<snapdata remixID="12485569"><project name="mapa" app="Snap! 8.2, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAIABJREFUeF7tXQd0VNXa3ZlMeoEUkpDQgiFIl96bdCmCgHSQDkpHigrSBBXLU7H3X312nwXbU1QUFVB5qIAoIlXSe5/JJPnXPuMZ7tzcqZkUlLOWS5Lce+4p+35lf9/5rtfrR05X4HK7vAK1tAJef1cAdozwQ7ifDmUVgL+3l1je0vIKZBnKcTjTUEvLffmx6hX42wGwabAegXod+H9lyzWWix8l+EqIzMut1legTgFQ7+WF/g394aMzSyy2swUmHM8xOlyoSH9vdIn0E9cRbKYKIMJPJ37ONJRb/s2fD2UakF5c5rDPyxdU/wrUGQBSYjUK8oG/NwQACTwpxYpNFQjQe+HjP4vsrkiDAG8EenshIdTHCsS2btpzoRimisuSsPphZvsJtQ7AVvV9hYQb3ijQqXVQgzA20Kxq24f74ucso/i/s80RoJ3t5/J17q9ArQOQwKM9dr7QhBahPnZnQifis6RiXBHqg0aBeiEVCV6CmNKsXbivsP9CfC6qcNlhfmkF/iwsFT/yGqnWqfYvS0H3AVTVO2sNgAQNVSxBpbT5lBNSqmH+nhKL4JNA5d8J3D7R/uI2W31Rhf9ZdBHgBOvguADRHwGo10G8BJdbza9ArQCQajM+xEdTUqmXgA7EiVwjCksrhKSixKQ005JyqcVliA7wtruKv+eVWgC8P60EhrIKDGgYIO6pCzYhKSO+DPV8dcKZ+ru3GgfgoNgAfJlcgqYhegEEJSC0FltKQWmvOWsrOto4tWfM6wnI2tz0fjEB+C69BGF+3kguMjmagt2/R/h5I9NQ9z39GgcgAURVSRBSDSrVJu2yZsE+wrZTNoLPU8BT2oRKKbo3ubhW1LCUeBzX4NgAQRmdKzAJ8PDnPUnFmkBT3qe+QK7VpeBk1SgAg310aBfmK9QL1R1tr97R/vghwyAiFlSfSkdEAlVKyyqJBI2budkFpeXIMJQhu4TcYc3ZgYzUUPqTuyT4uSa0R329vdAh3Ff8zl279DIAbSCFi6600bgB9GYPppdY7DDlrdwAboSUmraclaoCs6qSgsAZ0NAfX6eWoHOkP75JvSi1OHZb/XM9jmQZBfDpkBWUVuDK+r44mFbi9svAl5xOGV+u79NLqro01X5/jUhAaVDT/lOCiBKOTQ0saZ8ppYD0mj25IoyIdI7wc0hwaz2TKjDEV4dQHx0yisrQM8bsictWFVBXhRoi4H/KMgopyvnlG8vdlqSeXGtbfdUIAOXDuWnS4+TvCMAzBdb8H8Hnq/OykiK8Vg1eTyyO5BXd6UtutK8OCKItAaDJX/HnqoDPmbGQivojz8xpqhvBGxfkLbhRtrrg2dubU7UCkJukXgB1vJeeJ+0gKQVJpTCLhYQzG69vUc+nUnKBMxvl6BrSOSnFJpubae9+qkxuMh0GAq+uxZfpwOh1XmL9JefpaD1q4+8eB2DPKH9BZ8gmeTs6tl+mFEPaKPy7pGDUvB6pEPbB2C5VZHU1bg6bO84HaY6uDS6OTY6Z/XGOdG7qQlOud3VLZnfm61EAMiOFak1yaVQVVKeUFvR0Kem4CFSnVL2m8opKiQPS840K8HYpruvO5KuyIbRr24b5obzCTBqzr4aB+irzd+7Mw9495BYD9V7CLmSrKr/o6fF5DIAyHUqdPkVPj94sOT41u8+/MUTWPszXooKVKpvSlPdUV6O6P5Vf6jb5zBeMLT5YL/g6Svvv0w2XBAFcXWvqar9VBiBttDB/nciv47/99V4W9aOliiSBKhNH+TNtPkrExkF6QbtI24/8X0ZJGRi6UyeYujpRreuZPZNUhYgD51uX7Ss5Z2mv7k8pQa6pbpgGcmxVBqArpCevpSSklJSbpwQGbUKld1fdEpDPu1BoqhJN0bq+L35xImG2Ki+MPa/XVr9Kc0AZRaqK2VGVOdi6t0oA7B8TIMJmVGVMcZIErHREuHBn803oE+MvzmUQfEwWZTuYbhBRDxLTBAIlHdW4ml7wdAhOLgTtVKbnuxttqI7N0OqT86en7S7IleQ/5yrPx5A0rwuOUpUASC9VhrAkGJVxW/6bC8BJy/CbzGihU0LQKZutN10Z99SSnO6Cwdl0f3f7d/c+SlXJKToKyWnFhHtHB6DIZD6GQCrGVnNFGsq4tDvS2N46VAmAsmMJPvWDpEqlROQZjbRik+aBIXmfswvCBdZKx3Jlw2USRF2RBHLsJOoJKnd4RVdNFmfXW0k5UYtRczFgwH9XVYN4BIBy8UivsDHTRYtbk8awOnGU6lApIZ0BkidUM02HunREs55eJ0J65EWV8WRH60GtIM0c9bUyR5IOiDJc6EiyqvshuCXY5JpxD1ztR92v2wCUAKitUI+UFI42x9bfuclZhjKnTty5+wxX75PRC2clk+zfnlnCl5vAUSaBSDPJ1efYSwFzda7y+ioD0Jb6JHUiKQ6lZCRtwcbJywQDGZHg7+1FJWjNyISpqiQnSGfIlqR2dzGrch+9VnfSsAiK5iE+FpvR0RhocjQJ0sPvL6eQrIxcc2cAZi9H0dGztf7uEQCqs5b5INqF36SWCF6QYKG0IeVByaVMs5IREuXgbL2ZT66cj2uuuQYd+g5EaEwsWga7PmXaLqE+XpZYs+s9VM8d1CiMDNlKQJXMggSJOrHDmVHZOrLAKAkjJMrQp6vS0ZnnewyAysnLU2myczoebDRUOQnadlw8KfVkflzXBv7CS5PgVWZJ21LrXeIisXzWVHh7Xzz3MXz4MEy+fiL03kB5uXMp6AR9kN589riuNK3EDbWK5drmGMpRaDKrVamyPT0H0j4ncksraSMppfk8T5leVZaA9s7iSgOVIGQcmBku8g2W6VVab6W9NKnW/uXYsGZ1pTUvKytDkyZN0KFDe8ycPhVGAyMq1hnOyqQHTy2gJzZfeq+2pI6kZWRmCyUl6RUCkvmIjg5iuTpGLUmstjPlGKoqKd0GID1aKUGkNFNPVB3qUkZNOKHuUf6Cr1IvoExU1bLR/vjgdRw8sN/qUbm5uRg4cCD69umNHt27oNRoPxOYQPTRwRL2c3WDquN6giw20FtTBct14wtNE0apdRwd6nJnrEYTkFJiQraxXNilbFqHuGTf7oCQc+LYvS6kpVT8lmsUrLgznA7tBHVdFSnVlKk/cnA0elmcit6Y5O+k9FFTKWppSCDmlVZYUsuDLpzAU48/Bkq7xo0bo0+f3ug7/BrU15WiwonzHOxfJkbIigzubJCteyjpSbwzE4tZMpyzKxEMrUxopeRRmzsch8x+9tQ8pGSrSn+uANIrLzu10kkcLRXIDTOWVwjbjm8ivSeZhKA+66EcvCSjeT8P/zC/T0n+0lumTcOEVL4EPC+sTjyQE0r76kP0GTUOKYZy5BlKRfaJVEuuLpgri+Sob4IksZ4PmELGl/HCiWSENwxDupe5bIgrIOT1TKE6nmu0vOjyRZVHCJTjkRyqozHW5N+5tsqkkwuFZSJpg5qHGFKeVdEEoBwspcXp/FJLeretSaglmgQwF45VCc4UmPugyg738xZRDAlM6dAQlMyG+T23VKhmGeng/UxktddcTdf3JPgYmooL1CPvXDq8fbzRoHGEGOrpEymIT4yxDNsWYStpDTUFIkHHdZExc/ZB+oTPk6G6mgSWs88qMlWIHESlilZrO4kZuwB09oG8juiWp7ko1aiOWDaDUk3aez9lGSxlNHiPUnoRFExGoJdH6qZ7g4tp+rYOjLNf1oNxZITzhaDEdgRkV+bLaympi8oq0KSoAGFx4VZx1/TzmRYwyn4l3cGflaflpD1kqzaO0jShimTBBOUGy/WvanhSDRxX18PV64UNqKWC1R3ZOr1m64Hqmi7yOgJJUjL8nVKlyDQt2omHMkoEYCRpzWsld6h8pgztaY2jvMIL3joI29CTEk/9rIGRPvDzt19USXmPBKGUeK6EFKUTwv7UtponVHFNA5DzcAqAcgHVMVxKMHVBSVffAtmnGiRUq0zZkoWH2K/aNpWSVevNf+b5l/Hf//4XXbp0Qf/h18AnNh6ZRTwA77nD57TVjNkFqN8gxOa0uak8dC/HKJNCXQEeO6cUzCstd1hBzNX1r+3rXQKgerAEDdWtKzX5ZB/So7OVFq9OouTPWilctjbSy0uHRTetQGFhoWXY2dnZuOGGG3DFVV3QPr4hCo1MjIVTxS/Vc9eKvxJsTDGT9pmSr5N5jq4Cr7YBUl3Pl/RRlQBYVQ5KSj/liTJukPy9BKk6U1q5KFqpWTLLpXG9INyzYhHKy7XT0M+dO4dDh35AUUEODqcVupSeT97ONy0LMc2jLMORUlwNMkYWWHCIGS7/dACSY/TVm3MBXFbBVX0b6KhIiSNtPinZGvh7W2WmqJMNbEUutCQwAbw3uQTH33kJP/zwg2XYJSUlaNGiBbp1747BQ4YgNNAHZaZSt1KK6L0WZRUgNPKi+lUm4/KhGUnZiIwNE89X2m9VXce/w/0eBaDSNlTbibK+s5b65u/o+aozo+W1kl5xlLmsliqkLvJ/PogXX3gBMTExuLJtO1w7YzaOpWajTVgg1iyebxmOr68vunTvgdFTZ+LAf99HfKfuMASEIrfEfIyxSWggkgtKUPqXFJUB+/zsQoSEBVlJP/U4ivNLEBBiXbKjLoDHXlSjpsbnUQBy0Ay7kQ5xRInwWrXDIU/PyUiKLNlBu0lWUpCVErQWSO0Ns/+rIoJwprAUOX8BSXnfFeX52Lbp9kpdLVq0CI8//rjwnAnMydOm4/NPP8Evv/yCESNGoGvvPujWvhXKTEYYig3wCzAfTNdSvVS7UkV7OlpRVZB4ItrhaAxqbSCvV2syYQNKesRW5VFHD5Ob4Ix94ygFXtmHK8cmeZ8zMV5vLy/sfeI+nD9/3mpaWVlZuO6669Crd2/s2L7d8rf4+HicOnUKXl4XiVU6M/Pnz0evnt0Q1SACH57NE9crxy7tUHtRImfW9VK6Rr6IJOep1ZSUm61UM6/U9JQKnmyTjgAJZKpFRwXDXVkY5WksR5ycchNlihYTJp05DEMJSglsq3APx5x7YA8++OADGI1GtG3bFp1790WzTj1wIa9QcGtNQ/xx18obrWLLa9aswT333KM5ZQIzJSUFe/ftw/fnUlHf52LoTb4UVSWIXVnr2rpWua/EUNdIc8hVlBvW62yeR7abDcNNbxasR0V5OXyZcAcgJ9+Ajz/+CNOmTka5yYiKCmsPkx5rlL+3zYoGrgCQz5MhLGXkoCqLbDx6AN0HDcdvWfkoKrXOHwwL8MUdc6ciLMzsOBQVFWHQ4MH47uBBkQAhG3/fqVMn9OnTB8ePH8c333wDk8mE9u3bY83Nq6HXlTmVHFGVebhyrycJZnVIkSYSCwgoX3p7uY3qcXv9npRUYe9gDjOblRXmAS/cfe+DOHbsGAoKCtC5c2eRBjXo6gEoNVaO2WpFReyB0F6qvacOESWgEPfeuQPxCQlYvHodfkrJEpzg7p23Izo6Gp179cGIIVfjkzOZ2P/cLhw7elRIy3bt2gmgffzxxxZAUpIOHTpU3FdQWITrrp8Mn7ICV/BxyVzrqOilMvnY2XxLp/IBme9nSspAdLyZ8/LSeWPl6vXIyMiwWjySvv369cO1Y0Yj4YpmMJUaBINvyzFRA1GmI9myJbXCce7uXsUv3+GVV14Rt5eWlqJp06Zo27ETBl47AcfScjDwr0+GpZT64LfMAuEF/+fODVi8eLFNdUwpSaDesW0rCvOz3B1anbxPydXaGqBy35w9LecUAGWNPl1WDho3iRTPf/WNd/Hhhx9WGguTQ4cMGYJxY69F0yZxAoT2mjrRwNYZY9mHpyrZM6P4m2d34Y8//qg0PL5IrVu3xv333YszWXn4NasIhaUm5Oz/FP/5z3/g73+RWpESMCQkRKjlVi0TcPbYGTRMiBJpWXGJDWsdUFVxLjl4e2dVlJNTR6+cmbhTAJQdyQf8+POvuP9f/xK/pkqi9Bg6dAgGDxrwl13oeryV0lCrhK8sXKmMunhCFSeGB+P2xXOh012svkX6hVJsxYoVaNuxM7xRiv3fHMDTTz+NRo0aoXfv3sIjJtj4H52P7777TnjIpG1WrVqFU6f+wPBhQ+Gr93L6jIqtjVJn1EhiWyvTxpnN5jWs3qWsa6h1n1aES2orew6FxIez0k9oU2e/FywTSuP15WKDJkyYgBHDh8DPx9vhQiujHrYWirZiekmZ5YuXjhbUETlt7/4wf1/sWr1YgI8gWrlypciwfumll5CUlGS5lcDy8/MTZPaZM2csv8/LyxOn86hu2cgdypafny8omnFjR4ujAbkZuVaEtaN5VeffKclox2mZRFlJWQiPDYf8v71x2LLhCUC5187Ow2kAyg77xQYjUOdaiS9ZsNJerT9SLiRs5SdXHU2gKqq4e6gOJ5LSoI9uhES/cnzy5T706NgBhw8fxuuvv2716DFjxggimhwhAZqammrlEfNiqvGff/4ZhpJCXPj9nLifiakpp9KsYsXqOQUE1UNJUR7SzmVY5Q46uo/9OHMNr5PRmKrG7ZVjtwdARywH+5G2PlPSXAYgbTTWeXGV2/LUAsiULHcryTfKT8b5jGw079QNZ7ILEBPij4fXrYDBYEBmZqaIeERGRgrp+MUXX4Ac4Pbt24WjwkYSesGCBQgPDxdJDgP69oWhtMiSjJqXkW8VH5YbV5hbhKB61l8EvWnZzcKRo/QdOmQwhgy8Gl7eZTCVlkHvY/+TY7Lf//10HNFRkWjcqCHKy0wi/lxRVm55AUKbNBDZ2pGNI5CfmY+wmPqV3m21Srel4ilIeJzV1tllR0JD6+8uA5CdMAPlaLYBCYaLqU7OPrx+XLhT3/KV/VHVssICv+lGM4CUkTzG6I4tGB7ghwdWLIBer0dOTg66du2KhIQEfPLJJ1aS7aqrrsLvv/+OxMREMER34403VpJ8HCNV9sMPPwy9tzcaRkQhqJ7zn4vV6bwx6toJqF//Iijo1DRs2BCrVq5AfLPGDp04X79ATJoyXdihdABph3btfBWCgwI0TSOCS0poe3umJWEZXuTJvcOZxkpVYN0VCG4BkAN3Juxmb4LkiYqTMxESF6H5kRr1vUpeSZZ8yzGaKzS52q4IC8KWG+cJKUdnglkyBCFJZdkI0JMnT6JZs2biV5SA/N306dNFFIWqmpvOf1NCMrrCzBtK0VGjRmHJTYvhhXIrAKklCze5QfM4zJ49x+YUfHx88Oqrr6Awj7SOtnNnNHph7oL5VuFCOlShoaGYP38eOrRrDZ1XhSY5zjH5BfhqSm31eKleufaeLOjkNgBdPQiktcIy1T81z4BG9e1njRBoPH/Bpj4W6ioAA3y88e69Wy085vXXX2+x/QioVq1aCeA1aNBA/F4rn5AbzIgIucRnnnkG+/fvR3FxMUaOHIlxY8fAD95I89IJiVFoqhBV/9Uvrd7XHxMmThEetGyUygR0YkI8/P18KkWauA5Ng81HALh+tKspSZeuWCPMA3XjfJiCdt+998BoKKokUW2ZDLIfCULpXHi6ELvbAKyqBOQEOamoAL2oGcMmM6vVakIeXnKnZp56Q1iv8dhbLwiHg23btm1iw3v16iVU32effSY8YwKMqnXp0qVWXfD3LVu2FGr52WefFRnXnTp2xKRJE5GZmo7bt21Denq6+G/WrFlo2a0XYmMa4Mf0IgxTfBV+yvQ5GDdunLA9CfbWrRJRXmBCg8bhTjsYcmC3bNiKCxcuiB/5EtBsYMmSQQP7C9DJFhhcX1SMIDfrDJUjQ3hKHpAH42Udb1dffK3raxWA6jO9e78/h/ArYixAdBT6cXUB3ti6FjNnzUJ+Xh5KTOXoOnQk4kN8MXXKFKGOCQYCkRKQER06G2yUIqRaKOl+++03obLZyIEybnzFFVcIsDWMjkR+YTEWLqychc1smzfeeAO6CsA/QIeTp85jy5atoh9yj6R6hg0ZihEjhqC8zIis5GxNh0EpseisvL37Q+zff0CUJFm4YD5KivN5EksTYLQXp06fBVJFNBPGjB6JqMhwlJVpf3VJHnSSnm11fHPEowBUJ6M6Aoj0jH/8Mw9+wf6Vzh+742TYe2az+sHYsdScjEq1GhYejptXrxb23ZdffomvvvrKYifdeuutOHjwIJKTk7F161Z8/vnnePTRRyt1L6s0UJpRJY8YNgxvvPWWAJu63XTTTZY+eO2cObPxyiuvVrqOMXa+ANeMGI7o0EjUiwpC0okkxCbGWq6VToLOWy+8X0dNXh8YHIbxEyZa2YuBgYG4+uqBIsHEZCxBUV4R8vQ+lWy9rVNG4/nnn4d3bDyWXn+t4DtZKOBQktmxcad5FIDuDMDWPc7wSe48b2jjMHEwSdmoVoODgwW1MnXqVLRp0wYvvviiyG559dVXMXjwYKFuZVUugmfz5s34+uuvhR1J+y8iwnwgXYKbttzdd9+NX3/9FUePHsXYsWPxf//3f8KbJqD5rICAAIvqlPdK8MXFxQl12r17N7Rq2QK/fH0UV/ZMRHZKjqZkdGYt8otM2PvFF4hv3lxIdBLq6kbp+PbbbyOrTIfv/ky3+vOYFtGYPHmq+B0dMM6R3ChfzPfff1/Yy/nBETiVle/McMz9OBsJUffo7mk4RyNjwgG9rOr4cjlVSHx4Pdy6cLamR0iVunHjRnz77bdCDXOTKClpz23atElERRiWW758OQ4cOCB4Qm4AN4LSTasR3AQbAbtu3TrxXIKVlbzYB0FGoJMLJCAJ0n379uGFF14QQJCbnZaWhn1ffYWUM2cRHH7xKICj9bT6u5cXtt95nzAjCDRp9/Iazj02NlY8ky/gDUtWYP+5NKtjrLT7T6fkYNMt6yo9luvEkCyjSlxDvphvvfMu9p3PQL5BW8VXCYC82ROOiNYCVpf0C/bVo/jod0KtHjlyBP/73/9wxx13iDAbnRKqYkog2oKnT5/G/fffD2481an0hGUlLqZfkXIhqKh+lTFleqP0jg8dOoS+ffuK88kjh41A2vkLeOntN8Rzufmkfth3jx49RPIDQUdgsHEDObYrWyYI3tTHV49zR88joF5gpYoL9kDIpFB5tpo24Jp1t4o5qj1mPpfhRdq0Z8+exU8//SS65cnBe++9Fz17dEOpoRCnkrOx+db1lR5JU4QAXL16NTZs2CBe2rff241959JFHR9bzW0JKDv0NAg9mXKlnvQjS27AbbfdJlQGAUVJRNqEoTSqSW5C9+7dhQRSUiPshyE4Zv/861//EmClBGMsmAT2n3/+KcBKaUYJSadF2QhaArFbt2546qmnhER88MEH4VVuQGGJCatX3ywAT5uqb59eiImKROrZVJtAc/ewk/SCX339Lbz33u5KmOD8mWRLicwjC7SJ+XISgL17dkNOKbBw5nSLVOa8pArevXu3eJnygsJrRgUrR+8pENo7/+uSqrFxMVOwSCkU/+8ri3qTl1IqsMZgt4GD4WMswq5dD2tGPmj/3XXXXYhJuBIHzqWhuSlHRB8o0WjvUZUpG/udMmWKSFol0f3kk09armFflJ7cbKpFSpBNmzZCV2ES/J+XPgBe5UYR0VCH55yhUbSW4Zdf/8Bdd+8Uf6LUoq3ZoUMH0BGho8UXbcCAAVi4bDl+Ts5AsN7L8jWpbVPHCNu4IqoxlkwcI+zZHiNG49CFWnBC1JNjeK48Ow9+Qf4oNZpQlFNoSWB1Bjye9nhtPbNFWR5On/rDvJCqMh38mRtBNURn5OWXXxbqOigoCM899yxKinLF8YQy+OLYsaNITk4RvOHChQtx3333CdVGtUyHo169euJeqmH2R9DSdpQUjhwfr6fUZdRF2ajCuMEcDyUvgULCvMxoRPMrmqAgO9/lI595hUYsWbIUw4cPx4TrxsLf3wfHfzslEmxffOlFfHY6DQU8OV6DzW0VHOijR1HpxcFSCqqLD6WeThNTkZnU/De5PR5Ol2E0OjM8AMUSbtVVsznc3we5BpMwqFktYcPsKSIEx0a7r3nz5kIVM/5Lgpl2H0NrFRVl8PGuEKBTtqykHDz49ONCbTI0R7X17rvvCslG22rv3r3CGOdZEXrXBA7ByFR+qm+q7l49e6Bn5+44kG/C0PhwTJ02U/OFYPiPHOK///1vYRPSPuPYr732WkE4x0ZHISREO+6rxpG3t49Nzo/XVpftbQ/PbgMwriAVzz79FCZNn4mQK1ohv8SAhgE68bFmFh9XNplIKSeo8/ISFUTVary6FoDnOn48fFioO1ImzHbpP3QEErp0x6nMfFx9RQxumDIZo0ePBm0ZZSPdID3QwvxMARKqv+hm0Vi4eJmw9wgu2m8EIJ2JXbt2CXJ68+ZNmD9/gQAQGyMsd955JxITWyA8LBSlhmL8mFOBbQtmCCnLxv4pSSlxG0TUB0Ezaco0Ta+dY2MyBJ0c2qAtEhIwdMAg6AN94OujQ/LJZLvpYMp5ViW9rSoC020A8pTs9y8+hhMnTojn054hX9ax7wD0apsgSl4o27BrxgpV1WXICCybMUVIjmYduqCsXgSyi42WennV8bXx+v6+eGjlQpFMwI1m+IwqbsuWLQhpmoAHN90qxj9v3jzB+1Et0stdsuQmtGmVWKnmtEy1P3chXSQg0IGhU0Kn5r333hO5g+rzJvw7vd7XXnvNktpFYJM7Y8iva7duaN9vEKK9zVEW8n0RcZGYPHWWGLdsHDdDhwR1VFSU8JyZTdOje3f069EbvoFeWLpirdgXJg5f1aEDGjeKgclkFBESW0358jvzvZCqgM7qBXeXB2QnpAfe2blJpAGpG6UCXfKxY0Zh2oxZwuujx0SOjf/m4R56mozFcrN69OqF8BZtkAu9OKHm6dYuOszC/5EyUSYYUJJQ9VI90qbr2LEjBvTvh949esBLp/3ph5TUHKxdv06E0CiFCALGiFeuWIYyUwk2b73L5nkTcozLli0TXuPMmTMFmMIaNUHu8T9wLMR8JJTty8fvFXQR7dE+vfvg4UceFtKWtuHvkHXhAAAcB0lEQVRjjz0mrqHU5XEBHqAfN24sAnX+8Pb2wtybFll58hwj1XhFeRniYqNFdQfZZBUDVzTQp7vuxPR5C+ET3Qh/5l2MN7u6b25LQD4oMtAP9y8359bJRhXCzW0WH481q1ciIrw+AoJCcd1148Ul3Gxe88gjjwjyloY5AUlbiT/zDafh3r1PP4S1bIfUgmIYy1zLwFYvAqsh7Hv6AUtaPc91rF27VthS/oGBGNCnF5KSU7Fy1Sph9NMbJSfGF4POAXMGZ0yfiiaNY2EqNaLEAMxfuEBItNWrVgIlJgSHm78AxWYorsC8xQsrpUfJ8yZMsaITJE8Vkmujk9K9c2d46UyWb3CE+fsg7y/b9eTuVzBo0CC89dZbQrrRcSGfKBNl5bNJpfCo7JYtmzFlijlqoW7yMD2FwY/JWfg9s3JExBGQEoL02LpqqdhLzqdpfHPMX7EK54vKkK1RDsVWf24D0M9bh0dXLhDsPW0WGtaDRo6GvqwUez79VKi60aNGoU3rRJF9ceSXk1bHGRnoJyXBNmzYMGHHyEZ1SN6MCx6W0Bq/pueI1CNn2ku3LUd0TAyW3rwOOb5BqA8Tfjn4LV568QVL4gCznqnGJHlMQFI1koBWZj/TvqNTwSQEcnw7duwQqvqDD95HQS6phwrLybdHHn8Wk8dPRGhIMGYvXCCcBYbiqCZ5io4RDko6vmDKxpeVv9+58250uqo9jqXnalZ2aFSSiZ3b7xAvN+kihgE5XhbgpHqnBOZLzXXt1aMb1qy7xcrj5n0MvZE479pvAD4/leLMctq9pjkKccfGDVbXUCLTfEls0xbjZ83FkZQsu3vnNgCbGzLx7Q+HMGLCZPyckm0J2fjodHj3nk0ijMU3lFQG33B6hZR0bIzFMqjNt4ebw3w12l1UL1qNRO/3338vKIKPTvxpd1FaB+uxYaU5hYr9U8I+9NBDQtoxZYmOBtUmnQWG17QaF5GEMR0GjpWxW/ZFSU/pwbEbSorEyTdZGeK3389i+44dYo70ftu1a4sNGzZapCDtveeeew5vvvmmWBeCaOH8ucjNyoSvosSvLTX446vP4IZFNyKufgAWLFoi7Fi+uLQ5GSLkPEmw88WnTcn/eGKP5sSkSZMQFRGGb9KLUFZeofk5DtJorF/4xIp5+M877+L71DxkFds/UtsyxAebViyptIQytj79htkIa9leaDGDDS3mNgDtoSAqyB9v3r9dvIFUM3zraeBzcchpccFoIDMDhW8v3xjagrIRAEwGZZ4c1TKjF6Q8qKbadeiA3cfP2/2oYXDySTz56COiO0oJ0iCkSUgYk9Wn5LvlllsEwJRNgoy/o43FTaU6o7ojz6eWXAQk7TmeG6koM+Dd3R/hnXfesVzGl46RE3XjcyixHnrwAei8yoRd5qz9NTAmGMeOHkG3rp2QlF+M4pJSbFy5TDyC9iSdEjaqe5oTpJZmz54twmN8kalZBo8djyyfYBQYSi051rL0SeiF3yyn/NgHvfkN2+/C12dTrUyhRvWCsHXBTMsZacbDV61ejYhE2vE+TvOJ1QLAdg1CsG7BHJEjx7d+586dQh1JZ4VsO6USgceB33777cKOIOhuvvlmfPTRR/j000/FQvJN56JxIeggUB1SJR9JzdF8B+r5++KpW5Zbog3cFIbAqHrYF9OseLicUQspJSmduHGUXDTW6cXyRRFq9K478fvJk9i4sXI5N0m7EOCkXuT8OF9KUJ6oUwNXgpxz3/XQg9h9IqmSjRsbEoikfG3DXn34O+ObT/DJxx+JufDFpv0qmQnlAnGszOahKUCqibYkNQ7Xo0HLdmjXMASfni8UL3bKF7tFVETdqKUoELoMuQYLJo4VEZ4rOnZDRVgDUX/bneZxAJLo3XHTXMG18Y2jxybSe7KyhL1I1UNWnzFTqiPaVJSM06ZNE44B7SytCAXvZZ8PPPAAfknPxYnMPGiZhd88/YAADoFNIF3VdyAO7d0jpC0bJQLVFheeTWazkEK68sorxb2MBXPDKIEJIAKMqpf/UaLypQr098aOu+6zOkeilODjx48XUpdzocSlnUypyr7HT56Mwyk5SC24+Ekx5ReoonKTsOtf9yMoOASPPPkUvjqdIiozsCmTQr89/Asef+hBYRfSrGD2NiWdspScfD5NA74knJ8yVs17GbWJjIrCxq3bcDw1Cz/sfktk+tgCYNch1wjnxRMF3z0OwKJDX6Jew0Z484XnhGpiGhLTfMiVMQgvG8U7N5nSj7FI2njk5XiQho2LRC+Tdg4zM2jPMGZ64Lvv8c3ZVKQVan8PLs6QBVN4LDKLDSLuG5t7QTg/BC+jB8zrk5kbtD2ZBkUvl8BmrJaSYfLkyZZNpP1Km4/Pp3Rkoii5OwJWre4oaamyCQSqPz6XiQ6U6OQIb1m/HhHh9ZCfnYvAEH+wkDptSKrfAfExOJWdj3M55pOG+d99biHFCRKCqk+/fpg0dyHqVxSKiNLejz7GwOEj8dmHuwXJTU6SgOM4qWGoVYzB4YgMq481C2Zb1p6SMDA4GPc8uAvHMgsQrCsTUSjWvT5/9Gc88cQT4lruD6Mtt92xA/vOWKtgd6Sd1j0eA+DLG1eKiZNeYEZEsxB/zJ81QywIjXiqh/XrK6fxSDVIGoYxU2Zi8FpKTS4qF7JZs6YI8jeHkRjeO+zj/IeCmxalCf6L8VkeMKdXyiwPSmdlo/qk2iGNQcdD6yASKQ+Ciy8J1RhVGB0ZetCtWl2JUSNHYtr0GWIDaX6wEThU/ZSaVPVXtrwCJqNBAG/RTSuFadG6czf0HjAQK+bMFJKSIB88biJef+YJUQpE3Tg2ag5KctqyfAYlOqUWwU7pT4+XLxznwpeAtuiNK1bCO7qxOA8tm5J0Zt3ryVNm4q2338HB5ByHTognQOgxAHZv3ADLbzCn6shGKcaFZ/iLtpvyO79cJHrKNNop4SjtyEsRKEuWLBFhM9m4wAQn/0YANYqLQZaXH87kGRx+YNH75I9o3LE7GvlCmAPKxr64SeQdWW6OzgbTq2TxIb4AtEnpKNEmJXBZoo2xY9pwzAImAUwJShByTpTSlESci1ZRS0pfqvod2+8QVRFGjhlv0Qx8QekYcb7UHrQl1eqUkvWBRx7FofQCJIQFY8+br4j1o9Tmy6o2XyiVqV34e6ZWcT+ERso1ILe0XHxzmBJYRqAoBV39tl1VgOgxAHIQkqvSGhClB1OS5ixYhILCQiyeZ30WliqSEoL2iF7vjfbtO1jsNnV/lFJ79pgrnQ4fNgwfnkxGicn2x6o7x9TH6vmzhXRhQJ8vBCMMpGXmzp0rAEUpQUnZv39/4QzxUDqvkY3XEozk3ajamHBAic+sZjZ6/KR2mFx67ZhROHnyFG7bYM2RSbVGAFJyZhlNSC0y4c5lCyzAoWqnTUzpRtDwJaDZQKeIc6b6V6bLM8Lz7D3bBU+plOqUukwRIw1DUn3iROtzILIQE2myb5NzkW80CY/Y3QPm7oLQYwBsEOSPO+ZPt2SZyAFxkxhRyMnLx7Ytm4Vq4/FHqjJyVaRoSGeQhqFNRVuRG026RNkYtiN1QUelID8fjaJiAN8KUbnVEYVxVcNwsCDR+RPHhTmgbAQDJRYrX1Ga0Vmi9FLm9fHl4QtCZ4TeM4ls4T02aCCkOkGibrKKKsNodEZIQ1EN0kMlUAjA+M49EOmnx6K5ZvuMDhhVKh00evzUDlybodeMRIeBQ3EmpwAGfsNM0RJ1xfhyz6ci04ahQM6BLzF/5ktBp4l2KSWp8oWSXXA/qKl2f/AhTmbm4XhaDuKCvKstM0m9Th4D4Lt3bbAE+cmfdRw0HIdVp6X4uVVGSZSNaovuPNUcKQIuIDeJi0enhRvHTe7S+SoYSyqXAuHnPw1lEN+Xs/e94y5xEVg2c6pV2JC0Ap0kRmS4UbLRHmRUgRKZQJQZ1AQi7b8ZM2YI/o/qkFkw6hJvBA3pH3rulFgEIdUjQUDP/5OTycg3loIvxtp5ZluRZLHIKM7LE4zAlT37Id/bX7PKvxxny0AdNq1eLkwZApr0lmyyMgLXlhJV8pEEHMdHybh+3VoUF+ZYXmAp/fjVAX5iVa8zf6OvOpvHADg4IVbQBfbitlfFhGHdgsoHgrhYBBnDXnQEeJi6uNCArAupiGx80XN2ZiFslW376P6tIq5LWyk6piEGDL8GBlOZ8DwbhgRgzbwbrOwnOge0C/l/vhyUvOQSJcdGVUvekOOm1OSLwutImFPike5gxCMpJw8hKMFne78VL5hsBHzPnj1x47Ll+DWnGM3CQkQqe0qB/U/TKtegf7No7P/sE6GiJdUzb/58tO7aE8kmHXINpWjtW4rbb1kvEhP+76WXsPdUCno2uPhxRVlugyXbtCrWdoz0w8k8I7o38Adrw0j7UFnhqiog9RgAHYEjPMAXMSXZwgajp0s+jvbH2vXrURoWA99yA/xUn75yN+1cjkW5oA2DA1jeGsn51hscoPfGa9vNB3Vkk2Eu2ndKVSyrDlBdk8Jh9gwlISM0SgeLYCC1tHz5Uui9mJxh5vDu3GmmerQapS0B/Wt6Lo6kVi6xoXVP32bR+PnbfdDVj4C+QRzSNaipJvWCcC63EONbNRLngem50yRK9wnB2ZyLc6YTQtpKC0wsVq/+aoJybSkx3U0mrjEAfvHoTuGF0egn+ctGlUa7pXXHzugyeDia+19MwyotNcHH52KWjSOA2/q78hu9WtcceeM5HDzAygId0L5rD7TpM0BIIibMjmoRi6mTJ1ndRpuR3BilHNOg6LWS+pD5f+pnELQMJfbq1ROTJk22OmdCyU/J9MLLr+CzP5IqVe13d8627hvXsiEmXj/Z8meaBPTKX3zlVRxIyrZ8HUp5f5ifDtkGs92pPvujziHkNa5KQ5sAZAqTJ5huORlmz8iA9IHndmnyW1Rl9AJvvWU9CvPybObiubIx6nKxw5tG4MfffocpvCGyio1oFRGMU7lFKNb4ZMOuVeYqqrJJVSvPaNBhIE9HB0opAeklk94hwHKys7Fo8UJMmjRFOGB0QN76z9tIgh/O57pe3s6VuWtdyyjLA/dqf/OEzggr3466fgq+OpNaKWtdft2ewOsaFYjj2SUoYbFIktZM1lB8zIc/O9NqTALKwcSFBuKuJWbHQtnoNdJYHzrkaoSGBIlyE87WsrM1Ua1Tdv56b7y9c5OwN2m003ZL6NwdxYH1rc6v7tl1p/B4uSHt2rXHnj2fCiKbUoMcoMzcoYomcc4sGxr29D7JL3J+lJKUMJT45AxJ/3Tq0QudBg7B8fTKSbzObFhVrokJDsDW+dNF7qWycS50ltK9A3FKQVJrPUuqWx5z4NGKdl26ocvAoTieniNonHYh3kiv8BW2rDOUTo0C0Ndbh6fW3Ch4NG4+AdeySw+U5WbhiccfE5tFQvrGxYsQHRUOVJQjOzkHYQ3NBRyV/3a0EawMz/QirRYTEoAHVt1YKdpBCUdvUh8bj4CgYPyZX4SYkEDsXGYuUiQbVTC9d9pt6kYpR9OCnCJpJfKLJMAJQMajmTfZc+BgRLRsKzapc6Q/vk/XDis6mqMrf+chsle2rRdMBdeeRHfbfoNETNdW06p6L7NmuJdP3mzOamcjc8DjnP0HDBAmDSmfuCZNsHTdbfgxOdOmeVGjAOzXIAD7fvgfml7VFedyCqySCQ79+wn89leGilwQpnIxlWjwoIHiEA/Tlpx1TBydMc7/4Uvsfvdi6pR8JukfxofnLFyEiGYJ2HjTAkHRUErwGEHT9p3wwi4zn8c0fko/EuIEJCUfN5YUDsFM8pcqnJKRwPTz9cb+rFILl8eoAz9u7YjHdAVotq6d2LaZCK19dTrV8uVPrWsl6JRf1FQWB+Xf/QNC8Pm5LAT56vHQmqWVsrLZLzUDI0t02Pjy0cnr1L0nBowZJ/JHZfMaOnRoxcOPPoYU7yBkFJUIT6g2WscGIdi58ZZKGcPyrC4dkmefeRrFhXmi8nxoxMXv9GqN157z0dLHiE3rzfVNRJWssDA0bhaPectXiTSv4r+iKoPj6uGHX36Df1w80gqL0SnUB771wvDkfXeL8B0luWwko8nHMduFURKGu0jVEIh0cJjsQLVMcJKEZ9itWZM4JBebRLnjutBYfLJDuO0Sw/LsiH9gKCZPmSbIeNq/6nAhCXqGJ7m29OyVDAPnSbv5x59+Egf7vaZOm1bxwKOP41Bqrt0iMtW5QCybdvv8GSLWS5qCzH1+QQGGj74W9by94Btw0V6kd1yQUWBRy7bGpZYqcXlJKPYJRIfE5lg4ZzaiomOw9vZNOFtcrklfaPX77TMPCqlHVcrjAozYaDV55oJvPoFGdcSCPcwRlKAnGAlMZvuQ6N6yfQd+L65AQWm5R50/W+vD7+LxNKJsyjQvZ/baNzgCkyaMt5QpZuyexHzLtm3x5Z49ggOlumejvU1iPrFrTxQFhMJQarJ4yzWqgm1N7M1t64Sqmjl3Pt5/+y3LtzoYFaBx379fH7RMTEDK6WRRL8WRGmZ05PMka/svISIUWxbPsZQVW7FyJSJbtkWel6/T2bt+eh0eX7VIhBtlbqCcE1UOpTUjI7QNmX5F6UfwMaWL0oBVp7R4QP6NdA3jv3pfPxxLy8aJDNcPCjkDHHlNG99S7Ni6RbxI06ZcLyqnqj88aa+/1958T+RLUuLzExXqJkuYNE5sjX1nUmxmsNcJACopH57hfWHLukpimxOkncVDN+OvuxaZSekIDrt4Ek0ugL0P2HSMCsXNC8wglE2eX5g1dx78m7RAlrHMbjSnbUAFXnzmKQEsepMk1Sm5aa+SYuHvmQTA7B+G4mQJtP4DB2LenMrP5ov33PPP42BKLvKMZTbKkLsCLeev5afH5OfWaOdSIvfu1VPY3FofnlT27OcfjOsmXG9lhlCqR0VH49Ytd4jojjOn4+oEAJUTSwgLwua/KtgrQcL4JcvQ3rhoIYz5JVbHIHndwfQSC2FqawtYnu2tnZvFASh14wa0SEzExh134/eM3EpnXXkGOjE8BBWZyUK6UcVQYinjr1Q5NLoZYuMzSE4zdjx23Di8zDO5FRUCpPSOG8fF4LM/82FUlf1wHj5Vv5IOxa0bt1XKjWTPHD+5zOXLlqLUyOLmF9W1Xu+LWXMWCBVLx2vu4pvgF9tMJEu42uoUACMC/XDg1edE/hpFOFOfxl87Dq3atLCq7i4/+qL8loUjT5Kc1YHnH7YUAaK3y3Baj/4D0bb3AJzIyLUrff77wB2ighUpFWblMIGB9WQoQdQ5eNwESlmC7cD+/SgqLkZakRE/ZeTXmpOnBYxR8WGYNGWGFSfLuZCQ5tyuGzsGoaFmTlbZgkIjRFKtocQMuKrU8q5TANT9dgi9evcx84DRMdi6dTOCA30rlfngpNUfUnEEwKIfv8a+vXuR2LoNrp89X3wj2JUD7zzpd8eCGVYkLlPNWMpD5urRZqUx3qd3b8RGRiMgRG85ZO6qZKju62nPPrHazONJaTdwYH9RDtjRF061xuZo/W3Np1YAGBugR3ZphYXuUA/uSt8y3L7O7GHKQzNM01p28xr4lZs/ABgQGmCJFTszebXX584Gd4yNwJq5MzVvlYWCGBfmIftRI65BhtGI71NdV0vujM3Ve7oEVeD7n37GmGFXiyJJVWlVKa1XKwCsOP4D/v3Si+II4ZgJ18OvSYtKHKTx6EG8+VrlCvK01Xiqbu6cOWjZvAX2ZpiPEtZEkyfulM+iDcgaOD16dEd4/RAr6eHMi1ET47b3DK3iokoOlR8rV1c7U/dXlXnWCgDpg37y0A4r0pmhHB6jbNWtF8IbN8UdSxZohsrIpzVt0QINw4JF3RRb4TZPb2zyF+/ji88/s5Rgu3nNWqSU6cQBHx4H4EbSFiKRfyTLWGMvRVXmybguv7/HRifO31uH5KLKhaEcVcC95ADICTMP7/kNKyuVwaWBT49XVlTgqa6rB/RDdHSklTFclUm7s2nD46NwMCUH5eUVItHzn9aYlsWkVFvSjyVZSh149DKOrOyjViQgB2A6st/q27xUrUxEYHEgnvLi6TR5VqN/v77o3KnDJafe/m4g1VLHUhB8cO9mERMePW48OvS/GkdtVK5guK+krNxCmdUKAFuU52Pz7RvF4ZnmLRJxw5LlMOTlYt3yyoVu6ISQa2rTpjUmz5mHn1JyBGF7udXuCqiLWDLDaMvcaZZDacxsCg4JwfqNm1AYFIY/cwshM6uVyQ21AsB29XyRYtJZYrBtoupj7ZzpFladoOvbtw9umDUTAf4+QvUyvPZHXvXVka7d7by0nm6riu2VYUHYtHShZmkVnrX28vYWVSa+OJNmyTuoFQCql/v5dTeJzJGeg4chMK4ZLuQVQZ2Z4Si1/tLawkt/tFr2XOqXH+CzPXusJsfwKevkjB51Dc6U+wtCvk7YgMpB8BOqyiwwxoZ7RPkjxOdizLamnY5LHyLVOwN1trPPmWP4v2eeFswFabL5S5YhyzdEfJ1gSFyAzWhJnZCAWkt1dWwAfIlMQHyf1tXDLtW7/Jd7V69AvCETxfWikVVabhVhkhSOLQFSJwGoVr+Xpd+lC3jlqTqtWdQpANZL+QMhCa0RE6BDPV2ZJdRWlWD3pbt1/4yR1ykAZu/fg48+/ECQ0zwvPGH8dWjb5kr891xejWQJ19Utr8nvdtT0GtQpAHLyXzx2D5KTkqzWgQWMmNLdonN3lNePqpG6dTW9Ef/U59U5AHYO88PqJdZ1/Lg59K542KVeeASW3LJBHCesrQNU/1SwVMe86xQA28eEYe3cmZZqBExxYu2+m9begtMFRrcLYVfHwl3u0zMrUKcA+NzaG0U8+LppMxAQ2wwRehPyz6QioVWsUyn3nlmSy73U5ArUKQDW5MQvP6turMBlANaNffjHjuIfB0BPV/36xyLHQxP/xwHQQ+t2uRsPrcDfCoCXpZuHUFGD3fytAFiD63b5UR5agUsOgLaSIT20Hna7CchLR3xCCxz+7gA6duthde3j99+DRavWWP2tpLgYXZrF4mhqNt5/6w38efaMuEbd2kaH4a5Hn8So8ROt/pSTlYX64eHYumYVbr/nfrtj47Vs773xKmYuNBP5fKa6Tz6L45H/5zXrb1yAF3d/hJeffRr3PP605W8cv39AAOQ4nFnj8Vf3xTNvvisu5di1xsC1umHxEtH3JQVAGRPlSS7++3BmzZY1IwBzssxlPWaMHoG1W7ejUdNmyMpIR0ZaGh6+e4fYyINf78OwMWPxy88/YuR1ZlCdPvk7wsIjBEBYU3DbupvFta3adcDy2TMweuIkxDVuLPp97OXXsXjq9fj6+B/Y8+FuS98EaWBQkHgJ+J8EWXFRIYaMHGMBIMfUqVsPfP3FZwKALzzxKIoKCzFuyjREN4wVY+H9BHafQYPFvxvGNcLxIz8hPiERcydciyGjxuDwdwfxxKtvCgC++vwz6N6nrxjvtJFD8e8PPhHXc7w/nEnC7jdfw8QZN+Dzjz9EWHi46OeXIz8hKyNDAJxrxbFPmD4LBKDs+5ICIM8U8ChhclEZjudYZ9Y683ZW9ZrWUeZKrbJxY6W0cbZvd+6RfWtJE2ef6+51BNTVw69xeLujsdma9/8Ds0JZBe6wYRsAAAAASUVORK5CYII=</thumbnail><scenes select="1"><scene name="mapa"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="$globe show current location" type="command" category="other"><header></header><code></code><translations>de:$globe zeige aktuellen Standort&#xD;pt:mostra a localização corrente do dispositivo no $globe&#xD;ca:$globe centra a la meva ubicació&#xD;</translations><inputs></inputs><script><custom-block s="set $globe to lon: %n lat: %n"><custom-block s="$globe current longitude"></custom-block><custom-block s="$globe current latitude"></custom-block></custom-block></script></block-definition><block-definition s="$globe zoom" type="reporter" category="other"><header></header><code></code><translations>de:$globe Zoom&#xD;pt:o zoom do $globe&#xD;ca:$globe zoom&#xD;</translations><inputs></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>map_zoom</l><list></list></block></block></script></block-definition><block-definition s="set $globe zoom to %&apos;n&apos;" type="command" category="other"><header></header><code></code><translations>de:setze $globe Zoom auf _&#xD;pt:altera o zoom do $globe para _&#xD;ca:$globe fixa el zoom a _&#xD;</translations><inputs><input type="%n">10</input></inputs><script><block s="doApplyExtension"><l>map_zoom(n)</l><list><block var="n"/></list></block><custom-block s="update $globe"></custom-block></script></block-definition><block-definition s="$globe longitude of x %&apos;x&apos;" type="reporter" category="other"><header></header><code></code><translations>de:$globe Längengrad von x _&#xD;pt:a longitude no $globe da coordenada x _&#xD;ca:$globe longitud per a x _&#xD;</translations><inputs><input type="%n">0</input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>map_lon(x)</l><list><block var="x"/></list></block></block></script></block-definition><block-definition s="$globe latitude of y %&apos;y&apos;" type="reporter" category="other"><header></header><code></code><translations>de:$globe Breitengrad von y _&#xD;pt:a latitude no $globe da coordenada y _&#xD;ca:$globe latitud per a y _&#xD;</translations><inputs><input type="%n">0</input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>map_lat(y)</l><list><block var="y"/></list></block></block></script></block-definition><block-definition s="set $globe to lon: %&apos;lon&apos; lat: %&apos;lat&apos;" type="command" category="other"><header></header><code></code><translations>de:setze $globe auf Länge: _ Breite: _&#xD;pt:altera a posição no $globe para (longitude: _ , latitude: _ )&#xD;ca:$globe centra a longitud: _ latitud: _&#xD;</translations><inputs><input type="%n">-122.257852</input><input type="%n">37.872099</input></inputs><script><block s="doApplyExtension"><l>map_view(lon, lat)</l><list><block var="lon"/><block var="lat"/></list></block><custom-block s="update $globe"></custom-block></script></block-definition><block-definition s="y of $globe latitude %&apos;lat&apos;" type="reporter" category="other"><header></header><code></code><translations>de:y von $globe Breitengrad _&#xD;pt:a coordenada y da latitude _ no $globe&#xD;ca:$globe y per a latitud _&#xD;</translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>map_y(lat)</l><list><block var="lat"/></list></block></block></script></block-definition><block-definition s="x of $globe longitude %&apos;lon&apos;" type="reporter" category="other"><header></header><code></code><translations>de:x von $globe Längengrad _&#xD;pt:a coordenada x da longidude _ no $globe&#xD;ca:$globe x per a longitud _&#xD;</translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><block s="reportApplyExtension"><l>map_x(lon)</l><list><block var="lon"/></list></block></block></script></block-definition><block-definition s="change $globe by x: %&apos;x&apos; y: %&apos;y&apos; pixels" type="command" category="other"><header></header><code></code><translations>de:ändere $globe um x: _ y: _ Pixel&#xD;pt:desloca a posição do mapa de (x: _ , y: _ )&#xD;ca:$globe canvia la ubicació en x: _ y: _ píxels&#xD;</translations><inputs><input type="%n">10</input><input type="%n">10</input></inputs><script><block s="doApplyExtension"><l>map_pan(x, y)</l><list><block var="x"/><block var="y"/></list></block><custom-block s="update $globe"></custom-block></script></block-definition><block-definition s="$globe distance in km to %&apos;target&apos;" type="reporter" category="other"><header></header><code></code><translations>de:$globe Entfernung in km zu _&#xD;pt:a tua distância em km a _ no $globo&#xD;ca:$globe distància en km fins a _&#xD;</translations><inputs><input type="%s" readonly="true"><options>§_objectsMenu</options></input></inputs><script><block s="doDeclareVariables"><list><l>trg</l></list></block><block s="doSetVar"><l>trg</l><block s="reportObject"><block var="target"/></block></block><block s="doIf"><block s="reportNot"><block s="reportVariadicAnd"><list><block s="reportIsA"><block s="reportGet"><l><option>self</option></l></block><l><option>sprite</option></l></block><block s="reportIsA"><block var="trg"/><l><option>sprite</option></l></block></list></block></block><script><block s="doReport"><l>-1</l></block></script></block><block s="doReport"><block s="reportApplyExtension"><l>map_dist(lat1, lon1, lat2, lon2)</l><list><custom-block s="$globe latitude of y %n"><block s="yPosition"></block></custom-block><custom-block s="$globe longitude of x %n"><block s="xPosition"></block></custom-block><custom-block s="$globe latitude of y %n"><block s="reportAttributeOf"><l><option>y position</option></l><block var="target"/></block></custom-block><custom-block s="$globe longitude of x %n"><block s="reportAttributeOf"><l><option>x position</option></l><block var="target"/></block></custom-block></list></block></block></script></block-definition><block-definition s="$globe current location" type="reporter" category="other"><header></header><code></code><translations>de:$globe aktuelle Position&#xD;pt:a localização corrente do dispositivo no $globe&#xD;ca:$globe ubicació actual&#xD;</translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>callback</l></list></block><block s="doSetVar"><l>callback</l><block s="reportApplyExtension"><l>geo_location(acc?)</l><list><block s="reportBoolean"><l><bool>false</bool></l></block></list></block></block><block s="doWaitUntil"><block s="reportVariadicEquals"><list><block s="reportListAttribute"><l><option>length</option></l><block s="evaluate"><block var="callback"/><list></list></block></block><l>2</l></list></block></block><block s="doReport"><block s="evaluate"><block var="callback"/><list></list></block></block></script></block-definition><block-definition s="$globe current latitude" type="reporter" category="other"><header></header><code></code><translations>de:$globe aktueller Breitengrad&#xD;pt:a latitude corrente do dispositivo no $globe&#xD;ca:$globe latitud actual&#xD;</translations><inputs></inputs><script><block s="doReport"><block s="reportListItem"><l>1</l><custom-block s="$globe current location"></custom-block></block></block></script></block-definition><block-definition s="$globe current longitude" type="reporter" category="other"><header></header><code></code><translations>de:$globe aktueller Längengrad&#xD;pt:a longitude corrente do dispositivo no $globe&#xD;ca:$globe longitud actual&#xD;</translations><inputs></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><custom-block s="$globe current location"></custom-block></block></block></script></block-definition><block-definition s="update $globe" type="command" category="other"><header></header><code></code><translations>de:aktualisiere $globe&#xD;pt:actualiza o $globe&#xD;ca:$globe força refresc&#xD;</translations><inputs></inputs><script><block s="doApplyExtension"><l>map_update</l><list></list></block><block s="doTellTo"><block s="reportGet"><l><option>stage</option></l></block><block s="reifyScript"><script><block s="doSwitchToCostume"><custom-block s="$globe as costume"></custom-block></block></script><list></list></block><list></list></block></script></block-definition><block-definition s="$globe as costume" type="reporter" category="other"><header></header><code></code><translations>de:$globe als Kostüm&#xD;pt:a parte visível do $globe na forma de traje&#xD;ca:$globe vestit del mapa actual&#xD;</translations><inputs></inputs><script><block s="doWaitUntil"><block s="reportApplyExtension"><l>map_loaded</l><list></list></block></block><block s="doReport"><block s="reportApplyExtension"><l>map_costume</l><list></list></block></block></script></block-definition><block-definition s="set $globe style to %&apos;name&apos;" type="command" category="other"><header></header><code></code><translations>de:setze $globe Stil auf _&#xD;pt:altera o estilo do $globe para _&#xD;ca:$globe fixa l&apos;estil de mapa a _&#xD;</translations><inputs><input type="%s" readonly="true">OpenStreetMap<options>OpenStreetMap&#xD;Wikimedia&#xD;Watercolor&#xD;Toner&#xD;Terrain&#xD;Topographic&#xD;Satellite&#xD;Streets&#xD;Shading&#xD;Mapbox (experimental)</options></input></inputs><script><block s="doApplyExtension"><l>map_style(name)</l><list><block var="name"/></list></block><custom-block s="update $globe"></custom-block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" id="235"><pentrails>data:image/png;base64,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</pentrails><wear><ref mediaID="1"></ref></wear><costumes><list struct="atomic" id="236"></list></costumes><sounds><list struct="atomic" id="237"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="20.130133333333333" y="-85.83039751962326" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" hidden="true" costume="0" color="80,80,80,1" pen="tip" id="242"><costumes><list struct="atomic" id="243"></list></costumes><sounds><list struct="atomic" id="244"></list></sounds><blocks></blocks><variables><variable name="noms"><l>0</l></variable></variables><scripts><script x="455.541015625" y="49.33333333333337"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="goToLayer"><l><option>front</option></l></block><block s="bubble"><block var="nom"/></block></script><script x="460.541015625" y="177"><block s="receiveInteraction"><l><option>mouse-departed</option></l></block><block s="bubble"><l></l></block></script><script x="44.541015625" y="57.000000000000114"><block s="receiveGo"></block><custom-block s="set $globe zoom to %n"><l>1</l></custom-block><custom-block s="set $globe to lon: %n lat: %n"><l>15</l><l>37.872099</l></custom-block><block s="show"></block><block s="doForEach"><l>pais</l><block s="reportCDR"><block var="paisos"/></block><script><block s="gotoXY"><custom-block s="x of $globe longitude %n"><block s="reportListItem"><l>3</l><block var="pais"/></block></custom-block><custom-block s="y of $globe latitude %n"><block s="reportListItem"><l>2</l><block var="pais"/></block></custom-block></block><block s="doSetVar"><l>nom</l><block s="reportListItem"><l>4</l><block var="pais"/></block></block><block s="doSetVar"><l>consum_energetic_mundial (2)</l><l>0</l></block><block s="createClone"><l><option>myself</option></l></block></script></block><block s="hide"></block></script><script x="119.541015625" y="338.16666666666697"><block s="reportFindFirst"><block s="reifyPredicate"><autolambda><block s="reportVariadicEquals"><list><block s="reportListItem"><l>1</l><l/></block><block var="nom"/></list></block></autolambda><list></list></block><block var="consum_energetic_mundial (2)"/></block></script></scripts></sprite><watcher scope="Sprite" var="noms" style="normal" x="10" y="10" color="243,118,29" hidden="true"/><watcher var="pais" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="nom" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher var="consum_energetic_mundial (2)" style="normal" x="10" y="94.00000799999998" color="243,118,29" extX="200" extY="150" hidden="true"/></sprites></stage><variables><variable name="paisos"><list id="318"><item><list struct="atomic" id="319">country,latitude,longitude,name</list></item><item><list struct="atomic" id="320">AE,23.424.076,53.847.818,United Arab Emirates</list></item><item><list struct="atomic" id="321">AF,3.393.911,67.709.953,Afghanistan</list></item><item><list struct="atomic" id="322">AG,17.060.816,-61.796.428,Antigua and Barbuda</list></item><item><list struct="atomic" id="323">AL,41.153.332,20.168.331,Albania</list></item><item><list struct="atomic" id="324">AM,40.069.099,45.038.189,Armenia</list></item><item><list struct="atomic" id="325">AN,12.226.079,-69.060.087,Netherlands Antilles</list></item><item><list struct="atomic" id="326">AO,-11.202.692,17.873.887,Angola</list></item><item><list struct="atomic" id="327">AQ,-75.250.973,-71.389,Antarctica</list></item><item><list struct="atomic" id="328">AR,-38.416.097,-63.616.672,Argentina</list></item><item><list struct="atomic" id="329">AS,-14.270.972,-170.132.217,American Samoa</list></item><item><list struct="atomic" id="330">AT,47.516.231,14.550.072,Austria</list></item><item><list struct="atomic" id="331">AU,-25.274.398,133.775.136,Australia</list></item><item><list struct="atomic" id="332">AW,1.252.111,-69.968.338,Aruba</list></item><item><list struct="atomic" id="333">AZ,40.143.105,47.576.927,Azerbaijan</list></item><item><list struct="atomic" id="334">BA,43.915.886,17.679.076,Bosnia and Herzegovina</list></item><item><list struct="atomic" id="335">BB,13.193.887,-59.543.198,Barbados</list></item><item><list struct="atomic" id="336">BD,23.684.994,90.356.331,Bangladesh</list></item><item><list struct="atomic" id="337">BE,50.503.887,4.469.936,Belgium</list></item><item><list struct="atomic" id="338">BF,12.238.333,-1.561.593,Burkina Faso</list></item><item><list struct="atomic" id="339">BG,42.733.883,2.548.583,Bulgaria</list></item><item><list struct="atomic" id="340">BH,25.930.414,50.637.772,Bahrain</list></item><item><list struct="atomic" id="341">BI,-3.373.056,29.918.886,Burundi</list></item><item><list struct="atomic" id="342">BJ,930.769,2.315.834,Benin</list></item><item><list struct="atomic" id="343">BM,32.321.384,-6.475.737,Bermuda</list></item><item><list struct="atomic" id="344">BN,4.535.277,114.727.669,Brunei</list></item><item><list struct="atomic" id="345">BO,-16.290.154,-63.588.653,Bolivia</list></item><item><list struct="atomic" id="346">BR,-14.235.004,-5.192.528,Brazil</list></item><item><list struct="atomic" id="347">BS,2.503.428,-7.739.628,Bahamas</list></item><item><list struct="atomic" id="348">BT,27.514.162,90.433.601,Bhutan</list></item><item><list struct="atomic" id="349">BW,-22.328.474,24.684.866,Botswana</list></item><item><list struct="atomic" id="350">BY,53.709.807,27.953.389,Belarus</list></item><item><list struct="atomic" id="351">BZ,17.189.877,-8.849.765,Belize</list></item><item><list struct="atomic" id="352">CA,56.130.366,-106.346.771,Canada</list></item><item><list struct="atomic" id="353">CD,-4.038.333,21.758.664,Congo (DRC)</list></item><item><list struct="atomic" id="354">CF,6.611.111,20.939.444,Central African Republic</list></item><item><list struct="atomic" id="355">CG,-228.021,15.827.659,Congo (Republic)</list></item><item><list struct="atomic" id="356">CH,46.818.188,8.227.512,Switzerland</list></item><item><list struct="atomic" id="357">CI,7.539.989,-554.708,Côte d&apos;Ivoire</list></item><item><list struct="atomic" id="358">CK,-21.236.736,-159.777.671,Cook Islands</list></item><item><list struct="atomic" id="359">CL,-35.675.147,-71.542.969,Chile</list></item><item><list struct="atomic" id="360">CM,7.369.722,12.354.722,Cameroon</list></item><item><list struct="atomic" id="361">CN,3.586.166,104.195.397,China</list></item><item><list struct="atomic" id="362">CO,4.570.868,-74.297.333,Colombia</list></item><item><list struct="atomic" id="363">CR,9.748.917,-83.753.428,Costa Rica</list></item><item><list struct="atomic" id="364">CU,21.521.757,-77.781.167,Cuba</list></item><item><list struct="atomic" id="365">CV,16.002.082,-24.013.197,Cape Verde</list></item><item><list struct="atomic" id="366">CY,35.126.413,33.429.859,Cyprus</list></item><item><list struct="atomic" id="367">CZ,49.817.492,15.472.962,Czech Republic</list></item><item><list struct="atomic" id="368">DE,51.165.691,10.451.526,Germany</list></item><item><list struct="atomic" id="369">DE,5.073.438,709.549,&quot;Germany, East&quot;</list></item><item><list struct="atomic" id="370">DE,51.165.691,10.451.526,&quot;Germany, West&quot;</list></item><item><list struct="atomic" id="371">DJ,11.825.138,42.590.275,Djibouti</list></item><item><list struct="atomic" id="372">DK,5.626.392,9.501.785,Denmark</list></item><item><list struct="atomic" id="373">DM,15.414.999,-61.370.976,Dominica</list></item><item><list struct="atomic" id="374">DO,18.735.693,-70.162.651,Dominican Republic</list></item><item><list struct="atomic" id="375">DZ,28.033.886,1.659.626,Algeria</list></item><item><list struct="atomic" id="376">EC,-1.831.239,-78.183.406,Ecuador</list></item><item><list struct="atomic" id="377">EE,58.595.272,25.013.607,Estonia</list></item><item><list struct="atomic" id="378">EG,26.820.553,30.802.498,Egypt</list></item><item><list struct="atomic" id="379">EH,24.215.527,-12.885.834,Western Sahara</list></item><item><list struct="atomic" id="380">ER,15.179.384,39.782.334,Eritrea</list></item><item><list struct="atomic" id="381">ES,40.463.667,-374.922,Spain</list></item><item><list struct="atomic" id="382">ET,9.145,40.489.673,Ethiopia</list></item><item><list struct="atomic" id="383">FI,6.192.411,25.748.151,Finland</list></item><item><list struct="atomic" id="384">FJ,-16.578.193,179.414.413,Fiji</list></item><item><list struct="atomic" id="385">FK,-51.796.253,-59.523.613,Falkland Islands (Islas Malvinas)</list></item><item><list struct="atomic" id="386">FO,61.892.635,-6.911.806,Faroe Islands</list></item><item><list struct="atomic" id="387">FR,46.227.638,2.213.749,France</list></item><item><list struct="atomic" id="388">GA,-803.689,11.609.444,Gabon</list></item><item><list struct="atomic" id="389">GB,55.378.051,-3.435.973,United Kingdom</list></item><item><list struct="atomic" id="390">GD,12.262.776,-61.604.171,Grenada</list></item><item><list struct="atomic" id="391">GE,42.315.407,43.356.892,Georgia</list></item><item><list struct="atomic" id="392">GF,3.933.889,-53.125.782,French Guiana</list></item><item><list struct="atomic" id="393">GH,7.946.527,-1.023.194,Ghana</list></item><item><list struct="atomic" id="394">GI,36.137.741,-5.345.374,Gibraltar</list></item><item><list struct="atomic" id="395">GL,71.706.936,-42.604.303,Greenland</list></item><item><list struct="atomic" id="396">GM,13.443.182,-15.310.139,The Gambia</list></item><item><list struct="atomic" id="397">GN,9.945.587,-9.696.645,Guinea</list></item><item><list struct="atomic" id="398">GP,16.995.971,-62.067.641,Guadeloupe</list></item><item><list struct="atomic" id="399">GQ,1.650.801,10.267.895,Equatorial Guinea</list></item><item><list struct="atomic" id="400">GR,39.074.208,21.824.312,Greece</list></item><item><list struct="atomic" id="401">GT,15.783.471,-90.230.759,Guatemala</list></item><item><list struct="atomic" id="402">GU,13.444.304,144.793.731,Guam</list></item><item><list struct="atomic" id="403">GW,11.803.749,-15.180.413,Guinea-Bissau</list></item><item><list struct="atomic" id="404">GY,4.860.416,-5.893.018,Guyana</list></item><item><list struct="atomic" id="405">HW,21.315.603,-157.858.093,Hawaiian Trade Zone</list></item><item><list struct="atomic" id="406">HK,22.396.428,114.109.497,Hong Kong</list></item><item><list struct="atomic" id="407">HN,15.199.999,-86.241.905,Honduras</list></item><item><list struct="atomic" id="408">HR,45.1,15.2,Croatia</list></item><item><list struct="atomic" id="409">HT,18.971.187,-72.285.215,Haiti</list></item><item><list struct="atomic" id="410">HU,47.162.494,19.503.304,Hungary</list></item><item><list struct="atomic" id="411">ID,-789.275,113.921.327,Indonesia</list></item><item><list struct="atomic" id="412">IE,5.341.291,-824.389,Ireland</list></item><item><list struct="atomic" id="413">IL,31.046.051,34.851.612,Israel</list></item><item><list struct="atomic" id="414">IN,20.593.684,7.896.288,India</list></item><item><list struct="atomic" id="415">IQ,33.223.191,43.679.291,Iraq</list></item><item><list struct="atomic" id="416">IR,32.427.908,53.688.046,Iran</list></item><item><list struct="atomic" id="417">IS,64.963.051,-19.020.835,Iceland</list></item><item><list struct="atomic" id="418">IT,4.187.194,1.256.738,Italy</list></item><item><list struct="atomic" id="419">JM,18.109.581,-77.297.508,Jamaica</list></item><item><list struct="atomic" id="420">JO,30.585.164,36.238.414,Jordan</list></item><item><list struct="atomic" id="421">JP,36.204.824,138.252.924,Japan</list></item><item><list struct="atomic" id="422">KE,-23.559,37.906.193,Kenya</list></item><item><list struct="atomic" id="423">KG,4.120.438,74.766.098,Kyrgyzstan</list></item><item><list struct="atomic" id="424">KH,12.565.679,104.990.963,Cambodia</list></item><item><list struct="atomic" id="425">KI,-3.370.417,-168.734.039,Kiribati</list></item><item><list struct="atomic" id="426">KM,-11.875.001,43.872.219,Comoros</list></item><item><list struct="atomic" id="427">KN,17.357.822,-62.782.998,Saint Kitts and Nevis</list></item><item><list struct="atomic" id="428">KP,40.339.852,127.510.093,North Korea</list></item><item><list struct="atomic" id="429">KR,35.907.757,127.766.922,South Korea</list></item><item><list struct="atomic" id="430">KW,2.931.166,47.481.766,Kuwait</list></item><item><list struct="atomic" id="431">KY,19.513.469,-80.566.956,Cayman Islands</list></item><item><list struct="atomic" id="432">KZ,48.019.573,66.923.684,Kazakhstan</list></item><item><list struct="atomic" id="433">LA,1.985.627,102.495.496,Laos</list></item><item><list struct="atomic" id="434">LB,33.854.721,35.862.285,Lebanon</list></item><item><list struct="atomic" id="435">LC,13.909.444,-60.978.893,Saint Lucia</list></item><item><list struct="atomic" id="436">LK,7.873.054,80.771.797,Sri Lanka</list></item><item><list struct="atomic" id="437">LR,6.428.055,-9.429.499,Liberia</list></item><item><list struct="atomic" id="438">LS,-29.609.988,28.233.608,Lesotho</list></item><item><list struct="atomic" id="439">LT,55.169.438,23.881.275,Lithuania</list></item><item><list struct="atomic" id="440">LU,49.815.273,6.129.583,Luxembourg</list></item><item><list struct="atomic" id="441">LV,56.879.635,24.603.189,Latvia</list></item><item><list struct="atomic" id="442">LY,263.351,17.228.331,Libya</list></item><item><list struct="atomic" id="443">MA,31.791.702,-709.262,Morocco</list></item><item><list struct="atomic" id="444">MD,47.411.631,28.369.885,Moldova</list></item><item><list struct="atomic" id="445">ME,42.708.678,1.937.439,Montenegro</list></item><item><list struct="atomic" id="446">MG,-18.766.947,46.869.107,Madagascar</list></item><item><list struct="atomic" id="447">MK,41.608.635,21.745.275,Macedonia</list></item><item><list struct="atomic" id="448">ML,17.570.692,-3.996.166,Mali</list></item><item><list struct="atomic" id="449">MM,21.913.965,95.956.223,Myanmar (Burma)</list></item><item><list struct="atomic" id="450">MN,46.862.496,103.846.656,Mongolia</list></item><item><list struct="atomic" id="451">MO,22.198.745,113.543.873,Macau</list></item><item><list struct="atomic" id="452">MP,1.733.083,14.538.469,Northern Mariana Islands</list></item><item><list struct="atomic" id="453">MQ,14.641.528,-61.024.174,Martinique</list></item><item><list struct="atomic" id="454">MR,2.100.789,-10.940.835,Mauritania</list></item><item><list struct="atomic" id="455">MS,16.742.498,-62.187.366,Montserrat</list></item><item><list struct="atomic" id="456">MT,35.937.496,14.375.416,Malta</list></item><item><list struct="atomic" id="457">MU,-20.348.404,57.552.152,Mauritius</list></item><item><list struct="atomic" id="458">MV,3.202.778,7.322.068,Maldives</list></item><item><list struct="atomic" id="459">MW,-13.254.308,34.301.525,Malawi</list></item><item><list struct="atomic" id="460">MX,23.634.501,-102.552.784,Mexico</list></item><item><list struct="atomic" id="461">MY,4.210.484,101.975.766,Malaysia</list></item><item><list struct="atomic" id="462">MZ,-18.665.695,35.529.562,Mozambique</list></item><item><list struct="atomic" id="463">NA,-2.295.764,1.849.041,Namibia</list></item><item><list struct="atomic" id="464">NC,-20.904.305,165.618.042,New Caledonia</list></item><item><list struct="atomic" id="465">NE,17.607.789,8.081.666,Niger</list></item><item><list struct="atomic" id="466">NG,9.081.999,8.675.277,Nigeria</list></item><item><list struct="atomic" id="467">NI,12.865.416,-85.207.229,Nicaragua</list></item><item><list struct="atomic" id="468">NL,52.132.633,5.291.266,Netherlands</list></item><item><list struct="atomic" id="469">NO,60.472.024,8.468.946,Norway</list></item><item><list struct="atomic" id="470">NP,28.394.857,84.124.008,Nepal</list></item><item><list struct="atomic" id="471">NR,-522.778,166.931.503,Nauru</list></item><item><list struct="atomic" id="472">NU,-19.054.445,-169.867.233,Niue</list></item><item><list struct="atomic" id="473">NZ,-40.900.557,174.885.971,New Zealand</list></item><item><list struct="atomic" id="474">OM,21.512.583,55.923.255,Oman</list></item><item><list struct="atomic" id="475">PA,8.537.981,-80.782.127,Panama</list></item><item><list struct="atomic" id="476">PE,-9.189.967,-75.015.152,Peru</list></item><item><list struct="atomic" id="477">PF,-17.679.742,-149.406.843,French Polynesia</list></item><item><list struct="atomic" id="478">PG,-6.314.993,14.395.555,Papua New Guinea</list></item><item><list struct="atomic" id="479">PH,12.879.721,121.774.017,Philippines</list></item><item><list struct="atomic" id="480">PK,30.375.321,69.345.116,Pakistan</list></item><item><list struct="atomic" id="481">PL,51.919.438,19.145.136,Poland</list></item><item><list struct="atomic" id="482">PM,46.941.936,-5.627.111,Saint Pierre and Miquelon</list></item><item><list struct="atomic" id="483">PR,18.220.833,-66.590.149,Puerto Rico</list></item><item><list struct="atomic" id="484">PS,31.952.162,35.233.154,Palestinian Territories</list></item><item><list struct="atomic" id="485">PT,39.399.872,-8.224.454,Portugal</list></item><item><list struct="atomic" id="486">PY,-23.442.503,-58.443.832,Paraguay</list></item><item><list struct="atomic" id="487">QA,25.354.826,51.183.884,Qatar</list></item><item><list struct="atomic" id="488">RE,-21.115.141,55.536.384,Réunion</list></item><item><list struct="atomic" id="489">RO,45.943.161,2.496.676,Romania</list></item><item><list struct="atomic" id="490">RS,44.016.521,21.005.859,Serbia</list></item><item><list struct="atomic" id="491">RU,6.152.401,105.318.756,Russia</list></item><item><list struct="atomic" id="492">RW,-1.940.278,29.873.888,Rwanda</list></item><item><list struct="atomic" id="493">SA,23.885.942,45.079.162,Saudi Arabia</list></item><item><list struct="atomic" id="494">SB,-964.571,160.156.194,Solomon Islands</list></item><item><list struct="atomic" id="495">SC,-4.679.574,55.491.977,Seychelles</list></item><item><list struct="atomic" id="496">SD,12.862.807,30.217.636,Sudan</list></item><item><list struct="atomic" id="497">SE,60.128.161,18.643.501,Sweden</list></item><item><list struct="atomic" id="498">SG,1.352.083,103.819.836,Singapore</list></item><item><list struct="atomic" id="499">SH,-24.143.474,-10.030.696,Saint Helena</list></item><item><list struct="atomic" id="500">SI,46.151.241,14.995.463,Slovenia</list></item><item><list struct="atomic" id="501">SK,48.669.026,19.699.024,Slovakia</list></item><item><list struct="atomic" id="502">SL,8.460.555,-11.779.889,Sierra Leone</list></item><item><list struct="atomic" id="503">SN,14.497.401,-14.452.362,Senegal</list></item><item><list struct="atomic" id="504">SO,5.152.149,46.199.616,Somalia</list></item><item><list struct="atomic" id="505">SR,3.919.305,-56.027.783,Suriname</list></item><item><list struct="atomic" id="506">ST,18.636,6.613.081,São Tomé and Príncipe</list></item><item><list struct="atomic" id="507">SU,6.152.401,105.318.756,U.S.S.R.</list></item><item><list struct="atomic" id="508">SV,13.794.185,-8.889.653,El Salvador</list></item><item><list struct="atomic" id="509">SY,34.802.075,38.996.815,Syria</list></item><item><list struct="atomic" id="510">SZ,-26.522.503,31.465.866,Swaziland</list></item><item><list struct="atomic" id="511">TC,21.694.025,-71.797.928,Turks and Caicos Islands</list></item><item><list struct="atomic" id="512">TD,15.454.166,18.732.207,Chad</list></item><item><list struct="atomic" id="513">TG,8.619.543,824.782,Togo</list></item><item><list struct="atomic" id="514">TH,15.870.032,100.992.541,Thailand</list></item><item><list struct="atomic" id="515">TJ,38.861.034,71.276.093,Tajikistan</list></item><item><list struct="atomic" id="516">TL,-8.874.217,125.727.539,Timor-Leste</list></item><item><list struct="atomic" id="517">TM,38.969.719,59.556.278,Turkmenistan</list></item><item><list struct="atomic" id="518">TN,33.886.917,9.537.499,Tunisia</list></item><item><list struct="atomic" id="519">TO,-21.178.986,-175.198.242,Tonga</list></item><item><list struct="atomic" id="520">TR,38.963.745,35.243.322,Turkey</list></item><item><list struct="atomic" id="521">TT,10.691.803,-61.222.503,Trinidad and Tobago</list></item><item><list struct="atomic" id="522">TW,2.369.781,120.960.515,Taiwan</list></item><item><list struct="atomic" id="523">TZ,-6.369.028,34.888.822,Tanzania</list></item><item><list struct="atomic" id="524">UA,48.379.433,3.116.558,Ukraine</list></item><item><list struct="atomic" id="525">UG,1.373.333,32.290.275,Uganda</list></item><item><list struct="atomic" id="526">US,3.709.024,-95.712.891,United States</list></item><item><list struct="atomic" id="527">UY,-32.522.779,-55.765.835,Uruguay</list></item><item><list struct="atomic" id="528">UZ,41.377.491,64.585.262,Uzbekistan</list></item><item><list struct="atomic" id="529">VC,12.984.305,-61.287.228,Saint Vincent and the Grenadines</list></item><item><list struct="atomic" id="530">VE,642.375,-6.658.973,Venezuela</list></item><item><list struct="atomic" id="531">VG,18.420.695,-64.639.968,British Virgin Islands</list></item><item><list struct="atomic" id="532">VI,18.335.765,-64.896.335,U.S. Virgin Islands</list></item><item><list struct="atomic" id="533">VN,14.058.324,108.277.199,Vietnam</list></item><item><list struct="atomic" id="534">VU,-15.376.706,166.959.158,Vanuatu</list></item><item><list struct="atomic" id="535">WI,19.308.552,166.631.012,Wake Island</list></item><item><list struct="atomic" id="536">WS,-13.759.029,-172.104.629,Samoa</list></item><item><list struct="atomic" id="537">XK,42.602.636,20.902.977,Kosovo</list></item><item><list struct="atomic" id="538">YE,15.552.727,48.516.388,Yemen</list></item><item><list struct="atomic" id="539">ZA,-30.559.482,22.937.506,South Africa</list></item><item><list struct="atomic" id="540">ZM,-13.133.897,27.849.332,Zambia</list></item><item><list struct="atomic" id="541">ZW,-19.015.438,29.154.857,Zimbabwe</list></item></list></variable><variable name="pais"><l>0</l></variable><variable name="nom"><l>Zimbabwe</l></variable><variable name="consum_energetic_mundial (2)"><l>0</l></variable></variables></scene></scenes></project><media name="mapa" app="Snap! 8.2, https://snap.berkeley.edu" version="2"><costume name="map" center-x="240" center-y="180" 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" 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