América Latina adopta subsidios y rebajas fiscales para mitigar crisis energética global

FBGENC:v1:bmBmpZUAMHXsbziPrnRhoQ==:Uv94KXMbdRLilaKsEd9OeTIf+vs1Gq8Qx9p/px3RhLg77/U3zdSBtYIAZJ9huRxVZTUDAvC+mxRhdMXF4/KGENiZiXF7S47NRh8mvEK5VTChv0X3rvEo/tHeRBVn6IZe4sMVEgiQuxMh4eSJiyyw3cCP3fX+0bo9WS9rh5wkQP5jwMM75W+6OJaVI1EMipC/3miriH2MqZlZDSRCjKLmFbDtjpTdQSxiShRdKb2jNB7J2b7i510xkAuEEK3hhvQUpjLmMep2M4XuW4tpHNjnfYWlF6uJuCZZLZABqOOL11HJqUbVlLX8Dkl4MWv2im2BE0F98AcqY9GXFrOXGiOpA7PJZC2G0+xa6BRAY2K/gyJnUwhnBvq6pqkgIYbC10z5S6MzcIxgxKJ/eov6wOacZH+BkuUHI+KG5Fhp7gy2/vcyxzLcRlNvfCEI5SbEgBlhlm15oJXtLIiHEwZyCl6/5sWM6zjPDHINU1ofEFCsd+KM3i3UNNO6jHIDYHm5tvYlwGeZTssvIqHhE+q2xk8JGicF/8p6sJTZDU2XeyUM0qZy0UvUVeVTM+B61PqFoBILo4drGWFZcZ9R19LuyjinG4YfshERrO0I9k+S9Gziv4qpJ50lTQcNr8o6eEjE1L2cG8BUpL4XpA86cesG1AWRTekaaGYOj+qRU9YX74q/LNgkaZAJ8EXWAW+JgsboVhgwBWvYH9stS4kedAYQ/rlcFLQBmKCKP2z+8wWPFXlhDsAw8cxufZMbgrzLDylB+x0zrAjYUTjxz2X71SECNAJ6QUPkA2VyO7X27um+DA0zAOy1BSynH8NVyheRKRaiKBT65XvXmL9VSrf5VfBXrENhhWJBLOYeBOQgqJDf0Cp8BKGLCPmIhH+BHN1btiDJnwEmMUBAh8mj4vVjYRkaZqrJycd5U+A2vPH+yLOOULNPsqIMtNZeRmdSzCjglObLr9p08L2YbFg/kYb+qwPwAqHP2Y2oA0OLDsSvq+NYk9boVipTkfPtDgqMCbjLaHrVFBFlFNnaBNLmBlqzYCj3/FUQGqkMheihul6a4a6h2tbq5D9nWOpaogt+ZIWM9afraI8w/ppS5bPmyQ24cjNy5QR452dJo1m74y20eO/zhtenvy9+VPCBmna6hP1ae1sbo/YiNVhP8WlXfbRvkGhDDlt9AmBNIcaIIIGtTKDyi709SR7vhcvepKfoh77bG5S3wEcr7Kah4/V4lrPotyXZpwWrHNPYDBhxd3HaN0hkorVXYuV3WHPePQC4sVhICD69/TUYlGb8vQqwbBYBhEu42iiv8Erdectvj21DqWqBB6opOcXNLfkJH0S4mEWfS+xFzwx09I1lrF+mKgAraOT15FTfyiMwcEZt+tDYwo62eCilLAHlLXk3kMzncOEh4jtIbptLbiZFKjCAiyvxecSsBJBEvfcud9FLad6jwYdMGYkpkX7PjnZ6wqYDBteNo7hhJP1OsNXiK69xND416ESRlcVffc9QDL6zMp/2fGQ5k6PwsrV/PWXS8MrMucmFL38cRvvlzy4tH6nwsEotxgbofIwgnKzcTSDF5V5jJv2Q1H4RkZ/3kNFL6eMwADteP3doMQ253lTEThz9n8zIyHeK3ODVUXsoAZd231tQ2MyEvxO1IZTCcjA5UiBn0Cd8BrSaysLIysfvx+F6whAIAzR7FWy9Ir4903A+1TVVUqkDwx4QXbDrXd6cz7b1ISENVJH+eSs8PQQRWHTJkNSprGOVsKP1k0b1Iwk/2qPALwQpfwI5GjWVxi9Ex0q6OtU3tB9AfFrzjitSvaaEYDQUveoctPahoGTeui7U0a/aPdoa1W12HedeTTa0cBZhuWP7HMVfThv4mNnHIxhqGimRRnMy/zFGGpLlX6IKd+100Ogm9LUFUzoatRWk7GlRqWITRSBAgB/mEHfAxhiTLOhxCCfZmPHS9PbUoiZTZNB1UwFtrZ+OfX4wwonNE+zcWcbFF1PFZkX3SH4BM2QgLVdZfxTHELb16cXOCg92Q5YxAbci6tZxFrls6eygLXqwn5SqHabdT2V+DgB0Xk/tR+EVEiJXrvfWfirytpCcYylOl0c8O+VyBnzpw+i1CbykEeQKrB8Vo/Xz53ayoUmaUe4StW4b4xYQaV7HjbDbxpasgkNJjcjxN3yB6v7AfiMcxktJeMaAJhtw7d/cR7WxV/HoT8RLLZ++DW6+hhyZqgSM0pZvbUS8PxN1Px8yIcTwMDGxeW+zt1qb9R9ufAnIJqp13H9MOrbtkeXrj9gEvFb9gu/V2S2LUZTHjfUIvsNDyFlTuubhrjRt3QwlXSNNgSWhssmfccrSff/5iXVIz3ad5dKrcRn441tYZF/JVABcfcDtxUSAh9qa0PAWxhcbdgl7DYo9MZUaoYJdDjkvvUQXcyf9E8NtqBES0BKm5KIWcWZWcP8HqhwqrrQJ5Al2zAKcPFZHN9es7HsiKIbrMtS6ZLVTz5GcVlPZsdO0jpB0ltMLr4a9xM5UFyzyGupmq/8FVJYe9jpfws+sfF7rNsbedJKHh1XenrbLdi012OQMVrTnTZ7RZjz5KLInXqi2nilzslVhPij1PKGtpx/SnPnOyCEHZHCWswCPD6Sg/wf96D7IRICz79Fz/YASdnCGCFUrUCcvSiNOHS+DP/a7YnLWVx9sS7kKT9Oz+At+i/fj3dpzszsyxsagAyDE1+1n9psoQb5qiqUI4C4fLNPF+QDKdUhEwHUOwm3eGTJ09N3KAGyG8vzoKCz7qWQPlQbEl/7SoaLBaaC+m9B4YGo4wxuO0JozVrM73l/7vJH9kxysJDJLLxMmchYH62Ik4WhKzVVegRr006Ol4Np0EXFvP4WtNKwONpi2jTm4yl4S11csGLs/MepLO33LGjdHMqCv9eRxc+T8TOw6WeB9ZcKEWnNPxw+bLu4KQLi7+Vk00zVju1+Foj28sgM3zmLn57oKcZmkDeGLQGzMUuHGKu4sJmt44gSRrKPcuZETzm8uuwqY/cNC3tiQuCWDGcPBlgUOaJjq2JNxBWoNJF4Ia2Vvw8KrUn7MM0Fw8YU23Ratggra3DKlLSCRaZRKQBko+vHNcBVnYqLycqtpKNtUfxuIlqotlJEQc4vHjRp5D2SyYOlzpJ9H2l9x6RipXDdl+lHBE2rdAiQFOM/sPw4thJqbdl7nfvxBT1OAo8H9INvAXtyn9TFcdeyedtIEtFXjnRAGh5jdLLT8UmXKaVnM+yd5zVPKpO6CMq+zW5O+I+TCzdH7cEPW4gClxqw29xIew9RDw0cIIsxEY7u6vxxN4s8IR8B9ncIl7lsKLufrlj5dDf/Rhd1qFXhRoWOkchV1WFx+ujVBCscnRBA5WG8OXTRWujPYYfTJDqMlJZwhz1BJS8UNxbskpZZZHyJjPz8L6oeSAlJCGAeQy+Hc4EyJGsm/KU1CJrcA+P5Fr/gq6Uas2NvaTwwiIf/jPCqYaszFlY4UC8nj/Dp58I9Kz9ywta8nQEX6kr38q17IAk8t3CPwv2MH/q/mNd4qWNCnzX8dcPr+GYkN/6Gbgf8mAkuocsN1AbC2uPEiG+3udlJoLMr6wiHilz4c9px26h0FTqFuB+07bPAuq+vZxwcpuvEp6IndEBpq71NbKjVJm5I5TfuZcizEAi42L4hpmudXXhYn1iFnWJULTMJox1OwyNIp69x5h1B0HLi7hJubSVb24r7m10d6tsNaCNWVObmH1ub6NoOxHB8mrNdcnXiwjG5pS6w9dvbssBGyX1Pp43RJNaV7nO2/zchR367DqABbST8g/MpoeY6pkMmg6LzI56jpp0b9NrL5iKSpGTQT6O2POG05aLDJfoqdRPQzkuFFOthrGwenyT8Sg9ART3fWWWGckJ47QxsFEtKbN1kZ7cDuqqxXGiwnL2L8Z5LMgA5EalSTHKuibo3atwDcRI64PvTYXApSd7vqx/DYmkinFqQh0cs37/iQQsa1heDKStUjsA2cumD28e6YWuanH4sWi2bzEve3V2hn+2uyAkgDzT119OW/DSS+RGAyFtuGJXADsErUL94u/czCNWIYNTMsAC2/I9hkrQ2dUl3MqH/zcYQvnYNts/uxDHP6Q6Ji9FiElbUmvybc7y/W/LwfFOgdZxn5XeJG5oEjQ7o/cVlk2N7nCrFFXFQkwe8Gi0kjn06VIepbsal8IHcd+XwGPO135cyPV1iO+zVkye0MyDqJlK4vZ7rAeTjxjKWOq9uAPu2bE9YqbvcX2sHkHS0ur76j2CosqzKtsNWHSHVUI94Zw7EUOdM3vLTbnin7B6D89FcVuBIMpboAHA5P8jgJkFILqPhWE2a1szpRdcRRJlajlHsPpQE2EQG6nCSPSOqOSPccUYTfnpSqWIi8cxxel80xfFhO21UWZWDDhaXToJSXljSxQ+ie8EfQ4AwEoOxdQru2pW18WYU9I7gKj5lX/X4iJJ53NlHaLpnbUwwWY9aFvIN/xB3B7OBd66EewP5dH7s9NzP3RTFxa4EPxrFobCGq83aPR0yfE9xdIGJ4BWSHDKYaQWvVn2HcB8QVpjmQguSd8AGtCPePr4QrC1IwsYBkh9bWtUV5ZgXlfyJzUZYekuU=

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