkpt lat="5.544599" lon="-73.957231"/>
      <trkpt lat="5.544606" lon="-73.957253"/>
      <trkpt lat="5.544915" lon="-73.957418"/>
      <trkpt lat="5.545017" lon="-73.957566"/>
      <trkpt lat="5.545024" lon="-73.957800"/>
      <trkpt lat="5.545092" lon="-73.957936"/>
      <trkpt lat="5.545319" lon="-73.958166"/>
      <trkpt lat="5.545364" lon="-73.958268"/>
      <trkpt lat="5.545350" lon="-73.958389"/>
      <trkpt lat="5.545228" lon="-73.958596"/>
      <trkpt lat="5.545155" lon="-73.958825"/>
      <trkpt lat="5.544792" lon="-73.959131"/>
      <trkpt lat="5.544546" lon="-73.959753"/>
      <trkpt lat="5.544081" lon="-73.960075"/>
      <trkpt lat="5.544054" lon="-73.960183"/>
      <trkpt lat="5.544124" lon="-73.960319"/>
      <trkpt lat="5.544332" lon="-73.960504"/>
      <trkpt lat="5.544371" lon="-73.960611"/>
      <trkpt lat="5.544358" lon="-73.960850"/>
      <trkpt lat="5.544437" lon="-73.961158"/>
      <trkpt lat="5.544380" lon="-73.961420"/>
      <trkpt lat="5.544402" lon="-73.962062"/>
      <trkpt lat="5.544927" lon="-73.962544"/>
      <trkpt lat="5.545211" lon="-73.962960"/>
      <trkpt lat="5.545128" lon="-73.963294"/>
      <trkpt lat="5.545163" lon="-73.963809"/>
      <trkpt lat="5.545042" lon="-73.964342"/>
      <trkpt lat="5.544841" lon="-73.964564"/>
      <trkpt lat="5.544403" lon="-73.964904"/>
      <trkpt lat="5.543952" lon="-73.965130"/>
      <trkpt lat="5.543447" lon="-73.965282"/>
      <trkpt lat="5.543031" lon="-73.965502"/>
      <trkpt lat="5.540930" lon="-73.966802"/>
      <trkpt lat="5.540154" lon="-73.967218"/>
      <trkpt lat="5.540045" lon="-73.967307"/>
      <trkpt lat="5.539821" lon="-73.967556"/>
      <trkpt lat="5.539817" lon="-73.967695"/>
      <trkpt lat="5.539995" lon="-73.967842"/>
      <trkpt lat="5.540044" lon="-73.967926"/>
      <trkpt lat="5.539705" lon="-73.968351"/>
      <trkpt lat="5.539439" lon="-73.968378"/>
      <trkpt lat="5.538761" lon="-73.968245"/>
      <trkpt lat="5.538594" lon="-73.968299"/>
      <trkpt lat="5.538436" lon="-73.968442"/>
      <trkpt lat="5.538012" lon="-73.968611"/>
      <trkpt lat="5.537825" lon="-73.968749"/>
      <trkpt lat="5.537757" lon="-73.968903"/>
      <trkpt lat="5.537756" lon="-73.969074"/>
      <trkpt lat="5.537869" lon="-73.969130"/>
      <trkpt lat="5.538219" lon="-73.969113"/>
      <trkpt lat="5.538296" lon="-73.969256"/>
      <trkpt lat="5.538491" lon="-73.970595"/>
      <trkpt lat="5.538642" lon="-73.970918"/>
      <trkpt lat="5.538958" lon="-73.971352"/>
      <trkpt lat="5.539147" lon="-73.971515"/>
      <trkpt lat="5.539360" lon="-73.971608"/>
      <trkpt lat="5.539710" lon="-73.971584"/>
      <trkpt lat="5.539847" lon="-73.971649"/>
      <trkpt lat="5.539858" lon="-73.971772"/>
      <trkpt lat="5.539536" lon="-73.972662"/>
      <trkpt lat="5.539534" lon="-73.972919"/>
      <trkpt lat="5.539635" lon="-73.973061"/>
      <trkpt lat="5.539847" lon="-73.973128"/>
      <trkpt lat="5.540251" lon="-73.973186"/>
      <trkpt lat="5.540387" lon="-73.973293"/>
      <trkpt lat="5.540487" lon="-73.973517"/>
      <trkpt lat="5.540472" lon="-73.973694"/>
      <trkpt lat="5.540339" lon="-73.974081"/>
      <trkpt lat="5.540469" lon="-73.974505"/>
      <trkpt lat="5.540631" lon="-73.974803"/>
      <trkpt lat="5.541212" lon="-73.975402"/>
      <trkpt lat="5.541400" lon="-73.975517"/>
      <trkpt lat="5.541547" lon="-73.975525"/>
      <trkpt lat="5.541874" lon="-73.975349"/>
      <trkpt lat="5.542040" lon="-73.975355"/>
      <trkpt lat="5.542115" lon="-73.975439"/>
      <trkpt lat="5.542225" lon="-73.975870"/>
      <trkpt lat="5.542413" lon="-73.976352"/>
      <trkpt lat="5.542336" lon="-73.976444"/>
      <trkpt lat="5.542075" lon="-73.976599"/>
      <trkpt lat="5.542027" lon="-73.976882"/>
      <trkpt lat="5.542357" lon="-73.977735"/>
      <trkpt lat="5.542492" lon="-73.978302"/>
      <trkpt lat="5.542410" lon="-73.978667"/>
      <trkpt lat="5.542257" lon="-73.978869"/>
      <trkpt lat="5.541711" lon="-73.978925"/>
      <trkpt lat="5.541302" lon="-73.979289"/>
      <trkpt lat="5.541082" lon="-73.979601"/>
      <trkpt lat="5.541001" lon="-73.979780"/>
      <trkpt lat="5.541027" lon="-73.979883"/>
      <trkpt lat="5.541172" lon="-73.979933"/>
      <trkpt lat="5.541297" lon="-73.979760"/>
      <trkpt lat="5.541711" lon="-73.979334"/>
      <trkpt lat="5.542166" lon="-73.979155"/>
      <trkpt lat="5.542480" lon="-73.979135"/>
      <trkpt lat="5.543116" lon="-73.979442"/>
      <trkpt lat="5.543349" lon="-73.979347"/>
      <trkpt lat="5.543761" lon="-73.979340"/>
      <trkpt lat="5.543883" lon="-73.979249"/>
      <trkpt lat="5.544073" lon="-73.978681"/>
      <trkpt lat="5.544028" lon="-73.978491"/>
      <trkpt lat="5.543821" lon="-73.978282"/>
      <trkpt lat="5.543689" lon="-73.978054"/>
      <trkpt lat="5.543688" lon="-73.977787"/>
      <trkpt lat="5.543831" lon="-73.977536"/>
      <trkpt lat="5.544106" lon="-73.977383"/>
      <trkpt lat="5.544243" lon="-73.976902"/>
      <trkpt lat="5.544434" lon="-73.976792"/>
      <trkpt lat="5.544491" lon="-73.976546"/>
      <trkpt lat="5.544619" lon="-73.976300"/>
      <trkpt lat="5.544541" lon="-73.976042"/>
      <trkpt lat="5.544263" lon="-73.975696"/>
      <trkpt lat="5.544252" lon="-73.975439"/>
      <trkpt lat="5.544336" lon="-73.974630"/>
      <trkpt lat="5.544220" lon="-73.974291"/>
      <trkpt lat="5.544234" lon="-73.974080"/>
      <trkpt lat="5.544451" lon="-73.973613"/>
      <trkpt lat="5.544518" lon="-73.973283"/>
      <trkpt lat="5.544489" lon="-73.972852"/>
      <trkpt lat="5.544586" lon="-73.972598"/>
      <trkpt lat="5.544720" lon="-73.972444"/>
      <trkpt lat="5.544949" lon="-73.972333"/>
      <trkpt lat="5.545556" lon="-73.972217"/>
      <trkpt lat="5.545694" lon="-73.972366"/>
      <trkpt lat="5.545850" lon="-73.972665"/>
      <trkpt lat="5.546081" lon="-73.972878"/>
      <trkpt lat="5.546496" lon="-73.973148"/>
      <trkpt lat="5.546759" lon="-73.973203"/>
      <trkpt lat="5.546954" lon="-73.973108"/>
      <trkpt lat="5.547049" lon="-73.972944"/>
      <trkpt lat="5.547117" lon="-73.972550"/>
      <trkpt lat="5.547477" lon="-73.972121"/>
      <trkpt lat="5.548186" lon="-73.971211"/>
      <trkpt lat="5.548320" lon="-73.971140"/>
      <trkpt lat="5.548525" lon="-73.971291"/>
      <trkpt lat="5.548895" lon="-73.971690"/>
      <trkpt lat="5.549014" lon="-73.971836"/>
      <trkpt lat="5.548743" lon="-73.972373"/>
      <trkpt lat="5.548716" lon="-73.972602"/>
      <trkpt lat="5.548800" lon="-73.972838"/>
      <trkpt lat="5.549047" lon="-73.973212"/>
      <trkpt lat="5.549275" lon="-73.973450"/>
      <trkpt lat="5.549481" lon="-73.973749"/>
      <trkpt lat="5.549553" lon="-73.974122"/>
      <trkpt lat="5.549672" lon="-73.976196"/>
      <trkpt lat="5.549628" lon="-73.976384"/>
      <trkpt lat="5.549521" lon="-73.976624"/>
      <trkpt lat="5.549513" lon="-73.976770"/>
      <trkpt lat="5.549732" lon="-73.977297"/>
      <trkpt lat="5.549724" lon="-73.977340"/>
      <trkpt lat="5.549695" lon="-73.977390"/>
      <trkpt lat="5.549517" lon="-73.977547"/>
      <trkpt lat="5.549494" lon="-73.977608"/>
      <trkpt lat="5.549478" lon="-73.977710"/>
      <trkpt lat="5.549531" lon="-73.978234"/>
      <trkpt lat="5.549489" lon="-73.978322"/>
      <trkpt lat="5.549439" lon="-73.978378"/>
      <trkpt lat="5.549062" lon="-73.978541"/>
      <trkpt lat="5.548793" lon="-73.978832"/>
      <trkpt lat="5.548434" lon="-73.979019"/>
      <trkpt lat="5.548344" lon="-73.979230"/>
      <trkpt lat="5.548296" lon="-73.979674"/>
      <trkpt lat="5.548143" lon="-73.980209"/>
      <trkpt lat="5.548149" lon="-73.980473"/>
      <trkpt lat="5.548089" lon="-73.980570"/>
      <trkpt lat="5.547796" lon="-73.980681"/>
      <trkpt lat="5.547504" lon="-73.981000"/>
      <trkpt lat="5.547059" lon="-73.981349"/>
      <trkpt lat="5.546890" lon="-73.981742"/>
      <trkpt lat="5.546564" lon="-73.982158"/>
      <trkpt lat="5.546552" lon="-73.982363"/>
      <trkpt lat="5.546732" lon="-73.982764"/>
      <trkpt lat="5.546694" lon="-73.983061"/>
      <trkpt lat="5.546587" lon="-73.983439"/>
      <trkpt lat="5.546588" lon="-73.983536"/>
      <trkpt lat="5.546773" lon="-73.983995"/>
      <trkpt lat="5.546752" lon="-73.984103"/>
      <trkpt lat="5.546599" lon="-73.984309"/>
      <trkpt lat="5.546420" lon="-73.984687"/>
      <trkpt lat="5.546190" lon="-73.985001"/>
      <trkpt lat="5.546021" lon="-73.985310"/>
      <trkpt lat="5.546000" lon="-73.985522"/>
      <trkpt lat="5.546165" lon="-73.985681"/>
      <trkpt lat="5.546616" lon="-73.985943"/>
      <trkpt lat="5.546758" lon="-73.986169"/>
      <trkpt lat="5.546958" lon="-73.986230"/>
      <trkpt lat="5.547198" lon="-73.986102"/>
      <trkpt lat="5.547473" lon="-73.985791"/>
      <trkpt lat="5.547676" lon="-73.985702"/>
      <trkpt lat="5.547858" lon="-73.985726"/>
      <trkpt lat="5.547975" lon="-73.985850"/>
      <trkpt lat="5.548074" lon="-73.986048"/>
      <trkpt lat="5.548098" lon="-73.986279"/>
      <trkpt lat="5.548239" lon="-73.986512"/>
      <trkpt lat="5.548821" lon="-73.987062"/>
      <trkpt lat="5.549267" lon="-73.987290"/>
      <trkpt lat="5.549459" lon="-73.987773"/>
      <trkpt lat="5.549641" lon="-73.987966"/>
      <trkpt lat="5.549889" lon="-73.987952"/>
      <trkpt lat="5.550394" lon="-73.987628"/>
      <trkpt lat="5.550714" lon="-73.987692"/>
      <trkpt lat="5.550866" lon="-73.987805"/>
      <trkpt lat="5.550888" lon="-73.988028"/>
      <trkpt lat="5.550797" lon="-73.988730"/>
      <trkpt lat="5.550861" lon="-73.989023"/>
      <trkpt lat="5.551614" lon="-73.990670"/>
      <trkpt lat="5.551996" lon="-73.991184"/>
      <trkpt lat="5.552193" lon="-73.991654"/>
      <trkpt lat="5.552180" lon="-73.992088"/>
      <trkpt lat="5.552391" lon="-73.992418"/>
      <trkpt lat="5.552950" lon="-73.992408"/>
      <trkpt lat="5.553166" lon="-73.992509"/>
      <trkpt lat="5.553189" lon="-73.992697"/>
      <trkpt lat="5.553085" lon="-73.992880"/>
      <trkpt lat="5.553034" lon="-73.993059"/>
      <trkpt lat="5.553098" lon="-73.993231"/>
      <trkpt lat="5.553208" lon="-73.993354"/>
      <trkpt lat="5.553400" lon="-73.993384"/>
      <trkpt lat="5.553660" lon="-73.993283"/>
      <trkpt lat="5.553832" lon="-73.993134"/>
      <trkpt lat="5.553803" lon="-73.992839"/>
      <trkpt lat="5.553624" lon="-73.992512"/>
      <trkpt lat="5.553624" lon="-73.992314"/>
      <trkpt lat="5.554863" lon="-73.992003"/>
      <trkpt lat="5.555023" lon="-73.992126"/>
      <trkpt lat="5.555020" lon="-73.992335"/>
      <trkpt lat="5.554804" lon="-73.992829"/>
      <trkpt lat="5.554596" lon="-73.993102"/>
      <trkpt lat="5.554230" lon="-73.993427"/>
      <trkpt lat="5.554006" lon="-73.993877"/>
      <trkpt lat="5.554043" lon="-73.994140"/>
      <trkpt lat="5.554110" lon="-73.994274"/>
      <trkpt lat="5.554318" lon="-73.994293"/>
      <trkpt lat="5.554692" lon="-73.994095"/>
      <trkpt lat="5.554892" lon="-73.994065"/>
      <trkpt lat="5.555042" lon="-73.994232">
        <ele>2365</ele>
      </trkpt>
      <trkpt lat="5.555015" lon="-73.994419"/>
      <trkpt lat="5.554890" lon="-73.994540"/>
      <trkpt lat="5.554163" lon="-73.994642"/>
      <trkpt lat="5.553904" lon="-73.994744"/>
      <trkpt lat="5.553835" lon="-73.994859"/>
      <trkpt lat="5.553902" lon="-73.995033"/>
      <trkpt lat="5.554163" lon="-73.995398"/>
      <trkpt lat="5.554177" lon="-73.995641"/>
      <trkpt lat="5.554027" lon="-73.996050"/>
      <trkpt lat="5.552618" lon="-73.996857"/>
      <trkpt lat="5.552452" lon="-73.997282"/>
      <trkpt lat="5.552321" lon="-73.997611"/>
      <trkpt lat="5.552193" lon="-73.997748"/>
      <trkpt lat="5.551053" lon="-73.998316"/>
      <trkpt lat="5.550920" lon="-73.998325"/>
      <trkpt lat="5.550848" lon="-73.998191"/>
      <trkpt lat="5.550837" lon="-73.998029"/>
      <trkpt lat="5.551651" lon="-73.996367"/>
      <trkpt lat="5.551598" lon="-73.995927"/>
      <trkpt lat="5.551536" lon="-73.995843"/>
      <trkpt lat="5.551416" lon="-73.995846"/>
      <trkpt lat="5.550816" lon="-73.996254"/>
      <trkpt lat="5.550639" lon="-73.996181"/>
      <trkpt lat="5.550541" lon="-73.995967"/>
      <trkpt lat="5.550415" lon="-73.995892"/>
      <trkpt lat="5.550242" lon="-73.995967"/>
      <trkpt lat="5.549638" lon="-73.996396"/>
      <trkpt lat="5.549393" lon="-73.996527"/>
      <trkpt lat="5.549233" lon="-73.996533"/>
      <trkpt lat="5.549032" lon="-73.996423"/>
      <trkpt lat="5.548797" lon="-73.996503"/>
      <trkpt lat="5.548543" lon="-73.996661"/>
      <trkpt lat="5.548296" lon="-73.996579"/>
      <trkpt lat="5.547844" lon="-73.996259"/>
      <trkpt lat="5.547318" lon="-73.996192"/>
      <trkpt lat="5.547142" lon="-73.996109"/>
      <trkpt lat="5.546974" lon="-73.995852"/>
      <trkpt lat="5.546865" lon="-73.995919"/>
      <trkpt lat="5.546817" lon="-73.996080"/>
      <trkpt lat="5.546876" lon="-73.996455"/>
      <trkpt lat="5.546795" lon="-73.996801"/>
      <trkpt lat="5.546798" lon="-73.997217"/>
      <trkpt lat="5.546846" lon="-73.997555"/>
      <trkpt lat="5.546921" lon="-73.997729"/>
      <trkpt lat="5.547118" lon="-73.997828"/>
      <trkpt lat="5.547590" lon="-73.997918"/>
      <trkpt lat="5.548013" lon="-73.998051"/>
      <trkpt lat="5.548159" lon="-73.998156"/>
      <trkpt lat="5.548247" lon="-73.998338"/>
      <trkpt lat="5.548247" lon="-73.998520"/>
      <trkpt lat="5.547967" lon="-73.999274"/>
      <trkpt lat="5.547975" lon="-73.999532"/>
      <trkpt lat="5.548109" lon="-73.999591"/>
      <trkpt lat="5.548437" lon="-73.999548"/>
      <trkpt lat="5.548763" lon="-73.999680"/>
      <trkpt lat="5.548834" lon="-73.999873"/>
      <trkpt lat="5.548699" lon="-74.000352"/>
      <trkpt lat="5.548728" lon="-74.000500"/>
      <trkpt lat="5.548904" lon="-74.000757"/>
      <trkpt lat="5.549054" lon="-74.000749"/>
      <trkpt lat="5.549376" lon="-74.000439"/>
      <trkpt lat="5.549881" lon="-74.000334"/>
      <trkpt lat="5.550130" lon="-74.000376"/>
      <trkpt lat="5.550228" lon="-74.000494"/>
      <trkpt lat="5.550282" lon="-74.000626"/>
      <trkpt lat="5.550255" lon="-74.000806"/>
      <trkpt lat="5.550138" lon="-74.000945"/>
      <trkpt lat="5.549983" lon="-74.001034"/>
      <trkpt lat="5.549593" lon="-74.001127"/>
      <trkpt lat="5.549480" lon="-74.001215"/>
      <trkpt lat="5.549483" lon="-74.001271"/>
      <trkpt lat="5.549489" lon="-74.001382"/>
      <trkpt lat="5.549589" lon="-74.001570"/>
      <trkpt lat="5.549426" lon="-74.001885"/>
      <trkpt lat="5.549266" lon="-74.002015"/>
      <trkpt lat="5.549096" lon="-74.002055"/>
      <trkpt lat="5.549040" lon="-74.002038"/>
      <trkpt lat="5.549010" lon="-74.001986"/>
      <trkpt lat="5.548914" lon="-74.001518"/>
      <trkpt lat="5.548884" lon="-74.001461"/>
      <trkpt lat="5.548641" lon="-74.001511">
        <ele>1997</ele>
      </trkpt>
      <trkpt lat="5.548770" lon="-74.002123"/>
      <trkpt lat="5.548818" lon="-74.002521"/>
      <trkpt lat="5.548823" lon="-74.002564"/>
      <trkpt lat="5.548933" lon="-74.002934"/>
      <trkpt lat="5.549136" lon="-74.003123"/>
      <trkpt lat="5.549265" lon="-74.003329"/>
      <trkpt lat="5.549300" lon="-74.003565"/>
      <trkpt lat="5.549371" lon="-74.003675"/>
      <trkpt lat="5.549460" lon="-74.003808"/>
      <trkpt lat="5.549395" lon="-74.003897"/>
      <trkpt lat="5.549331" lon="-74.003994"/>
      <trkpt lat="5.548993" lon="-74.004190"/>
      <trkpt lat="5.548939" lon="-74.004297"/>
      <trkpt lat="5.548991" lon="-74.004399"/>
      <trkpt lat="5.549135" lon="-74.004623">
        <ele>1917</ele>
      </trkpt>
      <trkpt lat="5.549138" lon="-74.004664"/>
      <trkpt lat="5.548643" lon="-74.004762"/>
      <trkpt lat="5.548415" lon="-74.004800"/>
      <trkpt lat="5.548250" lon="-74.004828"/>
      <trkpt lat="5.547580" lon="-74.004919">
        <ele>1896</ele>
      </trkpt>
      <trkpt lat="5.547477" lon="-74.004933"/>
      <trkpt lat="5.547408" lon="-74.004994"/>
      <trkpt lat="5.547160" lon="-74.005428"/>
      <trkpt lat="5.546834" lon="-74.005850"/>
      <trkpt lat="5.546706" lon="-74.006136"/>
      <trkpt lat="5.546624" lon="-74.006569"/>
      <trkpt lat="5.546606" lon="-74.006664"/>
      <trkpt lat="5.545941" lon="-74.007157"/>
      <trkpt lat="5.545774" lon="-74.007412"/>
      <trkpt lat="5.545698" lon="-74.007758"/>
      <trkpt lat="5.545767" lon="-74.008758"/>
      <trkpt lat="5.545645" lon="-74.008863"/>
      <trkpt lat="5.544940" lon="-74.009153"/>
      <trkpt lat="5.544619" lon="-74.009120"/>
      <trkpt lat="5.544356" lon="-74.009330"/>
      <trkpt lat="5.544239" lon="-74.009372"/>
      <trkpt lat="5.543769" lon="-74.009404"/>
      <trkpt lat="5.543442" lon="-74.009356"/>
      <trkpt lat="5.543330" lon="-74.009225"/>
      <trkpt lat="5.543394" lon="-74.009064"/>
      <trkpt lat="5.543551" lon="-74.008982"/>
      <trkpt lat="5.544331" lon="-74.008812"/>
      <trkpt lat="5.544654" lon="-74.008445"/>
      <trkpt lat="5.545063" lon="-74.008249"/>
      <trkpt lat="5.545129" lon="-74.008085"/>
      <trkpt lat="5.545068" lon="-74.007565"/>
      <trkpt lat="5.544982" lon="-74.007138"/>
      <trkpt lat="5.544817" lon="-74.006972"/>
      <trkpt lat="5.544003" lon="-74.006749"/>
      <trkpt lat="5.543664" lon="-74.006747"/>
      <trkpt lat="5.543303" lon="-74.006854"/>
      <trkpt lat="5.543076" lon="-74.006835"/>
      <trkpt lat="5.542807" lon="-74.006752"/>
      <trkpt lat="5.542497" lon="-74.006741"/>
      <trkpt lat="5.542021" lon="-74.006917"/>
      <trkpt lat="5.541261" lon="-74.007092"/>
      <trkpt lat="5.541082" lon="-74.007122"/>
      <trkpt lat="5.540911" lon="-74.007079"/>
      <trkpt lat="5.540537" lon="-74.006904"/>
      <trkpt lat="5.540041" lon="-74.006588"/>
      <trkpt lat="5.539895" lon="-74.006631"/>
      <trkpt lat="5.539784" lon="-74.006802"/>
      <trkpt lat="5.539632" lon="-74.007114"/>
      <trkpt lat="5.539809" lon="-74.007433"/>
      <trkpt lat="5.539857" lon="-74.007753"/>
      <trkpt lat="5.539883" lon="-74.008192"/>
      <trkpt lat="5.539833" lon="-74.008335"/>
      <trkpt lat="5.539598" lon="-74.008418"/>
      <trkpt lat="5.538844" lon="-74.008408"/>
      <trkpt lat="5.538339" lon="-74.008387"/>
      <trkpt lat="5.537853" lon="-74.008426"/>
      <trkpt lat="5.537703" lon="-74.008438"/>
      <trkpt lat="5.536883" lon="-74.008401"/>
      <trkpt lat="5.536713" lon="-74.008304"/>
      <trkpt lat="5.536769" lon="-74.008135"/>
      <trkpt lat="5.537623" lon="-74.007827"/>
      <trkpt lat="5.537700" lon="-74.007745"/>
      <trkpt lat="5.537720" lon="-74.007664"/>
      <trkpt lat="5.537660" lon="-74.007572"/>
      <trkpt lat="5.537479" lon="-74.007472"/>
      <trkpt lat="5.537160" lon="-74.007482">
        <ele>2154</ele>
      </trkpt>
      <trkpt lat="5.536443" lon="-74.007545"/>
      <trkpt lat="5.535851" lon="-74.007687"/>
      <trkpt lat="5.534823" lon="-74.007530"/>
      <trkpt lat="5.534404" lon="-74.007424"/>
      <trkpt lat="5.533676" lon="-74.007539"/>
      <trkpt lat="5.533570" lon="-74.007503"/>
      <trkpt lat="5.533121" lon="-74.007643"/>
      <trkpt lat="5.533038" lon="-74.007795"/>
      <trkpt lat="5.533026" lon="-74.008079"/>
      <trkpt lat="5.533040" lon="-74.008235"/>
      <trkpt lat="5.533137" lon="-74.008447"/>
      <trkpt lat="5.533160" lon="-74.008793"/>
      <trkpt lat="5.533259" lon="-74.009037"/>
      <trkpt lat="5.533244" lon="-74.009296"/>
      <trkpt lat="5.533164" lon="-74.009374"/>
      <trkpt lat="5.533027" lon="-74.009430"/>
      <trkpt lat="5.532332" lon="-74.009489"/>
      <trkpt lat="5.531700" lon="-74.009855"/>
      <trkpt lat="5.531511" lon="-74.009973"/>
      <trkpt lat="5.531329" lon="-74.010151"/>
      <trkpt lat="5.531202" lon="-74.010626"/>
      <trkpt lat="5.531262" lon="-74.010892"/>
      <trkpt lat="5.531319" lon="-74.011035"/>
      <trkpt lat="5.531296" lon="-74.011167"/>
      <trkpt lat="5.531232" lon="-74.011213"/>
      <trkpt lat="5.530826" lon="-74.011272"/>
      <trkpt lat="5.530656" lon="-74.011296"/>
      <trkpt lat="5.530430" lon="-74.011250"/>
      <trkpt lat="5.530323" lon="-74.011070"/>
      <trkpt lat="5.530260" lon="-74.010405"/>
      <trkpt lat="5.530102" lon="-74.009864"/>
      <trkpt lat="5.529790" lon="-74.009119"/>
      <trkpt lat="5.529660" lon="-74.008992"/>
      <trkpt lat="5.529497" lon="-74.008962"/>
      <trkpt lat="5.528677" lon="-74.009602"/>
      <trkpt lat="5.528161" lon="-74.009719"/>
      <trkpt lat="5.527895" lon="-74.009663"/>
      <trkpt lat="5.527806" lon="-74.009554"/>
      <trkpt lat="5.527691" lon="-74.009165"/>
      <trkpt lat="5.527742" lon="-74.009023"/>
      <trkpt lat="5.528055" lon="-74.008581"/>
      <trkpt lat="5.527773" lon="-74.008025"/>
      <trkpt lat="5.527603" lon="-74.007852"/>
      <trkpt lat="5.527293" lon="-74.007793"/>
      <trkpt lat="5.526896" lon="-74.007400"/>
      <trkpt lat="5.526771" lon="-74.007388"/>
      <trkpt lat="5.526587" lon="-74.007729"/>
      <trkpt lat="5.526258" lon="-74.007791"/>
      <trkpt lat="5.525999" lon="-74.007662"/>
      <trkpt lat="5.525477" lon="-74.007768"/>
      <trkpt lat="5.525337" lon="-74.007689"/>
      <trkpt lat="5.525108" lon="-74.007451"/>
      <trkpt lat="5.524915" lon="-74.007440"/>
      <trkpt lat="5.524578" lon="-74.007616"/>
      <trkpt lat="5.524470" lon="-74.007827"/>
      <trkpt lat="5.524330" lon="-74.008316"/>
      <trkpt lat="5.524115" lon="-74.008570"/>
      <trkpt lat="5.523296" lon="-74.008872"/>
      <trkpt lat="5.522974" lon="-74.008943"/>
      <trkpt lat="5.522766" lon="-74.008883"/>
      <trkpt lat="5.522617" lon="-74.008911"/>
      <trkpt lat="5.522101" lon="-74.009108"/>
      <trkpt lat="5.521939" lon="-74.009054"/>
      <trkpt lat="5.521876" lon="-74.008985"/>
      <trkpt lat="5.521872" lon="-74.008865"/>
      <trkpt lat="5.521931" lon="-74.008793"/>
      <trkpt lat="5.522009" lon="-74.008414"/>
      <trkpt lat="5.522308" lon="-74.008009"/>
      <trkpt lat="5.522208" lon="-74.007881"/>
      <trkpt lat="5.521950" lon="-74.007802"/>
      <trkpt lat="5.521417" lon="-74.007832"/>
      <trkpt lat="5.521352" lon="-74.007739"/>
      <trkpt lat="5.521332" lon="-74.007447"/>
      <trkpt lat="5.521284" lon="-74.007345"/>
      <trkpt lat="5.521166" lon="-74.007255"/>
      <trkpt lat="5.520813" lon="-74.007382"/>
      <trkpt lat="5.519837" lon="-74.007450"/>
      <trkpt lat="5.519699" lon="-74.007655"/>
      <trkpt lat="5.519456" lon="-74.007805"/>
      <trkpt lat="5.519280" lon="-74.007755"/>
      <trkpt lat="5.519125" lon="-74.007550"/>
      <trkpt lat="5.518871" lon="-74.007472"/>
      <trkpt lat="5.518617" lon="-74.007029"/>
      <trkpt lat="5.518402" lon="-74.006452"/>
      <trkpt lat="5.518187" lon="-74.006369"/>
      <trkpt lat="5.517364" lon="-74.006707"/>
      <trkpt lat="5.517260" lon="-74.007012"/>
      <trkpt lat="5.517166" lon="-74.007118"/>
      <trkpt lat="5.516752" lon="-74.007223"/>
      <trkpt lat="5.516525" lon="-74.007434"/>
      <trkpt lat="5.516051" lon="-74.007533"/>
      <trkpt lat="5.515670" lon="-74.007700"/>
      <trkpt lat="5.515151" lon="-74.007705"/>
      <trkpt lat="5.514936" lon="-74.007750"/>
      <trkpt lat="5.514477" lon="-74.007922"/>
      <trkpt lat="5.514323" lon="-74.008099"/>
      <trkpt lat="5.514317" lon="-74.008526"/>
      <trkpt lat="5.514224" lon="-74.008748"/>
      <trkpt lat="5.514130" lon="-74.008853"/>
      <trkpt lat="5.514036" lon="-74.008898"/>
      <trkpt lat="5.513865" lon="-74.009181"/>
      <trkpt lat="5.513804" lon="-74.009558"/>
      <trkpt lat="5.513594" lon="-74.010129"/>
      <trkpt lat="5.513594" lon="-74.010206"/>
      <trkpt lat="5.513456" lon="-74.010517"/>
      <trkpt lat="5.513147" lon="-74.010534"/>
      <trkpt lat="5.512457" lon="-74.010362"/>
      <trkpt lat="5.512264" lon="-74.010378"/>
      <trkpt lat="5.512176" lon="-74.010478"/>
      <trkpt lat="5.512258" lon="-74.010889"/>
      <trkpt lat="5.512253" lon="-74.011127"/>
      <trkpt lat="5.512192" lon="-74.011338"/>
      <trkpt lat="5.512203" lon="-74.011565"/>
      <trkpt lat="5.512258" lon="-74.011765"/>
      <trkpt lat="5.512187" lon="-74.012092"/>
      <trkpt lat="5.512098" lon="-74.012208"/>
      <trkpt lat="5.511717" lon="-74.012086"/>
      <trkpt lat="5.511701" lon="-74.011637"/>
      <trkpt lat="5.511453" lon="-74.011543"/>
      <trkpt lat="5.511342" lon="-74.011576"/>
      <trkpt lat="5.510807" lon="-74.011981"/>
      <trkpt lat="5.510509" lon="-74.012386"/>
      <trkpt lat="5.510371" lon="-74.013051"/>
      <trkpt lat="5.510255" lon="-74.013279"/>
      <trkpt lat="5.509984" lon="-74.013207"/>
      <trkpt lat="5.509973" lon="-74.013001"/>
      <trkpt lat="5.510039" lon="-74.012680"/>
      <trkpt lat="5.510039" lon="-74.012486"/>
      <trkpt lat="5.509890" lon="-74.012441"/>
      <trkpt lat="5.509780" lon="-74.012525"/>
      <trkpt lat="5.509675" lon="-74.012769"/>
      <trkpt lat="5.509222" lon="-74.013401"/>
      <trkpt lat="5.509145" lon="-74.013939"/>
      <trkpt lat="5.509046" lon="-74.014166"/>
      <trkpt lat="5.508693" lon="-74.014704"/>
      <trkpt lat="5.508499" lon="-74.014865"/>
      <trkpt lat="5.508367" lon="-74.015042"/>
      <trkpt lat="5.508179" lon="-74.015514"/>
      <trkpt lat="5.508008" lon="-74.015663"/>
      <trkpt lat="5.507848" lon="-74.015669"/>
      <trkpt lat="5.507793" lon="-74.015547"/>
      <trkpt lat="5.508168" lon="-74.014942"/>
      <trkpt lat="5.508267" lon="-74.014682"/>
      <trkpt lat="5.508256" lon="-74.014382"/>
      <trkpt lat="5.508047" lon="-74.014432"/>
      <trkpt lat="5.507655" lon="-74.014660"/>
      <trkpt lat="5.507390" lon="-74.014732"/>
      <trkpt lat="5.507191" lon="-74.014693"/>
      <trkpt lat="5.507202" lon="-74.014454"/>
      <trkpt lat="5.507263" lon="-74.014227"/>
      <trkpt lat="5.507417" lon="-74.013983"/>
      <trkpt lat="5.507566" lon="-74.013584"/>
      <trkpt lat="5.507727" lon="-74.012924"/>
      <trkpt lat="5.508041" lon="-74.011959"/>
      <trkpt lat="5.508058" lon="-74.011537"/>
      <trkpt lat="5.508014" lon="-74.011310"/>
      <trkpt lat="5.507920" lon="-74.011232"/>
      <trkpt lat="5.507760" lon="-74.011177"/>
      <trkpt lat="5.507589" lon="-74.011199"/>
      <trkpt lat="5.507432" lon="-74.011312">
        <ele>1911</ele>
      </trkpt>
      <trkpt lat="5.507539" lon="-74.010072">
        <ele>1932</ele>
      </trkpt>
      <trkpt lat="5.507435" lon="-74.009835">
        <ele>1935</ele>
      </trkpt>
      <trkpt lat="5.507072" lon="-74.009599">
        <ele>1936</ele>
      </trkpt>
      <trkpt lat="5.506268" lon="-74.009889">
        <ele>1938</ele>
      </trkpt>
      <trkpt lat="5.504942" lon="-74.010698">
        <ele>1934</ele>
      </trkpt>
      <trkpt lat="5.504106" lon="-74.010738">
        <ele>1929</ele>
      </trkpt>
      <trkpt lat="5.503006" lon="-74.010262">
        <ele>1945</ele>
      </trkpt>
      <trkpt lat="5.503686" lon="-74.010001">
        <ele>1966</ele>
      </trkpt>
      <trkpt lat="5.504431" lon="-74.010380">
        <ele>1955</ele>
      </trkpt>
      <trkpt lat="5.504946" lon="-74.010214">
        <ele>1976</ele>
      </trkpt>
      <trkpt lat="5.505260" lon="-74.009919">
        <ele>1985</ele>
      </trkpt>
      <trkpt lat="5.505195" lon="-74.009728">
        <ele>1995</ele>
      </trkpt>
      <trkpt lat="5.504856" lon="-74.009948">
        <ele>1992</ele>
      </trkpt>
      <trkpt lat="5.504173" lon="-74.009834">
        <ele>1987</ele>
      </trkpt>
      <trkpt lat="5.504080" lon="-74.009074">
        <ele>2022</ele>
      </trkpt>
      <trkpt lat="5.503862" lon="-74.008828">
        <ele>2033</ele>
      </trkpt>
      <trkpt lat="5.503456" lon="-74.008798">
        <ele>2035</ele>
      </trkpt>
      <trkpt lat="5.503196" lon="-74.008952">
        <ele>2030</ele>
      </trkpt>
      <trkpt lat="5.502829" lon="-74.008878">
        <ele>2045</ele>
      </trkpt>
      <trkpt lat="5.501993" lon="-74.009189">
        <ele>2053</ele>
      </trkpt>
      <trkpt lat="5.501337" lon="-74.008590">
        <ele>2078</ele>
      </trkpt>
      <trkpt lat="5.502136" lon="-74.008323">
        <ele>2088</ele>
      </trkpt>
      <trkpt lat="5.502136" lon="-74.008100">
        <ele>2111</ele>
      </trkpt>
      <trkpt lat="5.501306" lon="-74.008145">
        <ele>2111</ele>
      </trkpt>
      <trkpt lat="5.500601" lon="-74.008315">
        <ele>2105</ele>
      </trkpt>
      <trkpt lat="5.500391" lon="-74.008208">
        <ele>2116</ele>
      </trkpt>
      <trkpt lat="5.500704" lon="-74.007828">
        <ele>2132</ele>
      </trkpt>
      <trkpt lat="5.501753" lon="-74.007635">
        <ele>2129</ele>
      </trkpt>
      <trkpt lat="5.501616" lon="-74.006951">
        <ele>2160</ele>
      </trkpt>
      <trkpt lat="5.499296" lon="-74.007543">
        <ele>2175</ele>
      </trkpt>
      <trkpt lat="5.499040" lon="-74.007027">
        <ele>2165</ele>
      </trkpt>
      <trkpt lat="5.498972" lon="-74.006804">
        <ele>2156</ele>
      </trkpt>
      <trkpt lat="5.498808" lon="-74.007259">
        <ele>2154</ele>
      </trkpt>
      <trkpt lat="5.497873" lon="-74.007718">
        <ele>2130</ele>
      </trkpt>
      <trkpt lat="5.497074" lon="-74.006914">
        <ele>2121</ele>
      </trkpt>
      <trkpt lat="5.497338" lon="-74.006460">
        <ele>2114</ele>
      </trkpt>
      <trkpt lat="5.496430" lon="-74.006642">
        <ele>2104</ele>
      </trkpt>
      <trkpt lat="5.495921" lon="-74.006668">
        <ele>2085</ele>
      </trkpt>
      <trkpt lat="5.495641" lon="-74.007091">
        <ele>2094</ele>
      </trkpt>
      <trkpt lat="5.495399" lon="-74.007268">
        <ele>2098</ele>
      </trkpt>
      <trkpt lat="5.495676" lon="-74.006399">
        <ele>2064</ele>
      </trkpt>
      <trkpt lat="5.496157" lon="-74.006206">
        <ele>2081</ele>
      </trkpt>
      <trkpt lat="5.496219" lon="-74.005322">
        <ele>2067</ele>
      </trkpt>
      <trkpt lat="5.496084" lon="-74.005087">
        <ele>2063</ele>
      </trkpt>
      <trkpt lat="5.495230" lon="-74.005103">
        <ele>2043</ele>
      </trkpt>
      <trkpt lat="5.495192" lon="-74.004920">
        <ele>2037</ele>
      </trkpt>
      <trkpt lat="5.495647" lon="-74.004412">
        <ele>2040</ele>
      </trkpt>
      <trkpt lat="5.495750" lon="-74.004144">
        <ele>2039</ele>
      </trkpt>
      <trkpt lat="5.495552" lon="-74.004102">
        <ele>2031</ele>
      </trkpt>
      <trkpt lat="5.495353" lon="-74.004448">
        <ele>2029</ele>
      </trkpt>
      <trkpt lat="5.494989" lon="-74.004697">
        <ele>2024</ele>
      </trkpt>
      <trkpt lat="5.494750" lon="-74.004771">
        <ele>2022</ele>
      </trkpt>
      <trkpt lat="5.494206" lon="-74.004163">
        <ele>2002</ele>
      </trkpt>
      <trkpt lat="5.494458" lon="-74.003852">
        <ele>2004</ele>
      </trkpt>
      <trkpt lat="5.494452" lon="-74.003707">
        <ele>2005</ele>
      </trkpt>
      <trkpt lat="5.494393" lon="-74.003536">
        <ele>2004</ele>
      </trkpt>
      <trkpt lat="5.494173" lon="-74.003379">
        <ele>2001</ele>
      </trkpt>
      <trkpt lat="5.493715" lon="-74.003231">
        <ele>1991</ele>
      </trkpt>
      <trkpt lat="5.493465" lon="-74.002686">
        <ele>1989</ele>
      </trkpt>
      <trkpt lat="5.493246" lon="-74.002447">
        <ele>1985</ele>
      </trkpt>
      <trkpt lat="5.493224" lon="-74.002233">
        <ele>1981</ele>
      </trkpt>
      <trkpt lat="5.493322" lon="-74.001809">
        <ele>1981</ele>
      </trkpt>
      <trkpt lat="5.493604" lon="-74.001390">
        <ele>1986</ele>
      </trkpt>
      <trkpt lat="5.493400" lon="-74.000505">
        <ele>2006</ele>
      </trkpt>
      <trkpt lat="5.492915" lon="-74.000213">
        <ele>2020</ele>
      </trkpt>
      <trkpt lat="5.492770" lon="-73.999994">
        <ele>2044</ele>
      </trkpt>
      <trkpt lat="5.492867" lon="-73.999902">
        <ele>2047</ele>
      </trkpt>
      <trkpt lat="5.493026" lon="-73.999873">
        <ele>2045</ele>
      </trkpt>
      <trkpt lat="5.493203" lon="-73.999929">
        <ele>2041</ele>
      </trkpt>
      <trkpt lat="5.493530" lon="-74.000088">
        <ele>2033</ele>
      </trkpt>
      <trkpt lat="5.493822" lon="-73.999918">
        <ele>2042</ele>
      </trkpt>
      <trkpt lat="5.493855" lon="-73.999743">
        <ele>2055</ele>
      </trkpt>
      <trkpt lat="5.493054" lon="-73.999186">
        <ele>2098</ele>
      </trkpt>
      <trkpt lat="5.492317" lon="-73.999481">
        <ele>2088</ele>
      </trkpt>
      <trkpt lat="5.491687" lon="-73.999656">
        <ele>2074</ele>
      </trkpt>
      <trkpt lat="5.491512" lon="-73.999161">
        <ele>2084</ele>
      </trkpt>
      <trkpt lat="5.491377" lon="-73.998984">
        <ele>2088</ele>
      </trkpt>
      <trkpt lat="5.491946" lon="-73.997675">
        <ele>2112</ele>
      </trkpt>
      <trkpt lat="5.491759" lon="-73.997203">
        <ele>2102</ele>
      </trkpt>
      <trkpt lat="5.491745" lon="-73.996938">
        <ele>2099</ele>
      </trkpt>
      <trkpt lat="5.491960" lon="-73.996096">
        <ele>2104</ele>
      </trkpt>
      <trkpt lat="5.491621" lon="-73.995737">
        <ele>2131</ele>
      </trkpt>
      <trkpt lat="5.491320" lon="-73.995689">
        <ele>2133</ele>
      </trkpt>
      <trkpt lat="5.490678" lon="-73.995703">
        <ele>2108</ele>
      </trkpt>
      <trkpt lat="5.490444" lon="-73.995653"/>
      <trkpt lat="5.490383" lon="-73.995511"/>
      <trkpt lat="5.490650" lon="-73.995114"/>
      <trkpt lat="5.490567" lon="-73.994781"/>
      <trkpt lat="5.490231" lon="-73.994237"/>
      <trkpt lat="5.489568" lon="-73.993531"/>
      <trkpt lat="5.489526" lon="-73.993301"/>
      <trkpt lat="5.489963" lon="-73.992877"/>
      <trkpt lat="5.490104" lon="-73.992437"/>
      <trkpt lat="5.490157" lon="-73.992096"/>
      <trkpt lat="5.489714" lon="-73.991560"/>
      <trkpt lat="5.489294" lon="-73.991235"/>
      <trkpt lat="5.488845" lon="-73.991056"/>
      <trkpt lat="5.488792" lon="-73.990914"/>
      <trkpt lat="5.488797" lon="-73.990731"/>
      <trkpt lat="5.488941" lon="-73.990377"/>
      <trkpt lat="5.488986" lon="-73.990157"/>
      <trkpt lat="5.488933" lon="-73.989943"/>
      <trkpt lat="5.488735" lon="-73.989707"/>
      <trkpt lat="5.488690" lon="-73.989422"/>
      <trkpt lat="5.488768" lon="-73.989114"/>
      <trkpt lat="5.488730" lon="-73.988972"/>
      <trkpt lat="5.488618" lon="-73.988905"/>
      <trkpt lat="5.488274" lon="-73.988953"/>
      <trkpt lat="5.487964" lon="-73.988840"/>
      <trkpt lat="5.487740" lon="-73.988886"/>
      <trkpt lat="5.487635" lon="-73.989007"/>
      <trkpt lat="5.487603" lon="-73.989165"/>
      <trkpt lat="5.487740" lon="-73.989516"/>
      <trkpt lat="5.487748" lon="-73.989720"/>
      <trkpt lat="5.487609" lon="-73.990023"/>
      <trkpt lat="5.487627" lon="-73.990307"/>
      <trkpt lat="5.487817" lon="-73.990702"/>
      <trkpt lat="5.487844" lon="-73.991109"/>
      <trkpt lat="5.487812" lon="-73.991378"/>
      <trkpt lat="5.487643" lon="-73.991581"/>
      <trkpt lat="5.487139" lon="-73.991761"/>
      <trkpt lat="5.486797" lon="-73.991756"/>
      <trkpt lat="5.485716" lon="-73.991501"/>
      <trkpt lat="5.485556" lon="-73.991362"/>
      <trkpt lat="5.485494" lon="-73.991158"/>
      <trkpt lat="5.485526" lon="-73.990779"/>
      <trkpt lat="5.485473" lon="-73.990621"/>
      <trkpt lat="5.485382" lon="-73.990570"/>
      <trkpt lat="5.485262" lon="-73.990594"/>
      <trkpt lat="5.485160" lon="-73.990699"/>
      <trkpt lat="5.485110" lon="-73.990897"/>
      <trkpt lat="5.485217" lon="-73.991278"/>
      <trkpt lat="5.485235" lon="-73.991640"/>
      <trkpt lat="5.485430" lon="-73.991850"/>
      <trkpt lat="5.485815" lon="-73.991982"/>
      <trkpt lat="5.486039" lon="-73.992121"/>
      <trkpt lat="5.486493" lon="-73.992493"/>
      <trkpt lat="5.486869" lon="-73.993024"/>
      <trkpt lat="5.486949" lon="-73.993320"/>
      <trkpt lat="5.486899" lon="-73.993582"/>
      <trkpt lat="5.486562" lon="-73.994087"/>
      <trkpt lat="5.486404" lon="-73.994129"/>
      <trkpt lat="5.486308" lon="-73.994076"/>
      <trkpt lat="5.486266" lon="-73.993910"/>
      <trkpt lat="5.486274" lon="-73.993655"/>
      <trkpt lat="5.486180" lon="-73.993499"/>
      <trkpt lat="5.485980" lon="-73.993489"/>
      <trkpt lat="5.485734" lon="-73.993684"/>
      <trkpt lat="5.485569" lon="-73.993676"/>
      <trkpt lat="5.485423" lon="-73.993489"/>
      <trkpt lat="5.485302" lon="-73.992995"/>
      <trkpt lat="5.485150" lon="-73.992874"/>
      <trkpt lat="5.484904" lon="-73.992754"/>
      <trkpt lat="5.484640" lon="-73.992740"/>
      <trkpt lat="5.483876" lon="-73.993282"/>
      <trkpt lat="5.483703" lon="-73.993607"/>
      <trkpt lat="5.483549" lon="-73.993717"/>
      <trkpt lat="5.483337" lon="-73.993708"/>
      <trkpt lat="5.483051" lon="-73.993623"/>
      <trkpt lat="5.482822" lon="-73.993647"/>
      <trkpt lat="5.482682" lon="-73.993726"/>
      <trkpt lat="5.482450" lon="-73.994044"/>
      <trkpt lat="5.482323" lon="-73.994126"/>
      <trkpt lat="5.482170" lon="-73.994156"/>
      <trkpt lat="5.481625" lon="-73.994079"/>
      <trkpt lat="5.481399" lon="-73.993985"/>
      <trkpt lat="5.481009" lon="-73.993950"/>
      <trkpt lat="5.480817" lon="-73.994076"/>
      <trkpt lat="5.480742" lon="-73.994242"/>
      <trkpt lat="5.480755" lon="-73.994390"/>
      <trkpt lat="5.480891" lon="-73.994427"/>
      <trkpt lat="5.481188" lon="-73.994374"/>
      <trkpt lat="5.482405" lon="-73.994374"/>
      <trkpt lat="5.482728" lon="-73.994451"/>
      <trkpt lat="5.483025" lon="-73.994620"/>
      <trkpt lat="5.483203" lon="-73.994894"/>
      <trkpt lat="5.483262" lon="-73.995122"/>
      <trkpt lat="5.483251" lon="-73.995345"/>
      <trkpt lat="5.482934" lon="-73.995613"/>
      <trkpt lat="5.482584" lon="-73.996136"/>
      <trkpt lat="5.482181" lon="-73.996605"/>
      <trkpt lat="5.482023" lon="-73.996672"/>
      <trkpt lat="5.481372" lon="-73.996734"/>
      <trkpt lat="5.481190" lon="-73.996707"/>
      <trkpt lat="5.481161" lon="-73.996600"/>
      <trkpt lat="5.481236" lon="-73.996460"/>
      <trkpt lat="5.481529" lon="-73.996224"/>
      <trkpt lat="5.481794" lon="-73.995524"/>
      <trkpt lat="5.481780" lon="-73.995369"/>
      <trkpt lat="5.481692" lon="-73.995264"/>
      <trkpt lat="5.481545" lon="-73.995261"/>
      <trkpt lat="5.481479" lon="-73.995377"/>
      <trkpt lat="5.481377" lon="-73.995748"/>
      <trkpt lat="5.481256" lon="-73.995970"/>
      <trkpt lat="5.481106" lon="-73.996081"/>
      <trkpt lat="5.480010" lon="-73.996613"/>
      <trkpt lat="5.479958" lon="-73.996745"/>
      <trkpt lat="5.479978" lon="-73.996869"/>
      <trkpt lat="5.480078" lon="-73.996914"/>
      <trkpt lat="5.480895" lon="-73.996881"/>
      <trkpt lat="5.481561" lon="-73.997164"/>
      <trkpt lat="5.481969" lon="-73.997261"/>
      <trkpt lat="5.482113" lon="-73.997404"/>
      <trkpt lat="5.482177" lon="-73.997559"/>
      <trkpt lat="5.482107" lon="-73.997720"/>
      <trkpt lat="5.481973" lon="-73.997763"/>
      <trkpt lat="5.481830" lon="-73.997599"/>
      <trkpt lat="5.481679" lon="-73.997439"/>
      <trkpt lat="5.481445" lon="-73.997395"/>
      <trkpt lat="5.479384" lon="-73.997118">
        <ele>1613</ele>
      </trkpt>
      <trkpt lat="5.479137" lon="-73.997025"/>
      <trkpt lat="5.479056" lon="-73.996789"/>
      <trkpt lat="5.479223" lon="-73.996192"/>
      <trkpt lat="5.479384" lon="-73.995889"/>
      <trkpt lat="5.479392" lon="-73.995736"/>
      <trkpt lat="5.479348" lon="-73.995649"/>
      <trkpt lat="5.479174" lon="-73.995516"/>
      <trkpt lat="5.479084" lon="-73.995322"/>
      <trkpt lat="5.479089" lon="-73.995027"/>
      <trkpt lat="5.479001" lon="-73.994856"/>
      <trkpt lat="5.478855" lon="-73.994737"/>
      <trkpt lat="5.478610" lon="-73.994620"/>
      <trkpt lat="5.478486" lon="-73.994466"/>
      <trkpt lat="5.478469" lon="-73.994434"/>
      <trkpt lat="5.478232" lon="-73.994067">
        <ele>1569</ele>
      </trkpt>
      <trkpt lat="5.477978" lon="-73.994230">
        <ele>1563</ele>
      </trkpt>
      <trkpt lat="5.477919" lon="-73.994512">
        <ele>1558</ele>
      </trkpt>
      <trkpt lat="5.478084" lon="-73.994792">
        <ele>1557</ele>
      </trkpt>
      <trkpt lat="5.478139" lon="-73.995060">
        <ele>1553</ele>
      </trkpt>
      <trkpt lat="5.478054" lon="-73.995369">
        <ele>1546</ele>
      </trkpt>
      <trkpt lat="5.478120" lon="-73.996163">
        <ele>1548</ele>
      </trkpt>
      <trkpt lat="5.477828" lon="-73.996383">
        <ele>1546</ele>
      </trkpt>
      <trkpt lat="5.477836" lon="-73.996639">
        <ele>1537</ele>
      </trkpt>
      <trkpt lat="5.477976" lon="-73.996932">
        <ele>1535</ele>
      </trkpt>
      <trkpt lat="5.478619" lon="-73.997504">
        <ele>1523</ele>
      </trkpt>
      <trkpt lat="5.478754" lon="-73.998016">
        <ele>1524</ele>
      </trkpt>
      <trkpt lat="5.478731" lon="-73.998390">
        <ele>1519</ele>
      </trkpt>
      <trkpt lat="5.478517" lon="-73.998759">
        <ele>1509</ele>
      </trkpt>
      <trkpt lat="5.478343" lon="-73.998873">
        <ele>1501</ele>
      </trkpt>
      <trkpt lat="5.478157" lon="-73.998838">
        <ele>1500</ele>
      </trkpt>
      <trkpt lat="5.477853" lon="-73.998266">
        <ele>1497</ele>
      </trkpt>
      <trkpt lat="5.477765" lon="-73.997947">
        <ele>1498</ele>
      </trkpt>
      <trkpt lat="5.477542" lon="-73.997780">
        <ele>1498</ele>
      </trkpt>
      <trkpt lat="5.476992" lon="-73.997714">
        <ele>1486</ele>
      </trkpt>
      <trkpt lat="5.476871" lon="-73.997812">
        <ele>1482</ele>
      </trkpt>
      <trkpt lat="5.476974" lon="-73.998018">
        <ele>1482</ele>
      </trkpt>
      <trkpt lat="5.477165" lon="-73.998095">
        <ele>1479</ele>
      </trkpt>
      <trkpt lat="5.477304" lon="-73.998247">
        <ele>1486</ele>
      </trkpt>
      <trkpt lat="5.477349" lon="-73.998460">
        <ele>1479</ele>
      </trkpt>
      <trkpt lat="5.477220" lon="-73.999337">
        <ele>1475</ele>
      </trkpt>
      <trkpt lat="5.477051" lon="-73.999414">
        <ele>1472</ele>
      </trkpt>
      <trkpt lat="5.476936" lon="-73.999334">
        <ele>1468</ele>
      </trkpt>
      <trkpt lat="5.476882" lon="-73.998920">
        <ele>1467</ele>
      </trkpt>
      <trkpt lat="5.476524" lon="-73.998453">
        <ele>1467</ele>
      </trkpt>
      <trkpt lat="5.476371" lon="-73.998024">
        <ele>1459</ele>
      </trkpt>
      <trkpt lat="5.476134" lon="-73.997806">
        <ele>1447</ele>
      </trkpt>
      <trkpt lat="5.476101" lon="-73.997511">
        <ele>1444</ele>
      </trkpt>
      <trkpt lat="5.475923" lon="-73.997394">
        <ele>1425</ele>
      </trkpt>
      <trkpt lat="5.475778" lon="-73.997514">
        <ele>1435</ele>
      </trkpt>
      <trkpt lat="5.475795" lon="-73.997796">
        <ele>1435</ele>
      </trkpt>
      <trkpt lat="5.476040" lon="-73.998105">
        <ele>1430</ele>
      </trkpt>
      <trkpt lat="5.476067" lon="-73.998317">
        <ele>1428</ele>
      </trkpt>
      <trkpt lat="5.475985" lon="-73.998538">
        <ele>1426</ele>
      </trkpt>
      <trkpt lat="5.475994" lon="-73.998749">
        <ele>1429</ele>
      </trkpt>
      <trkpt lat="5.476120" lon="-73.999025">
        <ele>1428</ele>
      </trkpt>
      <trkpt lat="5.476153" lon="-73.999360">
        <ele>1427</ele>
      </trkpt>
      <trkpt lat="5.476026" lon="-73.999617">
        <ele>1427</ele>
      </trkpt>
      <trkpt lat="5.475846" lon="-73.999770">
        <ele>1414</ele>
      </trkpt>
      <trkpt lat="5.475802" lon="-73.999962">
        <ele>1408</ele>
      </trkpt>
      <trkpt lat="5.475937" lon="-74.000120">
        <ele>1399</ele>
      </trkpt>
      <trkpt lat="5.476134" lon="-74.000317">
        <ele>1392</ele>
      </trkpt>
      <trkpt lat="5.476239" lon="-74.000581">
        <ele>1384</ele>
      </trkpt>
      <trkpt lat="5.476100" lon="-74.001112">
        <ele>1379</ele>
      </trkpt>
      <trkpt lat="5.475859" lon="-74.001422">
        <ele>1383</ele>
      </trkpt>
      <trkpt lat="5.475670" lon="-74.001728">
        <ele>1389</ele>
      </trkpt>
      <trkpt lat="5.475478" lon="-74.001955">
        <ele>1392</ele>
      </trkpt>
      <trkpt lat="5.475291" lon="-74.002286">
        <ele>1392</ele>
      </trkpt>
      <trkpt lat="5.475288" lon="-74.002448">
        <ele>1372</ele>
      </trkpt>
      <trkpt lat="5.475397" lon="-74.002716">
        <ele>1372</ele>
      </trkpt>
      <trkpt lat="5.475409" lon="-74.002939">
        <ele>1373</ele>
      </trkpt>
      <trkpt lat="5.475526" lon="-74.003076">
        <ele>1371</ele>
      </trkpt>
      <trkpt lat="5.475707" lon="-74.003191">
        <ele>1371</ele>
      </trkpt>
      <trkpt lat="5.475928" lon="-74.003226">
        <ele>1369</ele>
      </trkpt>
      <trkpt lat="5.476186" lon="-74.003399">
        <ele>1364</ele>
      </trkpt>
      <trkpt lat="5.475676" lon="-74.003316">
        <ele>1359</ele>
      </trkpt>
      <trkpt lat="5.474775" lon="-74.003119">
        <ele>1329</ele>
      </trkpt>
      <trkpt lat="5.474212" lon="-74.003121">
        <ele>1328</ele>
      </trkpt>
      <trkpt lat="5.473928" lon="-74.003331">
        <ele>1319</ele>
      </trkpt>
      <trkpt lat="5.473552" lon="-74.003348">
        <ele>1322</ele>
      </trkpt>
      <trkpt lat="5.473390" lon="-74.003059">
        <ele>1330</ele>
      </trkpt>
      <trkpt lat="5.473341" lon="-74.002974">
        <ele>1330</ele>
      </trkpt>
      <trkpt lat="5.472643" lon="-74.003318">
        <ele>1358</ele>
      </trkpt>
      <trkpt lat="5.472139" lon="-74.004183">
        <ele>1377</ele>
      </trkpt>
      <trkpt lat="5.472573" lon="-74.004407">
        <ele>1386</ele>
      </trkpt>
      <trkpt lat="5.472907" lon="-74.004509">
        <ele>1404</ele>
      </trkpt>
      <trkpt lat="5.472928" lon="-74.004774">
        <ele>1361</ele>
      </trkpt>
      <trkpt lat="5.472754" lon="-74.005333">
        <ele>1368</ele>
      </trkpt>
      <trkpt lat="5.472527" lon="-74.005588">
        <ele>1383</ele>
      </trkpt>
      <trkpt lat="5.472237" lon="-74.005732">
        <ele>1378</ele>
      </trkpt>
      <trkpt lat="5.471698" lon="-74.006309">
        <ele>1396</ele>
      </trkpt>
      <trkpt lat="5.471568" lon="-74.006479">
        <ele>1421</ele>
      </trkpt>
      <trkpt lat="5.471473" lon="-74.006697">
        <ele>1387</ele>
      </trkpt>
      <trkpt lat="5.471471" lon="-74.007125">
        <ele>1401</ele>
      </trkpt>
      <trkpt lat="5.471647" lon="-74.007793">
        <ele>1408</ele>
      </trkpt>
      <trkpt lat="5.472258" lon="-74.009046">
        <ele>1420</ele>
      </trkpt>
      <trkpt lat="5.472106" lon="-74.009818">
        <ele>1441</ele>
      </trkpt>
      <trkpt lat="5.471728" lon="-74.009913">
        <ele>1463</ele>
      </trkpt>
      <trkpt lat="5.470675" lon="-74.010790">
        <ele>1365</ele>
      </trkpt>
      <trkpt lat="5.470318" lon="-74.010975">
        <ele>1356</ele>
      </trkpt>
      <trkpt lat="5.469238" lon="-74.010963">
        <ele>1320</ele>
      </trkpt>
      <trkpt lat="5.467917" lon="-74.011115">
        <ele>1384</ele>
      </trkpt>
      <trkpt lat="5.467220" lon="-74.011272">
        <ele>1403</ele>
      </trkpt>
      <trkpt lat="5.467032" lon="-74.011178">
        <ele>1400</ele>
      </trkpt>
      <trkpt lat="5.467012" lon="-74.010873">
        <ele>1387</ele>
      </trkpt>
      <trkpt lat="5.466527" lon="-74.010399">
        <ele>1319</ele>
      </trkpt>
      <trkpt lat="5.466314" lon="-74.010270">
        <ele>1320</ele>
      </trkpt>
      <trkpt lat="5.466006" lon="-74.009704">
        <ele>1327</ele>
      </trkpt>
      <trkpt lat="5.465523" lon="-74.009426">
        <ele>1334</ele>
      </trkpt>
      <trkpt lat="5.465170" lon="-74.009003">
        <ele>1347</ele>
      </trkpt>
      <trkpt lat="5.464997" lon="-74.008606">
        <ele>1346</ele>
      </trkpt>
      <trkpt lat="5.464350" lon="-74.008160">
        <ele>1342</ele>
      </trkpt>
      <trkpt lat="5.463891" lon="-74.008109">
        <ele>1342</ele>
      </trkpt>
      <trkpt lat="5.463453" lon="-74.008253">
        <ele>1346</ele>
      </trkpt>
      <trkpt lat="5.463175" lon="-74.007994">
        <ele>1393</ele>
      </trkpt>
      <trkpt lat="5.462730" lon="-74.007790">
        <ele>1401</ele>
      </trkpt>
      <trkpt lat="5.462105" lon="-74.007768">
        <ele>1403</ele>
      </trkpt>
      <trkpt lat="5.461659" lon="-74.008298">
        <ele>1427</ele>
      </trkpt>
      <trkpt lat="5.461297" lon="-74.008605">
        <ele>1429</ele>
      </trkpt>
      <trkpt lat="5.460804" lon="-74.008754">
        <ele>1434</ele>
      </trkpt>
      <trkpt lat="5.460128" lon="-74.008503">
        <ele>1423</ele>
      </trkpt>
      <trkpt lat="5.459616" lon="-74.007923">
        <ele>1412</ele>
      </trkpt>
      <trkpt lat="5.458916" lon="-74.008025">
        <ele>1433</ele>
      </trkpt>
      <trkpt lat="5.458829" lon="-74.008064">
        <ele>1433</ele>
      </trkpt>
      <trkpt lat="5.458317" lon="-74.008283">
        <ele>1427</ele>
      </trkpt>
      <trkpt lat="5.458212" lon="-74.008248">
        <ele>1426</ele>
      </trkpt>
      <trkpt lat="5.458122" lon="-74.008122">
        <ele>1435</ele>
      </trkpt>
      <trkpt lat="5.458042" lon="-74.007761">
        <ele>1452</ele>
      </trkpt>
      <trkpt lat="5.457963" lon="-74.007413">
        <ele>1460</ele>
      </trkpt>
      <trkpt lat="5.457897" lon="-74.007310">
        <ele>1462</ele>
      </trkpt>
      <trkpt lat="5.457796" lon="-74.007270">
        <ele>1465</ele>
      </trkpt>
      <trkpt lat="5.457409" lon="-74.007255">
        <ele>1466</ele>
      </trkpt>
      <trkpt lat="5.457350" lon="-74.007212">
        <ele>1473</ele>
      </trkpt>
      <trkpt lat="5.457368" lon="-74.007152">
        <ele>1475</ele>
      </trkpt>
      <trkpt lat="5.457786" lon="-74.006900">
        <ele>1484</ele>
      </trkpt>
      <trkpt lat="5.457824" lon="-74.006820">
        <ele>1485</ele>
      </trkpt>
      <trkpt lat="5.457742" lon="-74.006751">
        <ele>1489</ele>
      </trkpt>
      <trkpt lat="5.457568" lon="-74.006783">
        <ele>1493</ele>
      </trkpt>
      <trkpt lat="5.457170" lon="-74.006493">
        <ele>1495</ele>
      </trkpt>
      <trkpt lat="5.457143" lon="-74.006394">
        <ele>1496</ele>
      </trkpt>
      <trkpt lat="5.457177" lon="-74.006313">
        <ele>1496</ele>
      </trkpt>
      <trkpt lat="5.457262" lon="-74.006255">
        <ele>1501</ele>
      </trkpt>
      <trkpt lat="5.457596" lon="-74.006387">
        <ele>1502</ele>
      </trkpt>
      <trkpt lat="5.457757" lon="-74.006347">
        <ele>1499</ele>
      </trkpt>
      <trkpt lat="5.457764" lon="-74.006267">
        <ele>1502</ele>
      </trkpt>
      <trkpt lat="5.457703" lon="-74.006183">
        <ele>1504</ele>
      </trkpt>
      <trkpt lat="5.457546" lon="-74.006145">
        <ele>1507</ele>
      </trkpt>
      <trkpt lat="5.457064" lon="-74.005212">
        <ele>1524</ele>
      </trkpt>
      <trkpt lat="5.456992" lon="-74.003683">
        <ele>1518</ele>
      </trkpt>
      <trkpt lat="5.456784" lon="-74.003063">
        <ele>1541</ele>
      </trkpt>
      <trkpt lat="5.456721" lon="-74.002592">
        <ele>1543</ele>
      </trkpt>
      <trkpt lat="5.456406" lon="-74.001630">
        <ele>1556</ele>
      </trkpt>
      <trkpt lat="5.456176" lon="-74.001405">
        <ele>1561</ele>
      </trkpt>
      <trkpt lat="5.456058" lon="-74.001394">
        <ele>1569</ele>
      </trkpt>
      <trkpt lat="5.455857" lon="-74.001459">
        <ele>1584</ele>
      </trkpt>
      <trkpt lat="5.455615" lon="-74.001800">
        <ele>1581</ele>
      </trkpt>
      <trkpt lat="5.455349" lon="-74.002022">
        <ele>1588</ele>
      </trkpt>
      <trkpt lat="5.454952" lon="-74.002112">
        <ele>1589</ele>
      </trkpt>
      <trkpt lat="5.454279" lon="-74.002660">
        <ele>1597</ele>
      </trkpt>
      <trkpt lat="5.453795" lon="-74.002981">
        <ele>1595</ele>
      </trkpt>
      <trkpt lat="5.452729" lon="-74.003528">
        <ele>1610</ele>
      </trkpt>
      <trkpt lat="5.451829" lon="-74.003698">
        <ele>1641</ele>
      </trkpt>
      <trkpt lat="5.451693" lon="-74.003580">
        <ele>1636</ele>
      </trkpt>
      <trkpt lat="5.451599" lon="-74.003334">
        <ele>1645</ele>
      </trkpt>
      <trkpt lat="5.451479" lon="-74.003284">
        <ele>1648</ele>
      </trkpt>
      <trkpt lat="5.450447" lon="-74.003563">
        <ele>1662</ele>
      </trkpt>
      <trkpt lat="5.450225" lon="-74.003551">
        <ele>1672</ele>
      </trkpt>
      <trkpt lat="5.450087" lon="-74.003379">
        <ele>1654</ele>
      </trkpt>
      <trkpt lat="5.449995" lon="-74.003174">
        <ele>1664</ele>
      </trkpt>
      <trkpt lat="5.449991" lon="-74.002921">
        <ele>1673</ele>
      </trkpt>
      <trkpt lat="5.450102" lon="-74.002311">
        <ele>1675</ele>
      </trkpt>
      <trkpt lat="5.450055" lon="-74.002233">
        <ele>1674</ele>
      </trkpt>
      <trkpt lat="5.449977" lon="-74.002229">
        <ele>1676</ele>
      </trkpt>
      <trkpt lat="5.449750" lon="-74.002336">
        <ele>1680</ele>
      </trkpt>
      <trkpt lat="5.449483" lon="-74.002549">
        <ele>1689</ele>
      </trkpt>
      <trkpt lat="5.449187" lon="-74.002643">
        <ele>1687</ele>
      </trkpt>
      <trkpt lat="5.448992" lon="-74.002608">
        <ele>1684</ele>
      </trkpt>
      <trkpt lat="5.448444" lon="-74.002111">
        <ele>1692</ele>
      </trkpt>
      <trkpt lat="5.448348" lon="-74.002070">
        <ele>1703</ele>
      </trkpt>
      <trkpt lat="5.448135" lon="-74.001889">
        <ele>1711</ele>
      </trkpt>
      <trkpt lat="5.448054" lon="-74.001685">
        <ele>1719</ele>
      </trkpt>
      <trkpt lat="5.448039" lon="-74.001197">
        <ele>1720</ele>
      </trkpt>
      <trkpt lat="5.447951" lon="-74.001044">
        <ele>1725</ele>
      </trkpt>
      <trkpt lat="5.447779" lon="-74.000934">
        <ele>1729</ele>
      </trkpt>
      <trkpt lat="5.447633" lon="-74.000903">
        <ele>1732</ele>
      </trkpt>
      <trkpt lat="5.447580" lon="-74.000726">
        <ele>1733</ele>
      </trkpt>
      <trkpt lat="5.447653" lon="-74.000339">
        <ele>1722</ele>
      </trkpt>
      <trkpt lat="5.447664" lon="-73.999936">
        <ele>1722</ele>
      </trkpt>
      <trkpt lat="5.447780" lon="-73.999600">
        <ele>1721</ele>
      </trkpt>
      <trkpt lat="5.447853" lon="-73.998598">
        <ele>1743</ele>
      </trkpt>
      <trkpt lat="5.447802" lon="-73.998445">
        <ele>1748</ele>
      </trkpt>
      <trkpt lat="5.447190" lon="-73.998270">
        <ele>1758</ele>
      </trkpt>
      <trkpt lat="5.447126" lon="-73.998221">
        <ele>1765</ele>
      </trkpt>
      <trkpt lat="5.447044" lon="-73.998049">
        <ele>1751</ele>
      </trkpt>
      <trkpt lat="5.447028" lon="-73.997757">
        <ele>1759</ele>
      </trkpt>
      <trkpt lat="5.446912" lon="-73.997643">
        <ele>1760</ele>
      </trkpt>
      <trkpt lat="5.446551" lon="-73.997590">
        <ele>1763</ele>
      </trkpt>
      <trkpt lat="5.444580" lon="-73.997499">
        <ele>1779</ele>
      </trkpt>
      <trkpt lat="5.443877" lon="-73.997771">
        <ele>1796</ele>
      </trkpt>
      <trkpt lat="5.443693" lon="-73.997695">
        <ele>1775</ele>
      </trkpt>
      <trkpt lat="5.443193" lon="-73.997582">
        <ele>1778</ele>
      </trkpt>
      <trkpt lat="5.442933" lon="-73.997462">
        <ele>1794</ele>
      </trkpt>
      <trkpt lat="5.442502" lon="-73.997095">
        <ele>1808</ele>
      </trkpt>
      <trkpt lat="5.442491" lon="-73.996937">
        <ele>1804</ele>
      </trkpt>
      <trkpt lat="5.442643" lon="-73.996730">
        <ele>1809</ele>
      </trkpt>
      <trkpt lat="5.443304" lon="-73.996719">
        <ele>1815</ele>
      </trkpt>
      <trkpt lat="5.443977" lon="-73.996435">
        <ele>1824</ele>
      </trkpt>
      <trkpt lat="5.444018" lon="-73.996342">
        <ele>1828</ele>
      </trkpt>
      <trkpt lat="5.443965" lon="-73.996237">
        <ele>1832</ele>
      </trkpt>
      <trkpt lat="5.443693" lon="-73.996060">
        <ele>1838</ele>
      </trkpt>
      <trkpt lat="5.443573" lon="-73.995917">
        <ele>1842</ele>
      </trkpt>
      <trkpt lat="5.443535" lon="-73.995790">
        <ele>1847</ele>
      </trkpt>
      <trkpt lat="5.443652" lon="-73.995637">
        <ele>1854</ele>
      </trkpt>
      <trkpt lat="5.443858" lon="-73.995605">
        <ele>1860</ele>
      </trkpt>
      <trkpt lat="5.444342" lon="-73.995397">
        <ele>1864</ele>
      </trkpt>
      <trkpt lat="5.444397" lon="-73.995161">
        <ele>1870</ele>
      </trkpt>
      <trkpt lat="5.444340" lon="-73.995040">
        <ele>1877</ele>
      </trkpt>
      <trkpt lat="5.444239" lon="-73.994969">
        <ele>1880</ele>
      </trkpt>
      <trkpt lat="5.443913" lon="-73.994999">
        <ele>1882</ele>
      </trkpt>
      <trkpt lat="5.443706" lon="-73.994964">
        <ele>1883</ele>
      </trkpt>
      <trkpt lat="5.443624" lon="-73.994899">
        <ele>1878</ele>
      </trkpt>
      <trkpt lat="5.443716" lon="-73.994711">
        <ele>1883</ele>
      </trkpt>
      <trkpt lat="5.444116" lon="-73.994605">
        <ele>1885</ele>
      </trkpt>
      <trkpt lat="5.444269" lon="-73.994374">
        <ele>1894</ele>
      </trkpt>
      <trkpt lat="5.444396" lon="-73.993925">
        <ele>1903</ele>
      </trkpt>
      <trkpt lat="5.444600" lon="-73.993706">
        <ele>1906</ele>
      </trkpt>
      <trkpt lat="5.444738" lon="-73.993690">
        <ele>1907</ele>
      </trkpt>
      <trkpt lat="5.444920" lon="-73.993537">
        <ele>1910</ele>
      </trkpt>
      <trkpt lat="5.445021" lon="-73.993327">
        <ele>1912</ele>
      </trkpt>
      <trkpt lat="5.444953" lon="-73.993090">
        <ele>1920</ele>
      </trkpt>
      <trkpt lat="5.444729" lon="-73.992986">
        <ele>1924</ele>
      </trkpt>
      <trkpt lat="5.444574" lon="-73.992853">
        <ele>1930</ele>
      </trkpt>
      <trkpt lat="5.444488" lon="-73.992676">
        <ele>1936</ele>
      </trkpt>
      <trkpt lat="5.444343" lon="-73.992625">
        <ele>1927</ele>
      </trkpt>
      <trkpt lat="5.444093" lon="-73.992648">
        <ele>1931</ele>
      </trkpt>
      <trkpt lat="5.443892" lon="-73.992569">
        <ele>1937</ele>
      </trkpt>
      <trkpt lat="5.443655" lon="-73.992321">
        <ele>1943</ele>
      </trkpt>
      <trkpt lat="5.443582" lon="-73.992167">
        <ele>1945</ele>
      </trkpt>
      <trkpt lat="5.443478" lon="-73.991803">
        <ele>1952</ele>
      </trkpt>
      <trkpt lat="5.443471" lon="-73.991614">
        <ele>1955</ele>
      </trkpt>
      <trkpt lat="5.443255" lon="-73.991280">
        <ele>1957</ele>
      </trkpt>
      <trkpt lat="5.443275" lon="-73.991087">
        <ele>1963</ele>
      </trkpt>
      <trkpt lat="5.443548" lon="-73.990803">
        <ele>1967</ele>
      </trkpt>
      <trkpt lat="5.443568" lon="-73.990575">
        <ele>1968</ele>
      </trkpt>
      <trkpt lat="5.443737" lon="-73.990153">
        <ele>1977</ele>
      </trkpt>
      <trkpt lat="5.443907" lon="-73.990112">
        <ele>1983</ele>
      </trkpt>
      <trkpt lat="5.444110" lon="-73.990205">
        <ele>1989</ele>
      </trkpt>
      <trkpt lat="5.444222" lon="-73.990168">
        <ele>1994</ele>
      </trkpt>
      <trkpt lat="5.444331" lon="-73.989875">
        <ele>2000</ele>
      </trkpt>
      <trkpt lat="5.444489" lon="-73.989756">
        <ele>2005</ele>
      </trkpt>
      <trkpt lat="5.444770" lon="-73.989665">
        <ele>2005</ele>
      </trkpt>
      <trkpt lat="5.444833" lon="-73.989481">
        <ele>2010</ele>
      </trkpt>
      <trkpt lat="5.444856" lon="-73.989190">
        <ele>2020</ele>
      </trkpt>
      <trkpt lat="5.444877" lon="-73.988994">
        <ele>2026</ele>
      </trkpt>
      <trkpt lat="5.444767" lon="-73.988514">
        <ele>2033</ele>
      </trkpt>
      <trkpt lat="5.444772" lon="-73.987923">
        <ele>2035</ele>
      </trkpt>
      <trkpt lat="5.444854" lon="-73.987852">
        <ele>2041</ele>
      </trkpt>
      <trkpt lat="5.445298" lon="-73.988078">
        <ele>2048</ele>
      </trkpt>
      <trkpt lat="5.445576" lon="-73.988001">
        <ele>2056</ele>
      </trkpt>
      <trkpt lat="5.445862" lon="-73.987747">
        <ele>2069</ele>
      </trkpt>
      <trkpt lat="5.445763" lon="-73.987540">
        <ele>2071</ele>
      </trkpt>
      <trkpt lat="5.445750" lon="-73.987384">
        <ele>2075</ele>
      </trkpt>
      <trkpt lat="5.445799" lon="-73.987326">
        <ele>2079</ele>
      </trkpt>
      <trkpt lat="5.446117" lon="-73.987355">
        <ele>2084</ele>
      </trkpt>
      <trkpt lat="5.446192" lon="-73.987256">
        <ele>2088</ele>
      </trkpt>
      <trkpt lat="5.446213" lon="-73.987155">
        <ele>2091</ele>
      </trkpt>
      <trkpt lat="5.445998" lon="-73.986981">
        <ele>2095</ele>
      </trkpt>
      <trkpt lat="5.445980" lon="-73.986673">
        <ele>2093</ele>
      </trkpt>
      <trkpt lat="5.446044" lon="-73.986577">
        <ele>2095</ele>
      </trkpt>
      <trkpt lat="5.446191" lon="-73.986531">
        <ele>2097</ele>
      </trkpt>
      <trkpt lat="5.446440" lon="-73.986575">
        <ele>2099</ele>
      </trkpt>
      <trkpt lat="5.446570" lon="-73.986539">
        <ele>2101</ele>
      </trkpt>
      <trkpt lat="5.446734" lon="-73.986405">
        <ele>2104</ele>
      </trkpt>
      <trkpt lat="5.446995" lon="-73.985895"/>
      <trkpt lat="5.446974" lon="-73.985640"/>
      <trkpt lat="5.447030" lon="-73.985496"/>
      <trkpt lat="5.447215" lon="-73.985311">
        <ele>2126</ele>
      </trkpt>
      <trkpt lat="5.447310" lon="-73.985137">
        <ele>2124</ele>
      </trkpt>
      <trkpt lat="5.447302" lon="-73.984825"/>
      <trkpt lat="5.447225" lon="-73.984492"/>
      <trkpt lat="5.447190" lon="-73.984353"/>
      <trkpt lat="5.447123" lon="-73.984176"/>
      <trkpt lat="5.447025" lon="-73.984120"/>
      <trkpt lat="5.446891" lon="-73.984112"/>
      <trkpt lat="5.446707" lon="-73.984128"/>
      <trkpt lat="5.446485" lon="-73.984168"/>
      <trkpt lat="5.446317" lon="-73.984128"/>
      <trkpt lat="5.446202" lon="-73.984103"/>
      <trkpt lat="5.446120" lon="-73.984133"/>
      <trkpt lat="5.446010" lon="-73.984136"/>
      <trkpt lat="5.445949" lon="-73.984098"/>
      <trkpt lat="5.445922" lon="-73.984015"/>
      <trkpt lat="5.445922" lon="-73.983932"/>
      <trkpt lat="5.446034" lon="-73.983736"/>
      <trkpt lat="5.446173" lon="-73.983452"/>
      <trkpt lat="5.446448" lon="-73.983189"/>
      <trkpt lat="5.446595" lon="-73.983063"/>
      <trkpt lat="5.446715" lon="-73.983039"/>
      <trkpt lat="5.446963" lon="-73.983020"/>
      <trkpt lat="5.447089" lon="-73.982974"/>
      <trkpt lat="5.447225" lon="-73.982835"/>
      <trkpt lat="5.447265" lon="-73.982687"/>
      <trkpt lat="5.447265" lon="-73.982540"/>
      <trkpt lat="5.447233" lon="-73.982341"/>
      <trkpt lat="5.447212" lon="-73.982242"/>
      <trkpt lat="5.447189" lon="-73.982220"/>
      <trkpt lat="5.447134" lon="-73.982170"/>
      <trkpt lat="5.447003" lon="-73.982062"/>
      <trkpt lat="5.446923" lon="-73.981963"/>
      <trkpt lat="5.446905" lon="-73.981832"/>
      <trkpt lat="5.446913" lon="-73.981649"/>
      <trkpt lat="5.446888" lon="-73.981545"/>
      <trkpt lat="5.446822" lon="-73.981453"/>
      <trkpt lat="5.446704" lon="-73.981432"/>
      <trkpt lat="5.446568" lon="-73.981365"/>
      <trkpt lat="5.446496" lon="-73.981271"/>
      <trkpt lat="5.446520" lon="-73.981083"/>
      <trkpt lat="5.446581" lon="-73.980858"/>
      <trkpt lat="5.446675" lon="-73.980780"/>
      <trkpt lat="5.446835" lon="-73.980721"/>
      <trkpt lat="5.446974" lon="-73.980638"/>
      <trkpt lat="5.447046" lon="-73.980536"/>
      <trkpt lat="5.447073" lon="-73.980426"/>
      <trkpt lat="5.447041" lon="-73.980244"/>
      <trkpt lat="5.447030" lon="-73.980053"/>
      <trkpt lat="5.447003" lon="-73.979852"/>
      <trkpt lat="5.447022" lon="-73.979705"/>
      <trkpt lat="5.447110" lon="-73.979493"/>
      <trkpt lat="5.447158" lon="-73.979318"/>
      <trkpt lat="5.447155" lon="-73.979187"/>
      <trkpt lat="5.447105" lon="-73.979131"/>
      <trkpt lat="5.447003" lon="-73.979117"/>
      <trkpt lat="5.446888" lon="-73.979056"/>
      <trkpt lat="5.446784" lon="-73.978951"/>
      <trkpt lat="5.446718" lon="-73.978873"/>
      <trkpt lat="5.446605" lon="-73.978809"/>
      <trkpt lat="5.446472" lon="-73.978790"/>
      <trkpt lat="5.446216" lon="-73.978718"/>
      <trkpt lat="5.446050" lon="-73.978626"/>
      <trkpt lat="5.445828" lon="-73.978431"/>
      <trkpt lat="5.445764" lon="-73.978267"/>
      <trkpt lat="5.445706" lon="-73.978020"/>
      <trkpt lat="5.445714" lon="-73.977613"/>
      <trkpt lat="5.445724" lon="-73.977258"/>
      <trkpt lat="5.445676" lon="-73.976971"/>
      <trkpt lat="5.445540" lon="-73.976811"/>
      <trkpt lat="5.445377" lon="-73.976660"/>
      <trkpt lat="5.445065" lon="-73.976440"/>
      <trkpt lat="5.444774" lon="-73.976271"/>
      <trkpt lat="5.444541" lon="-73.976084"/>
      <trkpt lat="5.444320" lon="-73.975842"/>
      <trkpt lat="5.444232" lon="-73.975523"/>
      <trkpt lat="5.444229" lon="-73.975239"/>
      <trkpt lat="5.444237" lon="-73.974941"/>
      <trkpt lat="5.444331" lon="-73.974721"/>
      <trkpt lat="5.444405" lon="-73.974568"/>
      <trkpt lat="5.444456" lon="-73.974458"/>
      <trkpt lat="5.444445" lon="-73.974407"/>
      <trkpt lat="5.444403" lon="-73.974375"/>
      <trkpt lat="5.444293" lon="-73.974375"/>
      <trkpt lat="5.444045" lon="-73.974343"/>
      <trkpt lat="5.443869" lon="-73.974182"/>
      <trkpt lat="5.443762" lon="-73.974053"/>
      <trkpt lat="5.443602" lon="-73.974032"/>
      <trkpt lat="5.443393" lon="-73.974080"/>
      <trkpt lat="5.443217" lon="-73.974080"/>
      <trkpt lat="5.443046" lon="-73.974016"/>
      <trkpt lat="5.442859" lon="-73.973903"/>
      <trkpt lat="5.442640" lon="-73.973812"/>
      <trkpt lat="5.442491" lon="-73.973699"/>
      <trkpt lat="5.442400" lon="-73.973533"/>
      <trkpt lat="5.442293" lon="-73.973361"/>
      <trkpt lat="5.442074" lon="-73.973297"/>
      <trkpt lat="5.441855" lon="-73.973308"/>
      <trkpt lat="5.441700" lon="-73.973329"/>
      <trkpt lat="5.441465" lon="-73.973431"/>
      <trkpt lat="5.441263" lon="-73.973597"/>
      <trkpt lat="5.441145" lon="-73.973801"/>
      <trkpt lat="5.440964" lon="-73.974241"/>
      <trkpt lat="5.440883" lon="-73.974686"/>
      <trkpt lat="5.440713" lon="-73.975314"/>
      <trkpt lat="5.440552" lon="-73.975920"/>
      <trkpt lat="5.440365" lon="-73.976237"/>
      <trkpt lat="5.440280" lon="-73.976553"/>
      <trkpt lat="5.440195" lon="-73.976719"/>
      <trkpt lat="5.440066" lon="-73.976843"/>
      <trkpt lat="5.439960" lon="-73.976918"/>
      <trkpt lat="5.439858" lon="-73.976934"/>
      <trkpt lat="5.439773" lon="-73.976730"/>
      <trkpt lat="5.439586" lon="-73.976371"/>
      <trkpt lat="5.439436" lon="-73.976194"/>
      <trkpt lat="5.439335" lon="-73.976027"/>
      <trkpt lat="5.439329" lon="-73.975775"/>
      <trkpt lat="5.439239" lon="-73.975593"/>
      <trkpt lat="5.439057" lon="-73.975357"/>
      <trkpt lat="5.438870" lon="-73.975174"/>
      <trkpt lat="5.438870" lon="-73.975008"/>
      <trkpt lat="5.438859" lon="-73.974665"/>
      <trkpt lat="5.438790" lon="-73.974456"/>
      <trkpt lat="5.438662" lon="-73.974177"/>
      <trkpt lat="5.438608" lon="-73.973967"/>
      <trkpt lat="5.438539" lon="-73.973544"/>
      <trkpt lat="5.438534" lon="-73.973216"/>
      <trkpt lat="5.438699" lon="-73.972530"/>
      <trkpt lat="5.438774" lon="-73.971999"/>
      <trkpt lat="5.438715" lon="-73.971623"/>
      <trkpt lat="5.438641" lon="-73.971403"/>
      <trkpt lat="5.438582" lon="-73.971307"/>
      <trkpt lat="5.438512" lon="-73.971285"/>
      <trkpt lat="5.438411" lon="-73.971360"/>
      <trkpt lat="5.438181" lon="-73.971602"/>
      <trkpt lat="5.437866" lon="-73.971913"/>
      <trkpt lat="5.437637" lon="-73.972133"/>
      <trkpt lat="5.437572" lon="-73.972245"/>
      <trkpt lat="5.437487" lon="-73.972476"/>
      <trkpt lat="5.437402" lon="-73.972589"/>
      <trkpt lat="5.437209" lon="-73.972691"/>
      <trkpt lat="5.437124" lon="-73.972862"/>
      <trkpt lat="5.436932" lon="-73.973270"/>
      <trkpt lat="5.436718" lon="-73.973624"/>
      <trkpt lat="5.436590" lon="-73.973903"/>
      <trkpt lat="5.436462" lon="-73.974220"/>
      <trkpt lat="5.436334" lon="-73.974397"/>
      <trkpt lat="5.436269" lon="-73.974525"/>
      <trkpt lat="5.436200" lon="-73.974579"/>
      <trkpt lat="5.436115" lon="-73.974547"/>
      <trkpt lat="5.436040" lon="-73.974391"/>
      <trkpt lat="5.436018" lon="-73.974085"/>
      <trkpt lat="5.436077" lon="-73.973678"/>
      <trkpt lat="5.436104" lon="-73.973458"/>
      <trkpt lat="5.436056" lon="-73.973243"/>
      <trkpt lat="5.435954" lon="-73.973039"/>
      <trkpt lat="5.435912" lon="-73.972750"/>
      <trkpt lat="5.435992" lon="-73.972428"/>
      <trkpt lat="5.436008" lon="-73.972170"/>
      <trkpt lat="5.436002" lon="-73.971752"/>
      <trkpt lat="5.436066" lon="-73.971317"/>
      <trkpt lat="5.436136" lon="-73.970695"/>
      <trkpt lat="5.436184" lon="-73.970384"/>
      <trkpt lat="5.436136" lon="-73.970148"/>
      <trkpt lat="5.436024" lon="-73.969971"/>
      <trkpt lat="5.435933" lon="-73.969767"/>
      <trkpt lat="5.435896" lon="-73.969504"/>
      <trkpt lat="5.435837" lon="-73.969418"/>
      <trkpt lat="5.435767" lon="-73.969392"/>
      <trkpt lat="5.435687" lon="-73.969413"/>
      <trkpt lat="5.435613" lon="-73.969579"/>
      <trkpt lat="5.435532" lon="-73.969885"/>
      <trkpt lat="5.435426" lon="-73.970100"/>
      <trkpt lat="5.435271" lon="-73.970159"/>
      <trkpt lat="5.435036" lon="-73.970191"/>
      <trkpt lat="5.434710" lon="-73.970132"/>
      <trkpt lat="5.434491" lon="-73.970084"/>
      <trkpt lat="5.434347" lon="-73.970180"/>
      <trkpt lat="5.434176" lon="-73.970443"/>
      <trkpt lat="5.434026" lon="-73.970523"/>
      <trkpt lat="5.433909" lon="-73.970572"/>
      <trkpt lat="5.433866" lon="-73.970658"/>
      <trkpt lat="5.433840" lon="-73.970818"/>
      <trkpt lat="5.433818" lon="-73.970947"/>
      <trkpt lat="5.433749" lon="-73.970985"/>
      <trkpt lat="5.433605" lon="-73.971022"/>
      <trkpt lat="5.433444" lon="-73.971103"/>
      <trkpt lat="5.433359" lon="-73.971151"/>
      <trkpt lat="5.433241" lon="-73.971173"/>
      <trkpt lat="5.433071" lon="-73.971124"/>
      <trkpt lat="5.432884" lon="-73.971044"/>
      <trkpt lat="5.432838" lon="-73.971027"/>
      <trkpt lat="5.432800" lon="-73.970993"/>
      <trkpt lat="5.432785" lon="-73.970959"/>
      <trkpt lat="5.432790" lon="-73.970923"/>
      <trkpt lat="5.432848" lon="-73.970877"/>
      <trkpt lat="5.432933" lon="-73.970867"/>
      <trkpt lat="5.433006" lon="-73.970862"/>
      <trkpt lat="5.433058" lon="-73.970829"/>
      <trkpt lat="5.433116" lon="-73.970763"/>
      <trkpt lat="5.433178" lon="-73.970704"/>
      <trkpt lat="5.433244" lon="-73.970602"/>
      <trkpt lat="5.433273" lon="-73.970513"/>
      <trkpt lat="5.433291" lon="-73.970434"/>
      <trkpt lat="5.433281" lon="-73.970382"/>
      <trkpt lat="5.433240" lon="-73.970316"/>
      <trkpt lat="5.433185" lon="-73.970215"/>
      <trkpt lat="5.433150" lon="-73.970142"/>
      <trkpt lat="5.433123" lon="-73.970042"/>
      <trkpt lat="5.433090" lon="-73.969924"/>
      <trkpt lat="5.433090" lon="-73.969845"/>
      <trkpt lat="5.433100" lon="-73.969775"/>
      <trkpt lat="5.433140" lon="-73.969649"/>
      <trkpt lat="5.433204" lon="-73.969606"/>
      <trkpt lat="5.433319" lon="-73.969585"/>
      <trkpt lat="5.433450" lon="-73.969606"/>
      <trkpt lat="5.433516" lon="-73.969646"/>
      <trkpt lat="5.433567" lon="-73.969654"/>
      <trkpt lat="5.433631" lon="-73.969622"/>
      <trkpt lat="5.433760" lon="-73.969473"/>
      <trkpt lat="5.433853" lon="-73.969367"/>
      <trkpt lat="5.433915" lon="-73.969267"/>
      <trkpt lat="5.433944" lon="-73.969181"/>
      <trkpt lat="5.433966" lon="-73.969034"/>
      <trkpt lat="5.433992" lon="-73.968916"/>
      <trkpt lat="5.434010" lon="-73.968773"/>
      <trkpt lat="5.433996" lon="-73.968629"/>
      <trkpt lat="5.433960" lon="-73.968517"/>
      <trkpt lat="5.433950" lon="-73.968396"/>
      <trkpt lat="5.433950" lon="-73.968253"/>
      <trkpt lat="5.433861" lon="-73.968033"/>
      <trkpt lat="5.433733" lon="-73.967767"/>
      <trkpt lat="5.433617" lon="-73.967644"/>
      <trkpt lat="5.433506" lon="-73.967432"/>
      <trkpt lat="5.433456" lon="-73.967065"/>
      <trkpt lat="5.433447" lon="-73.966915"/>
      <trkpt lat="5.433386" lon="-73.966779"/>
      <trkpt lat="5.433264" lon="-73.966638"/>
      <trkpt lat="5.433041" lon="-73.966398"/>
      <trkpt lat="5.432861" lon="-73.966188"/>
      <trkpt lat="5.432729" lon="-73.966035"/>
      <trkpt lat="5.432650" lon="-73.965958"/>
      <trkpt lat="5.432602" lon="-73.965897"/>
      <trkpt lat="5.432571" lon="-73.965855"/>
      <trkpt lat="5.432558" lon="-73.965781"/>
      <trkpt lat="5.432615" lon="-73.965699"/>
      <trkpt lat="5.432718" lon="-73.965630"/>
      <trkpt lat="5.432833" lon="-73.965533"/>
      <trkpt lat="5.432922" lon="-73.965374"/>
      <trkpt lat="5.433023" lon="-73.965231"/>
      <trkpt lat="5.433192" lon="-73.965081"/>
      <trkpt lat="5.433344" lon="-73.964924"/>
      <trkpt lat="5.433423" lon="-73.964852"/>
      <trkpt lat="5.433549" lon="-73.964742"/>
      <trkpt lat="5.433670" lon="-73.964602"/>
      <trkpt lat="5.433813" lon="-73.964491"/>
      <trkpt lat="5.433960" lon="-73.964387"/>
      <trkpt lat="5.434079" lon="-73.964293"/>
      <trkpt lat="5.434243" lon="-73.964118"/>
      <trkpt lat="5.434346" lon="-73.964026"/>
      <trkpt lat="5.434464" lon="-73.963944"/>
      <trkpt lat="5.434546" lon="-73.963913"/>
      <trkpt lat="5.434723" lon="-73.963866"/>
      <trkpt lat="5.434860" lon="-73.963839"/>
      <trkpt lat="5.434985" lon="-73.963858"/>
      <trkpt lat="5.435057" lon="-73.963888"/>
      <trkpt lat="5.435136" lon="-73.963910"/>
      <trkpt lat="5.435188" lon="-73.963912"/>
      <trkpt lat="5.435235" lon="-73.963886"/>
      <trkpt lat="5.435264" lon="-73.963843"/>
      <trkpt lat="5.435268" lon="-73.963795"/>
      <trkpt lat="5.435244" lon="-73.963717"/>
      <trkpt lat="5.435157" lon="-73.963621"/>
      <trkpt lat="5.435115" lon="-73.963522"/>
      <trkpt lat="5.435112" lon="-73.963485"/>
      <trkpt lat="5.435120" lon="-73.963441"/>
      <trkpt lat="5.435149" lon="-73.963358"/>
      <trkpt lat="5.435176" lon="-73.963292"/>
      <trkpt lat="5.435203" lon="-73.963222"/>
      <trkpt lat="5.435232" lon="-73.963165"/>
      <trkpt lat="5.435220" lon="-73.963080"/>
      <trkpt lat="5.435181" lon="-73.963029"/>
      <trkpt lat="5.435109" lon="-73.963011"/>
      <trkpt lat="5.434865" lon="-73.963075"/>
      <trkpt lat="5.434758" lon="-73.963062"/>
      <trkpt lat="5.434630" lon="-73.963016"/>
      <trkpt lat="5.434438" lon="-73.962879"/>
      <trkpt lat="5.434304" lon="-73.962754"/>
      <trkpt lat="5.434283" lon="-73.962695"/>
      <trkpt lat="5.434319" lon="-73.962636"/>
      <trkpt lat="5.434435" lon="-73.962529"/>
      <trkpt lat="5.434459" lon="-73.962492"/>
      <trkpt lat="5.434464" lon="-73.962437"/>
      <trkpt lat="5.434450" lon="-73.962396"/>
      <trkpt lat="5.434419" lon="-73.962357"/>
      <trkpt lat="5.434203" lon="-73.962160"/>
      <trkpt lat="5.434171" lon="-73.962101"/>
      <trkpt lat="5.434157" lon="-73.962064"/>
      <trkpt lat="5.434195" lon="-73.961997"/>
      <trkpt lat="5.434307" lon="-73.961875"/>
      <trkpt lat="5.434528" lon="-73.961702"/>
      <trkpt lat="5.434721" lon="-73.961653"/>
      <trkpt lat="5.434782" lon="-73.961616"/>
      <trkpt lat="5.434822" lon="-73.961535"/>
      <trkpt lat="5.434801" lon="-73.961444"/>
      <trkpt lat="5.434742" lon="-73.961348"/>
      <trkpt lat="5.434643" lon="-73.961264"/>
      <trkpt lat="5.434606" lon="-73.961160"/>
      <trkpt lat="5.434619" lon="-73.961063"/>
      <trkpt lat="5.434737" lon="-73.960921"/>
      <trkpt lat="5.435404" lon="-73.960755"/>
      <trkpt lat="5.435527" lon="-73.960792"/>
      <trkpt lat="5.435693" lon="-73.960926"/>
      <trkpt lat="5.435821" lon="-73.961082"/>
      <trkpt lat="5.435968" lon="-73.961136"/>
      <trkpt lat="5.436136" lon="-73.961077"/>
      <trkpt lat="5.436320" lon="-73.960884"/>
      <trkpt lat="5.436472" lon="-73.960672"/>
      <trkpt lat="5.436683" lon="-73.960259"/>
      <trkpt lat="5.436729" lon="-73.959910"/>
      <trkpt lat="5.436833" lon="-73.959752"/>
      <trkpt lat="5.436942" lon="-73.959663"/>
      <trkpt lat="5.437105" lon="-73.959655"/>
      <trkpt lat="5.437431" lon="-73.959835"/>
      <trkpt lat="5.437604" lon="-73.959937"/>
      <trkpt lat="5.437799" lon="-73.959958"/>
      <trkpt lat="5.437962" lon="-73.959891"/>
      <trkpt lat="5.438106" lon="-73.959749"/>
      <trkpt lat="5.438139" lon="-73.959564"/>
      <trkpt lat="5.438122" lon="-73.959438"/>
      <trkpt lat="5.438042" lon="-73.959317"/>
      <trkpt lat="5.437890" lon="-73.959239"/>
      <trkpt lat="5.437738" lon="-73.959218"/>
      <trkpt lat="5.436841" lon="-73.959194"/>
      <trkpt lat="5.436366" lon="-73.959274"/>
      <trkpt lat="5.436066" lon="-73.959290"/>
      <trkpt lat="5.435516" lon="-73.959838"/>
      <trkpt lat="5.435346" lon="-73.959950"/>
      <trkpt lat="5.435164" lon="-73.959950"/>
      <trkpt lat="5.434822" lon="-73.959719"/>
      <trkpt lat="5.434475" lon="-73.959382"/>
      <trkpt lat="5.434245" lon="-73.959274"/>
      <trkpt lat="5.433904" lon="-73.959221"/>
      <trkpt lat="5.433711" lon="-73.959215"/>
      <trkpt lat="5.433525" lon="-73.959301"/>
      <trkpt lat="5.433386" lon="-73.959435"/>
      <trkpt lat="5.433265" lon="-73.959467"/>
      <trkpt lat="5.433193" lon="-73.959432"/>
      <trkpt lat="5.433143" lon="-73.959309"/>
      <trkpt lat="5.433151" lon="-73.959199"/>
      <trkpt lat="5.433215" lon="-73.959132"/>
      <trkpt lat="5.433730" lon="-73.958960"/>
      <trkpt lat="5.434259" lon="-73.958773"/>
      <trkpt lat="5.434512" lon="-73.958614"/>
      <trkpt lat="5.434667" lon="-73.958448"/>
      <trkpt lat="5.434750" lon="-73.958247"/>
      <trkpt lat="5.434718" lon="-73.957989"/>
      <trkpt lat="5.434577" lon="-73.957748"/>
      <trkpt lat="5.434374" lon="-73.957536"/>
      <trkpt lat="5.434197" lon="-73.957491"/>
      <trkpt lat="5.434069" lon="-73.957536"/>
      <trkpt lat="5.433591" lon="-73.957820"/>
      <trkpt lat="5.433159" lon="-73.958097"/>
      <trkpt lat="5.432942" lon="-73.958309"/>
      <trkpt lat="5.432892" lon="-73.958561"/>
      <trkpt lat="5.432836" lon="-73.958727"/>
      <trkpt lat="5.432715" lon="-73.958794"/>
      <trkpt lat="5.432609" lon="-73.958789"/>
      <trkpt lat="5.432515" lon="-73.958684"/>
      <trkpt lat="5.432499" lon="-73.958507"/>
      <trkpt lat="5.432601" lon="-73.958317"/>
      <trkpt lat="5.432878" lon="-73.957987"/>
      <trkpt lat="5.432996" lon="-73.957386"/>
      <trkpt lat="5.433105" lon="-73.957029"/>
      <trkpt lat="5.433191" lon="-73.956694"/>
      <trkpt lat="5.433212" lon="-73.956528"/>
      <trkpt lat="5.433143" lon="-73.956308"/>
      <trkpt lat="5.433033" lon="-73.956120"/>
      <trkpt lat="5.432989" lon="-73.955968"/>
      <trkpt lat="5.433012" lon="-73.955836"/>
      <trkpt lat="5.433077" lon="-73.955727"/>
      <trkpt lat="5.433117" lon="-73.955643"/>
      <trkpt lat="5.433133" lon="-73.955570"/>
      <trkpt lat="5.433109" lon="-73.955515"/>
      <trkpt lat="5.433056" lon="-73.955483"/>
      <trkpt lat="5.432984" lon="-73.955487"/>
      <trkpt lat="5.432936" lon="-73.955518"/>
      <trkpt lat="5.432886" lon="-73.955601"/>
      <trkpt lat="5.432877" lon="-73.955924"/>
      <trkpt lat="5.432910" lon="-73.956302"/>
      <trkpt lat="5.432944" lon="-73.956466"/>
      <trkpt lat="5.432892" lon="-73.956618"/>
      <trkpt lat="5.432764" lon="-73.956709"/>
      <trkpt lat="5.432663" lon="-73.956750"/>
      <trkpt lat="5.432550" lon="-73.956740"/>
      <trkpt lat="5.432472" lon="-73.956694"/>
      <trkpt lat="5.432408" lon="-73.956627"/>
      <trkpt lat="5.432331" lon="-73.956525"/>
      <trkpt lat="5.432323" lon="-73.956507"/>
      <trkpt lat="5.432254" lon="-73.956344"/>
      <trkpt lat="5.432222" lon="-73.956151"/>
      <trkpt lat="5.432229" lon="-73.955805"/>
      <trkpt lat="5.432328" lon="-73.955470"/>
      <trkpt lat="5.432378" lon="-73.955345"/>
      <trkpt lat="5.432376" lon="-73.955229"/>
      <trkpt lat="5.432335" lon="-73.955122"/>
      <trkpt lat="5.432330" lon="-73.955066"/>
      <trkpt lat="5.432344" lon="-73.955030"/>
      <trkpt lat="5.432395" lon="-73.954933"/>
      <trkpt lat="5.432543" lon="-73.954729"/>
      <trkpt lat="5.432642" lon="-73.954551"/>
      <trkpt lat="5.432689" lon="-73.954397"/>
      <trkpt lat="5.432928" lon="-73.954257"/>
      <trkpt lat="5.433101" lon="-73.954205"/>
      <trkpt lat="5.433212" lon="-73.954127"/>
      <trkpt lat="5.433420" lon="-73.953870"/>
      <trkpt lat="5.433567" lon="-73.953643"/>
      <trkpt lat="5.433929" lon="-73.953375"/>
      <trkpt lat="5.433996" lon="-73.953259"/>
      <trkpt lat="5.434004" lon="-73.953151"/>
      <trkpt lat="5.433964" lon="-73.953049"/>
      <trkpt lat="5.433882" lon="-73.952984"/>
      <trkpt lat="5.433806" lon="-73.952959"/>
      <trkpt lat="5.433729" lon="-73.952970"/>
      <trkpt lat="5.433661" lon="-73.953039"/>
      <trkpt lat="5.433430" lon="-73.953412"/>
      <trkpt lat="5.433310" lon="-73.953601"/>
      <trkpt lat="5.433154" lon="-73.953745"/>
      <trkpt lat="5.433020" lon="-73.953855"/>
      <trkpt lat="5.432846" lon="-73.953881"/>
      <trkpt lat="5.432609" lon="-73.953807"/>
      <trkpt lat="5.432342" lon="-73.953767"/>
      <trkpt lat="5.431993" lon="-73.953919"/>
      <trkpt lat="5.431659" lon="-73.954098"/>
      <trkpt lat="5.431510" lon="-73.954316"/>
      <trkpt lat="5.431394" lon="-73.954536"/>
      <trkpt lat="5.431280" lon="-73.954651"/>
      <trkpt lat="5.431204" lon="-73.954686"/>
      <trkpt lat="5.431133" lon="-73.954700"/>
      <trkpt lat="5.431061" lon="-73.954666"/>
      <trkpt lat="5.431009" lon="-73.954610"/>
      <trkpt lat="5.430956" lon="-73.954524"/>
      <trkpt lat="5.430924" lon="-73.954417"/>
      <trkpt lat="5.430925" lon="-73.954329"/>
      <trkpt lat="5.430981" lon="-73.954076"/>
      <trkpt lat="5.431078" lon="-73.953827"/>
      <trkpt lat="5.431065" lon="-73.953731"/>
      <trkpt lat="5.431034" lon="-73.953640"/>
      <trkpt lat="5.430980" lon="-73.953591"/>
      <trkpt lat="5.430913" lon="-73.953563"/>
      <trkpt lat="5.430834" lon="-73.953556"/>
      <trkpt lat="5.430750" lon="-73.953594"/>
      <trkpt lat="5.430325" lon="-73.954078"/>
      <trkpt lat="5.430272" lon="-73.954162"/>
      <trkpt lat="5.430218" lon="-73.954455"/>
      <trkpt lat="5.430201" lon="-73.954556"/>
      <trkpt lat="5.430146" lon="-73.954612"/>
      <trkpt lat="5.430039" lon="-73.954664"/>
      <trkpt lat="5.429869" lon="-73.954692"/>
      <trkpt lat="5.429728" lon="-73.954709"/>
      <trkpt lat="5.429561" lon="-73.954679"/>
      <trkpt lat="5.429346" lon="-73.954567"/>
      <trkpt lat="5.429040" lon="-73.954175"/>
      <trkpt lat="5.428928" lon="-73.953935"/>
      <trkpt lat="5.428770" lon="-73.953012"/>
      <trkpt lat="5.428835" lon="-73.952832"/>
      <trkpt lat="5.429253" lon="-73.952536"/>
      <trkpt lat="5.429409" lon="-73.952484"/>
      <trkpt lat="5.429762" lon="-73.952590"/>
      <trkpt lat="5.430327" lon="-73.952435"/>
      <trkpt lat="5.430623" lon="-73.952067"/>
      <trkpt lat="5.431978" lon="-73.952062"/>
      <trkpt lat="5.432080" lon="-73.951938"/>
      <trkpt lat="5.432024" lon="-73.951761"/>
      <trkpt lat="5.431841" lon="-73.951714"/>
      <trkpt lat="5.431583" lon="-73.951828"/>
      <trkpt lat="5.430869" lon="-73.951543"/>
      <trkpt lat="5.430065" lon="-73.951478"/>
      <trkpt lat="5.429739" lon="-73.951716"/>
      <trkpt lat="5.429556" lon="-73.951730"/>
      <trkpt lat="5.429491" lon="-73.951639"/>
      <trkpt lat="5.429523" lon="-73.951441"/>
      <trkpt lat="5.430725" lon="-73.950824"/>
      <trkpt lat="5.430802" lon="-73.950719"/>
      <trkpt lat="5.430755" lon="-73.950621"/>
      <trkpt lat="5.430643" lon="-73.950616"/>
      <trkpt lat="5.430074" lon="-73.950906"/>
      <trkpt lat="5.429023" lon="-73.950696"/>
      <trkpt lat="5.428963" lon="-73.950593"/>
      <trkpt lat="5.429040" lon="-73.950523"/>
      <trkpt lat="5.429811" lon="-73.950497"/>
      <trkpt lat="5.430276" lon="-73.950140"/>
      <trkpt lat="5.430323" lon="-73.950030"/>
      <trkpt lat="5.430223" lon="-73.949914"/>
      <trkpt lat="5.429732" lon="-73.950147"/>
      <trkpt lat="5.429546" lon="-73.950068"/>
      <trkpt lat="5.429186" lon="-73.949729"/>
      <trkpt lat="5.429093" lon="-73.949615"/>
      <trkpt lat="5.428981" lon="-73.949171"/>
      <trkpt lat="5.428616" lon="-73.948849"/>
      <trkpt lat="5.428256" lon="-73.947829"/>
      <trkpt lat="5.427984" lon="-73.947621"/>
      <trkpt lat="5.427756" lon="-73.947583"/>
      <trkpt lat="5.427526" lon="-73.947623"/>
      <trkpt lat="5.427591" lon="-73.947934"/>
      <trkpt lat="5.427577" lon="-73.948132"/>
      <trkpt lat="5.427410" lon="-73.948195"/>
      <trkpt lat="5.427250" lon="-73.948046"/>
      <trkpt lat="5.427275" lon="-73.947481"/>
      <trkpt lat="5.427473" lon="-73.947224"/>
      <trkpt lat="5.427517" lon="-73.946654"/>
      <trkpt lat="5.427496" lon="-73.946423"/>
      <trkpt lat="5.427396" lon="-73.946306"/>
      <trkpt lat="5.427312" lon="-73.946294"/>
      <trkpt lat="5.426818" lon="-73.946500"/>
      <trkpt lat="5.426559" lon="-73.946568"/>
      <trkpt lat="5.425099" lon="-73.946435"/>
      <trkpt lat="5.424886" lon="-73.946378"/>
      <trkpt lat="5.424372" lon="-73.946073"/>
      <trkpt lat="5.424149" lon="-73.946005"/>
      <trkpt lat="5.424021" lon="-73.946108"/>
      <trkpt lat="5.424014" lon="-73.946231"/>
      <trkpt lat="5.424284" lon="-73.946656"/>
      <trkpt lat="5.424302" lon="-73.946799"/>
      <trkpt lat="5.424221" lon="-73.946913"/>
      <trkpt lat="5.424058" lon="-73.946986"/>
      <trkpt lat="5.423823" lon="-73.946979"/>
      <trkpt lat="5.423628" lon="-73.946883"/>
      <trkpt lat="5.423304" lon="-73.946489"/>
      <trkpt lat="5.423112" lon="-73.946461"/>
      <trkpt lat="5.422788" lon="-73.946502"/>
      <trkpt lat="5.422673" lon="-73.946374"/>
      <trkpt lat="5.422630" lon="-73.946207"/>
      <trkpt lat="5.422422" lon="-73.945863"/>
      <trkpt lat="5.422495" lon="-73.945449"/>
      <trkpt lat="5.422646" lon="-73.944946"/>
      <trkpt lat="5.422625" lon="-73.944688"/>
      <trkpt lat="5.422475" lon="-73.944581"/>
      <trkpt lat="5.422288" lon="-73.944576"/>
      <trkpt lat="5.422128" lon="-73.944769"/>
      <trkpt lat="5.421829" lon="-73.945675"/>
      <trkpt lat="5.421637" lon="-73.945928"/>
      <trkpt lat="5.421567" lon="-73.946341"/>
      <trkpt lat="5.421530" lon="-73.946748"/>
      <trkpt lat="5.421653" lon="-73.947274"/>
      <trkpt lat="5.421792" lon="-73.947553"/>
      <trkpt lat="5.423271" lon="-73.948245"/>
      <trkpt lat="5.424414" lon="-73.948352"/>
      <trkpt lat="5.424510" lon="-73.948545"/>
      <trkpt lat="5.424446" lon="-73.948669"/>
      <trkpt lat="5.423517" lon="-73.949216"/>
      <trkpt lat="5.423047" lon="-73.949404"/>
      <trkpt lat="5.422417" lon="-73.949806"/>
      <trkpt lat="5.421824" lon="-73.949656"/>
      <trkpt lat="5.421284" lon="-73.949436"/>
      <trkpt lat="5.421284" lon="-73.949119"/>
      <trkpt lat="5.421194" lon="-73.948867"/>
      <trkpt lat="5.420580" lon="-73.948448"/>
      <trkpt lat="5.420351" lon="-73.948464"/>
      <trkpt lat="5.420016" lon="-73.948618"/>
      <trkpt lat="5.419807" lon="-73.948630"/>
      <trkpt lat="5.419433" lon="-73.948388"/>
      <trkpt lat="5.419275" lon="-73.948222"/>
      <trkpt lat="5.419063" lon="-73.947836"/>
      <trkpt lat="5.418818" lon="-73.947869"/>
      <trkpt lat="5.418686" lon="-73.948034"/>
      <trkpt lat="5.418654" lon="-73.948206"/>
      <trkpt lat="5.418991" lon="-73.949044"/>
      <trkpt lat="5.418996" lon="-73.949361"/>
      <trkpt lat="5.418868" lon="-73.949506"/>
      <trkpt lat="5.418450" lon="-73.949517"/>
      <trkpt lat="5.418346" lon="-73.949407"/>
      <trkpt lat="5.417640" lon="-73.948986"/>
      <trkpt lat="5.417467" lon="-73.948975"/>
      <trkpt lat="5.417261" lon="-73.949099"/>
      <trkpt lat="5.417050" lon="-73.949367"/>
      <trkpt lat="5.416995" lon="-73.949561"/>
      <trkpt lat="5.416884" lon="-73.949690"/>
      <trkpt lat="5.416306" lon="-73.949588"/>
      <trkpt lat="5.415991" lon="-73.949614"/>
      <trkpt lat="5.415564" lon="-73.949811"/>
      <trkpt lat="5.415443" lon="-73.949582"/>
      <trkpt lat="5.415187" lon="-73.949407"/>
      <trkpt lat="5.415018" lon="-73.949230"/>
      <trkpt lat="5.414923" lon="-73.949029"/>
      <trkpt lat="5.414796" lon="-73.948560"/>
      <trkpt lat="5.414536" lon="-73.947889"/>
      <trkpt lat="5.414546" lon="-73.947542"/>
      <trkpt lat="5.414448" lon="-73.947128"/>
      <trkpt lat="5.413847" lon="-73.946259"/>
      <trkpt lat="5.413813" lon="-73.945870"/>
      <trkpt lat="5.413725" lon="-73.945797"/>
      <trkpt lat="5.413551" lon="-73.945808"/>
      <trkpt lat="5.413392" lon="-73.946167"/>
      <trkpt lat="5.413248" lon="-73.946222"/>
      <trkpt lat="5.413117" lon="-73.946174"/>
      <trkpt lat="5.413063" lon="-73.946034"/>
      <trkpt lat="5.413234" lon="-73.945325"/>
      <trkpt lat="5.413447" lon="-73.945160"/>
      <trkpt lat="5.413524" lon="-73.944764"/>
      <trkpt lat="5.413558" lon="-73.944309"/>
      <trkpt lat="5.413505" lon="-73.944183"/>
      <trkpt lat="5.413458" lon="-73.944131"/>
      <trkpt lat="5.413276" lon="-73.943932"/>
      <trkpt lat="5.413306" lon="-73.943612"/>
      <trkpt lat="5.413214" lon="-73.943306"/>
      <trkpt lat="5.413235" lon="-73.943182"/>
      <trkpt lat="5.413332" lon="-73.943031"/>
      <trkpt lat="5.413570" lon="-73.942975"/>
      <trkpt lat="5.413769" lon="-73.942984"/>
      <trkpt lat="5.414111" lon="-73.943116"/>
      <trkpt lat="5.414557" lon="-73.942612"/>
      <trkpt lat="5.414721" lon="-73.942453"/>
      <trkpt lat="5.414849" lon="-73.942398"/>
      <trkpt lat="5.414937" lon="-73.942010"/>
      <trkpt lat="5.415018" lon="-73.941890"/>
      <trkpt lat="5.414985" lon="-73.941635"/>
      <trkpt lat="5.414652" lon="-73.941154"/>
      <trkpt lat="5.414652" lon="-73.940938"/>
      <trkpt lat="5.414814" lon="-73.940779"/>
      <trkpt lat="5.415305" lon="-73.940672"/>
      <trkpt lat="5.415390" lon="-73.940545"/>
      <trkpt lat="5.415381" lon="-73.940276"/>
      <trkpt lat="5.415293" lon="-73.939834"/>
      <trkpt lat="5.415163" lon="-73.939559"/>
      <trkpt lat="5.414918" lon="-73.939188"/>
      <trkpt lat="5.414717" lon="-73.938459"/>
      <trkpt lat="5.414701" lon="-73.938087"/>
      <trkpt lat="5.414627" lon="-73.937995"/>
      <trkpt lat="5.414333" lon="-73.937863"/>
      <trkpt lat="5.414302" lon="-73.937738"/>
      <trkpt lat="5.414422" lon="-73.937585"/>
      <trkpt lat="5.415004" lon="-73.937407"/>
      <trkpt lat="5.415075" lon="-73.937252"/>
      <trkpt lat="5.415049" lon="-73.936850"/>
      <trkpt lat="5.414366" lon="-73.936568"/>
      <trkpt lat="5.413933" lon="-73.936111"/>
      <trkpt lat="5.412974" lon="-73.935874"/>
      <trkpt lat="5.412848" lon="-73.936015"/>
      <trkpt lat="5.412658" lon="-73.936770"/>
      <trkpt lat="5.412612" lon="-73.937176"/>
      <trkpt lat="5.412404" lon="-73.937250"/>
      <trkpt lat="5.412259" lon="-73.937127"/>
      <trkpt lat="5.412235" lon="-73.936215"/>
      <trkpt lat="5.412560" lon="-73.935867"/>
      <trkpt lat="5.412698" lon="-73.935198"/>
      <trkpt lat="5.413020" lon="-73.934693"/>
      <trkpt lat="5.413232" lon="-73.934613"/>
      <trkpt lat="5.413459" lon="-73.934585"/>
      <trkpt lat="5.413591" lon="-73.934511"/>
      <trkpt lat="5.413624" lon="-73.933917"/>
      <trkpt lat="5.414017" lon="-73.933353"/>
      <trkpt lat="5.414133" lon="-73.932752"/>
      <trkpt lat="5.414060" lon="-73.932598"/>
      <trkpt lat="5.413907" lon="-73.932570"/>
      <trkpt lat="5.413281" lon="-73.933103"/>
      <trkpt lat="5.413078" lon="-73.933119"/>
      <trkpt lat="5.412968" lon="-73.932934"/>
      <trkpt lat="5.413042" lon="-73.932783"/>
      <trkpt lat="5.413492" lon="-73.932419"/>
      <trkpt lat="5.413523" lon="-73.932296"/>
      <trkpt lat="5.413413" lon="-73.932164"/>
      <trkpt lat="5.413269" lon="-73.932154"/>
      <trkpt lat="5.412741" lon="-73.932552"/>
      <trkpt lat="5.412281" lon="-73.932755"/>
      <trkpt lat="5.412253" lon="-73.933125"/>
      <trkpt lat="5.412215" lon="-73.933208"/>
      <trkpt lat="5.412131" lon="-73.933273"/>
      <trkpt lat="5.411689" lon="-73.933273"/>
      <trkpt lat="5.411497" lon="-73.933135">
        <ele>4378</ele>
      </trkpt>
      <trkpt lat="5.411666" lon="-73.932934">
        <ele>4378</ele>
      </trkpt>
      <trkpt lat="5.411632" lon="-73.932757"/>
      <trkpt lat="5.411371" lon="-73.932667"/>
      <trkpt lat="5.411275" lon="-73.932573"/>
      <trkpt lat="5.411293" lon="-73.932341"/>
      <trkpt lat="5.411363" lon="-73.932163"/>
      <trkpt lat="5.411064" lon="-73.931763"/>
      <trkpt lat="5.412016" lon="-73.930829"/>
      <trkpt lat="5.412363" lon="-73.930834"/>
      <trkpt lat="5.412469" lon="-73.930683"/>
      <trkpt lat="5.412490" lon="-73.930432"/>
      <trkpt lat="5.412645" lon="-73.930267"/>
      <trkpt lat="5.412652" lon="-73.930145"/>
      <trkpt lat="5.412511" lon="-73.929876"/>
      <trkpt lat="5.412702" lon="-73.929565"/>
      <trkpt lat="5.413038" lon="-73.929317"/>
      <trkpt lat="5.413096" lon="-73.928783"/>
      <trkpt lat="5.413371" lon="-73.928599"/>
      <trkpt lat="5.413565" lon="-73.928669"/>
      <trkpt lat="5.413889" lon="-73.928988"/>
      <trkpt lat="5.414058" lon="-73.928974"/>
      <trkpt lat="5.414405" lon="-73.928320"/>
      <trkpt lat="5.414326" lon="-73.928117"/>
      <trkpt lat="5.414160" lon="-73.928096"/>
      <trkpt lat="5.413893" lon="-73.928248"/>
      <trkpt lat="5.413540" lon="-73.928238"/>
      <trkpt lat="5.413075" lon="-73.927869"/>
      <trkpt lat="5.412596" lon="-73.927898"/>
      <trkpt lat="5.412314" lon="-73.927788"/>
      <trkpt lat="5.412108" lon="-73.927456"/>
      <trkpt lat="5.411807" lon="-73.927427"/>
      <trkpt lat="5.411356" lon="-73.927569"/>
      <trkpt lat="5.411056" lon="-73.927912"/>
      <trkpt lat="5.410922" lon="-73.928149"/>
      <trkpt lat="5.410570" lon="-73.928429"/>
      <trkpt lat="5.410362" lon="-73.928528"/>
      <trkpt lat="5.410024" lon="-73.929083"/>
      <trkpt lat="5.409855" lon="-73.929122"/>
      <trkpt lat="5.409760" lon="-73.928970"/>
      <trkpt lat="5.409753" lon="-73.928765"/>
      <trkpt lat="5.409908" lon="-73.928436"/>
      <trkpt lat="5.410306" lon="-73.928170"/>
      <trkpt lat="5.410394" lon="-73.927707"/>
      <trkpt lat="5.410892" lon="-73.927549"/>
      <trkpt lat="5.410977" lon="-73.926991"/>
      <trkpt lat="5.411319" lon="-73.926648"/>
      <trkpt lat="5.411768" lon="-73.926423"/>
      <trkpt lat="5.412323" lon="-73.926626"/>
      <trkpt lat="5.412611" lon="-73.926251"/>
      <trkpt lat="5.412975" lon="-73.926004"/>
      <trkpt lat="5.413920" lon="-73.926165"/>
      <trkpt lat="5.414198" lon="-73.926063"/>
      <trkpt lat="5.414401" lon="-73.925822"/>
      <trkpt lat="5.414411" lon="-73.925457"/>
      <trkpt lat="5.413824" lon="-73.925355"/>
      <trkpt lat="5.413728" lon="-73.925704"/>
      <trkpt lat="5.413530" lon="-73.925800"/>
      <trkpt lat="5.413354" lon="-73.925709"/>
      <trkpt lat="5.413087" lon="-73.925189"/>
      <trkpt lat="5.412670" lon="-73.925167"/>
      <trkpt lat="5.412083" lon="-73.925291"/>
      <trkpt lat="5.411858" lon="-73.925468"/>
      <trkpt lat="5.411282" lon="-73.925382"/>
      <trkpt lat="5.411057" lon="-73.925875"/>
      <trkpt lat="5.410171" lon="-73.926278"/>
      <trkpt lat="5.409680" lon="-73.926374"/>
      <trkpt lat="5.409493" lon="-73.926551"/>
      <trkpt lat="5.409402" lon="-73.926932"/>
      <trkpt lat="5.409194" lon="-73.926948"/>
      <trkpt lat="5.409194" lon="-73.926626"/>
      <trkpt lat="5.409370" lon="-73.926235"/>
      <trkpt lat="5.409610" lon="-73.926036"/>
      <trkpt lat="5.410288" lon="-73.925875"/>
      <trkpt lat="5.410870" lon="-73.925543"/>
      <trkpt lat="5.410999" lon="-73.925393"/>
      <trkpt lat="5.411132" lon="-73.924867"/>
      <trkpt lat="5.411399" lon="-73.924502"/>
      <trkpt lat="5.411997" lon="-73.924121"/>
      <trkpt lat="5.412435" lon="-73.923531"/>
      <trkpt lat="5.413258" lon="-73.922946"/>
      <trkpt lat="5.414689" lon="-73.922383"/>
      <trkpt lat="5.415730" lon="-73.921637"/>
      <trkpt lat="5.416019" lon="-73.921160"/>
      <trkpt lat="5.416542" lon="-73.920929"/>
      <trkpt lat="5.416579" lon="-73.920752"/>
      <trkpt lat="5.416462" lon="-73.920715"/>
      <trkpt lat="5.415659" lon="-73.921133"/>
      <trkpt lat="5.415314" lon="-73.921305"/>
      <trkpt lat="5.414806" lon="-73.921359"/>
      <trkpt lat="5.414529" lon="-73.921412"/>
      <trkpt lat="5.413913" lon="-73.921617"/>
      <trkpt lat="5.413541" lon="-73.921837"/>
      <trkpt lat="5.413211" lon="-73.921951"/>
      <trkpt lat="5.412919" lon="-73.922213"/>
      <trkpt lat="5.412565" lon="-73.922396"/>
      <trkpt lat="5.412426" lon="-73.922329"/>
      <trkpt lat="5.412335" lon="-73.922150"/>
      <trkpt lat="5.412288" lon="-73.921726"/>
      <trkpt lat="5.412426" lon="-73.920807"/>
      <trkpt lat="5.412547" lon="-73.920591"/>
      <trkpt lat="5.412689" lon="-73.920536"/>
      <trkpt lat="5.412964" lon="-73.920568"/>
      <trkpt lat="5.413231" lon="-73.920495"/>
      <trkpt lat="5.413462" lon="-73.920344"/>
      <trkpt lat="5.413581" lon="-73.920109"/>
      <trkpt lat="5.413790" lon="-73.919920"/>
      <trkpt lat="5.413933" lon="-73.919700"/>
      <trkpt lat="5.414183" lon="-73.919659"/>
      <trkpt lat="5.414418" lon="-73.919469"/>
      <trkpt lat="5.414722" lon="-73.919364"/>
      <trkpt lat="5.415000" lon="-73.919025"/>
      <trkpt lat="5.414996" lon="-73.918860"/>
      <trkpt lat="5.415127" lon="-73.918509"/>
      <trkpt lat="5.415562" lon="-73.918202"/>
      <trkpt lat="5.415668" lon="-73.918017"/>
      <trkpt lat="5.415840" lon="-73.917856"/>
      <trkpt lat="5.416003" lon="-73.917773"/>
      <trkpt lat="5.416250" lon="-73.917927"/>
      <trkpt lat="5.416367" lon="-73.917905"/>
      <trkpt lat="5.416429" lon="-73.917797"/>
      <trkpt lat="5.416453" lon="-73.917692"/>
      <trkpt lat="5.416474" lon="-73.917327"/>
      <trkpt lat="5.416614" lon="-73.917109"/>
      <trkpt lat="5.416944" lon="-73.916859"/>
      <trkpt lat="5.417093" lon="-73.916812"/>
      <trkpt lat="5.417296" lon="-73.916787"/>
      <trkpt lat="5.417334" lon="-73.916746"/>
      <trkpt lat="5.417303" lon="-73.916670"/>
      <trkpt lat="5.417188" lon="-73.916624"/>
      <trkpt lat="5.416784" lon="-73.916808"/>
      <trkpt lat="5.416379" lon="-73.917156"/>
      <trkpt lat="5.416216" lon="-73.917485"/>
      <trkpt lat="5.415943" lon="-73.917393"/>
      <trkpt lat="5.415603" lon="-73.917550"/>
      <trkpt lat="5.415281" lon="-73.917740"/>
      <trkpt lat="5.415073" lon="-73.917740"/>
      <trkpt lat="5.414928" lon="-73.917776"/>
      <trkpt lat="5.414090" lon="-73.918448"/>
      <trkpt lat="5.413890" lon="-73.918439"/>
      <trkpt lat="5.413304" lon="-73.918735"/>
      <trkpt lat="5.412980" lon="-73.919021"/>
      <trkpt lat="5.412367" lon="-73.919294"/>
      <trkpt lat="5.411828" lon="-73.919637"/>
      <trkpt lat="5.411570" lon="-73.919889"/>
      <trkpt lat="5.411208" lon="-73.920009"/>
      <trkpt lat="5.410746" lon="-73.920014"/>
      <trkpt lat="5.409118" lon="-73.920246"/>
      <trkpt lat="5.408710" lon="-73.920019"/>
      <trkpt lat="5.407965" lon="-73.920030"/>
      <trkpt lat="5.407645" lon="-73.919924"/>
      <trkpt lat="5.407547" lon="-73.919694"/>
      <trkpt lat="5.407561" lon="-73.919416"/>
      <trkpt lat="5.407892" lon="-73.918933"/>
      <trkpt lat="5.408270" lon="-73.918716"/>
      <trkpt lat="5.408710" lon="-73.918656"/>
      <trkpt lat="5.409364" lon="-73.918357"/>
      <trkpt lat="5.409067" lon="-73.918103"/>
      <trkpt lat="5.408918" lon="-73.917885"/>
      <trkpt lat="5.408827" lon="-73.917817"/>
      <trkpt lat="5.408286" lon="-73.918060"/>
      <trkpt lat="5.407630" lon="-73.918432"/>
      <trkpt lat="5.406918" lon="-73.918714"/>
      <trkpt lat="5.406748" lon="-73.918632"/>
      <trkpt lat="5.406755" lon="-73.918432"/>
      <trkpt lat="5.407283" lon="-73.917955"/>
      <trkpt lat="5.407291" lon="-73.917831"/>
      <trkpt lat="5.407224" lon="-73.917737"/>
      <trkpt lat="5.407095" lon="-73.917700"/>
      <trkpt lat="5.406031" lon="-73.918233"/>
      <trkpt lat="5.405460" lon="-73.918228"/>
      <trkpt lat="5.405110" lon="-73.918608"/>
      <trkpt lat="5.404628" lon="-73.918942">
        <ele>4577</ele>
      </trkpt>
      <trkpt lat="5.404326" lon="-73.918942">
        <ele>4576</ele>
      </trkpt>
      <trkpt lat="5.404184" lon="-73.918918"/>
      <trkpt lat="5.403477" lon="-73.918813"/>
      <trkpt lat="5.403269" lon="-73.918880"/>
      <trkpt lat="5.403228" lon="-73.918867"/>
      <trkpt lat="5.403188" lon="-73.918818"/>
      <trkpt lat="5.403493" lon="-73.917694"/>
      <trkpt lat="5.403506" lon="-73.917088"/>
      <trkpt lat="5.403768" lon="-73.916091"/>
      <trkpt lat="5.403794" lon="-73.915774"/>
      <trkpt lat="5.403506" lon="-73.915409"/>
      <trkpt lat="5.403565" lon="-73.914728"/>
      <trkpt lat="5.403486" lon="-73.914459"/>
      <trkpt lat="5.403031" lon="-73.914578"/>
      <trkpt lat="5.402587" lon="-73.914567"/>
      <trkpt lat="5.402515" lon="-73.914487"/>
      <trkpt lat="5.402585" lon="-73.914035"/>
      <trkpt lat="5.402731" lon="-73.913602"/>
      <trkpt lat="5.403031" lon="-73.913489"/>
      <trkpt lat="5.403480" lon="-73.912655"/>
      <trkpt lat="5.403701" lon="-73.912352"/>
      <trkpt lat="5.403697" lon="-73.912230"/>
      <trkpt lat="5.403646" lon="-73.912189"/>
      <trkpt lat="5.403441" lon="-73.912211"/>
      <trkpt lat="5.403349" lon="-73.912128"/>
      <trkpt lat="5.403344" lon="-73.911939"/>
      <trkpt lat="5.403468" lon="-73.911574"/>
      <trkpt lat="5.403725" lon="-73.911070"/>
      <trkpt lat="5.403976" lon="-73.910844"/>
      <trkpt lat="5.404531" lon="-73.910284"/>
      <trkpt lat="5.404848" lon="-73.909685"/>
      <trkpt lat="5.405247" lon="-73.909106"/>
      <trkpt lat="5.405364" lon="-73.908862"/>
      <trkpt lat="5.405372" lon="-73.908588"/>
      <trkpt lat="5.405136" lon="-73.908064"/>
      <trkpt lat="5.405244" lon="-73.907792"/>
      <trkpt lat="5.405581" lon="-73.907413"/>
      <trkpt lat="5.407154" lon="-73.905769"/>
      <trkpt lat="5.407244" lon="-73.904638"/>
      <trkpt lat="5.407276" lon="-73.903500"/>
      <trkpt lat="5.407309" lon="-73.903281">
        <ele>4430</ele>
      </trkpt>
      <trkpt lat="5.407336" lon="-73.903077"/>
      <trkpt lat="5.406777" lon="-73.903230"/>
      <trkpt lat="5.406422" lon="-73.903274"/>
      <trkpt lat="5.405866" lon="-73.903342"/>
      <trkpt lat="5.405415" lon="-73.903494"/>
      <trkpt lat="5.404976" lon="-73.903746"/>
      <trkpt lat="5.404727" lon="-73.903844"/>
      <trkpt lat="5.404506" lon="-73.903980"/>
      <trkpt lat="5.404222" lon="-73.904587"/>
      <trkpt lat="5.403748" lon="-73.904829"/>
      <trkpt lat="5.403226" lon="-73.904933"/>
      <trkpt lat="5.402229" lon="-73.904939"/>
      <trkpt lat="5.401962" lon="-73.905032"/>
      <trkpt lat="5.401702" lon="-73.905238"/>
      <trkpt lat="5.401419" lon="-73.905562"/>
      <trkpt lat="5.401229" lon="-73.905682"/>
      <trkpt lat="5.399398" lon="-73.906193"/>
      <trkpt lat="5.398929" lon="-73.906215"/>
      <trkpt lat="5.398619" lon="-73.906144"/>
      <trkpt lat="5.398426" lon="-73.905950"/>
      <trkpt lat="5.398334" lon="-73.905516"/>
      <trkpt lat="5.398189" lon="-73.905355"/>
      <trkpt lat="5.397855" lon="-73.905263"/>
      <trkpt lat="5.397551" lon="-73.905365"/>
      <trkpt lat="5.396880" lon="-73.905938"/>
      <trkpt lat="5.396785" lon="-73.906434"/>
      <trkpt lat="5.396453" lon="-73.906819"/>
      <trkpt lat="5.396352" lon="-73.907096"/>
      <trkpt lat="5.396183" lon="-73.907238"/>
      <trkpt lat="5.395966" lon="-73.907318"/>
      <trkpt lat="5.395285" lon="-73.907201"/>
      <trkpt lat="5.394509" lon="-73.907145"/>
      <trkpt lat="5.393803" lon="-73.907139"/>
      <trkpt lat="5.392852" lon="-73.907158"/>
      <trkpt lat="5.392601" lon="-73.907115"/>
      <trkpt lat="5.391815" lon="-73.906979"/>
      <trkpt lat="5.391558" lon="-73.906961"/>
      <trkpt lat="5.391122" lon="-73.907059"/>
      <trkpt lat="5.390644" lon="-73.906862"/>
      <trkpt lat="5.390085" lon="-73.906498"/>
      <trkpt lat="5.389950" lon="-73.906289"/>
      <trkpt lat="5.389987" lon="-73.906018"/>
      <trkpt lat="5.389999" lon="-73.905839"/>
      <trkpt lat="5.389858" lon="-73.905679"/>
      <trkpt lat="5.389552" lon="-73.905543"/>
      <trkpt lat="5.389198" lon="-73.905244"/>
      <trkpt lat="5.388221" lon="-73.904396"/>
      <trkpt lat="5.387264" lon="-73.903449"/>
      <trkpt lat="5.387160" lon="-73.903346"/>
      <trkpt lat="5.386795" lon="-73.903103"/>
      <trkpt lat="5.386378" lon="-73.903039"/>
      <trkpt lat="5.385999" lon="-73.902851"/>
      <trkpt lat="5.385219" lon="-73.902487"/>
      <trkpt lat="5.384760" lon="-73.902497"/>
      <trkpt lat="5.384365" lon="-73.902326"/>
      <trkpt lat="5.383614" lon="-73.901866"/>
      <trkpt lat="5.383110" lon="-73.902202"/>
      <trkpt lat="5.382560" lon="-73.902540"/>
      <trkpt lat="5.382166" lon="-73.902561"/>
      <trkpt lat="5.381860" lon="-73.902224"/>
      <trkpt lat="5.381716" lon="-73.902186"/>
      <trkpt lat="5.381560" lon="-73.902187"/>
      <trkpt lat="5.381305" lon="-73.902487"/>
      <trkpt lat="5.380333" lon="-73.903184"/>
      <trkpt lat="5.379542" lon="-73.903816"/>
      <trkpt lat="5.378917" lon="-73.903946"/>
      <trkpt lat="5.378159" lon="-73.904214"/>
      <trkpt lat="5.377838" lon="-73.904386"/>
      <trkpt lat="5.377593" lon="-73.904466"/>
      <trkpt lat="5.376776" lon="-73.904327"/>
      <trkpt lat="5.376280" lon="-73.904420"/>
      <trkpt lat="5.375734" lon="-73.904713"/>
      <trkpt lat="5.375307" lon="-73.905276"/>
      <trkpt lat="5.375024" lon="-73.905502">
        <ele>4556</ele>
      </trkpt>
      <trkpt lat="5.374826" lon="-73.905593"/>
      <trkpt lat="5.374543" lon="-73.906124"/>
      <trkpt lat="5.374217" lon="-73.905979"/>
      <trkpt lat="5.373977" lon="-73.905920"/>
      <trkpt lat="5.373694" lon="-73.906086"/>
      <trkpt lat="5.373709" lon="-73.906494"/>
      <trkpt lat="5.373149" lon="-73.906665"/>
      <trkpt lat="5.372992" lon="-73.906596">
        <ele>4542</ele>
      </trkpt>
      <trkpt lat="5.372985" lon="-73.906627"/>
      <trkpt lat="5.372807" lon="-73.906585"/>
      <trkpt lat="5.372081" lon="-73.905941"/>
      <trkpt lat="5.371707" lon="-73.906081"/>
      <trkpt lat="5.370917" lon="-73.906038"/>
      <trkpt lat="5.370287" lon="-73.906370"/>
      <trkpt lat="5.370196" lon="-73.906671"/>
      <trkpt lat="5.369838" lon="-73.907112"/>
      <trkpt lat="5.369716" lon="-73.907182"/>
      <trkpt lat="5.369494" lon="-73.907309"/>
      <trkpt lat="5.369113" lon="-73.907307"/>
      <trkpt lat="5.368405" lon="-73.907199"/>
      <trkpt lat="5.367488" lon="-73.906860"/>
      <trkpt lat="5.367090" lon="-73.906699"/>
      <trkpt lat="5.366764" lon="-73.906341"/>
      <trkpt lat="5.366342" lon="-73.905787"/>
      <trkpt lat="5.366217" lon="-73.905710"/>
      <trkpt lat="5.366031" lon="-73.905656"/>
      <trkpt lat="5.365288" lon="-73.905756"/>
      <trkpt lat="5.365142" lon="-73.905907"/>
      <trkpt lat="5.364975" lon="-73.906811"/>
      <trkpt lat="5.364898" lon="-73.906856"/>
      <trkpt lat="5.364814" lon="-73.906836"/>
      <trkpt lat="5.364093" lon="-73.906340"/>
      <trkpt lat="5.363776" lon="-73.906306"/>
      <trkpt lat="5.363421" lon="-73.906334"/>
      <trkpt lat="5.363044" lon="-73.906684"/>
      <trkpt lat="5.362796" lon="-73.907065"/>
      <trkpt lat="5.361675" lon="-73.907253"/>
      <trkpt lat="5.360158" lon="-73.907508"/>
      <trkpt lat="5.358125" lon="-73.907230"/>
      <trkpt lat="5.357693" lon="-73.907187">
        <ele>4458</ele>
      </trkpt>
      <trkpt lat="5.356664" lon="-73.906825">
        <ele>4451</ele>
      </trkpt>
      <trkpt lat="5.355759" lon="-73.906799">
        <ele>4446</ele>
      </trkpt>
      <trkpt lat="5.355250" lon="-73.906599">
        <ele>4442</ele>
      </trkpt>
      <trkpt lat="5.354659" lon="-73.906622">
        <ele>4362</ele>
      </trkpt>
      <trkpt lat="5.354480" lon="-73.906212">
        <ele>4441</ele>
      </trkpt>
      <trkpt lat="5.353802" lon="-73.905737">
        <ele>4440</ele>
      </trkpt>
      <trkpt lat="5.351865" lon="-73.904860">
        <ele>4435</ele>
      </trkpt>
      <trkpt lat="5.351679" lon="-73.903557">
        <ele>4446</ele>
      </trkpt>
      <trkpt lat="5.351547" lon="-73.902613">
        <ele>4444</ele>
      </trkpt>
      <trkpt lat="5.351380" lon="-73.901634">
        <ele>4444</ele>
      </trkpt>
      <trkpt lat="5.351276" lon="-73.900811">
        <ele>4441</ele>
      </trkpt>
      <trkpt lat="5.353703" lon="-73.900347">
        <ele>4436</ele>
      </trkpt>
      <trkpt lat="5.354301" lon="-73.900438">
        <ele>4438</ele>
      </trkpt>
      <trkpt lat="5.354935" lon="-73.900598">
        <ele>4438</ele>
      </trkpt>
      <trkpt lat="5.355127" lon="-73.900549">
        <ele>4437</ele>
      </trkpt>
      <trkpt lat="5.355242" lon="-73.900494">
        <ele>4437</ele>
      </trkpt>
      <trkpt lat="5.356105" lon="-73.898627">
        <ele>4426</ele>
      </trkpt>
      <trkpt lat="5.356129" lon="-73.898363">
        <ele>4408</ele>
      </trkpt>
      <trkpt lat="5.356025" lon="-73.897789">
        <ele>4394</ele>
      </trkpt>
      <trkpt lat="5.356048" lon="-73.897505">
        <ele>4381</ele>
      </trkpt>
      <trkpt lat="5.356163" lon="-73.897317">
        <ele>4377</ele>
      </trkpt>
      <trkpt lat="5.356609" lon="-73.896872">
        <ele>4386</ele>
      </trkpt>
      <trkpt lat="5.357056" lon="-73.896366">
        <ele>4375</ele>
      </trkpt>
      <trkpt lat="5.357436" lon="-73.895583"/>
      <trkpt lat="5.357522" lon="-73.895157"/>
      <trkpt lat="5.357687" lon="-73.894791"/>
      <trkpt lat="5.357979" lon="-73.894341"/>
      <trkpt lat="5.358002" lon="-73.894101"/>
      <trkpt lat="5.357966" lon="-73.893657"/>
      <trkpt lat="5.358100" lon="-73.893225"/>
      <trkpt lat="5.358187" lon="-73.893121"/>
      <trkpt lat="5.358048" lon="-73.893045"/>
      <trkpt lat="5.357599" lon="-73.892788"/>
      <trkpt lat="5.357161" lon="-73.892353"/>
      <trkpt lat="5.356719" lon="-73.891742"/>
      <trkpt lat="5.356437" lon="-73.891399"/>
      <trkpt lat="5.355870" lon="-73.890710"/>
      <trkpt lat="5.355639" lon="-73.890247"/>
      <trkpt lat="5.355096" lon="-73.890023"/>
      <trkpt lat="5.354850" lon="-73.889884"/>
      <trkpt lat="5.354824" lon="-73.889669"/>
      <trkpt lat="5.354984" lon="-73.889304"/>
      <trkpt lat="5.355240" lon="-73.889256"/>
      <trkpt lat="5.355459" lon="-73.889133"/>
      <trkpt lat="5.355502" lon="-73.888934"/>
      <trkpt lat="5.355384" lon="-73.888822"/>
      <trkpt lat="5.353958" lon="-73.888854"/>
      <trkpt lat="5.353523" lon="-73.888584"/>
      <trkpt lat="5.353320" lon="-73.888552"/>
      <trkpt lat="5.352804" lon="-73.889028"/>
      <trkpt lat="5.352521" lon="-73.889163"/>
      <trkpt lat="5.351968" lon="-73.889116"/>
      <trkpt lat="5.351258" lon="-73.889143"/>
      <trkpt lat="5.351146" lon="-73.889014"/>
      <trkpt lat="5.351146" lon="-73.888853"/>
      <trkpt lat="5.351504" lon="-73.888499"/>
      <trkpt lat="5.351584" lon="-73.888349"/>
      <trkpt lat="5.351461" lon="-73.887828"/>
      <trkpt lat="5.351514" lon="-73.887399"/>
      <trkpt lat="5.351360" lon="-73.886509"/>
      <trkpt lat="5.350703" lon="-73.885261"/>
      <trkpt lat="5.350448" lon="-73.884837"/>
      <trkpt lat="5.350286" lon="-73.884724"/>
      <trkpt lat="5.348417" lon="-73.883628"/>
      <trkpt lat="5.347786" lon="-73.883140"/>
      <trkpt lat="5.347418" lon="-73.882764"/>
      <trkpt lat="5.347284" lon="-73.882410"/>
      <trkpt lat="5.347279" lon="-73.882153"/>
      <trkpt lat="5.347434" lon="-73.881783"/>
      <trkpt lat="5.347450" lon="-73.881321"/>
      <trkpt lat="5.347295" lon="-73.880785"/>
      <trkpt lat="5.347263" lon="-73.880506"/>
      <trkpt lat="5.347455" lon="-73.880195"/>
      <trkpt lat="5.347519" lon="-73.879664"/>
      <trkpt lat="5.347439" lon="-73.879213"/>
      <trkpt lat="5.347388" lon="-73.878878"/>
      <trkpt lat="5.347391" lon="-73.878652"/>
      <trkpt lat="5.347324" lon="-73.878521"/>
      <trkpt lat="5.347081" lon="-73.878449"/>
      <trkpt lat="5.346403" lon="-73.878328"/>
      <trkpt lat="5.346229" lon="-73.878347"/>
      <trkpt lat="5.346013" lon="-73.878290"/>
      <trkpt lat="5.345594" lon="-73.877880"/>
      <trkpt lat="5.345191" lon="-73.877837"/>
      <trkpt lat="5.345038" lon="-73.877807"/>
      <trkpt lat="5.344953" lon="-73.877555"/>
      <trkpt lat="5.344854" lon="-73.877191"/>
      <trkpt lat="5.344683" lon="-73.876641"/>
      <trkpt lat="5.344515" lon="-73.876415"/>
      <trkpt lat="5.344224" lon="-73.876440"/>
      <trkpt lat="5.344045" lon="-73.876517"/>
      <trkpt lat="5.343794" lon="-73.876764"/>
      <trkpt lat="5.343618" lon="-73.876842"/>
      <trkpt lat="5.343423" lon="-73.876788"/>
      <trkpt lat="5.343273" lon="-73.876515"/>
      <trkpt lat="5.343254" lon="-73.876198"/>
      <trkpt lat="5.343399" lon="-73.875726"/>
      <trkpt lat="5.343361" lon="-73.875332"/>
      <trkpt lat="5.343463" lon="-73.875125"/>
      <trkpt lat="5.343615" lon="-73.874881"/>
      <trkpt lat="5.343647" lon="-73.874600"/>
      <trkpt lat="5.343719" lon="-73.874321"/>
      <trkpt lat="5.344100" lon="-73.873863"/>
      <trkpt lat="5.344178" lon="-73.873640"/>
      <trkpt lat="5.344114" lon="-73.873495"/>
      <trkpt lat="5.343988" lon="-73.873474"/>
      <trkpt lat="5.343748" lon="-73.873439"/>
      <trkpt lat="5.343657" lon="-73.873297"/>
      <trkpt lat="5.343570" lon="-73.873044"/>
      <trkpt lat="5.343578" lon="-73.872837"/>
      <trkpt lat="5.343637" lon="-73.872600"/>
      <trkpt lat="5.343383" lon="-73.871854"/>
      <trkpt lat="5.343298" lon="-73.871693"/>
      <trkpt lat="5.342902" lon="-73.870889"/>
      <trkpt lat="5.342744" lon="-73.870758"/>
      <trkpt lat="5.342324" lon="-73.870863"/>
      <trkpt lat="5.341966" lon="-73.871110"/>
      <trkpt lat="5.341886" lon="-73.871341"/>
      <trkpt lat="5.341840" lon="-73.871802"/>
      <trkpt lat="5.341739" lon="-73.872075"/>
      <trkpt lat="5.341531" lon="-73.872258"/>
      <trkpt lat="5.341419" lon="-73.872269"/>
      <trkpt lat="5.341274" lon="-73.872228"/>
      <trkpt lat="5.340875" lon="-73.871641"/>
      <trkpt lat="5.340496" lon="-73.871507"/>
      <trkpt lat="5.340004" lon="-73.871241"/>
      <trkpt lat="5.339920" lon="-73.871156"/>
      <trkpt lat="5.339537" lon="-73.870769"/>
      <trkpt lat="5.338909" lon="-73.870321"/>
      <trkpt lat="5.338156" lon="-73.870300"/>
      <trkpt lat="5.337356" lon="-73.870505"/>
      <trkpt lat="5.336084" lon="-73.870281"/>
      <trkpt lat="5.335983" lon="-73.870151"/>
      <trkpt lat="5.335867" lon="-73.869980"/>
      <trkpt lat="5.335913" lon="-73.869631"/>
      <trkpt lat="5.335873" lon="-73.869371"/>
      <trkpt lat="5.335317" lon="-73.868569"/>
      <trkpt lat="5.335126" lon="-73.868469"/>
      <trkpt lat="5.333795" lon="-73.867338"/>
      <trkpt lat="5.333692" lon="-73.867250"/>
      <trkpt lat="5.333552" lon="-73.867068"/>
      <trkpt lat="5.333427" lon="-73.866517"/>
      <trkpt lat="5.333114" lon="-73.866324"/>
      <trkpt lat="5.333014" lon="-73.866026"/>
      <trkpt lat="5.332388" lon="-73.865263"/>
      <trkpt lat="5.332071" lon="-73.864486"/>
      <trkpt lat="5.331369" lon="-73.862877"/>
      <trkpt lat="5.330629" lon="-73.863923"/>
      <trkpt lat="5.329856" lon="-73.864436"/>
      <trkpt lat="5.329041" lon="-73.864402"/>
      <trkpt lat="5.328668" lon="-73.863930"/>
      <trkpt lat="5.327907" lon="-73.863505"/>
      <trkpt lat="5.327603" lon="-73.863243"/>
      <trkpt lat="5.327331" lon="-73.862839"/>
      <trkpt lat="5.327088" lon="-73.862632"/>
      <trkpt lat="5.326878" lon="-73.862474"/>
      <trkpt lat="5.326612" lon="-73.862349"/>
      <trkpt lat="5.326417" lon="-73.862139"/>
      <trkpt lat="5.326053" lon="-73.861410"/>
      <trkpt lat="5.325321" lon="-73.860810"/>
      <trkpt lat="5.325045" lon="-73.860584"/>
      <trkpt lat="5.324143" lon="-73.860487"/>
      <trkpt lat="5.323867" lon="-73.860535"/>
      <trkpt lat="5.323574" lon="-73.860458"/>
      <trkpt lat="5.323240" lon="-73.860439"/>
      <trkpt lat="5.323018" lon="-73.860646">
        <ele>4445</ele>
      </trkpt>
      <trkpt lat="5.322440" lon="-73.861211"/>
      <trkpt lat="5.322181" lon="-73.861371"/>
      <trkpt lat="5.321967" lon="-73.861595"/>
      <trkpt lat="5.321748" lon="-73.861725"/>
      <trkpt lat="5.321560" lon="-73.861751"/>
      <trkpt lat="5.321352" lon="-73.861658"/>
      <trkpt lat="5.321034" lon="-73.861629"/>
      <trkpt lat="5.320959" lon="-73.861623"/>
      <trkpt lat="5.320943" lon="-73.861680"/>
      <trkpt lat="5.321064" lon="-73.861826"/>
      <trkpt lat="5.321129" lon="-73.861914"/>
      <trkpt lat="5.321107" lon="-73.861997"/>
      <trkpt lat="5.320904" lon="-73.862170"/>
      <trkpt lat="5.320690" lon="-73.862266"/>
      <trkpt lat="5.320167" lon="-73.862366"/>
      <trkpt lat="5.320128" lon="-73.862403"/>
      <trkpt lat="5.320116" lon="-73.862457"/>
      <trkpt lat="5.320274" lon="-73.862905"/>
      <trkpt lat="5.320387" lon="-73.863094"/>
      <trkpt lat="5.320022" lon="-73.862999"/>
      <trkpt lat="5.319167" lon="-73.862961"/>
      <trkpt lat="5.319008" lon="-73.863004"/>
      <trkpt lat="5.318893" lon="-73.863011"/>
      <trkpt lat="5.318808" lon="-73.863003"/>
      <trkpt lat="5.318739" lon="-73.862915"/>
      <trkpt lat="5.318711" lon="-73.862820"/>
      <trkpt lat="5.318671" lon="-73.862757"/>
      <trkpt lat="5.318183" lon="-73.862500"/>
      <trkpt lat="5.317635" lon="-73.862095"/>
      <trkpt lat="5.317543" lon="-73.862096"/>
      <trkpt lat="5.317440" lon="-73.862119"/>
      <trkpt lat="5.317247" lon="-73.862266"/>
      <trkpt lat="5.317045" lon="-73.862384"/>
      <trkpt lat="5.316705" lon="-73.862498"/>
      <trkpt lat="5.316380" lon="-73.862634"/>
      <trkpt lat="5.316086" lon="-73.862816"/>
      <trkpt lat="5.315765" lon="-73.862930"/>
      <trkpt lat="5.315583" lon="-73.862991"/>
      <trkpt lat="5.315343" lon="-73.863013"/>
      <trkpt lat="5.314899" lon="-73.863045"/>
      <trkpt lat="5.314209" lon="-73.863303"/>
      <trkpt lat="5.314097" lon="-73.863324"/>
      <trkpt lat="5.313954" lon="-73.863305"/>
      <trkpt lat="5.313811" lon="-73.863274"/>
      <trkpt lat="5.313723" lon="-73.862893"/>
      <trkpt lat="5.313658" lon="-73.862266"/>
      <trkpt lat="5.313593" lon="-73.862112"/>
      <trkpt lat="5.313482" lon="-73.861955"/>
      <trkpt lat="5.313419" lon="-73.861797"/>
      <trkpt lat="5.313386" lon="-73.861715"/>
      <trkpt lat="5.313346" lon="-73.861617"/>
      <trkpt lat="5.313234" lon="-73.861486"/>
      <trkpt lat="5.313032" lon="-73.861380"/>
      <trkpt lat="5.312739" lon="-73.861162"/>
      <trkpt lat="5.312129" lon="-73.860440">
        <ele>4239</ele>
      </trkpt>
      <trkpt lat="5.310514" lon="-73.859799"/>
      <trkpt lat="5.310337" lon="-73.859628"/>
      <trkpt lat="5.310238" lon="-73.859795"/>
      <trkpt lat="5.310126" lon="-73.859859"/>
      <trkpt lat="5.309894" lon="-73.859963"/>
      <trkpt lat="5.309667" lon="-73.860066"/>
      <trkpt lat="5.309377" lon="-73.860332"/>
      <trkpt lat="5.309157" lon="-73.860485"/>
      <trkpt lat="5.308987" lon="-73.860576"/>
      <trkpt lat="5.308752" lon="-73.860695"/>
      <trkpt lat="5.308630" lon="-73.860794"/>
      <trkpt lat="5.308548" lon="-73.860811"/>
      <trkpt lat="5.308429" lon="-73.860791"/>
      <trkpt lat="5.308371" lon="-73.860788"/>
      <trkpt lat="5.308345" lon="-73.860802"/>
      <trkpt lat="5.308350" lon="-73.860832"/>
      <trkpt lat="5.308413" lon="-73.860938"/>
      <trkpt lat="5.308428" lon="-73.860971"/>
      <trkpt lat="5.308424" lon="-73.861006"/>
      <trkpt lat="5.308406" lon="-73.861036"/>
      <trkpt lat="5.308373" lon="-73.861063"/>
      <trkpt lat="5.308196" lon="-73.861148"/>
      <trkpt lat="5.307818" lon="-73.861233"/>
      <trkpt lat="5.307581" lon="-73.861231"/>
      <trkpt lat="5.307286" lon="-73.861179"/>
      <trkpt lat="5.306879" lon="-73.861013"/>
      <trkpt lat="5.306763" lon="-73.860953"/>
      <trkpt lat="5.306643" lon="-73.860947"/>
      <trkpt lat="5.306508" lon="-73.860953"/>
      <trkpt lat="5.306216" lon="-73.861048"/>
      <trkpt lat="5.306076" lon="-73.861074"/>
      <trkpt lat="5.305902" lon="-73.861039"/>
      <trkpt lat="5.305689" lon="-73.860961"/>
      <trkpt lat="5.304993" lon="-73.860913"/>
      <trkpt lat="5.304631" lon="-73.860927"/>
      <trkpt lat="5.304404" lon="-73.860969"/>
      <trkpt lat="5.304249" lon="-73.861008"/>
      <trkpt lat="5.304156" lon="-73.861022"/>
      <trkpt lat="5.304043" lon="-73.861013"/>
      <trkpt lat="5.303990" lon="-73.860999"/>
      <trkpt lat="5.303943" lon="-73.861003"/>
      <trkpt lat="5.303870" lon="-73.861041"/>
      <trkpt lat="5.303809" lon="-73.861058"/>
      <trkpt lat="5.303709" lon="-73.861057"/>
      <trkpt lat="5.303505" lon="-73.861024"/>
      <trkpt lat="5.303181" lon="-73.860876"/>
      <trkpt lat="5.303183" lon="-73.861147">
        <ele>3982</ele>
      </trkpt>
      <trkpt lat="5.302985" lon="-73.861195"/>
      <trkpt lat="5.302670" lon="-73.861351"/>
      <trkpt lat="5.302456" lon="-73.861507"/>
      <trkpt lat="5.302230" lon="-73.861744"/>
      <trkpt lat="5.302194" lon="-73.861780"/>
      <trkpt lat="5.302135" lon="-73.861806"/>
      <trkpt lat="5.302076" lon="-73.861824"/>
      <trkpt lat="5.302026" lon="-73.861837"/>
      <trkpt lat="5.301972" lon="-73.861843"/>
      <trkpt lat="5.301810" lon="-73.861888"/>
      <trkpt lat="5.301701" lon="-73.861915"/>
      <trkpt lat="5.301590" lon="-73.861953"/>
      <trkpt lat="5.301555" lon="-73.861963"/>
      <trkpt lat="5.301515" lon="-73.861961"/>
      <trkpt lat="5.301473" lon="-73.861944"/>
      <trkpt lat="5.301436" lon="-73.861914"/>
      <trkpt lat="5.301365" lon="-73.861822"/>
      <trkpt lat="5.301322" lon="-73.861714"/>
      <trkpt lat="5.301254" lon="-73.861686">
        <ele>3972</ele>
      </trkpt>
      <trkpt lat="5.301181" lon="-73.861717"/>
      <trkpt lat="5.301102" lon="-73.861760"/>
      <trkpt lat="5.301058" lon="-73.861764"/>
      <trkpt lat="5.301012" lon="-73.861754"/>
      <trkpt lat="5.300913" lon="-73.861669"/>
      <trkpt lat="5.300803" lon="-73.861521"/>
      <trkpt lat="5.300703" lon="-73.861349"/>
      <trkpt lat="5.300690" lon="-73.861276"/>
      <trkpt lat="5.300670" lon="-73.861210"/>
      <trkpt lat="5.300646" lon="-73.861162"/>
      <trkpt lat="5.300611" lon="-73.861113"/>
      <trkpt lat="5.300569" lon="-73.861090"/>
      <trkpt lat="5.300528" lon="-73.861076"/>
      <trkpt lat="5.300413" lon="-73.861076"/>
      <trkpt lat="5.300330" lon="-73.861065"/>
      <trkpt lat="5.300296" lon="-73.861042"/>
      <trkpt lat="5.300266" lon="-73.861012"/>
      <trkpt lat="5.300218" lon="-73.860896"/>
      <trkpt lat="5.300165" lon="-73.860811"/>
      <trkpt lat="5.300135" lon="-73.860799"/>
      <trkpt lat="5.300101" lon="-73.860800"/>
      <trkpt lat="5.300076" lon="-73.860809"/>
      <trkpt lat="5.300053" lon="-73.860826"/>
      <trkpt lat="5.300030" lon="-73.860861"/>
      <trkpt lat="5.300013" lon="-73.860908"/>
      <trkpt lat="5.300029" lon="-73.861014"/>
      <trkpt lat="5.300056" lon="-73.861156"/>
      <trkpt lat="5.300081" lon="-73.861217"/>
      <trkpt lat="5.300105" lon="-73.861301"/>
      <trkpt lat="5.300109" lon="-73.861362"/>
      <trkpt lat="5.300090" lon="-73.861423"/>
      <trkpt lat="5.300047" lon="-73.861498"/>
      <trkpt lat="5.299983" lon="-73.861543"/>
      <trkpt lat="5.299924" lon="-73.861545"/>
      <trkpt lat="5.299853" lon="-73.861509"/>
      <trkpt lat="5.299805" lon="-73.861449"/>
      <trkpt lat="5.299730" lon="-73.861363"/>
      <trkpt lat="5.299636" lon="-73.861304"/>
      <trkpt lat="5.299548" lon="-73.861207"/>
      <trkpt lat="5.299452" lon="-73.861135"/>
      <trkpt lat="5.299350" lon="-73.861076"/>
      <trkpt lat="5.299262" lon="-73.861068"/>
      <trkpt lat="5.299173" lon="-73.861084"/>
      <trkpt lat="5.299086" lon="-73.861135"/>
      <trkpt lat="5.299006" lon="-73.861202"/>
      <trkpt lat="5.298939" lon="-73.861312"/>
      <trkpt lat="5.298880" lon="-73.861427"/>
      <trkpt lat="5.298828" lon="-73.861493"/>
      <trkpt lat="5.298771" lon="-73.861540"/>
      <trkpt lat="5.298680" lon="-73.861594"/>
      <trkpt lat="5.298611" lon="-73.861645"/>
      <trkpt lat="5.298584" lon="-73.861712"/>
      <trkpt lat="5.298573" lon="-73.861797"/>
      <trkpt lat="5.298589" lon="-73.861886"/>
      <trkpt lat="5.298645" lon="-73.861974"/>
      <trkpt lat="5.298707" lon="-73.862049"/>
      <trkpt lat="5.298707" lon="-73.862088"/>
      <trkpt lat="5.298698" lon="-73.862130"/>
      <trkpt lat="5.298651" lon="-73.862189"/>
      <trkpt lat="5.298584" lon="-73.862213"/>
      <trkpt lat="5.298512" lon="-73.862205"/>
      <trkpt lat="5.298421" lon="-73.862151"/>
      <trkpt lat="5.298327" lon="-73.862074"/>
      <trkpt lat="5.298226" lon="-73.861937"/>
      <trkpt lat="5.298151" lon="-73.861784"/>
      <trkpt lat="5.298127" lon="-73.861610"/>
      <trkpt lat="5.298100" lon="-73.861481"/>
      <trkpt lat="5.298074" lon="-73.861252"/>
      <trkpt lat="5.298054" lon="-73.861013">
        <ele>4166</ele>
      </trkpt>
      <trkpt lat="5.298045" lon="-73.860843"/>
      <trkpt lat="5.298078" lon="-73.860663"/>
      <trkpt lat="5.298144" lon="-73.860458"/>
      <trkpt lat="5.298254" lon="-73.860145"/>
      <trkpt lat="5.298273" lon="-73.860057"/>
      <trkpt lat="5.298281" lon="-73.859970"/>
      <trkpt lat="5.298250" lon="-73.859815"/>
      <trkpt lat="5.298167" lon="-73.859625"/>
      <trkpt lat="5.298136" lon="-73.859398"/>
      <trkpt lat="5.298140" lon="-73.859332"/>
      <trkpt lat="5.298166" lon="-73.859269"/>
      <trkpt lat="5.298261" lon="-73.859136"/>
      <trkpt lat="5.298347" lon="-73.859039"/>
      <trkpt lat="5.298410" lon="-73.858960"/>
      <trkpt lat="5.298445" lon="-73.858872"/>
      <trkpt lat="5.298464" lon="-73.858707"/>
      <trkpt lat="5.298448" lon="-73.858615"/>
      <trkpt lat="5.298404" lon="-73.858529"/>
      <trkpt lat="5.298157" lon="-73.858284"/>
      <trkpt lat="5.298047" lon="-73.858205"/>
      <trkpt lat="5.297944" lon="-73.858170"/>
      <trkpt lat="5.297793" lon="-73.858089"/>
      <trkpt lat="5.297773" lon="-73.858057"/>
      <trkpt lat="5.297765" lon="-73.858012"/>
      <trkpt lat="5.297775" lon="-73.857963"/>
      <trkpt lat="5.297804" lon="-73.857919"/>
      <trkpt lat="5.297852" lon="-73.857870"/>
      <trkpt lat="5.297906" lon="-73.857825"/>
      <trkpt lat="5.298129" lon="-73.857652"/>
      <trkpt lat="5.298176" lon="-73.857602"/>
      <trkpt lat="5.298215" lon="-73.857541"/>
      <trkpt lat="5.298232" lon="-73.857482"/>
      <trkpt lat="5.298231" lon="-73.857412"/>
      <trkpt lat="5.298189" lon="-73.857323"/>
      <trkpt lat="5.298070" lon="-73.857185"/>
      <trkpt lat="5.297988" lon="-73.857025"/>
      <trkpt lat="5.297924" lon="-73.856851"/>
      <trkpt lat="5.297859" lon="-73.856752"/>
      <trkpt lat="5.297505" lon="-73.856448"/>
      <trkpt lat="5.297237" lon="-73.856210"/>
      <trkpt lat="5.296973" lon="-73.855905"/>
      <trkpt lat="5.296892" lon="-73.855734"/>
      <trkpt lat="5.296838" lon="-73.855319"/>
      <trkpt lat="5.296799" lon="-73.854833"/>
      <trkpt lat="5.296833" lon="-73.854655"/>
      <trkpt lat="5.296923" lon="-73.854572"/>
      <trkpt lat="5.297160" lon="-73.854354"/>
      <trkpt lat="5.297375" lon="-73.854256"/>
      <trkpt lat="5.297511" lon="-73.854187"/>
      <trkpt lat="5.297576" lon="-73.854087"/>
      <trkpt lat="5.297618" lon="-73.853866"/>
      <trkpt lat="5.297635" lon="-73.853472"/>
      <trkpt lat="5.297705" lon="-73.853163"/>
      <trkpt lat="5.297759" lon="-73.852806"/>
      <trkpt lat="5.297852" lon="-73.852600"/>
      <trkpt lat="5.298020" lon="-73.852337"/>
      <trkpt lat="5.298059" lon="-73.852259"/>
      <trkpt lat="5.298073" lon="-73.852170"/>
      <trkpt lat="5.298064" lon="-73.852082"/>
      <trkpt lat="5.297983" lon="-73.851883"/>
      <trkpt lat="5.297929" lon="-73.851655"/>
      <trkpt lat="5.297924" lon="-73.851527"/>
      <trkpt lat="5.297932" lon="-73.851445"/>
      <trkpt lat="5.298018" lon="-73.851305"/>
      <trkpt lat="5.298185" lon="-73.851094"/>
      <trkpt lat="5.298275" lon="-73.850959"/>
      <trkpt lat="5.298392" lon="-73.850830"/>
      <trkpt lat="5.298473" lon="-73.850709"/>
      <trkpt lat="5.298520" lon="-73.850564"/>
      <trkpt lat="5.298520" lon="-73.850419"/>
      <trkpt lat="5.298450" lon="-73.850269"/>
      <trkpt lat="5.298324" lon="-73.850067"/>
      <trkpt lat="5.298099" lon="-73.849828"/>
      <trkpt lat="5.297964" lon="-73.849784"/>
      <trkpt lat="5.297702" lon="-73.849776"/>
      <trkpt lat="5.297540" lon="-73.849752"/>
      <trkpt lat="5.297438" lon="-73.849697"/>
      <trkpt lat="5.297343" lon="-73.849587"/>
      <trkpt lat="5.297115" lon="-73.849168"/>
      <trkpt lat="5.296704" lon="-73.848236"/>
      <trkpt lat="5.296532" lon="-73.847946"/>
      <trkpt lat="5.296497" lon="-73.847887"/>
      <trkpt lat="5.296272" lon="-73.847584">
        <ele>4136</ele>
      </trkpt>
      <trkpt lat="5.295974" lon="-73.847040"/>
      <trkpt lat="5.295967" lon="-73.846992"/>
      <trkpt lat="5.295977" lon="-73.846919"/>
      <trkpt lat="5.296013" lon="-73.846847"/>
      <trkpt lat="5.296069" lon="-73.846783"/>
      <trkpt lat="5.296168" lon="-73.846721"/>
      <trkpt lat="5.296411" lon="-73.846503"/>
      <trkpt lat="5.297092" lon="-73.845908"/>
      <trkpt lat="5.297550" lon="-73.845561"/>
      <trkpt lat="5.297662" lon="-73.845455"/>
      <trkpt lat="5.297703" lon="-73.845338"/>
      <trkpt lat="5.297710" lon="-73.845220"/>
      <trkpt lat="5.297705" lon="-73.845098"/>
      <trkpt lat="5.297577" lon="-73.844712"/>
      <trkpt lat="5.297528" lon="-73.844365"/>
      <trkpt lat="5.297531" lon="-73.844293"/>
      <trkpt lat="5.297549" lon="-73.844228"/>
      <trkpt lat="5.297578" lon="-73.844197"/>
      <trkpt lat="5.297656" lon="-73.844185"/>
      <trkpt lat="5.297839" lon="-73.844190"/>
      <trkpt lat="5.297952" lon="-73.844169"/>
      <trkpt lat="5.298014" lon="-73.844151"/>
      <trkpt lat="5.298067" lon="-73.844098"/>
      <trkpt lat="5.298223" lon="-73.843811"/>
      <trkpt lat="5.298236" lon="-73.843733"/>
      <trkpt lat="5.298223" lon="-73.843664"/>
      <trkpt lat="5.298036" lon="-73.843467"/>
      <trkpt lat="5.297723" lon="-73.843103"/>
      <trkpt lat="5.297566" lon="-73.842856"/>
      <trkpt lat="5.297436" lon="-73.842433"/>
      <trkpt lat="5.297299" lon="-73.841879"/>
      <trkpt lat="5.297158" lon="-73.841324"/>
      <trkpt lat="5.297160" lon="-73.841144"/>
      <trkpt lat="5.297244" lon="-73.840900"/>
      <trkpt lat="5.297374" lon="-73.840678"/>
      <trkpt lat="5.297497" lon="-73.840484"/>
      <trkpt lat="5.297536" lon="-73.840265"/>
      <trkpt lat="5.297491" lon="-73.839530"/>
      <trkpt lat="5.297470" lon="-73.839075"/>
      <trkpt lat="5.297459" lon="-73.838832"/>
      <trkpt lat="5.297426" lon="-73.838578"/>
      <trkpt lat="5.297387" lon="-73.838451"/>
      <trkpt lat="5.297321" lon="-73.838344"/>
      <trkpt lat="5.297256" lon="-73.838294"/>
      <trkpt lat="5.297128" lon="-73.838285"/>
      <trkpt lat="5.296744" lon="-73.838328"/>
      <trkpt lat="5.296041" lon="-73.838457"/>
      <trkpt lat="5.295818" lon="-73.838525"/>
      <trkpt lat="5.295741" lon="-73.838576"/>
      <trkpt lat="5.295663" lon="-73.838641"/>
      <trkpt lat="5.295605" lon="-73.838704"/>
      <trkpt lat="5.295566" lon="-73.838771"/>
      <trkpt lat="5.295528" lon="-73.838897"/>
      <trkpt lat="5.295526" lon="-73.839090"/>
      <trkpt lat="5.295518" lon="-73.839216"/>
      <trkpt lat="5.295491" lon="-73.839284"/>
      <trkpt lat="5.295444" lon="-73.839331"/>
      <trkpt lat="5.295396" lon="-73.839339"/>
      <trkpt lat="5.295351" lon="-73.839316"/>
      <trkpt lat="5.295330" lon="-73.839257"/>
      <trkpt lat="5.295325" lon="-73.839001"/>
      <trkpt lat="5.295279" lon="-73.838621"/>
      <trkpt lat="5.295251" lon="-73.838154"/>
      <trkpt lat="5.295244" lon="-73.838061"/>
      <trkpt lat="5.295233" lon="-73.837984"/>
      <trkpt lat="5.295201" lon="-73.837913"/>
      <trkpt lat="5.294973" lon="-73.837619"/>
      <trkpt lat="5.294722" lon="-73.837358"/>
      <trkpt lat="5.294568" lon="-73.837277"/>
      <trkpt lat="5.293997" lon="-73.837186"/>
      <trkpt lat="5.293894" lon="-73.837155"/>
      <trkpt lat="5.293827" lon="-73.837089"/>
      <trkpt lat="5.293793" lon="-73.836997"/>
      <trkpt lat="5.293787" lon="-73.836866"/>
      <trkpt lat="5.293807" lon="-73.836659"/>
      <trkpt lat="5.293821" lon="-73.836440"/>
      <trkpt lat="5.293791" lon="-73.836302"/>
      <trkpt lat="5.293738" lon="-73.836223"/>
      <trkpt lat="5.293632" lon="-73.836114"/>
      <trkpt lat="5.293507" lon="-73.836049"/>
      <trkpt lat="5.293336" lon="-73.835974"/>
      <trkpt lat="5.293149" lon="-73.835948"/>
      <trkpt lat="5.292949" lon="-73.835952"/>
      <trkpt lat="5.292798" lon="-73.835950"/>
      <trkpt lat="5.292689" lon="-73.835936"/>
      <trkpt lat="5.292590" lon="-73.835873"/>
      <trkpt lat="5.292512" lon="-73.835800"/>
      <trkpt lat="5.292446" lon="-73.835741"/>
      <trkpt lat="5.292389" lon="-73.835679"/>
      <trkpt lat="5.292362" lon="-73.835595"/>
      <trkpt lat="5.292399" lon="-73.835467"/>
      <trkpt lat="5.292544" lon="-73.835333"/>
      <trkpt lat="5.292720" lon="-73.835178"/>
      <trkpt lat="5.292965" lon="-73.834931"/>
      <trkpt lat="5.293123" lon="-73.834736"/>
      <trkpt lat="5.293165" lon="-73.834651"/>
      <trkpt lat="5.293178" lon="-73.834576"/>
      <trkpt lat="5.293165" lon="-73.834494"/>
      <trkpt lat="5.293110" lon="-73.834441"/>
      <trkpt lat="5.292891" lon="-73.834326"/>
      <trkpt lat="5.292711" lon="-73.834208"/>
      <trkpt lat="5.292599" lon="-73.834120"/>
      <trkpt lat="5.292848" lon="-73.833802"/>
      <trkpt lat="5.292946" lon="-73.833677"/>
      <trkpt lat="5.292984" lon="-73.833577"/>
      <trkpt lat="5.293001" lon="-73.833477"/>
      <trkpt lat="5.292978" lon="-73.833387"/>
      <trkpt lat="5.292965" lon="-73.833296"/>
      <trkpt lat="5.292979" lon="-73.833247"/>
      <trkpt lat="5.293009" lon="-73.833213"/>
      <trkpt lat="5.293050" lon="-73.833196"/>
      <trkpt lat="5.293097" lon="-73.833197"/>
      <trkpt lat="5.293133" lon="-73.833205"/>
      <trkpt lat="5.293269" lon="-73.833373"/>
      <trkpt lat="5.293329" lon="-73.833449"/>
      <trkpt lat="5.293399" lon="-73.833509"/>
      <trkpt lat="5.293546" lon="-73.833619"/>
      <trkpt lat="5.293731" lon="-73.833728"/>
      <trkpt lat="5.293959" lon="-73.833849"/>
      <trkpt lat="5.294061" lon="-73.833918"/>
      <trkpt lat="5.294143" lon="-73.833982"/>
      <trkpt lat="5.294269" lon="-73.834134"/>
      <trkpt lat="5.294299" lon="-73.834158"/>
      <trkpt lat="5.294348" lon="-73.834171"/>
      <trkpt lat="5.294396" lon="-73.834156"/>
      <trkpt lat="5.294434" lon="-73.834120"/>
      <trkpt lat="5.294452" lon="-73.834075"/>
      <trkpt lat="5.294455" lon="-73.834035"/>
      <trkpt lat="5.294442" lon="-73.833986"/>
      <trkpt lat="5.294357" lon="-73.833771"/>
      <trkpt lat="5.294327" lon="-73.833669"/>
      <trkpt lat="5.294295" lon="-73.833579"/>
      <trkpt lat="5.294276" lon="-73.833497"/>
      <trkpt lat="5.294268" lon="-73.833405"/>
      <trkpt lat="5.294196" lon="-73.833027"/>
      <trkpt lat="5.294180" lon="-73.832912"/>
      <trkpt lat="5.294198" lon="-73.832827"/>
      <trkpt lat="5.294292" lon="-73.832615"/>
      <trkpt lat="5.294426" lon="-73.832398"/>
      <trkpt lat="5.294478" lon="-73.832355"/>
      <trkpt lat="5.294571" lon="-73.832280"/>
      <trkpt lat="5.294991" lon="-73.832108"/>
      <trkpt lat="5.295083" lon="-73.832030"/>
      <trkpt lat="5.295167" lon="-73.831933"/>
      <trkpt lat="5.295235" lon="-73.831831"/>
      <trkpt lat="5.295284" lon="-73.831726"/>
      <trkpt lat="5.295340" lon="-73.831585"/>
      <trkpt lat="5.295367" lon="-73.831453"/>
      <trkpt lat="5.295358" lon="-73.831305"/>
      <trkpt lat="5.295285" lon="-73.831091"/>
      <trkpt lat="5.295064" lon="-73.830812"/>
      <trkpt lat="5.294949" lon="-73.830672"/>
      <trkpt lat="5.294931" lon="-73.830611"/>
      <trkpt lat="5.294933" lon="-73.830559"/>
      <trkpt lat="5.294960" lon="-73.830502"/>
      <trkpt lat="5.295037" lon="-73.830441"/>
      <trkpt lat="5.295320" lon="-73.830262"/>
      <trkpt lat="5.295400" lon="-73.830200"/>
      <trkpt lat="5.295710" lon="-73.829898"/>
      <trkpt lat="5.295836" lon="-73.829698"/>
      <trkpt lat="5.295901" lon="-73.829600"/>
      <trkpt lat="5.295963" lon="-73.829484"/>
      <trkpt lat="5.296032" lon="-73.829308"/>
      <trkpt lat="5.296097" lon="-73.829041"/>
      <trkpt lat="5.296111" lon="-73.828841"/>
      <trkpt lat="5.296149" lon="-73.828486"/>
      <trkpt lat="5.296171" lon="-73.828355"/>
      <trkpt lat="5.296213" lon="-73.828269"/>
      <trkpt lat="5.296258" lon="-73.828191"/>
      <trkpt lat="5.296514" lon="-73.827938"/>
      <trkpt lat="5.296676" lon="-73.827737"/>
      <trkpt lat="5.296742" lon="-73.827631"/>
      <trkpt lat="5.296774" lon="-73.827556"/>
      <trkpt lat="5.296802" lon="-73.827451"/>
      <trkpt lat="5.296808" lon="-73.827312"/>
      <trkpt lat="5.296816" lon="-73.827120"/>
      <trkpt lat="5.296814" lon="-73.826996"/>
      <trkpt lat="5.296804" lon="-73.826927"/>
      <trkpt lat="5.296779" lon="-73.826871"/>
      <trkpt lat="5.296724" lon="-73.826763"/>
      <trkpt lat="5.296709" lon="-73.826697"/>
      <trkpt lat="5.296718" lon="-73.826629"/>
      <trkpt lat="5.296774" lon="-73.826567"/>
      <trkpt lat="5.297000" lon="-73.826451"/>
      <trkpt lat="5.297037" lon="-73.826450"/>
      <trkpt lat="5.297284" lon="-73.826127">
        <ele>4009</ele>
      </trkpt>
      <trkpt lat="5.297312" lon="-73.826081"/>
      <trkpt lat="5.297395" lon="-73.825932"/>
      <trkpt lat="5.297529" lon="-73.825591"/>
      <trkpt lat="5.297425" lon="-73.825511"/>
    </trkseg>
  </trk>
</gpx>