{"id":2748,"date":"2026-01-27T09:32:00","date_gmt":"2026-01-27T08:32:00","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=2748"},"modified":"2026-01-27T09:32:36","modified_gmt":"2026-01-27T08:32:36","slug":"un-fino-equilibrio-que-nos-permite-estar-aqui","status":"publish","type":"post","link":"http:\/\/www.emiliosilveravazquez.com\/blog\/2026\/01\/27\/un-fino-equilibrio-que-nos-permite-estar-aqui\/","title":{"rendered":"Un fino equilibrio que nos permite estar aqu\u00ed"},"content":{"rendered":"<p><img decoding=\"async\" class=\"aligncenter\" 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\" alt=\"Viento solar - Wikipedia, la enciclopedia libre\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Viento solar\" width=\"299\" height=\"224\" \/><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" 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\" alt=\"El viento solar pierde potencia, alcanza su m\u00ednimo en 50 a\u00f1os ...\" width=\"222\" height=\"229\" \/><img decoding=\"async\" loading=\"lazy\" class=\"aligncenter\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSILxyhFsBjpSZCs5Ex18gcGxN3iDcXjrgpcw&amp;usqp=CAU\" alt=\"El viento solar mat\u00f3 a Marte&quot; - YouTube\" width=\"360\" height=\"270\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Las estrellas t\u00edpicas como el Sol, emiten desde su superficie un viento de part\u00edculas cargadas el\u00e9ctricamente que barre los atm\u00f3sferas de los planetas en \u00f3rbitas a su alrededor y a menos que el viento pueda ser desviado por un campo magn\u00e9tico, los posibles habitantes de ese planeta lo podr\u00edan tener complicado soportando tal lluvia de <a href=\"#\" onclick=\"referencia('radiactividad',event); return false;\">radiactividad<\/a>.\u00a0 En nuestro sistema solar el campo magn\u00e9tico de la Tierra ha protegido su atm\u00f3sfera del viento solar, pero Marte, que no est\u00e1 protegido por ning\u00fan campo magn\u00e9tico, perdi\u00f3 su atm\u00f3sfera hace tiempo.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/6\/68\/Schiaparelli_Hemisphere_Enhanced.jpg\/800px-Schiaparelli_Hemisphere_Enhanced.jpg\" alt=\"Schiaparelli Hemisphere Enhanced.jpg\" width=\"587\" height=\"587\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Probablemente no es f\u00e1cil mantener una larga vida en un planeta del Sistema solar.\u00a0 Poco a poco hemos llegado a apreciar cu\u00e1n precaria es.\u00a0 Dejando a un lado los intentos que siguen realizando los seres vivos de extinguirse a s\u00ed mismos, agotar los recursos naturales, propagan infecciones letales y venenos mortales y emponzo\u00f1ar la atm\u00f3sfera, tambi\u00e9n existen serias amenazas exteriores.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Cinco causas de la contaminaci\u00f3n de la Tierra | Ingredientes que Suman\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTIoz_jQ_Pk1SRUziT9M-rFqbn-ts8iqW0FZA&amp;usqp=CAU\" alt=\"9 Formas inusuales que la contaminaci\u00f3n del aire afecta tu salud\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSX-_sABdkeLqVEpcCbW31nMJf69JazVMEgRA&amp;usqp=CAU\" alt=\"El pl\u00e1stico supone el 95% de los residuos del Mediterr\u00e1neo ...\" \/><img decoding=\"async\" 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TOQVhgOh3g9POmbdg9Dv51YcFNVg+x5ilg2ROu29zGDr0QfSDNQzgooxIMTnVECJ6QPrTy8uotzlrCAQdvDM7EzjymapRFmZ6oCNjP2rrdgahqErOemKft8ERTo5adiKpxJswn4YAkagexEwftNN3bysqL8ONOrxTk6oOMYAg99zWqvKT2qTyw9qWKY8qPOHh+sECTH\/fXcVf4ZyYzIIPaP2PpW23CxjpP7NDv8MASAZHQiQCPQ5qq6FZn8WBcL3GIDs06ADBncgz36Go4ZU0nXqBEaSBKzJMNGR1yKcThSx0gSTPUDYE9fSkbyk7Vnj0NS7A8YqoxBhtOBBlTjed9zNU4pbtpyg1KR5wdJ8Qg43ycf3qLtgkkmpa28glmkCJMyABEZ6AYilKDZSkjNt2Q7hdSrPUmAPUxiO9Oc8SXUDS1wAamtuly2YGNICiGxmZq5t+Is3ineTJM+fehtYWCRCHoPEcQZE58t+9RKG7KTVFURP4cyxCtdJVdEmQoE6tQH9OI6edLXbRBJUEARJxuQMmMCd9PSm7AEaCTpLAkA9QGAIHv9qPc4dFEJcLl4BUqyaSCDkzBzNQ40NyM\/jbCBLWkqSVJYADUrBipDddgCPU0l\/DljCiT29BOPoa2LX8ogtaVznFwEqRtIggnM\/sVNmw9wu9tBKy5VMaQYyAZLKI2zHXepqhWY12zFtSHQyflHzqRPzYwDPQ0zya01y6gJBFsFgGZVwDMDUQNzMdtVdftlvlTaASAc46jYbHaKHw10pqxkrpB7SQT64BHvVUx2L8ZwmiBuYyRkTJGPLH3oCWZMd\/sBkn99q2OLL3nT5flBOlVAUECZ0jYee3vWcq+Ex5T6f9x9qGgB6yZhioAwJI6gY88z9aioK11KgG+HvQc5BEEeX+QYPtRgyf8vqP8UDhgWMATg49ATUhSDEZ2jz\/ANVZI2rDYA56nt9KIpLYAmAdhmBnPpk0qpg\/09PQx23zWhebxIbdwXGjDKHUrE48QE4zOadhQVOKZkKFsDIBAP0bcego1\/iNTK5yYXOOneIM7+e3rVODgPbe4qBCSGOCrdCDpkjHUDeuS78O5hhAbcQ4gHfIzjyqlRMtEADtRgVGMH32oFziCzEzJPYAfQDA9BTnChzEIHA21Cd89+9ab6ItdllZe33poNqgT7TV+B\/D9x9wa9JwH4OO7CB3JgVbxXJN+xi8Nwk9vtWlw\/KSelep4HkFtdyPbP8AqtFOGspv7ZA\/f1rKXmiuClCTPM8N+HZrRt\/hWdzW+byKAQoPpn3oq8YOgrGXmm+EaLxrsxLX4PXqactfhdB1rSfjYE\/7pYc4zGn7\/uKzz8zKxgiP\/l+3Q7n4cQ07b5iCNvvV\/wCLHeoz8q7HjAw7\/wCElO1Z\/E\/hM9CK9ceLFWW8D1FUvP5VyD8cWfPbv4adSCDBBkEVk8TyJhvM19O466R8qavfpWY\/FWzhlIPp\/muiHmb3RnKFHzK9y4Def37UrfQdScev+PIfSvqT8utXPldZPQ4rN4r8LnfRqHl\/kVp9WDIqSPmt1FHf6GgPZHlvv0H0r1fMeR3Bsgj0H6+9YfEI6YK46jp0O23QfSq60CkjORN1LARJzsTjAxvA+1DuIAYkHzEEfWrX+IScJH39\/wB9qizxughlEMOsA\/Y4qGWRdAJwWYxJLYyBkb7UJljOZ7z3H+D96vc4oMSxAkmTiB9BgUW69sogDHXLlp22WCD1mD9KhsRXgbKAF3Vo6FSBkKcCQRJ7GJihcu4DWxAdQ0eFXVjr6wCAQDtvFFu8SyqUMKr6SRAAMbEf6pdrdljALL4hDMQRpP8AUAN5jb6VDeik9kW7gs\/ED2x8WQCGiBmSpWPLcHrFZwIEGJnfz70a5YAcqGHqYjaT95qVsFyFwI6iBOQMHY+XSi0XsWuWYPUjoQNxXVe4wzoLBRtJz7x3gmupiBRoYagRkGCIx\/sUzytdTxAOG3yDg4iRvSPE3y5kkx0BO3UgdhmfetPhOXuArHSFMHVrXHnAM1SVuhN0NcQztqDAQQu53CeEEEnffr1NS6IUCKJcNhtgyMogGch5nH7Kty0VYoSQF7gA7SMTvPrFOcus3nYtuW3kAz6gjNPFt6IckuRcrHhKkPJHlg5kdD6Vo8v5ZcuEEDt9q9XyX8GkgMcAdTj6feva8DwdiyN9R6x++9NyjD5ZFylweO5d+EdmZYB7V6rgeRWk6A01xvM0XcYEYHQdzJ8X06V5s83e9IUjLADKqQc5aenrvtFR9Scl7IFBXvZv8Tx9myN4HkP77\/esw\/iaz82gk\/U+RljXjuK4mXB1fEHVvENgCIBgdwAvUTgRS10eOVKoHzDXAYEDJJ8WSCYIHSJqlCPLs1\/wexufiJnYqgK++cDee2+R2oF7iSxnX13iDJGw3Mdj1rzlvjWUrtkZiY8WMkmDMA7Cr3ePLzE5xAB37eZkVpGKRLs9Ja45VOpizkbDUY9T3+lHv86dhKuAOwgGJjY\/5PtXkblxhJIIjfP1+9KvzGM5PaDVOCexJs9e3NbgjxHO2DH1P1qycxYzp8TCAVG8HEz2EZ2rynC8YDMknsfTae2Qcz1+rlvjYgE6ZbckfpuRjbpUtJBs9IvHEMQ7KpG4GY99gKZ\/+NIB84PvJrzllEZmLSoAJAmAXGMxBiZ7RjfenV4SENwgOoxr1eIfckDyj6Vm5LsqmaN38RqPvjrigL+MExvH3H13\/wB15jiGnUokH83ixHzAzB20gj\/qs2\/w66S4dlEnBBbtjpO48oIM5in6Q2e+X8VsBKzGxB0z9Jmfalrv4iV8l4bod13jO8YztXiOHN1V1EnQSFypAIO5GZHbAzntWk3ECIuafARpPde5xK4IPikYONqPQmFSPQ2+elCDCN0EOBvnM7j1H3rd5V+ILbCSPhH1MHz2A618x4ppB+ESROBD5B2XUeoJAzHQ9RROXX2JGtWOdgYO\/YZzmiSjJArR9jHHI\/zBWHcjP+aU43k\/D3RjBPfI+tYPB3xAAV16lnZYI8hg+0f5p23zJIkMcbtqUDHUz9Jrn3F+kppPlGHzj8EbsokeWRXjeYcje3Phnt5Z3\/t719gs8TtD75B9MHaicdwdu5hgJPXb9n1q\/rdSRD8bX2s\/P9wFTBovBX2R0YHSJifLE+m+9fROffgyZKCfbP0\/xXjud8GEUabYBHzTLYmfCCIXMk5M6vKqcU9x2EZe+mKcBa1a7s22ZCSUfIYRMgdcBjuNqi1zFPjKzEW9LgqbfyQCxO+ewB7dKzeL4y2Qo+CEIPiYMx1DtBmKPb4DQ9lnDMCy6lEA7gwPac7YrJ\/JokAVmuOXeDIYknSg8KxA2BPy4Gc9apxfFhkt\/NrGrUTsRIKxnoJFad3l6r8TSPiAJrYGZt5yu+SJGexBxSo4ZQ2q8wUAssi3rUkDppIHWZosYohtwJ1SR0EjffeY6e1dTXA8MIN+SEUMpJEw2jTOJMS3QHauppr3GZty8GChhp0rBIEyc6ZGNhinuH4YEgBlIZZBE+hDdVMz3\/vSVrg2I+U\/NBPXpiO+9ev5Jy1LIVrpEg6gsSfQ+WBj9K0iqdsiT6L8i\/Dz3cnYbk7ADz\/tXuuU8HatYRQ7D87YRf351jHmoYCYt2+wgDeenl5Vm8w5\/q8K4UVcpuSpaRhj2z13MvxAq+EHW3Un5Z\/1WY\/ODKnUHJI8AkQTjsB9+vWvGcRzQAgg5nIiZyPpgk0ivMUdyLlokNgfDYrB2nIaZPTz9qzxrg2SPS8bzq8bmjIJAgAD5WECB1mfrSj8cUB+HcOQVdhByTlUYkyIiSoAydxSF\/hwouMRuZBDREnVExkkBgACOu+RSIujbA7Tk9Yz29q0gkwao3rXHNdi3GhYy8GBHUjtsTHmd6S4rhrpEk61U6ZVg4BgkDEkAgYJwc+dJWLynBYjG5AO0Ykn\/wA32xvQLC6rrIWWVkambSvYmWAgdcxgH2qU17jUWafE310lgyhmglVMkyfzdFA3gCc+UgXC8xcM2l3zgjJlTOCJM4\/ZovMQVt2l0FCgYFhD6iSASIwI774EHNZFyCCHc+H8jMZgf8SIEQARPoIFZqSey3E1xxy6WFyTqEoBmCBM9ojoO3tRLHEJliTlvEqhdABzhTPQdFMR6Vl8t4mwLial1hWEyQgK\/MQZ1RO3X9Kffg2vcW6oVhnuaMgqQoLAagAdlGIE+VLOxYhuIvaGOhYAAIIDDfE588A9feqcLxE3FJDFQRIXeJHXMGYiaz9AJwcTALb5ncCftO3nQ7t5leCdMHIIOIMz5iBMYOPOm5a5DE9NxruqfE0nSGKy0Z7ER8\/iBEgYxJpLh+duAG1qfFBUzOmJxI0gZMzmT2oXNWayttPiOfjW\/wCbaDqAGDGQQAR0nOT3G9LzZuXV0I6fy2Yh2VhrCM2oQg0r8piDv1rFSspoYHGlyXm2IX5QoVZggrGky0dZA8x03TYsX+Fe21xbV1YZBdYgH5mKgkkosEkagGMgk15Y8MEuol4tatsZDaVfJ0yVErNuFBGoggDocG9++qglG\/lggIXCqTGk6tIJn\/wxIEiT3JlXY8TYsFNKgw5Bb4iqSVMCThgNI8E4kGT8tO8Nyzh7jWnS663GDSDpIQhTjUzEtLYEwY74nIsv\/wDZPwkFzIuFtWlVUEDVLFRGI3krtpzfieaIiWSltQNDI7MwcsSx8WkEMoGwXBhSJNJtio07t74a\/DvcO9qD\/wCIX13AGXWIVSEJK6SQxWJHc0hw3EKikCVUqCxCrpDGArBfi6WmQMgEajgiaBb48W11hw5UAMGXXKqfypdUBVOv5mByBgGKR4Li2MHKKhOrSIEvsI+bQFBJzsAJGoGhNhR6fiOOunhtL3mckhrbNDakE2zBJKiG04nYEjaapw63Ldh77hwoYAndtVzxZPQEaTPUOOta3Dcz4azdS3K8SyqVt6SfhrIIa2dQ1Oq+E4AgTvsfF82\/H164bothFtvhSAwOhSNMhmIjSqgrEeVJTl0LFM9Jyb8V2tmMdMgkQJOwwD79T3r0VnniFVg6wdxsY2ztBn9Nq+M2OP8AEzMJJBjYDUepUCI3xjetezfhQUW5sGbfQAMEznZoztmrtPklxrg+xcFzVW2JEYIOR\/rFRzPllniAZEN\/UP3mvnfJubN4N2ViF8OGBJgDHod4x6it\/h\/xCAJGr\/ysDq8yI6dv7UYtO4ibtUzzf4k\/CjW5IUEHY9N\/2PevNursSjsQAJG+lYkklRuYJr63a5oGxg9wY2rN47lKgtdsBdRRlKnYhhGD0PlVuWSqXJnxxwfPTetrbKxcR1tgB0caC7qNSsumYI3g7jaKz+HeVjsSYAyRHU9fLGJNE5jYuIPhEQFkxAmc5k5GPOMCq8IXX+XjSzCcKxBAnDb7dAYM+VTNNFp2h7jy68IhWNLBkYgICfHq0kgSTpg5qKzuYXMsbWsoAVYuiggmdQABOIG\/lXVKaLV0bIulNgSwJBaJgwJAx2G9ETjjsR2ImcYP1mdvLrWZw3M\/hCBBkgsCOoBEDtIO\/nXDijpYsNRGRIkjG+IxkVsTiaXE3C2FMnGWgb+uwrOu6iGCgsQ4EqCQZBmMeQpbib8pqmc+LuD0x9aDwfGsq3BrKgwQJImfCYHU6W+1Jv2CK9zuJ1KYbB8\/L0oAumZE4En\/ADjzo9m6b2pbrtCq7j80HEyCc4HfpSnDcSUmADqEEMJESD7ZAyKnJl0j3XHckt2FuWlPxrhKsgtkkwykgooB+IwgfKcSd4M4v8UbqMXOFVQoUDuSBGBGoyfUmj8uZr\/wnLIWUNqDtoIgll8ZHyaQOo30z29Dxv4ZFkM1y5b8QB8N22dUHUzBm6YOcaicgaczn\/sdUeSscHcZWfSSiwWbooJKiT2JkeZB7UGyBJCSxMg47jZc5x++5eL5jOwAAHhBALajBDQR10gGRsT1M0bkPB22S6zX0tXFEqCLs+EkMQVBUbgydtI6Sai29sEJJf8AEWU6fCBjMwoGaJxMaZKnWfmY3AymczgTJict0b2LbCBSrLIBwQTsQYwYmCZwM7EiZq68LftAaQji8PCRDeJc4PzW3WZ6RTct8Fg+I4M2vA8i5OUIKlCGiNt8dDiD6U1Ys3LmlrVtlYZ1owXA8OBgDJE\/7oXL+Xu7DwvcBy5UEwGM7wfFMmYInvWhwAugwtx3eY+GuptRC9wYIA194g+o0yVfJKAXeW6IV7iorR4oD\/lkmFYkwCswPzD1ppeONu+rJcNzSgm4qtDKAFBhwDiSDOaW5nxTXt4HikAEtGCpySTOBue3SKRcaSV1ShYSYYgheokA\/m2AB8qxc70yqo0rXGWv4stcf4iXGANyBaIUMB8TSuF8P5diWiDkUTl\/Hoj3AjJdCi6JcFgEDAKB4tIVgzzpAwxkknBOZDhfg2vgC8bkBmN5UCkwFGgQTEhlkmN+9K8quKgaD8RPhsrfyi+YI8JJG\/gPkW2kUrT6APzngby\/CF1SqHwqs4QqoDwM6cge0HINDtqqBfhklmLQtvUCpPyhjADFhpMKWgatiYruYcchcfDtnVG8G4tyV6gkgEQuwz3wJQuKWhxoZmcyiLoH\/GMAaT4oUHGidoApt20w10avKrYFt\/iIc25t3AwlV+Jl\/mBclgAAcmYEYpQWlS0Wuaip8KqjqHVsHU4ZDAOmSJ8gcUvwnMQHLBFcCTBUlNJRhhQfzTqmMFROCZ0OWc7axda6lxWIUATblGiAQQRqLZA1dSsyQBM7Yilnhg9oFbegK51XPz6CuFIYhXkEiFzg\/NMF3hOAVmFsM1wshLtaUXLaqwuadiACNZBBGCT6DM4xCLiXmGtmEurSgl2Y6JWCQRmZEgjEAEs8BeYAFmW3bIdVICSQLbkDGkugJQfEMknqYFCyvXIynG3AjOzgXgiaZxbuJpLqIjOF0qdUyPRdPjuKA1No+XcYjfpnsZHnFbT8zDWWKt8BiQYQOXZlEBTc1SQwAJwBIGNqwYoiDG+XcKDc0XS1sASx0zAwZIxgg\/cVo8JcuAiLpGmdJU7BjnT5GZpS\/fVnLBdHhAI1EjAAgE5jGxJj0FEsNmtEvciRu8EGtOuZ07CDvg\/uac\/iXgkMVI6naKyrvGu6yVEKYJiCS3U+wj296InGKEj83Uz4SD0iOneqUmZyR6C3xjaAzEaT+cQVkyANjuRReF5zp2ynWPy5\/SvI\/wAcJ0yNoA8q0rPGBVC4Aj3j1qyGjZ5obPELnB6Hr\/sV4jmHBFTpO2dgdokkAemfKt\/iLiwAHXUSMZEdJkwKyr3NgHwzQD4W+Vge+Dt70Xqhxi0wHLOXB7LXWsuzqViGnWG28ByBgnUPpipqnNka3cR0UKWAbaMycHYjoYqax+nfJrkkZlx\/Ah6ywPoAsf3+lGu3dSrK5UZYE5GIkdCMbVocLcb4bC205wgQMpkTAUjuPqKR4NU1AXGOkqZ0iSOpkGMwD7xVSfAGe4PWmuHBHmT\/AIimW4EzqEOqr0ztjxdo39x50XlvDBjLMFAjedjMn2p0uSXfA7+GbaMbwYKT8M6NWxMgEbgzB75zWZdYXbmpoUEidyAu0dTAA9cU+eDdQGtsCBDAyoiPJjuCaX43l7WY1Fc9ienqBO427ipko9C2gHGKEAUMCSMxOIwP847imeF5vc+AvD4KrcdwI\/8AyILZk7\/0xHn5UK+lpvEGhszIbfeO2wNA4MJqBbUAQSsEbg9RBMR6UW+TSg3F8ZcuyGctmSAAAWiNRAgTgCaPyXh2a\/ZC5bVKqDpOpAWAlgQCSo7+nSlbegsdOoD8sxq94xNP8BxOnUQqF4lXYsGUjqmk\/NkHP9NZOT6BIM15mJLAFyTqJ1atckliZ+bUTny7UCyzKwZT4wQwYbhgcHyIIBqRcPxGVzBhpUkKWLKW3OzZkbZiq2owjEFp38yfv23pX0Whu9rb+bqb4hLNcIJXJIgxiTJnE\/N9BX1dZVjGxnedzIIwQdUyZruZcOoZHCkFxNxCfkaT8v8AwI2GTjNLm4CI6nAE5NNuS0Gi1u6wVimATpwd9mgidtvpWhyjlxabzsqpbZS4Yw5GuItAA6mxElYGoEiBNC4a0FGkAyQNWrS3QMIIGBsYztmmkVNYU3CF7wBJOSCoMYYmOuJ8M4lbABbuh7pOkAOYkr8T4ayIIEAMQOmmSBtO25+IEs2tVlLrXrTKXTSqoyuW1BXUxp+Yy0CQwMErBwuJvy2hEdLY+Ya9Q15lsBVUR0jG0mi8KyrkgNHSMf8AdF00BFy6jatStnKkaCQ3hGpwFVXwsGAvTeM6PE8TwrWyUVkuSNCK7BRJCkFmyoOWBExIk7mhWOPIDDSqzOBgZnvMETPnAFJcLwy3dRDQcIBoOku0idY8KgecSQYogk3SGxZ+YrbZVbg0wWbLXNRJIGnXOVAWIGZJM0Ec3UgqqOiwAAHJUxHzrHYdCII67UXnHDMLhYurRsFfWF1f\/qCc5iZ60g9vwt5Cm5K9Co2eJ4pVSDoGFBAIDBvzMnQCABBxB6YhjjeV224a2\/8AMd\/5jsUQDWhC7T1UqxIOwDRtWFzLiw5DaicD5lClTnUMTqkkmSTvHSvoSc0U8Ktu0ERjwwF24B8VkCSnxRb06yGGn+Zsswds1boGkfKXI0gEicnqZnEfatHkvDM2p1Q3NKkFQpYksrRsDA8JJPlRvxLyoD\/6m0o+DcYiFVlVHG6AHZSPGvkSPyycxLpRChETDEneCMAeXimnd7EOC\/buWnAXTc1akAODJUaZOZjYeVLcQhVVIIIbESJBGCCAZGQc1bguIS2xZwGIACoCVnxKZDdDAo3N7f8ALsslopaOoIxKEkFiehLEAdTGZ71NtA1aJ4znF1rSJcCkgQrwA5TbSxHzAQIkTS3Ao7kxLADxQYwce+eg3oVziXdRb8TAHwjfAB2Huad5DxHwryGVMPEEwpB3Ewd4ABjeKabROhVkZifykdDCwZwPERGP0rVtctuHhje1IFVoLatUALJHhmTkH2pHm12JR1RmckhwxJGd20nLDxCGmB0rMTimXUAxhhB8x6H0HpFW5ewUOXOIGqZkd+p+u0+dCuGY89qPy7mpt+BrdllOCbluWA8iM\/rWuOZWhbZABhSoMHTJkjw5BnP088Ge9hRzl7yC7JdY0ZaSvwwoMk9TM+5qax+FvsviJhWOywMr\/wARAG1dXR45KjNrZTh7p0sOk\/SA231oYOR7\/pXV1YJ7LHSkWmfMgnHQywXPfB+wrVbgkW0WE\/KhiZEsM\/p966upuTU1Xv8AwDSozHSbc9Q36g\/4FCucQxAUmQNv+\/aurqc9szRHL+KZJIg\/LKkSpg9R1\/3QrPEsV0kyAGgQMTkwdxmurqKWn+9miZHDNmi3HNRXVh2Wen\/BfJ04p2W6z+C14dLRHijGI6mvN7lSeoNRXVXjfqKkvSj23J+QWbvBXuIbX8RA0ENjCzn3rL5vy1LLWCkzcsJcMwYZlkxjA+9RXU7tskd\/DvCJKOy69ZvJDEwui1bcMNJB1S7byNsVt8r5g9lgFghsZnHTBBBGDH0rq6sm9jR5nibhuMzMZIJjAGzFegyYGSckyTVtWPeK6upMYJT4kHdlG5G5jBHXNdwJFq4oVQQ6KpDCQBvIG0yo3morqUVcqfwU+DTvcWxXiLRgoLUqNIEHUuQQAfaYry6\/KfSurq08nLIQtcWY8s1e1xj221IxUgaZ38LKQVIOCIJxXV1C+1\/j+QZvcvth+WMrAfzOLtAsBDALYuEQfc7zua8px14vcuOd5EeQACgDyAAHtUV1De3+B9Gvya878Lesl2+GCG0iI1AM0\/VF+leeIiurqzg9v99gfBsfh3htbTqZSGAlTBgwD07E1pc34JOGuabag6gMuASJ1TGwG3aurq0gvWl8knneaqBcKjAUKB\/6QZPmSTSldXVpP7mSEPyz1J39ppywRq0wILD1GmNvXr611dUABt3oaYBkFczscdCM1NdXU5dAmf\/Z\" alt=\"Qu\u00e9 tan peligrosa es la basura espacial?\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"\u00daltimas noticias sobre Meteoritos | Cadena SER\" width=\"341\" height=\"191\" \/><img decoding=\"async\" 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\" alt=\"Impresionantes im\u00e1genes de la ca\u00edda de meteorito en Argentina ...\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Contaminamos nuestro entorno y ciudades, los oc\u00e9anos, incluso el Espacio exterior, y, estamos a merced de la posible ca\u00edda de grandes pedruscos que podr\u00edan provocar grandes calamidades, no digamos de pandemias y otros terrores<\/p>\n<p style=\"text-align: justify;\">Los movimientos de cometas y asteroides, a pesar de tener la defensa de J\u00fapiter, son una seria y cierta amenaza para el desarrollo y persistencia de vida inteligente en las primeras etapas.\u00a0 Los impactos no han sido infrecuentes en el pasado lejano de la Tierra habiendo tenido efectos catastr\u00f3ficos.\u00a0 Somos afortunados al tener la protecci\u00f3n de la luna y de la enorme masa de J\u00fapiter que atrae hacia s\u00ed los cuerpos que llegan desde el exterior desvi\u00e1ndolos de su probable trayectoria hacia nuestro planeta.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"La extinci\u00f3n de los dinosaurios: las hip\u00f3tesis para una inc\u00f3gnita ...\" width=\"310\" height=\"174\" \/><img decoding=\"async\" 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\" alt=\"C\u00f3mo resurgi\u00f3 la vida en la Tierra tras la extinci\u00f3n de los ...\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">La ca\u00edda en el Planeta de uno de estos enormes pedruscos podr\u00eda producir extinciones globales y retrasar en millones de a\u00f1os la evoluci\u00f3n. Como se supone que pas\u00f3 con aquellos grandes animales del Jur\u00e1sico.<\/p>\n<p><!--more--><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"El impacto del meteorito en Yucat\u00e1n no solo extingui\u00f3 dinosaurios ...\" width=\"279\" height=\"212\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRGJGlzvRSgvKEUAuo_lexlsm-BaSMWRURmNw&amp;usqp=CAU\" alt=\"El meteorito que provoc\u00f3 la extinci\u00f3n de los dinosaurios cre\u00f3 un ...\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSCXVhPv6je-P91o4TCgwhL0pann8lN0pfoeQ&amp;usqp=CAU\" alt=\"Yucat\u00e1n: El proyecto que explora el cr\u00e1ter del meteorito que acab\u00f3 ...\" width=\"258\" height=\"211\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Cuando comento \u00e9ste tema no puedo evitar el recuerdo del meteorito ca\u00eddo en la Tierra que impact\u00f3 en la pen\u00ednsula de Yucat\u00e1n hace 65 millones de a\u00f1os, al final de la Era Mesozoica, cuando seg\u00fan todos los indicios, los dinosaurios se extinguieron.\u00a0 Sin embargo, a aquel suceso catastr\u00f3fico para los grandes lagartos, en realidad supuso que la Tierra fue rescatada de un callej\u00f3n sin salida evolutivo.\u00a0 Parece que los dinosaurios evolucionaron por una v\u00eda que desarrollaba el tama\u00f1o f\u00edsico antes que el tama\u00f1o cerebral.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\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alt=\"Qu\u00e9 provoc\u00f3 la extinci\u00f3n de los dinosaurios?\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"La ciencia finalmente lo confirma: los dinosaurios desaparecieron ...\" width=\"301\" height=\"200\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">La desaparici\u00f3n de los dinosaurios junto con otras formas de vida sobre la Tierra en aquella \u00e9poca, hizo un hueco para la aparici\u00f3n de los mam\u00edferos.\u00a0 Se desarrollo la diversidad una vez desaparecidos los grandes depredadores.\u00a0 As\u00ed que, al menos en este caso concreto, el impacto nos hizo un gran favor, ya que, hizo posible que 65 millones de a\u00f1os m\u00e1s tarde pudi\u00e9ramos llegar nosotros.\u00a0 Los dinosaurios dominaron el planeta durante 150 millones de a\u00f1os; nosotros, en comparaci\u00f3n, llevamos tres d\u00edas y, desde luego, \u00a1la que hemos formado!<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><a href=\"https:\/\/commons.wikimedia.org\/wiki\/File:James_Lovelock,_2005_(cropped).jpg\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/upload.wikimedia.org\/wikipedia\/commons\/thumb\/b\/b7\/James_Lovelock%2C_2005_%28cropped%29.jpg\/220px-James_Lovelock%2C_2005_%28cropped%29.jpg\" alt=\"James Lovelock, 2005 (cropped).jpg\" width=\"180\" height=\"254\" data-file-width=\"460\" data-file-height=\"651\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Blog de Emilio Silvera V.\" width=\"327\" height=\"245\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcQ9lMni9seVNW02AnAquAs2KkUeE3bfKH1rNA&amp;usqp=CAU\" alt=\"El Universo y la Vida : Blog de Emilio Silvera V.\" \/><img decoding=\"async\" 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alt=\"Proyecto fotogr\u00e1fico : Fotograf\u00edas con profundidad de campo ...\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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6oq0wVqiDABBvEh7w4iBHgXvjT5DMBkBZKfZYUxpAAGmVmPf\/XCSi1wOpJ8iGtTIpoNIcnULmNAbUCZAu2o2E9duof0syEy5ZjzAb3iTyLfrEfSMScUyFVpGoqwj+aCARHSFPtGL6iUiPRbSwNtP9lpse08w+mElO0lRSKaJ8OqKKS6nGqSNRI+YsdvrjBfFPF6hqldgaWm421DmI\/VfqfEa\/M8JpwgfUWplnVphjpAhi3cSs9zJwn4lwdnKVi0+oFUzEqS0WnpHT74bHpTsXJq00gY8ezNZ6dNA1IBgFAUgBQI5p3AAJIJjx0w2\/i6FM6DWJWIIDLA\/LImNoEEHYWAwo+JglFCiDrpc7sx5jLGZEkR9\/GFOZywDj0qgdCOUtyMREfK0Ez3G\/c3xXSpJPgi5yg3e7Dc96MEs71tJCE02I0atTahIh9m3MdPOKspnVy96VRn1AEqyaeYGRquRANwQZ3iN8X8C4OHdVYOCxIgLKMqySNWqLw1xIkA9cPqPwvS9ai1TXpdTCoAkVQx5Hcxo5YI6mDAsMOuasm4yktSRp8pw7K1KaaoSsaSggvzK1UBgSJuZBi3ceANwahQzB002qUqlE\/iGmWhpH5WYkAWBixiRtOHS1CX0GooYjlVGnSu3zFeZzJiQOp6XY5TLJTXSihR2HgAfWwAnxitInbZ1HLxBY63C6S5ABI3PygASbwBiPEMu9RCqVDTJtqUAmNjE7GJgjYx7EjHTggoxnGfgalWqzTQUQiaUZTFwUMEKByxrWZkEk3tjQ8Hy7UQKXpU0UCQ1ImCRA5g3MDteWmLkWllOOnGDudgfiGbWkhZj4UWlmNlVZ3JMCMXzhHxGnTfM+oyycrT1A3j1KhhAehiCT\/eHbAsaENUqD+BcO0yzHUYKzvqJM1XP955EbAKBtjuH1nq5io4tRUaBaCx7gkTHW0bjBWSYhKIAGlllvqs9O5nFVDNuKhQLNgW2AVmMwT4BUQAScA9VJJIv0KahXSIAF5Mavyrp2kfN9vGA8\/RIYsXZZ3cTMD8qAHlE6bDmYnxg3MMkaZiGJiD+XmMz02M4RZjh9Qhmq1SWYghdRGgzYACQLXtJ8bnAtLkzHGgMqqWKoglw1ja4DMG5ehjeInfCjMZg6mIeqALeo6lhBJJZIhQBaCwkmAJxLL1nFMkNopifmmCw6BidixlnJgwQBucC5mnqVV1lj+VUJI1dADFo5RPT7YNoVt0DtmHZNNIiGMkM5UuZhi7x83cbAiLkHFGRgIapVlIZhDc2zFTBAk95N5I8AO6+WhVVUDbCP5ty0nuTJO0fXBHBssGDO15\/LeB1Yx0k7dQAOpbCyyJICxtsSZTO1hUNb0wB6RFQXFw7lWaAdMAnpcE2w1q5RM5l9NUA6uqggqZ6ar4WcZolNWuqqsVlpJlgsqJM8oIAJ5SLSYnGg4dUU0k0gCUB0gzEgW8++HtHDnxvUY6h8JDLVKapHOSprPpY\/I5sCOWAGteTpuMA8d+HlWkrUqA1pCpDFmPRfUUIQe5M+5AtjWcbdtQYKW9M2RSAW1DS1zAsCceUqFJV0gLTQtbSdHMSLSIMkx7+cc88lvY6cXh0otSRk8lTr02Jr1lC+nddAISoz2C2gmZUkEE2mZBxlMvl3p1xr5qoLaQCIm+mIOlQCTA6TtbGx+I83opqWGiStypBe7FwqyQGFuaZmbgYwDZmKkrIAnTtEE9fN74eFtbkc04xaXNbjvh2dakTPWpT1EGBAlhYi8zI22AvhtxLh1PNQDvpZgyRJUE8omwMk38HucZeghp1mTUZ3sJEETEbgz\/ALGNRwWsAwWCSiaiLSCYmNjBEyI3k9sJlvZoqsmvZ\/S+uosynDlQszppCOy0w1wqgkyZF2ki5HyxA7uMxw8j0hEajLMRJ1EHfyBYdpwZmaIZCaa60Zh6gYE23IgweuoHeYvfB9JZ0wCCokLtIaN1sJkEf5TiMpvqFY6dM+fZ7IuaxampLjdBEkAgG283FvGLlrE\/IFA2IdQSD1Bki+COJ0ZrCuCRSTSkKBIkRqI6XjzbphpmKGpi4q0wHOqGj26r4+84q57Iiobh2ggzH4iMbb9GiO4+ePcjtE+FUPUpnUCBPKRYxMggx2Mf8YBzrHVqUzzAkzMnUpER+ns2HxdRTBUSCth3EbfacQlsi8d2crlIFQg7gPEW35uxgexj6YGz1AOPSHfVJBIBIJUjab9jInHjUWbVTB5Cshu4IIF4uQRO4Nx7YE4lIqQHjUZhiYkUyoC9hNzHjCxW474EPE+H1M1XdLAPVAR7HZSuhgDMzJ26m+0FcKrvkav8JnIakyk0zBYEaoiwJAYA8sWJFr4tyGeFfNUQoiqtTcWGkEmpuJMrq6TfpJw\/+NcmrZWooUFjLrPRgNR0ncSFI9zjp1bKLJwjdzjyB5fMo+kPSqJoJIplalQaSo0gIxflH8rKLGYU7POH5WnUAVab+k6jkYU2VoM\/KJAj5paCZA5ogZGnmq1DSoD10NP1aVVW\/EWmIEMv\/UKhxcXhp6WZcNzSVBqptTXXJZlqqzibjWFgarkD5iPOC5ad0UemWxruD5ZV1sFKamgLIICqWC6YsAbmJtPTDGcCZOmFG+ruYAJMXmOvTYACAABgicU1HG4UzxVOoktywIWNt5JO56fbziycQnHTgagaCc46cQnHTjajaCU4U8MWKmYqMOSo2kJa5ReZz0kEMJ\/yGGZP0xhstxh6TCjSp1Xq0xBAAkE6TNSYADRYyJmRN8Mn3K4Y1I3OTYqg1wpCgKpN42EjuSY+222PalYJViYEFjaSxY2VRvIifaMZFuMM9Sn6walVSZViuqCGOpYJB7Ag7jxjSVay02Wq5EBApEyQzQTHVjEX7ajhjrUunYDqaxmKYdDzkstwQAf6xXv8w5Ii3zXPV3UYkxpBB7n\/AAAP6xhLRzbGqKzlVmUAn5VDEwCeUsSt9rRETd8T532j72xz5nuUx8MqrUZIglbQdMbTYQQR3vFsDDhgBmRv2k\/dp8nbxYWwRWog82p1P9km1v5bg\/bFVJqomGSoB\/2t9YEfSBidseu5L+HtzXsRAIEA9thYW+\/fFlCjp7dZgdepHad47nFTlGs9Jp8pq\/8Acsj9cWB4IVKbR1MBQP8A1EE\/ScDcIh+Jy4apcMpy8KvLIb8XUwBEtaDAM8p74lkaJ0IwMcq3kGLDdpgn98B\/HGYZAXSQfSZRa2q2gfUkgdz9MMMrTBVeqhQB5sJbzJnFJ7wiRj87K3S+84xfxXxKvRIy6BihTUKkMzkknUQx2O4tsDbtjdvlh0thJ8RZYyr+sVp0gCyGQJJMEMB3iROw6QcLjVPcXxCbhsYKtwtvTV3NRyWj01O0iS1w0iZBNrg7xhpwLICmSzUwGkKFfndpIksIAAtsB0JM2hi2ZpNK5cuWCuWJJGtwjFWAkkSwIlR1tFjgHIcLZaSgsTVqXkydIMbkm8yBtckdpxSUrRxqCi7Ql+JKCqxYbvaTsFFrdz58W64v4dxOWVohlIWx6aeU+YMfr3xqPib4do0qT16SrTKAzquGsFESSBa+0kx5xj\/hzKqaod5Cp1PsQRteJX74dU4BcJRmlfN\/p\/fc0\/DKoNVUKwVdiIYgDpGkW2uD94vJudrNTcOoLKDoYAkmZLQBF9xH1HuJwugHenWWRACG28AfSxntvhrkCHWSLlyxg9dRAJI8DHLklvZ0PXxLlC3iGUFRGNIxrcdIEjVMfr4knAtLKuyroy61AABqqAMe9p2F9sO6FJkZ0a9MiVJ7\/m1eSTOFuYquGICuQLAqouIETK7x\/hhoNvZAjh1vsK1rzUNPVLMjFlAnlkc2raeUkW\/MMPjU\/CTS2rS48TpYzv1Nz9PphTl6VAVGqDV6rIwvJEaACOwggG9+cb4b8Py2umQwKg6ShG4EBhHsSR5vgTonBFfB64\/qQ5lVidyG6wNiBG\/+eK+J5dS9zJSHLG1zsCdoJAMdge+PaFKtSDoqrMBlIA5iWHqH+9f9sBcWLmjFTlfSSZj8pAUkLuYYSO3tgJb2N\/QWfAnB5rtX5mRAVRyBD1CTrZetriZ6+LbD+CGsmTvquZgmRb6TgH4JzQ\/o+kgA1SdzA\/rGlp2HUxOGStU9SorpCQCjA72uG7XxWe7L4YqMP1MwOFuiU1VtK0q2sNF6Y0svLO6SZi0KSOmHHD0D1OekgcXDCZ\/vIwWw+s39pLpprQlWhHAKyoNrgzO84EyQc1K15UMAvSIEH9Zwjb5G0KnQ7y6qo0pAC9B0++LdWFlGqwMA9d\/+cG0auqRABHntvbBU7Jyw1wXasU5vNrSRnc6VW5NzHTpfHs46emNrEUCwPOPdWKtWO1Y2sGgt1Yyf9DvmwG9VqVNgKhZTDF3GpdonTT9NR7nrjTzhLlKNVcqtRIOigoA2LD0qXMOkwCJPYC2NqtbFMcae55n3RWpivFVCqpqgAgjVqckfKe8H2F8dw3KVnKVNBcQrKaradlImQCwkQBKkkHcYN4JwVBSUVDrJJd5AILMACBbYABe8pOHQc6osV2tc7Hf6j\/fV\/MpaUOsbbuQkQIHipqVwwZQ8CSGkKtS6tIm0g7WGDM3nWpaABM6tKiQTcdIJjfYWH0xLPqpMEcoF5iItaSwif7UqcJEyaHWypqQNGkmTZFIEgMDJ1EKOW4jAW+7C7jsgkcfYsxXUygG4XlEdAYmZtN\/bBNP4hpFhrUowm7KRaJ5ZE9re+Eec+FaNQ081\/EVCVEgO+kSRECAWWDHKCR0ggmSnpJR9AhfUtPKCo36mLggEAEXC9Opel8CJzXI\/yfEqbqSrrECOaTPXe8bD6HFjcQpiQXFu0tsAb6RbGd47k2TL0yzgksi6WppMlxOkhZEDUYnpjP1eIGnmP4cLUJEnWxJUW1Ai+nzI1CfAsFBMZ5XHYe8XX1symqDSUqylZOocxUk9BqLDv+ENgRhvSURay7ADsLDGYzFb06vqEs2mmJJXUJJ1NTdlJKEDQdR5RJ7xjQ8Lzq1qSVFBAYbHcHqP8MCX6Gg1b7hSrG+3c9sLK9J6y1qblvTYQNekgAieUBdgY3kzg3MvDAC5Fu8H64r0PvefJxNyKNWYKlw3+GqOlRhUqMNCxPIq3Ibf5k0xuAGPWAdCUVEWkoBqkipUAILQrAxMwDe0mLHviyvprVkpo16ZZmEGAViJPcNpt2J2wuo8VZM6uXXL6UB0qSpkieeqYABmN+l974rbkrORKOPbpwjQV8ouZpVFck0qhBUgmQulSLQI5pMGe\/gY\/ivAXyiAF\/UpO5VBezEA3GwmLxjd16R0n030G19IaB4Bt\/sYR\/GCPUoOyAj0SrgwDIAOuOp5S37YEZNbFMmNU5daFXCxUfSVcw0gi0CFcBu5BJFhGx7YuzZKIKi8oYwyk21c0MDP8156gDCrgWcZWB1jSZJ3uQpJ\/QD6bYjV4i\/q0wQFyyTKwCTFEu1+kExaCIGFcHqIalRo3zYJYN0C9YudJ\/cqI98LuM5Gs1SUdwIuEcKJk7D2jAVOqMzS9ZajBmqi0bFQYpkLMg2t1BWZg41OSaQSIuZJHXlW\/wDvxhGtG5StUbZmP4gc6NqIBIOkgbE3v81mFoMz4AwyoVHFdAPlNODaLj9vlIjwPGFlTJmSBHMevMw7xA26iCI2NsPqzRVTflW58syqJ+t7dsNOtqAkqVMLrAbzEC\/W0H\/n6YzuaouUYPGo6u9wI\/Sb9hpGHOcLwiiCzAqdwPlJnx1++FqOzEajd0JBPQFzCwfAB\/4wkNgy3dBvwYw\/h2Xcq8dugjGjLEpygAgiQWPy9Su5B8bfbGI+Hs8aWbYaCVrqQQt\/xUkwJP8Af97dZxuEqOrRoDJBJM3BtygHp1+mKyW9lsUtUSugrqBqqahY+1hI3\/TbFPDFTS+ksR6hBkH5oE3O\/Qz1OC1ZSAVMqbgjsRY4C4TXlH0nmSo4dbfOGbftINvB+2tlHLcOejMEW+mKakiG\/MMD8M4k7FxUWAGAOkmPlBIAIEFSYMdvcYYPQa5EEDf\/AD8YVoydlVSoQB1kTIPfp\/vbFasO5n3jFj5cGCPlM\/v564pp077ge4n7ADCvYKSGAbUvkCZ9t\/e2KpxSvITfUGWBEx9unXHtWqirqeoiL3Yx9PJ6YErfAKXLLdWAuEZmnUpqmpi+X\/CZVaAYJphmHWQJ8EEdDhdnPiFUBKoYH5qh9MH2BBqf+3GYyPFEqOmWlCWlVqDkIZt1ZpmGMb9YtOKYscnycr8XiU9MXf13PpOTdRRpwdQgQ3c9G+p\/fB1FABYRN\/v7\/p4Awn4PRikiagVAUiLyJJU+22G0hZZieg6\/QAdyT+w6YU7mtinMIqKbaj0Bv9Y89SbmY7DA\/wDDGm\/qpTnXGumIlSABrQxE6QFK7HSsGRzX1VclZJUkyY2VFIMdiTa\/kxtcirmUUAsYB2mR9IN58b4bgSrM9X4dlXqlqlGsKhElVFUqYi4C8n3thhlqIfQ5ChU+T5WJ3jUy2sdlE4hxMV69NhSGhYEarFzqBg2lFif7V9h1py\/GdNX061JqFQgG8FHAkSrKSPoYaBtAtr2FSV0T+LqP\/hi0k+m61OpOkHn2uToLR5jFFUlyENAtPNr1qVKgCdIJ2IjlMbxgvPcWolHmolgbyDHb3uJjEuH5SQCrsqkA6QwOgkGRDBh+xuZxk9gyg1L3FVHMrRaswpnmI9NJEktTpqBHkqR2t2wZw3JilSWmIsLkCJY3Yx5JJwOmT1V3qSWKhUkkHnGr1CsACOYJYC6thlgt9BIrqQ9MTOJDvGOOIPNo26sSBPgTgcDi7h2RC16zhy0sQVI+UsEax6zb9B0wRmaS69ZeOUJALAklxpuGgXI6fWDBX1s8aNeoWEpUAI0mbqv+IDT2he9rOI51KlFGQ6gX6byqselwdQH6YV5Ek5djKG6j3Dqjt6ZFNQ1rCQAdog7AfTbF\/pypUxcRESLiIN7jftgP4cVmoIBJ0yu0WViB42tP+M4h8R5w0KXqBoIJCrZtTFSANjsSCfAwy3BLZWzH8EyulasG51wZ2XmUEeSF1fUYK4jlFf8AB0gBQOu+oBSI3\/kEibHwZH4PS9eihpko6Qjnbl0395BkfXDbNPAVnUeqAdtpCkmPFvscCT+I46WkX8CrUwGVVVVdyArOhJAUarbNAAsCYBveRh7QcLOoySxNh0mwt2FvphNmkpkU\/TpA1GlRAHKLkm+wNx7le1opkXIu5tblhpvck6h+aRHYDrOFkk9wp1sXcKqAw0XXUbdbGfO\/jBOWXW6sd9IZu1tWgb92J\/7RgPI5YrAE8wgny0E\/ZQT7kd8NHqgUy67BYUdOwiPMD6YWXOwY8E2zSagNQnaOszFvsR9D2OF2eE12gqCDCrfdhe\/SCQe8TgThVSNVZoIUaRuSTJBAHeSRO5JPcnHr5So9RKjrBLawskaQBAZwDae1yb26hlBJ7B1KQBVOnN5dFUyKykkTclwPsATON9xKQupULFWkAMR4mxvYkxj5vnsu9SoupmV6rmACdn5EjwFiY6sfcfTKuYCzqNosACTEgHaZuRir4QcP9VlORatpHqaC0n5CSNMnTdrkxEnvOEFanVpVkVNKGozLvqilY6iQLkc8TeygzedSDc9hvjOZGv62YqVeioqqJmz833hQfGo+5CdJsrNXSH9LKoKYFOyqYE38kna5Nz74kabQOc22xBG0r73wSKiESP1MW6E2t7b\/AL4XZlKorptaNusdjaR+2KmQlrAsBvAPfFsqwnY+dvof88U5yi6\/IdL7g9j7G2MYV8dzRp0yyNpQXvGoseVQIEXMdtu04w3HeN1FbmbniZvyhtlpj8vki56m2NL8X5v1KiIY5OZ4sCxWB+7N9Vwo+KOBiqmsWdF+4F4P169PacWxpHg+O8UpZ\/Jv4Vz7mIOea5MknrJ\/brjQ\/AXBKmZrayD6NIEs0GNZUhQI3aSG8Ae0w+HvgmtmmMOqounU2\/zbaR9yZ2A67Y+1cM4fTy9MUqS6UUQq+epJ6k2vh8mRJUjr8J4dT+PoIcjnxTqtTMj0xpI7AO+k\/VQp9iMOtRNVYNihI9wQLHp8+EXxnlG1pVprzqIP\/wCxbEoeki5Dd+sSMNeG1Fdabg\/Kpt1kxv8AY2\/yxzNdT1oNyuL6BlGr6iMwJU6QI7G5P1uL+BgNj6NJahU1LAMbswEWMDceBETawwbkoBYAghuYDtsGB\/T74tpCOTTygWNoi1iO+MCthPT+KsuG0VXakZYD1FgEoxVwH2Ok2JtEYL4tljWosFKMCLfmBv16H6dRhbmuC66jaahVaaPTKuAwCVSGqBSwMhl6mY0iBvIHGOAVHj1aeTKagzkq4iE0co1KAPzR3A3sBSokdU+qJVeB5ahQqA0\/UcgBi5mC8qNIJ5RuQB98HZGsRT00mmq4BZwI0pcBoMy1jpH123n\/AEflsqiqVJRZcLHW2piBA1XAiOpAEkDHuQqOqklAKjksxG4J\/LPUKIUeFGFbClvRY1ZFP8NTmUgOAGJNgd+u469b4pqCDyk26EQf0398CZnOBK4VgfUqX1AdhsW32+1vGDKRkybnCS3ZSg1BJAwNmrza4Mb33sI6DtghWPTpuTA\/fFGYXVUaCCDf\/TBlwZCX4jCmnTENqZ4Gm506W1RPiMA5bJssrrlCCQDAIaFEyJ6WwXximTVjUeWmIAJG7EtffYARhbnabRyMyuflQse8T1gx7Dvjzs+RuehOujO3BjShrkrGXDa5AGWK2Yk\/MsGTAGliL9NImTJ64V\/Ebh6xgnRTGgbc5\/N9CWCmIMofGLM5URwroS0OAA6w07wL6WgzJi3QHFOTyZktVYtMkKRpYASCSY3djqudyI2v3YpNR+Lk87xGlv4eAjgNIqHUWNjr3lryAtrAFR5JO1sTzGV1VQNROi7Hy0CLbd4GwxCnnGpoXdQOiqCBYDma3SYE+OtsSyOZNRYQQWYljJ2UCTfyAmC7ts51VUEUIpgqQZQE6jpIufuJJNt4Bwupu6DSaiW25kW3nVcnzj2uhqAl0cPqUMiHw2lrTE2BvYCcBjKgASyqSJg6jvt7Wjb364KiCezoeIQJQmWgDVN9T\/MR+hmNh4wHneI0wm3KxhYtZYAgdOaAB1\/TEKFcu1YpPKQR9W5jG+wj2BHXGJ4xxZmdVQciiFFzJIiff\/EnDQx6mLOelG04Vpo019R+XoR3\/eZmBv8Ae1uR4ijq7ySD82qRCrB6iwjp\/ri\/+HpFYenoVCOVhbTcLbbYxHm99l+UFL1ayfKtrDYAFWZbbC8Hx4GF2d7B3VAWez4SvQqmQzCAIEqxVlUmSOpWbiI3nDHOcbqtUUotRvTXURStA03eodu8DYQYmJwr4tkfVhmD6PmlCuqBvGrc9Ra\/icX5bM0ytVcvTMtS06i3M3MS5qSAxBsPlGkSBbFlTiBN3zSZreD8TAANQmWfSDO4KK20QDBAgQCdgCcLcnpy1dlmVcaJjZkXkIHYqfuY6YQ0+MBeWCzS\/IWkLrLc3zTTIMDUp2J5dsF5HM+qUYFNNPSSFbUFSmxYtUJsGJlQLb7WnCuNFFkTrujYrpgHfz+0YsSh1\/TCCnxjLU6aulVGIGlkRgztAAVgAYmLM5ty4UVOP5ttUOqgkwpWT9wYnwJjzvhfLZs3jcWFXNm2rZ6kqvrf09M\/NABtuIM322nxjIZn4nrKrKAhn8jUydMj8z+oNLRchZ0+d8KKK1X0aizMCAOy2IsBYWtPY774PymREnUA2pJXrGmFM9zt+uKRieXn+1dSflL8wFWarpZo1MwYgWG4sPEAAewxpnZTK9SNvG2MtlGKsikXV4+l4\/y9wcavTeeu04dHiTb1Ny62\/wAwX4AzXo5qrl3PzjkPcrLR9QWj+7HafoSuCxAm3i30PU+22Pm\/EsmWIdJFRYKsO4M\/ToR7Y1vw98QJml9N1iqBzoYgx1WTceLx16Ezmup9H9leMjKHlPZrj1GqHW0g8gB6CGbwew8dfY4yWdoVMox03DXGnpDT9QeaR5tO2NhVzABCgFjOy9B3Pb98TekpIJAJGxPTCX3PXa7PczrZgq4rpfrUSwlSBLAf59QPOH9DNo4DKwIO198J+McKqQalFoqaiTaQQREQfF7XmPbCTL8TNJSrhUqCzNTWJECDBtaysJsdJm9h0A5VI2qG3Na0Gbf4n98BDILrEMWEyVaH6RYtJUePfCk\/FtNU1CD\/ACgsJIHU399pwJnPjukP6nmaIAIgFjtPWB1PafGCk+wk82OKuTJ1uLLWzdSnK6qTQFJu2nrc3CtqJ7MF2Iu2SqO4nrfHzXiOQJCMw1Ek6p3vBk+SZOCuH8ZqUNgtVDAmpOodhrE8u+4MT22dw7HlYPtbHJ1NVfU0QD063LTZvUqEuZGmJ+YG8QItabjeMP0WBJsBvHbCng\/H6NUhSPTqHZWjm\/uMLN7WI6jB+czLTpKEqBJIAEGYgTEmJtOFlu7o9dZo5Fqi1XoSdtVyIUfft9el8D1eIMoB9LSoMSNLggmJaJYd7AeTi18xJKBrjdR0naehOK8yyU5diFDDSSbe1iYwqZpCDiC1EqamPqFgEWbkhZgwLk3K+ZB6nAuZrk87AQo5m1CIkEqv9qQtt\/GPOLcaUJTCKWMkHUDp6CbfO3YKe++xCoZOrWPO7HTYg2i+qIUXkz23xKXhYSlrkD77OK0RI5JpgmXVRIUahAjaylRe\/TYeBhsjem+pg0NC6oEtLb3I2sSY2DHrgehRL6dCqFBmBYiI0kgmOhFjMxO9rnyyGpDSSQdRBUWH5SzGYO9gOlxir7HLd7gebdarTqPpqQNUaRb5Qp9+gvM+wYUa1NRppKxmxZQxv4J7cxj\/ADOJUszS0gMquR8qourvAAI7fmIE4JqZglCCApK\/KW0kTABkCRuek4Vy6UZLqVVdC0ufUqkgkbE9lAFwTHjcmd8Dpm1vOkEmTcC\/26WH0xfXoKyDWxMMCSDbYrYHYAk+becZbM5pVMawB02E+bnBS1XZpzadi74XzVQ1md2YU9BpuxMRPyiTYsWjfz5x7lqNEOjF+Y1CljIC\/wA9xY3HXpIvfH0ZuDa6pZ1Q051AEAyevKRG0Cd4HnCCpwun\/EM6ItOCUUok6eYrriZmQQI2ttN+543z3POh4haq7dex5xxzQVSFZlBUx10r+kyWMbbYyyJWpVhmKdN6iFiwgON7iYFjcdwfrjbrlq9PUlaa1P8AnC3BgmDeN7WtcRhfknq06hp0yNBJaCpIFxMEEQD1vtPvieODi9M1\/kvlza4rJB37lQ4olQK7ipTYLZ1BBQyRpYfKRIaAcTzFVaigllBDQKoRkAb8oYTJB9+sbGcF8PdQxJRN9LgEsHI2MEEAklubVEg3vj3iFFGIC5dadQnS0sFB7gmVm42MjsDuG+7x6Pcn94yU5OOy5aE2fySvWDVFCEDSyh2RXUg7PBAmxjfcXscQq1GqAKzP6QgLTYr0F2cIAreJBtfrg3iXDa9KmxdXCrAE1JWWIAsGjcxtiPCsgdMppCrYMSAJASDtfrta3vhJQ0fMQn4mWeOjEmn+\/wCP11PBw5lXUQqAkAgdjsfpc+2C8tlabkw2xIA6wPzH377X64mMnC851zAlTIJtIMwQTeOm3Xc5EKrpiRJFjspJje9hAwE0+Dzs2Hyvhlz9fmdWIVZghVuQoGPMuggGN5MjYEnbv+nTpj2pUBLJtbczuYt53vBm474hVrQWuBpiR3noPewHucEgk60kOIZQVlsRrQ8p7HsfH\/PTBNCpqUE2PUdiDBH3nA\/qL6k2EKwY27qJn3BH0PbEaVU+tAnS6aiCNm8e43Hj3nB0tqg3AmYyStz\/ACNvI6HvI2I7jF+ZzCopZjA\/3Yd8ZbN16ldpNkGwuB4nucYWMet16mkpfEuYoEL6tOoCbBgGnvdYafLTfDfhfxlTZ9NUJREGDMrqmbtHL1MkR5xhqFJl2aD3E+MUVssGEkCR4\/X33wrimeh4f7Sy4389r13\/AF5PtQqCAZF4gzYztHfGS+JchqqiANbToAvFuZjH6+4HUTm\/hrjtbLApHqU9wjTynqUbp\/d2ntJOH\/FOL+lz06q1a1RBpWmvyqboWmYFy2ncmNwJVNDTPdh4\/DlxuV1XPoZ7jGUGXDIv4+YAgswXlJ3CqOXUbGIMAAXJtDgvCQVFWoSWImJ29yLz4\/x2O4Zk2WWqCXPSZN9ySd2PU++Ks7mDTI0ypqE6gZJAFgRexO327YqfO5vEyzt9F09gjidPVTaN1g\/QHURfrb9sJFMre\/eJ\/wB7YMyvFWUEGkSSZBWII7ntgOhTYr0JF7SB589\/qcBnJOKS\/EHLEAhl1qD1v7YZZDM1WJT1nFOdLKSal5HKgMtq6QLbyDIkLNsukmeWNR87AD\/fbDX4Zcur1ABqcfObBGa9urEkzp62BtjNbHt\/YmJTytvp03p+5YK1Sm5QPo1uFpmFgcxJQsZmFJkj5SI3GKEo1XILnUJsarFhB3IVzIEQbx8smd8ecUy6nkZmYrTVqawQxLg203KjYReO\/YHL5g0woHqPoZhULFdA\/LC6hLnfmE2FvmMIfQ54RtuXFd\/354\/Yc5OsqQRoZUsXAAkXPKRuBfpePc4sWvPL0JmWAlIMAkn85bYnrBxRwh6LkTUFMq1lA5o0m2si9xcGdu2L6nDNL6dYK6osTI+Y6WgMR+WDvf2GKLw7krPFfjIKVXf4bAudIKuEDwFtpkkws2MRuR0NzuCMKvhKkdGos+rVpJLSJJM6IkkAAEyY3O2HqGkjXlijX0qCrnUdtRgADTsY3mSTitEoiCqqQiksFldTFQJ0AiCWgREkG4vh\/J+GrQn3je3F0C1OK00U6mCWhEjTvCuImZjvcSZNwcdWquzKyhmIFzMXgAxJgGNj03gYSVsv69ZazE6VGog6iSJJtq82sLwTvhkctUqMonSI1CG3HMAgA2uACSbkgLBMiLiuh1QuRZUZgrGsQogdRIF\/cDfrP7yBl+LZQCNXXc0yxNh1j9MMcz8O\/iBml6a015IZuZgYJHNrbroA\/ltE4x3xFWd6x1Kw0gKoO+kDcwYkmW+uGjC9hssJw5VH1jhWWcxZkGnnYODrNtiCSdjzGCBbrYKllKeg1Vr5hVB5p1BhF7gLO3jAvEPiA0HLX9NZBJ+ZnE8o1fMdhcGxkERgqnxjL5sI3qaWpmRfQykx8yOYOw+Vm298dymmt+TzvFQlmya50rrhcVtuvXb19OERTi3PqOaYrq+X0dx23+mK6xoVDP8AEaWmdTUyCJnZhsBaLxA6zg3OTrYmjSdCRoDAIzAwCZqAAx48YYZfhFKzemkwPyIY2MSLf8YLjqODTkwvlb\/7r69UKm4Ll5C6qisVHOllYmxjcgEnaY+2B+I8FoZcGo7V6rGTpB1Fj5MT+uGWfr6lik1EMrfh8yyw3MdBfSZ\/yDFUf43861x\/dYn\/AOBnGeldAZMmmKST9V0v\/QDxji9MIJ5ysQBqASIgBbTBAuZO1zGCeG5T+LXW1V4ESvpVFF9xq5Z+nnfFGbq1UE1fWCAXZ\/UIE\/SBhZ\/Trgg0nYEbQSB9iL+2OdQincrfuVfjZyWmMdKG2aofw9TSGXS6yAWb51MgEtcX09+uLc3UqlwisjahYUjc2ndgBEXkT0tfATfElfSRy3JMEBt+g1EiMUUPimuXUM6mDYGmh7\/ygH7bY2nG3sK8qmlauhpUryitYamXmIsRMi\/i0xtc2xPTFQFmBO+1hdQIv1mBfczis8RqQSaKBRzmKTASOpmFB8nFIz6ksdFIFtyoIPuIcgfb6YV413IyyQ6Wlv07hWXAY+o8iW5VNgT+X3sfF5xVVzEVNbBoCxEdSLAxYfmv\/pjkzChQNLW2IqKb9DDoY+hGKaT0XEM1QEOSG0KRJ+s7W3O2+Bo9RVOMrafoA5ltRLvdv29vGPBVtPgnDKlkMu5kZtB\/eplOvdmE9NsE5z4bSmFNTNU0FwNSxPgc9+mN5UibxSatiZWnx\/xJxAPeOhE9Pv8A774NbJ0AP\/zEPY6Kh8dCcCnLUgQf4lDH9itcRb8hwPLYFhYPmHIhFNz1G+kb\/XHlLLlZh2UHcAn\/AAwVTyqu0rmKMxA1GrTi9jzUwCekHEnphSR61Kxjeow8kFaZn79MbQ6KyxyjFaWt+f8AN7fkCjKgGSzTv8x\/zxyrvC23J8\/v4wdTSiTeql9\/6wdO5pYMSkqU9U0XBaPw3JbaSLrY6Z3IwNMqsEIytOXAsQsZ03mwjzNh9QRvIxcuSqABYhtoHtM9o+tyDgl8+GEMADBi5M7QYUGx3IIjaTa8aeY+WTp3Xcg7NBECZv0m433ONpZVRjJXavftv9dQPNZQim5sQoIKEi4Akx+\/3x7wfjP8IpRkZlQytrdwdWwOyye3SMW0maqWU1ERZ5tTqLwLCdzt0geYGCW4QSB6QVgbEK9NgT3U6yfvv1w+htFvB+JyeFlqxlJ+IQS0HVWrMLU+YIIgS20gdO9zGJ57h+mmwrmn0haRZjAsElhyL3YCTzQROF+Z4S9ES6Mikws6Be56EzYHtgvK5oBAGWR1hgBHtH13wnlUz0s\/25OUNLj7X9bsUpkwotI6BiCQDA67Az\/ucaRswzpSXT+HpL6tYMwFTQVAleaQZJ2YCeiavWaQASIUACegWDyiZBMmfOOXMOFCkJTSZbTYsfHb\/cYb46aXU4ceTDF3KV1v7+3+S1uKuoZg6gXIpaG57weYWE3jfbcTiVLOo7qdFRdQ0soQC+6MJMSDbTOzHDXhHA0em7NSIYRoXXUUkRAJGokC1jAmDhNT4dmvUlKNUMvUWA\/usW\/WZw6xKNNI0vGZJJp8MeUkyqsZenOo6lYww7oSPmJPzGR8osb4A9KjVQMcx6T3hCdaqJMAELt4wF\/QVeqdVXRvdnqayO2ogsB2uwxNc\/l6KMjUqFaqJ+Wko67a3AUt5AbDuXdULFTlGv1+nW\/sE5fh9Uj8NqVUREo4Q9BBUHtAjsBgk8Gq21OiGPlJYx7yR+2ECcVzW1OnTy9J2IEIrAsApMiyExFwo28YccM4uEUrW1O2owygARAtC2F5thXPGg+TJP5n+Df9xFxRFappUEsTALm57lp27nsB1vNPC6ZFPT8rEsXNpEEW+0dOp74O4WRprVQSagYpETpWAQRPQmZPae2KXQ\/iFm5tREjuQDJO7G5ucTlskdCt7IppZyoGhCyjcFSVLbjfqJBv3GGYzdU1KYFTlLAGQhk9BLA2JgX74o4pllpMpBblOkK1yEC6gbbBQYM95xTUqEsChEEXBmP0B+vTGfwvYVunsbJ8+hBVqKAfLsUhhEkgMdXS8gDbVc4GzPFhTIGsSSIBaoYHc6H0+wgnGcpswadFTUDpNmcA9AJB0m57G57491rJBfR0JYFjIOxUkf6RhvMfRGlJvk0z8egD8aZ3CqCB3vpaf8f3zlD4hoVq\/pnLU5LEayad4mP+kN\/PfBeX4SHQsGZ5IgnTC3mDe87XVd72vhTmeHKG+UPptpkgEREg9D1B6Hp3dza5Mow6ofGqiXGXp6SVAaaWzMwLHVRJWNMx5G2Lk4pQWqaSrT1bG6AfYUx42HmYvhMuYHpqahkrT3g\/1mkLHlgAN9hfthhluCoKYqaCKgWdfclII7xNgTI69sFSYKj2GVXiyFJYCBEEKZvB5T6izE37YozHEMsEFZ6AImJKQZibgMx+uAs\/ljTZWIBpoxJFoIDS8DvYmPltsJJNFSm9WoWOlXUK5DEnUZUi3XcGANtI6zgucgOONu1E0TZSioVv\/DE1LKGCiN+hAiIghouYkGzQoeiAJy6OT\/ZRR\/28gH2n3O+E1F1qtDMLkArqC6WIGuoDsxBkR2PTFtPM66EEyaXSTLWlW73AYT9ReBjKbNLHjl0oNzX4koKdNV\/MihSel7QR7jviHFqNGqia2cMgI1S45btDHQwIA6zhXmKq85LBjB2KgNtymTqYSAY626WxVw+pTaCKT1FUQwcBQSSkOB\/LLQVM9DeMBzZtEEqp179y\/wDomlo9QVHFONRcc6wLkgint5x2V4XQqhWSs7K0kEaxOkwf+hO5AxGjrqK1J6ummicwgNIESqWv0gHuu+wKyNUokoxAQcupTdSdXMGAIaZm4MliDAuNn0FWKHNBNHg+VFtDsQLgvWG+xP4axN9seZ7JZYR+BTSSFB9c0wT0EWEnFNSo5ZgH0LAZmEEkO1ibADYtfo3nFFED5yKjtrApFmBYHlLBV7kM19gI2knBv0N5cX0DaXBsoRzKyHsuZpH\/AOVScVZjguWglHggTLVqDRvc\/ibWOB6TVbwWRZ3DOzBoVuUCAWIZRz2sx2nHDJF30OS8CTfl1co0wRDQSASReVEjprXYHlwvqU5ajUMBVp1AdjTam\/iSEZjbxOINqS9Sk6ki50RvuD2t59xg3PVJC0UF1YPBMgfNBGoRzMYEAgfUDA9WuSFILANTUVPTIXTdCzJp\/MRr7EX7DCtIk\/C4X3RVSadIppUa2wBt72jFyZCu+1Fx3LI5+vygT7HB2XDOsFgWFMEXsRYNqJAIJ3B94aMDcFJbnemo9SWZGAbSAsAzbQCRIAGzdTgpJGj4PEldtscZmstSmadYllS7AHUT\/KXCjUsQTdb4U5wZYcq0NTgxHqOASLklpVVjc8uLqxIuV1EsAQh06pUlQQN4GmxMb9zhbXYouhUYsxYaW0kX0AdSNcKCT0LN7hpS2Ot4MShGS63f4fkGilRBYGkpNtIK1GMETJIKkCRG3bocePxBaJPp0qQvYhWHtfXIPjfAr5eqVDMKRDIIJF0UliLBdzzGwJteInAr5ZaSsKrTUAU07ggDUZn+0NMRJ3G84m5NLYySSvT+n7B6cfzLuVApoI1VH\/FsAN2hxfYCfGCnrPUWnMgtzNATXE2AtKgjdiSQQRuJAdPK6aAVjYrqqafmvLBSZgRy3MwIt1J68xltLQoRiCOeqBbSIJAOphq6kzA3LJvqCLSYC9ZmqFxVYMqsQdTaW06eVA5MsJM9Nt98I8vk\/VLFh8gECbsxIAWxvaTHth6M2rU1pOn5i7MCObmctE3DEiwwBwjkzI0sQAdyBIURuNr\/ACyI7+MI1ubetQwTKKtFlJkSUWnJu8xTKg2BBBsNgTPXCT+GT+cD9drSJ6HphxxUkEovMALzeFBAVL3C6gSephTtiPDfhla1MValRtTSYWIAmIMg37\/bpOBPd7Baa3a5Kk+QHr6D3\/8A6SP2JH1OIZ5QEWB+Qfo9QD7AAewGPcdgvj8hOgVxQf8AiG\/voPpa2FFARWIH8o\/xx5jsJl4L\/wDDH3f8DDIj8Nv\/ADgPoFkD7gH6YOybmRc81S9995nvj3HYvH5R5peXD66sW8HtWpgWGo\/5YcZtAKdaABFFSPBhTI8zJx2OwseBc3yQ9n\/6YpyonT\/51MfRlqah9YE94xreJn8Kp\/cb\/wCJx2Oxo8HMUZ3+qzB66W\/+pf8AXGXyHy5PyqA+2txH2AHsMe47BkFcF2RpgqsgGa8GRMgKSAe974YOBrqHrNT9KVIr9jt2x7jsBAFlNRFLz6hPkqkqT7dO2C+LoP4ejYXa\/mx377D7DHY7BN0AcpTBo1iQCRMEiY5ht2w3U87nr6ZM+fTp398djsLAImzSjUwgRqNvao4H6YnwgA1ADcctum4P7wcdjsB\/OfQtf\/FT\/wC38sYZljra+7J\/9Df6YhwYbHqXaT1MIsSeuOx2KHg5efwj+yLWP4Lt+YJSIPWTokz384X5IT6k3igCJ6GWuOxub+TjzHYBMaZ6mAFgAQtWIG34i4H4Hd4NxoWx2+YdPoPsMdjsEZfI\/wAA7MqPRFvyH\/7KYxl1qH15kzqe8+GH7Y7HYEuEH+he7\/g0GatTrx0qpH1zBn9z98Kql6xJudDG\/cUJB95vjsdgSFQfwuirV2VlDKoXSCAQJW8A7YMydNR\/EgAACq0ACw\/B6dseY7GQrAaF9c9Wpg+xzDSPY9cA8Hphqo1AG67if+nUPXyAceY7Cy6DdwLKVWOkkkkhZJM\/mP8AkPsMU1cw6MwV2UEkwpIv3tjsdifX67jWz\/\/Z\" alt=\"La hip\u00f3tesis de Gaia: La Tierra no es una piedra, todos somos ...\" width=\"311\" height=\"195\" \/><img decoding=\"async\" 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\" alt=\"La Sorprendente Hip\u00f3tesis Gaia \u00bfLa Tierra es un Ser vivo ...\" \/><\/a><\/p>\n<p><strong>La Tierra no es una piedra, todos somos parte de un s\u00faper organismo llamado GAIA<\/strong><\/p>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/qph.cf2.quoracdn.net\/main-qimg-b4d9ea1f8577379f16e25641d84645dc-lq\" alt=\"Est\u00e1 el sistema solar en un lugar generalmente seguro en nuestra galaxia? - Quora\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">En nuestro sistema solar la vida se desarroll\u00f3 por primera vez sorprendentemente pronto tras la formaci\u00f3n de un entorno terrestre hospitalario.\u00a0 Hay algo inusual en esto.<\/p>\n<p style=\"text-align: justify;\">El secreto reside en el tiempo biol\u00f3gico necesario para desarrollar la vida y el tiempo necesario para desarrollar estrellas de segunda generaci\u00f3n y siguientes que en <a href=\"#\" onclick=\"referencia('nova',event); return false;\">novas<\/a> y supernovas cristalicen los materiales complejos necesarios para la vida, tales como el hidr\u00f3geno, nitr\u00f3geno, ox\u00edgeno, carbono, etc.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/1.bp.blogspot.com\/-kNvbO0kJhKo\/U7kFwEary9I\/AAAAAAAAJYU\/_yTHoDfi5po\/s1600\/SistemaSol.jpg\" alt=\"AstroCiencias Ecuador: El Sistema Solar\" width=\"599\" height=\"335\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Parece que la similitud en los \u201ctiempos\u201d no es una simple coincidencia.\u00a0 El argumento, en su forma m\u00e1s simple, lo introdujo Brandon Carter y lo desarroll\u00f3 John D. Barrow por un lado y por Frank Tipler por otro.\u00a0 Al menos, en el primer sistema Solar habitado observado \u00a1el nuestro!, parece que s\u00ed hay alguna relaci\u00f3n entre t(bio) y t(estrella) que son aproximadamente iguales el t(bio) \u2013tiempo biol\u00f3gico para la aparici\u00f3n de la vida- algo m\u00e1s extenso.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/1.bp.blogspot.com\/-HTdgobzeBE8\/VUOPdWheFcI\/AAAAAAAADZE\/qHOEa_2o3Gk\/s1600\/tierra-planetas.jpg\" alt=\"Hallan un nuevo sistema planetario cercano a la Tierra ...\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">La evoluci\u00f3n de una atm\u00f3sfera planetaria que sustente la vida requiere una fase inicial durante la cual el ox\u00edgeno es liberado por la foto-disociaci\u00f3n de vapor de agua.\u00a0 En la Tierra esto necesit\u00f3 2.400 millones de a\u00f1os y llev\u00f3 el ox\u00edgeno atmosf\u00e9rico a aproximadamente una mil\u00e9sima de su valor actual.\u00a0 Cabr\u00eda esperar que la longitud de esta fase fuera inversamente proporcional a la intensidad de la\u00a0 radiaci\u00f3n en el intervalo de longitudes de onda del orden de 1000-2000 \u00e1ngstroms, donde est\u00e1n los niveles moleculares clave para la absorci\u00f3n de agua.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/dr282zn36sxxg.cloudfront.net\/datastreams\/f-d%3A5ff163136bb5675a60af91b4c9bb9aeac6e13b2e241c14d9120c8a7e%2BIMAGE_TINY%2BIMAGE_TINY.1\" alt=\"Evoluci\u00f3n de la vida | CK-12 Foundation\" \/><\/p>\n<p style=\"text-align: justify;\">Este simple modelo indica la ruta que vincula las escalas del tiempo bioqu\u00edmico de evoluci\u00f3n de la vida y la del tiempo astrof\u00edsico que determina el tiempo requerido para crear un ambiente sustentado por una estrella estable que consume hidr\u00f3geno en la secuencia principal y env\u00eda luz y calor a los planetas del Sistema Solar que ella misma forma como objeto principal.<\/p>\n<p style=\"text-align: justify;\">A muchos les cuesta trabajo admitir la presencia de vida en el Universo como algo natural y corriente, ellos abogan por la inevitabilidad de un Universo grande y fr\u00edo en el que, es dif\u00edcil la aparici\u00f3n de la vida, y, en el supuesto de que \u00e9sta aparezca, ser\u00e1 muy parecida a la nuestra.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Es posible la vida basada en el silicio?\" width=\"284\" height=\"213\" \/><img decoding=\"async\" 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\" alt=\"Latinquasar - Vida basada en el silicio\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"data:image\/jpeg;base64,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\" alt=\"Vida basada en el Silicio \u2013 Cardescu Web\" width=\"520\" height=\"194\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00bfFormas de vida basada en el Silicio? Siendo el Elemento m\u00e1s parecido al Carbono podr\u00eda ser. Sin embargo&#8230; \u00a1Las probabilidades son escasas! Aunque al no conocer las posibles formas de vida de otros mundos, la incognita est\u00e1 servida.<\/p>\n<p style=\"text-align: justify;\">Los bi\u00f3logos, sin embargo, parecen admitir sin problemas la posibilidad de otras formas de vida, pero no est\u00e1n tan seguros de que sea probable que se desarrollen espont\u00e1neamente, sin un empuj\u00f3n de formas de vida basadas en el carbono.\u00a0 La mayor\u00eda de los estimaciones de la probabilidad de que haya inteligencias extraterrestres en el Universo se centran en formas de vida similares a nosotras que habiten en planetas parecidos a la Tierra y necesiten agua y ox\u00edgeno o similar con una atm\u00f3sfera gaseosa y las dem\u00e1s condiciones de la distancia entre el planeta y su estrella, la radiaci\u00f3n recibida, etc.\u00a0 En este punto, parece l\u00f3gico recordar que antes de 1957 se descubri\u00f3 la coincidencia entre los valores de las <strong>constantes de la Naturaleza<\/strong> que tienen importantes consecuencias para la posible existencia de carbono y ox\u00edgeno, y con ello para la vida en el Universo.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.iac.es\/cosmoeduca\/universo\/anexos\/275\/estrellasyelementos_clip_image003.jpg\" alt=\"Origen y evoluci\u00f3n del Universo\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/i.ytimg.com\/vi\/ZlFqTAmHLig\/maxresdefault.jpg\" alt=\"Actividad Lunes 23 de Noviembre - El sol fuente de vida - influencia del Sol - B\u00e1sica Elemental\" width=\"632\" height=\"356\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Nuestro Sol, despu\u00e9s de unos pocos miles de millones de a\u00f1os ofreci\u00e9ndonos su luz y su calor, hizo posible el surgir de aquella primera c\u00e9lula replicante que inicio la fascinante historia de la Vida<\/p>\n<p style=\"text-align: justify;\">Hay una coincidencia o curiosidad adicional que existe entre el tiempo de evoluci\u00f3n biol\u00f3gico y la astronom\u00eda.\u00a0 Puesto que no es sorprendente que las edades de las estrellas t\u00edpicas sean similares a la edad actual del Universo, hay tambi\u00e9n una aparente coincidencia entre la edad del Universo y el tiempo que ha necesitado para desarrollar formas de vida como nosotros.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxITEhUSEhIWFRUXFxcZFRcVFxcXGhoYFRYZGxgXFxgeHykgGBolGxcXITEiJSkrLi8uGB8zOjMuOCgtLisBCgoKDg0OGxAQGy0lHyYrLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tLS0tKy0tLS0tLS0tLS0tLf\/AABEIAQEAxAMBIgACEQEDEQH\/xAAcAAABBQEBAQAAAAAAAAAAAAAAAQIEBQYHAwj\/xAA8EAACAQMDAwIFAgMHAwUBAQABAhEAAyEEEjEFQVEiYQYTMnGBQqEHUpEUI2JyscHh0fDxFTNTgpJDFv\/EABkBAQADAQEAAAAAAAAAAAAAAAABAgMEBf\/EACURAAICAgICAQUBAQAAAAAAAAABAhEDIRIxIkETMkJRYXEUBP\/aAAwDAQACEQMRAD8A7jSUtJQCEUtEUUATRQKi39fbUwzgexPtQEmaUVEsdQtP9FxDABIBGAePtT11SkwGHMfmJgfigJNIKJpC1ALRTdx8Uz5vjuSB9x\/4NAetE02aj6nVhOf+8c\/agJD3AOafVRpHNxy54H0++OR+f9atSaPQHUVEt6sEuM+gwZ7yobHtB5qQjSBQDjQKKKASKWmz70ooBYooooAopaKAKKQ0tAIa8DenC\/1PtUg02KArL9tmH1mfMkcHtx\/pUJ7PZgO\/BB4HExPAmrbUseP9v39xVN1DVKCLYyxgR2h9yyDzz2q6BSdT0VuHZQOdyhIBJIYrwPKggZ\/evLSaS6WJS4wX0MAWMzGwk4ggBc+cVZJ0lt4vMThEAsg+g7QD6gwPqkEDwCaZ1PqtqwAjSGhitobMgKTzIwBmZA4zJEzZFCaB9WpRWYOF3QCckAsLc4MmCs8ZFXXTupPuK3LTSc7l9SiR9M\/j965Tr\/ja60shKzgsWJAM\/oVCFnH1Fj4AzVKPi3VNcbfec4It8\/gPgSvORnPJrPnFk1R9A3eo2lXcWAGP3MDH3rL6H4itm6igkjddYYgQ5uMn2gKef5x5MYv4W+MS11bOqC7SJDATBaNpaBiTuE\/bxJ12p6FbZ97MAMsoEAhiAD9xtEQfPbFXikyDWWNUHUbecj8r9Q\/BBH4qo6rvJIOTIwDgGJiSPP8ArVb0xrtlkBIKD5k7iZ3XWZi0f5pH\/wBhWl1doNblht7yIJH\/AFp9LsmyRbtKqgKBgQMeO1eaan0iRLQJGQO0\/YZqo651lVsN8tskbZMAjcCAwnBIMd8c9qoem9YuXR8lAzMpVZJwqqGMloySbQUjJ9QPeKhR\/JFl31Dq2y7sa2394oBKDdtbdA+Z\/J6SYJwc5xXv0jWghyp3sWl8ztIAAB9gAAYxIaoL661auCyP7287DfEEgn1Mx\/l9MmOwA\/LOuaFwRdtMVOZIyQDmR5zz7CpVPRLtGh\/tbkfSAcZJ\/wBBS2bx37T4Jx7Hj8z+1Z211VlWHCmIBYxzt+rGDke1RdR1K8xU2yskhCqwPSxXcYOdw7CexwTip46Is0nW+oC0itElntqBHO64oY9uBmewFTRdO+ORtJ8d8Vzv431qGxYCOzgskMGI9KxBDMNhMjkkQY7TVzoet\/M6hbRSQn9nAMwTuYyBIBE4zntVeItGzUU6vNTTlqpI+iiigEFLSUtAFJRTbnB+3mP37UAy9dAIGJP+hx\/vUC\/YG4tEH+aMwO0\/981Q\/FmpFoJeN9ttttxCnJ5U5Akx6ceecCvc9UvKoNwb4gHbAJ9JMgGAZiZkAxxVkRYz4g6wloi2SRKlztEsRO0Ig\/nYj8AMTAEjinWuoI193+XDFyXUt8xvO3dncQYXdOT2IFbX4z+LrT7WtEF7fzdhiZbEEzACyGzmOYzXLrf1hRLEsIIJJO7HjPP\/AEiqSY90iUmqknEL2IjIHIHYDEYj3pdWEUByoEnchJywBC+kfy+liJ80\/SIHKuyYxkQdzEES2BtUcDtABnvU5UvXrm4absfltuKj+7H6QQYErgexrK0ujbhJ9lXa1DgyAAy\/pYGDBUQQQQSCqyCO5wa638LddFxbVp7gLsICsQQSq7wVYy0MJlTO1gQOIHM9ZptSE\/tFwLKKjE4dX+bkKQoyAszJOfcVefBdwpctsw2ghDbMjLuyfMA8xCTEQJB4NawlZnONM6wbYnIBHPuYJ4+5\/wBan2dQw0zPcI4IBIjEADHmaiPH6Rt42ySe48nHal6gpuuFg7UieY\/I7\/8AFayKWZfWWnIAYYMqPwoGQRgZ7+P6S+pg6PSEqYvXYVdu1SO5gnwonPf8R7HqWmS763DusQlsb2LdpAMLH+LzVL1u9cvXBqL5FsIsWrUhiASJkjlidnsIArPLlSjrs0x47lsqdAVS5aDXWD3HBvBTKIuHjcedzQMwTuJGVrcp8RjcqXFX1n0tbJK7TBV5IXETMfy\/YVnNB8PpfuWtTeuETG1AGGIJbe4cGGWe2BFePxNbK6h0t+hVtlQAZ9IW3tCqeO4n71GFSS2Tmcb0avqOnHpZCdsHAMqd0E+09wfc5gkGt1GmVlIgbiIAJ5JHeRBGePvjyvwz1ElRprzf3ibSit\/KODun1xMEnvIzFSNQhtufSQuDu8xAIwBEAceK3MjK\/E3Ss2iWbZIh2JcSFJUKIJWVUCcj0k5LCZHwLqx\/a9zyGCMbjNK7SzMIaRBbP6SO\/vWk1VoXEI+8T5iJkSVz3H+9UXw9Z+VfHo\/mVgZB7MCysMiB2P5pQR1FTOaeorzsxH7\/ANc\/70\/7ViWH0UUUAlEUUtAIarNdfaSAe4H4Mc+01YXDis51A3ZKKmDO5jxtIj05nkgkkRAMGrIGW63of7RsUrcn5V\/YFOFDhVG5eC7Ak88zEwaZ8WaoWLCW70t8vZuVYggztRyR6gp5XuFzV5otIQbj3mDE+naCWBUwCCAIIgGPuecVhvjvUlrlySNvqkhfWoLDyYHohY5JDY5hN0tEGE6jqvnb2YwQsttiGHGRjLHMDyR2rxS6bTq0+tf8piZOIwCFLZ7bRUK9eUBhBg8cfUYy2OI7THqmixMqCogjcP5vUTwe2F\/esqpbJXdmh+H9fctoGtwwA2MjAcHgEHkZ\/atDqL9y7cQs1tQsbU2OVLDK4TJ4gDI9R9qy+mtsE3qPWo2sp\/UMcx4HfkVITqVl2T5yi2wiHa184COOZjIg47TXM15aO5SXElfEGtZbbojqUN5iwSQgACuwXcSwALlf2+3v0Lq1uzcS0wchQTbOw+hnIa41uBn0hkzM+2QKl76Xr8S3ylRgGIVSWIl2KDjsADnGasLetl7ZbBSQJ59SMCF88T3rTmodGDjyas23UvjK45A09oqMEPdjP+S2pM\/k1AuaO7c\/vNVcu3iT9DP6eZyiwvA8VG\/tu9kIA3ACNomMHJE854q00Wgvs4+aWRRP1KxJPcJaUbmM+Y578CjlkyM2SxwRJs6k7RasWwoPAVCScRiO3H2xJHedo+n2lu7bxL3whdFYSqBQDzwzZ+wnHmptrpTLNu2xtqQC9wkm62fpER8sCCYGJjw1edvoZDtc+ZcO4esyWkB1IG58fpE85n0gHaN8eDjuWzDJmvUdEbqXV9lwGYVUdzMRHy3Az5Bae1QvirSXrmqJt2ztIE3DAWGPBb22D\/8AVWOofSLd9bnfsUBRD4IjIggbsASO2OZMxOqaQKfmv6vVK3BDeszG1ok9vSDI9q6b\/Bz0Udl1tKLhUi4YZnYMuF+lEkZBYGY\/lHEitLb1Qu2vWNh2idwIAJURBIicjv37VHs6\/R4uBgYYL+mSccAiTAHbHp9qt2ZLg3I4aBgT3HaN0Az5E0sJFBptYCdo3HO2Qpk+YPfnz58GvDWAPDqSlxSIUj6gpIOT9JEQGzEjtV2bGcgc4jMSO57yQOw570\/pguP6jZIAHdlMnMgEEZ7Se8+Klsmi46RbAtJAIJVdwb6pCqPV74qfUXQ3NyzEDxBBBGDM1JFYkjqKSigFooooBlxARBqM2kB+r8+8djESKl0hoDO\/EN9dPbNwozgTCLBJMT6RgeZOfPauE\/E3xJc1d4rcBS3mEEEqSNoLEfU4Bg9uMYz334jTbau3dnzSE9CExkZifcwT7LXANLpHdrpeC7krIiJM\/TnCjcY+wqmSVGkI8uiqOgO4hvUUMKTlSFwD+ARUrS2SSqsJQMpIWC+DBPHvNe+o0t7TgPdEAkLMzgrjj7H81fWrS3LQdfrIxifY47nIrFz2WUCq6hZ2HaFYyOBEk7RJzyRxzmB4il\/t6lQpFtV3+p3VpVtuYUAzMbZ7eOavj0trjFWUsAPqAgAHgxODJIkRUXV9DtMy\/MdczmeRHI5MjBPOYqqnbNOGim6fo9tk3EBIhpY4n\/FHfJjEzNN6Bpvn6uzacsibwruY9MhgDHaSUAP+Iea3Z0ifLVVhAV7ACQIAcyMGP9aP4b6Szd1N64oLLaS3bEA+qS7bhGSoAC542+anFG5bIySSSo2HTegafSpttDbjN25BYyBInG33Aj\/evTU6UHPzwrQACgIxOARJLc9\/bGMTNZqRmc5OBEgbZ5JiZAxI49qo20rXXmFUQBIXBysSMA4HJ8Y8DuikkcsmTdMijaS5unuXgZMZ2AYMT\/SsX\/EbrV2Vs2mhYclSCrbVBLOO0gbo3cR5BroGlsFB6ArQAF4DQOMxgAk4Hauc\/GWsN3VXLdu4LybFBVQgW04V\/mKGMG4W2oSRMBQDyAa5J1EtCPJ0YXRXzv3+sAgCFk8iWle4gAQSYHczUz\/1DchW3ccOANoMxA4Ezgg8YgT5qHpv7tGti4m\/KDOZR9rEE\/TOY+5PZZq9fZ2tIkiSAQIB2+BPGarZRovrz30fc9iWj1OZciJ3cQymQctMzWm+GPiO7bdHZ3Ighp3OGAmQssWlYYjJiDAALGsXa6hfu7F3RMIxMbhBO0A48mc1M0OlcOs8mN0ROGgmBMnI9\/ftU\/wrZ3S\/FxTDyGyCFJ9JIMRmOPHvU7TWQxUW\/m2gp4j0lQMrBkAZGRBEY71hf4ea4LOnuN6QQI7KXAAK9x6vSV7b0PE10zTWFUYMzmeals0R6otPBpJpaqAooooBaSlpKAKaxNKWryYnkcdx3oCDrlLciBMySYGz1SROcgYrlPTbAe5cvKDtd3Zd3hmO37YjFdB+MeobNLdiNzDYBImbnpM\/gk\/isrob6W0AbGBxgRAj9orHO02kzow2lyRlf4kQLOTkBdvGWn6QO+DP9agfCGuYojOpKEsoMyJUAEAcmcY96ifHOvbU6shPUtu2V2D7b2I5BiRxn0149Da4voRJkepVAEkckgkZMc94FVkko0VtuVnSLHULZTcCOf6yY8ZJOPyKquv3NyqwlSGTMbskiR99oP8AxVXo9Oy5ccywMbiJOMf1ECqvXdR3mPWwJVVzBy36Y4G5Y\/NZqVvRdxZaW+olVZrjeuCqjHpY\/SY7gwBV1\/Da0bl12J+X6SwiFJ3GBBPAGfHIHbOL1mqDWwWaW7gkGVgiCfuB4iK2HwCUW\/p1W6cq4up+ncR6HQkZRmBBGIYjyK0wbdlMmkdKuJbPpBB88e3PbPtRZRRyAWzxHfmM9qddte\/PmDJkf1716LMSTtAziIHmuxGJn\/4g9Q+Vo2IbaWZRtyDcX9VvcPplQcyP3rmVjVfLtqBaUMiXH4kt6twDNEtk8\/8AU1s\/4sa6wNMthtly47nYJm4sq4+Yh4UgkCTiJArnWo6tJUP9I9KjvBJnPI\/Tzzt7zXNmVySRtikkm2Qrmk26h2JlVly5IMlx6TgfUZBjtuFN1KgiSBiD4zvk\/uFn7+KW69sph1gNhQTKjfMADgmRnJI+xrz17djkkTA4BPBJ7iAFx+81pRzXskaeHtkADJO4duIyP5tpHtkU\/T3z9eZkBdxB9YXew8yy7s+T71W6O6sbC0ANAIIBbAU\/sHM+4pti8N7ljCMQwIyRElSB5iTGOPtQUav4W6iV1KX+VRt7J\/gVzvKDvtVy8c4bmAK70mqBErxK8QZB+3FcM+GbMDcnpdbawwJIGxbxFzZB9OxUQyQPmECDgHqyaK3YtpZS5AUIVkS0W1gEt5wMnvNWSssujT2jinGo2h37fWwbwQIkHjHmpVQSAopM0UAtFAooBuwDimbIFetI4kEUBz7+IeoA+TaxBNxyZg+gBRPt62\/pXPdf1DUMSy2njP0kHxwJkgxWq\/ifcc6tIXcq2xx\/jJmD5lRn2rO6PVNglCR3gTie\/cYn965Mz89ndjXhoyejtZLXFYXCS0t6SGOSR3iQf61b6TXC36vlb2P1M8ZnHHtM+3ittptXYIMja2exiZ8jH47U251vTW2CXbiAP+r5kkMCMN\/KCO\/ejm2UWNIw+p63cILALJ\/V27yQOOIn81WIl26+8oSf07RC57zx384ra6jSXQ7Q4AALbtyxtUQSJMDn3GCalam\/ZsG3atagi66ki4f7y2xIkBhPpYcwuYEjvTH2MkUlVmI+YFYacKCRIO5wTuA4DAkE7e4J+mtF8C3wNYltYJi4G24cbciTHBBfxkACDhqDX9RXUPc\/tCJ89N0OBAulDhGbnMyGbj7SK2PwwLWkJawo1N36fm7Pl2ySFElstcPcwAsycVrGMYuzLykqOn669btIXvXVRR9TMQJPGJ7z281yr4++JG1BtnTo4sWzDM4ZAzNCghZyM\/rA+1Xp0N28xu6hy7dpwi8YRJxxzzz7VA+LrOnfSXLSgBiJkyY2jnnOe1TLI5fwfGl+2c26xdYXAoUcA8CYjBBgYnExyarbAPYkniTkHbJhcEzhe\/6TWttX7Gotr84SQgJxDGFMANzElcCMim6\/5QtfLtoLfqUzu\/lwoLMIPpJ\/\/XNWbRl26Ki705xZ+YWwSCRkEkwBOP8ACP6e1QbOsEbBJkEGe5n094wpj2MeBWs01sXNKTtkDbgzna8QR\/Uff+pzvU9D8obiJnJIkDduaYJHG3acdyPNRBtrZORK9EXW6ZZycASkj6wCVLDtG6SB3EVN6foWNp7ogorD5mcoJCgt4UfMH9DxGau6zGBtgCQO07jtgHvOBU7Qs1sw5dezrlQ4AyhjO6VGD4+1aGdGt6Fd+Vqba3AN7Il22AQyGz6mc3O5cKmI\/WpzEGuwhN0gWwzD6dvy4xEESx8CDH6ftXENDYFu9ZuBYTeqK8uSpjcXhMlDsvII4ViIJWvoDpbC5ZQjaVZR4YRHkYYY5FSmSiVoC+wbxDe3+\/aftUmvG2hHfEAAR4r2qCQooAooAooooApDS153lJGKAreo9Ls38XbavHBbt+a+fvjbqLf225Z0qNaS0WUbXdi5nLyT6e4hfeeMdt1Wt1drDpbdON6hljGCQS23MSII\/rFcw6z8Jul35tm6N1xmOx5n1MZAaOZPB89qrL+FkzF6azcI9dy45JMj5jAffn1favC7pgpbBhZkgCAZj1Hjtx3mtB1DpOptrcdrZIRTLIA0Y4xKiIjnFTug6R1C2PmKtraXvdwBJk7uCDHMHC4+oGsW5R0zWMFN6M50TW3bN0Oh3LkPbfcF2NyMgBQYwQOV75FWOlm4q2rjlbSFmtpAaCuVG76iBmM4kjNaS7fQk3vkIy22UFLm0G2rKIhIO5jIZpb0zEELVd1K3ZV7NzThm3q5IO4iUKMPlk5UeoiJ2kge9HK0WiqezVdL6fa+WGdEVlIzA5Pf\/N3nmrBNfp1A2KCR3jvnGRis31vXM1iGVUDlRBY87ZyTA7HM8D71SWutaVFIOo3nOEtufxujb+9VfL7USnH7mbi71sPK7TMfngz+KyvxSwNowTPEmFjzzye3aq\/\/AP0m5iLFser0jf8AcZ2rkd+WP2rafDGssWwP7TYBuc\/NIFwjj9MenI\/QPx3qKb1Jlk0k+KOQ2LxVgoaTxHI5aAD9yOPHvVno9UDeS2yAKVuL8x\/pVmEC+TkCDBnn2k5tes6O0nUrrlQyM5a3tYQRcubgwbjyJ8n3qp6QYvDdATexAaCNjKz5n2QZPmK2T8jnapWXDam1ZskOG9ePlAnajAlSCyzMOjcTO2eCJpNW1zU3N1xiZYM0LCt9IG1VnaIAH48RUPqF\/wCddAgwICgeB5iAOe3n7VPfVbY2AblcncIgBdx4HqIgjiquVOkW4WrZbf8Ap1pLRXG1gAZ3SP1CZOCGLdxzVZrdGiG4LmGICsNu7HMk4A5jGTHJqSukv6iERdz\/AKVkQIO4tdbhG5+2007VJY0rIHPzrgh7mVdQZG8bdsTM7c9hIIatFdmfHWiZ8H3RcvLp7pLFkuJZBgepmUgbpOyCocPOCHHcV3nomgFm18scbnaOw3uzQPYTArgOpv6O7dddO2y4HS5YaGABUTkEePOfUO8x2\/4S66dVp0ulCrmVuKQRDKYaPbH3HerRbqiGXyilJomlqSAoopaASiiigCmvTqr9Zqc4OBz248e9AUXxxqWXRXyjQQAPdgSpKLHcrj81xjS\/EN9VBt3rgg+keorEEnBkRjtBrpf8UbxXRqQ4E3VB2iSQVZSRGQQv+nauZ3tPbb0klVUYH6oPYgcsRzgcx5nHNOmawjZfdP8AjSRF23JJH0AQy8QZ+nH+aATxBqNZWyVhHgvsUgfS4QY3CYOWHBHBnHK6Szb5aYxP3nI7EtnjPevDrfyo2xBgBd4Htg4Ijkx4mcYrD\/TbqjX4OKuxHCxcd2kFlZwQyqVus21cCYJVmIXO1Txg1G1mrD3rBRzNu20rAhY2kheITiOePOKiaTp5vvdYuxhvqUgySWLTjk8443ATzS2umlwjtfZHJAYhQ2wx6pIIaASQQRnwa1co9FVCemxer6R7o3XmlQD8tV7TkNDAF2gkkiQAOwmqjUQJXADZLGSWyYB48wD4I7g1vtFpNT8oWlv70kEStsSIwWlD\/LjxNU3WOkZJCSZ9VrM45NmDEeo4x7TxUKa6LSxMj\/C90WrwuEAEgTJmFiFE8GAK6Fp9ElzMiQCPST2mPbMH8ea5holR2DWbhBnKsSeTwe\/aJIP54rT9C6i9o+v0kKSCfI4BotO2R0vEpeo3WXWtDcXCORCbSSfyM57kkz3qu1du3scnfuYrkHcMzKEfpMer+ozglqa2SMTd37nKw8tvHII7sQf61H6nZffsVTnxJkxJz9y1XS9lHt0ej6coqllMcDJHaSxxMfST3xFWnT9MRtYBWuBBMmAC2CcHnMBRzBPeS66pexuZZb5UpuIABBIJYD3B+\/ae1l8K6YjTLAMsJM+BgDzMhj+TWTk4xv2bxgpTr0RFt6gkg3jkEFQAo2tAYbQMCMfiJjFR7\/QzEyeSTx+eO0nHP4rdHpHpB25gE8D8CMwPvVJ8R3VsWXeBhZgfcbR7EzH5qnKTdG3GC2jn2P7WgLQFZFJAPA+oHE8lhwYmu3\/wl6itw31mGlSVyBiRuUHMxAJ5wK4dasn5ZuNlmJJJ7mcwPfPj9677\/DX4dGntfNuWhbufLVWO4OTkliTAyRsHtEV2L9Hmt27N2ppa81PAp4qxA6iiigEooooAqHq0QbmYgLHq3Rt\/M1MNYT+K\/VflaYWhzebb7BV9Tf1gCocqVkxVujDfHvX11MbBtsIX2iBuuE2ygbJwssYH+8VlUvWklgg3zCpJBMAcjMYMZ5MmI5d1Fm3AMAI8TGQQCPtH7159GtrvQZkMZP4gHnGDH\/1rme05M6IdqKLrpPStWy71+WBMBAIJ7ngYY\/cdvFevU+i6pA117cn6hG0xCztgHB2iODOczW7+F9ONu4AmBAHjOcffNW+q05Cyf+sEgAE\/kUUE1yomXdI5n8M6VBaskRNw3N2P1JcIgjyIj2irP4h6bbV01IVNwMXC2FZXAEsf0wdvqjE5pimNXetnhLkqOPrt2mb7AtJ+9Weu07bZUhj3tn6WU8ocGJBOfNUT2zea0ih0OrCEhAyj+QkRAMQCCZGTH\/Fe1\/qCs2TxGI+xkEgf9xUfTdEtXDvsXo\/w3VJIgGVJUhlI4IImmazpOst5tqjZwVcdvAYAf1qKdaI5JPbF1\/wrb1X99bIVoMlDBIB9JI4JwcxWa1+m1mlYqWLqMEHPHscgx4NanRatrbB3T5T5EH0bjHA5V5yYU\/pOBUu5r7bBg5BLdyCOczn7inyOOhwUto5TZ1O27uYwMzGQdwOI8ff79qtrXWgzktj0gD3wB6fH0mTHBrR9T6Np7mXWeYZSRzkyfsDzj08Zqif4agN8t55jdg\/qyCMHIPatOcZqmZ\/HODtE7r2sT5SJyx9RCRypBgjgZKY7Ae4rbfBdkGxZB\/8AjSfMlQZPmZrld\/QXrIHpJ3DbxiSwIzPBaBXWOgac2baW3P0jYTEAwI47YA\/pSXSGNO2Xmt1Sr6e8YHM+RjjFc1\/iDqwUWyMb2GJH02x9+SxET4Na\/qWoVA0YGeBEljOM94k\/iuc9ScXb\/wAxuBKoI8TmAc+fzioTuZaa4wol9D2tdsWisgvbBAHCl1ke8zHn1A9q7wjsVCpgMZJIB+oyYzzJJrgmnvshR4iMz9gzZjt6YkYgnjE9z+EL1q\/aF5QVcDa6zhT2gfaGn\/FXRifZyzRZ9PEXGUmWCqS33JECe2JqzFMtKYEwT3NPFXZmLS0CigEopTSUAVh\/4kdAvan5JsjcylgQSFAB2ncSePpj81uKhdQFyP7sqMfqB5+49pxUNctMlOjn\/R\/gO3JbVxcyCEkqh8hpMtPj2jNeH8Q+mBVsXLCKLaRbZUAhAxBVoHacfke9bB7EyXZsyVglYG0Ax4881F1+ntujo+8rcUqewG7AyeWwDJ7gVLxpx4otGfF2ZPofWyiqsHB5x3PBHOIrQf8ArQdDuXAzOPaBn71hep9MuWboV22qYCuQVVsY\/wAre3meaOq6W7a073HYuvpRUTlpaPSfsOc8nwJ4484ukdkvja5Fdf6gH1txllsKcK2SqgESBmCozwPuCK1NvqAKw+4HaTBUgsAfUQPAHf3rJfD+q+XdtIkEuANoBIkrOPf0jvFbtNWoVMwwIHpGVkENmMYkzVuEfZj88m6oyPUr+1W1NloONyn6XgAwewYSMjMQOImX074oR03q0wTKn6hBIz44H9a8uuCwu8nadztBMcjdkETGZyPfPMV\/wVp7O3VW7yhg6F0LggbkViWtv9StBnAg5qViT1YeV9tEb4i1b3EYKQSWAIx2YAqPft\/Wo39ruKwW8TKgBbi5BEAyykSBPfjH9YulZyyIxMBwZAhjC7zkd8c+9enVl3Fru47nckx5AA\/0E1VQrxkWeRXaL3T6h43bA4\/mTMg+w5GfFTFe3cYuCCSRuA8wAY8T6jWQ0wv2\/XbcMMEg4kjmPBPftNWGh6xYki4vy7nBB9JPEQ3BE+azlCUejohljLs22k6ZauqVcDEYBMQS0RPbkzTbV0qDZMl0wWJyV5Qk+SpE+4NQNJqp2lbhjvMNwcwPHI\/pVrc0H\/8ARic9wP8Auf8Ais+d6LVvsz\/xFcVFCbvWwbcfEjJ+8cDmsvorG3de3EACMqOBGZBGc8kGpvWdQLl5wsEAkDMy0+o+CYx+TTLOhc2SFYFmbA3DIBO6VEEy2wCPB+9aeTWjCco8rEusxDekqCu0bVJMyFYCf0whgT5roP8ACHqDJcvaZsrgq3jZ6Qp8krtg+AKyPTdE9x9jMFW2x2sDJykTuYZh2gniTirjpHULena7bCsNty09twJJYXflvugekklucGQPv04YPs58mRVR2yiaiaP0gKAecnnMck1LNbGI+ikooBTSUUhFALUfVP2qRUTV3DwAPMk\/7RRdgrNSJOIx25OSOQc1XauBkhQY75zyABEuRVqdNuPqOIEgDx39+a8LltlAYkCMAnLGJ2gcAf8AfvWqYKtmXaVKqAfq3j6pkgRkHHbjP5rPfFWit2tNedFt2iBO5USVAcMWkCZ2r5Az+K0N6wxJeO4mAV3QGghS0LG5VmR34wR4a7UW7iBPmAD+7PG6ArhmVsmCdhWT2byJqJJNEHDLdwhEIBVhB3Sc9sHBgY+9aTS6u4dO1k3N90ORvJORIcAEj1krjn2g1EbRuu+08ObZA3gH6SBnbyMg\/kVbdO1d42Nim3DTuYiCeAJ5kiOIx2iuDLNJUzpxwt6KvqChGZYLXWC\/NuyACWkzzzkCZ7Y4k3n8O7xN68rqzqlmLQdZXcZENtEid8QOc+1Veq6bccQ1whRJIEAZJBgxntW5+DLI+W7ZO\/avp3TCrsbcNsQYySe04NWwSU2RljxOddX9D3VWYJ3W490BFwQScAvg5+\/NeFx4ABgn2gGe554xiffnNT\/ivTj59tUQbiCAEAgQf1DxhicScZiaokusEILsyyASGcJuOM52xx+0YxWvvZl6Pdr7DGfvM58jxJqB1m0DyPbMDvjj2ipQ1SW3CEhlCjMiMjjjMcSMUvUgtxPSQQTEif29qhKiXsqdF1O\/Zwl30zwfUsz47fg1pL3xNqrlvbvRScEoGn9zCn\/pWTu6dlgOCA07T2MEz94j9xWm6WOnkurvqUwPlgDftOTLQAPaMiW5AE1LgntCM2tDtPpVCLtLEfrJyCewIAmc\/arroz3leFWBsckncQgHqYsP1AREY5z4qj0\/UdPvgPce3uUJuVQSFIKyin1ecgRjHYWd343Uts+S6WydsqfVshxJMTJ3LgHtOTVVEs2bTSdHAuKB6QqsjKv6jvkCO+QxkefvWd6b0p7nUFC7hZDhSQfSwR0mD32kWWMjkZIxNFrPjTVOYQ\/LVDDFTuJBclp8qePttHaui\/whuqWvBypbczoO43kSMk5ChZycAeKvHitIrLk9s6hYWFAPYD9v\/FPoXiirlBwooFFAFFFIRQC1F1MTmpVRdYmOQPE8A+Y70XYId8KRyAPJ4x7d68Ltxf8AMYniBE\/vPHOaiNl\/UJgMBIKcSTBAgEzwTmvV9wBLDecxwIGfq8ASRxNX7BTarqQhnbeqKT6irMhztAVAw3D09gPORS39PYtL8xQzmdyJ6huH\/uBSwPqHgEwIXGBUhrxUg7W5yCe4Cn6woJ9MHP8ALzAp72yWwG9R3EkpBO6YI7H787j9qsQch6\/cWLbIylpZS1vAkfUIPb1Kf\/Fe2jmzG5X4mIAWCeRJgg5zUS98kXP\/AHQwjnduyWJlSFPIznse1eN3qO+0pKApbbbMjDTuUMD6lPiQBI8iK8\/LG7OqE6LrW6xTgLJIIUGQuTIJ7YAiM8jit30Xp4SwlotvYA7gq\/UxZpLHAOTESAADgfp5cusyFKFoE4G07gREnkgHuYmOK0uiv627aW2rGzbAKnZyQScG5E8GPTHA5kVfDNQVETxubsrPiy78u\/MsbqkmAA\/qKn0ACBH943fuJGKpH1jq3rtsiGMnaQJgQQMBf+ea3el+F\/aO5n1TM5M5b75qwu9GQ4YhhjEAD7eOKSnKWifijE5eumRlxtZgPUAAApjzOZMcf814aDRFnKn0g+IPJ8d\/x\/pmt\/1r4bXD2gV28qDAbypPIkCPHtWfT+zh4DsjNKlHnBI+kGO2R7jvBxFtFXBUZf5iJhrZYgyFj24bIIEyuD9skxI\/sLXAQlsA7IZmYKwzLqFmGBwRPbuBmta3SpcAy1oEZLEg4JYKAQJhu88gTyKoesu671tEFZX0FQMLlBIyYnuYx+alyoKNkbTdJtqnzdzEq0FAfV6idsCMnIJGODkYl2m6embm4MCCQGwROAWOYaJx\/UxNV+kYx4KgmJb1GAIgQAYnMeftV5rVY2btxlAb1MSoXaocn0hQIHpYTyTt+8RLS\/ZK0yo0IG5pTDYxMEKJJjkEmCZ966L\/AAsUrqG2SoYcRuyAR9W0RJYkCPPNYUXW\/wDbS4zBDuMmFkbiWjMQIz35+3Sv4X6MhrlxWE7oIJDDIXcwY9\/I7Zq8IvlZSU1xo6jZZuD9yc9\/B8zXqo5ptoyJ\/wBM0+K2MhwooooAooooANRdZp9w4\/P\/AEqVSGgKa9bKZiBghQS7SeYFeaIwUs4ADLMtEqSP1do4qd1XXW9Paa6+FUSeP6feuWfEHxlqtTKWyLFk4IUqzkHy5MAcjA\/PMRLIoLZaMW+jT9Q6hYtsRfui24APylYuwLTKwvA9KnOYGcc574q+Lg9premt3IP1O3o9MgkIZJkxHbE+RVPoOkSzM5l853TjBOCI3QCJjPNSup9IIDM24hDIWAGIMqAFz3UY4j\/7Cs\/knJaLVCO2YOzpbto77ZIWAxyFAIxt8Njse5qysdUuunyXyplyRCKCx+o8ljEwPSczNO9QAu3VCqYYgKRG4NtAJYt5IJMiVnjHl0HTbhd2gZuSB4RVkY7QBmsrezWEU2i8+H7abjtG48y3kkcz7zW76dpLg4gj8ntnvn\/msh8OoQ0EQwxx2nk+TFbG7rltrDPtECcgd45iRzH7VXFV7Ncl1SPfV2jAO6CGXPHcEg9yDkfma87962B59v8Aj96qrN\/cAWfcYAJnPpxJwJ+k+BTC0GS0Cee3\/eKmUr6KqFfUDaptxWMGSIkc\/wCs\/wC1VXxB0OxdUMYDDggx2wD5BPPOJqP1brQDMAw9IkCfHOJEVAfrYuj6hgcLnvnjv94\/1rK5GvjR69P621m2dLfAuOZi4522yCuBJ44APcyeZkDaK1A9XJlX59LtiIAkGYECfT71SanUpdUgbjEkHb6dw2nnuBtzAP8ASrHo\/WEKhG\/n2ljmRMzIBiAyiK1cnKO0cziovTPLqeit2r59CsoDbg0wAsn1HMkzJx3jtUyxdW4rqSsMJ2KCANwAZRycEnP2pNXButaQb0Vbhe6BO5\/lgfLHYKImRmarNRZuWkdz6WAIxBKyQVX2IBYmDyY7VPGuiOVoXTWxYcsQpLDCjO1iqABhOZnn7107+GlgJZVnglxO4kgST9MHMg7gO\/p+84L4c6S+oNsXA2xQMBYImCFOTu9UnI\/VH265otSLQAKrbTcSqokHOczgsfC8SPvXTBWrMX2X6IBFPpLTAqD5AOff2pTUkDhRS0UAlFLRQCEV53VxAr1pDQFZqbDtKsFZDghgCCIHIPPfzVNqfhiw3NnacCUCDg4hY4GOIrVOJqFdsXNu0PBnLRnbzA9+00dPslOjHXfhFV9S3NjZXc2DOY7w1OvdGSNp1KBVCyEgtuBMcycjBHfAxFW3XbRUqxLFxOzbBwYwVYEATyQJzVFd6TqNR6me4T3Hy2RYyQAvpU5jJB\/FVUUukTJ32UL\/AA705jFy+\/33AfzH1ELtByPAwOa9bvwadKRc06\/MX9aKQzbYMOpxu5II5PaeK0Q+DWfdKhJMDe2\/0xG7YsLu5xxVt034ffTp8u0yECSGYGfVJMoPT37RSo+0RCTRgweHQggggx53fsakaO1cUFnLHHO3cSB4IWtdqOg2mfe3yt24TsGwmDOQhG5oxVde6KpJUNeChh6JBLyJEAjMifMQZ7gYv\/mOn\/SYi\/rb9xz8gG0n\/wAjRwc+hf1HvmAJFU3UbVgOLjXHcqygh3LklGUkxwAfUIAjHbBre9X+E2u2R8q6wLfpgDcoYAy3YbQxwM+c1GH8MXXaxvA+oFvTOJwAGJYsJ5nt3qY4XErkzKTM9otPo\/lByqF9o3GCRKEAA\/yzuae\/HtTtNq7aqERRxJMEfQBDHz9P4j3FdA6d8BaUCGVyABhvpnbzBOT7n3HBIpmq+HFFwFUWCTiCQCwgkKcEkETInAitY4zLnRzR9M950+XLJ\/eSVGJYEYMZ\/wDNaHpXwTdYAPttpHdd7wYMccxHqIn28bwaS4pO1WkQPAlpBgccEDxieaU9OvXMEwDuDQRnJETjxzHf+tljSK8iks\/DWm2bVsucHdNwqTBHEMB+wFRk+H9MF3rbMS2HDMP8UhszAjcARArb6bpKyWZVLTIIEDHBK8Tgea9OodPa6yw4VVYMRtlpUgiGkbeKtaRWjK9KsfKACWihAwvIyPpI2kj0qCDkwFmMCrO10p3UXA5L5\/wfjHuORGI5gGtILdPijl+CSH0vTlLaqxOB37e3Jn+pqXRNFVA8UUgooBaKSaJoBaQ0TRQBSRRFKKATbSMPA\/2p1FAIBSOgPanUUBEu6JG+pZ\/8RXommUHcBwIAnA+w7cV70GgPM2VJnaJ8xnHvSqo4gRTqKAQKKUrS0UA0L7URTqSKAIoAopaAWiiigCKKKKAKKKKAatDUUUAlOFFFAFLRRQCUlFFALSUUUAlOFFFABpKKKAWkFFFAKaDRRQCHmnUUUAUUUUAUUUUAUUUUB\/\/Z\" alt=\"1-EL HOMBRE PRIMITIVO Y SUS ACTIVIDADES\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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alt=\"1-EL HOMBRE PRIMITIVO Y SUS ACTIVIDADES\" width=\"268\" height=\"245\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" 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\" alt=\"Cueva paleol\u00edtica - escena en 3D - Educaci\u00f3n Digital Mozaik\" width=\"463\" height=\"253\" \/><\/p>\n<p style=\"text-align: justify;\">Si miramos retrospectivamente cu\u00e1nto tiempo han estado en escena nuestros ancestros inteligentes (Homo sapiens) vemos que han sido s\u00f3lo unos doscientos mil a\u00f1os, mucho menos que la edad del Universo, trece mil millones de a\u00f1os, o sea, menos de dos cent\u00e9simos de la Historia del Universo.\u00a0 Pero si nuestros descendientes se prolongan en el futuro indefinidamente, la situaci\u00f3n dar\u00e1 la vuelta y cuando se precise el tiempo que llevamos en el Universo, se hablar\u00e1 de miles de millones de a\u00f1os.<\/p>\n<p style=\"text-align: justify;\">Brandon Carter y Richard Gott han argumentado que esto parece hacernos bastante especiales comparados con observadores en el futuro muy lejano.<\/p>\n<p style=\"text-align: justify;\">Podr\u00edamos imaginar f\u00e1cilmente n\u00fameros diferentes para las constantes de la Naturaleza de forma tal que los mundos tambi\u00e9n ser\u00edan distintos al planeta Tierra y, la vida no ser\u00eda posible en ellos.\u00a0 Aumentemos la constante de estructura fina m\u00e1s grande y no podr\u00e1 haber \u00e1tomos, hagamos la intensidad de la gravedad mayor y las estrellas agotar\u00e1n su combustible muy r\u00e1pidamente, reduzcamos la intensidad de las fuerzas nucleares y no podr\u00e1 haber bioqu\u00edmica, y as\u00ed sucesivamente.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"Ciencias Planetarias y Astrobiolog\u00eda : La constante de estructura ...\" \/><\/p>\n<p><strong>\u00a0 \u00a0 La Constante de estructura fina<\/strong><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"7 mejores im\u00e1genes de Replicacion adn | Replicacion adn, Biologia ...\" \/><\/p>\n<p style=\"text-align: justify;\">Hay cambios infinitesimales que seguramente podr\u00edan ser soportados sin notar cambios perceptibles, como por ejemplo en la vig\u00e9sima cifra decimal de la constante de estructura fina. \u00a0Si el cambio se produjera en la segunda cifra decimal, los cambios ser\u00edan muy importantes.\u00a0 Las propiedades de los \u00e1tomos se alteran y procesos complicados como el plegamiento de las prote\u00ednas o la replicaci\u00f3n del ADN pueden verse afectados de manera adversa. Sin embargo, para la complejidad qu\u00edmica pueden abrirse nuevas posibilidades.\u00a0 Es dif\u00edcil evaluar las consecuencias de estos cambios, pero est\u00e1 claro que, si los cambios consiguen cierta importancia, los n\u00facleos dejar\u00edan de existir, n se formar\u00edan c\u00e9lulas y la vida se ausentar\u00eda del planeta, siendo imposible alguna forma de vida.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <img decoding=\"async\" src=\"https:\/\/3.bp.blogspot.com\/_ms_ATMCR9jA\/TVHvKuC1I4I\/AAAAAAAAGao\/ejZuDdH34nE\/s1600\/image002.jpg\" alt=\"Constantes universales : Blog de Emilio Silvera V.\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 \u00a0 <strong>\u00a0 \u00a0 \u00a0 \u00a0 \u00a0Las constantes de la naturaleza \u00a1son intocables!<\/strong><\/p>\n<p style=\"text-align: justify;\">Ahora sabemos que el Universo tiene que tener miles de millones de a\u00f1os para que haya transcurrido el tiempo necesario par que los ladrillos de la vida sean fabricados en las estrellas y, la gravitaci\u00f3n nos dice que la edad del Universo esta directamente ligada con otros propiedades como la densidad, temperatura, y el brillo del cielo.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/static3.abc.es\/media\/ciencia\/2016\/06\/03\/hubblefindsu--620x349.jpg\" alt=\"El Universo se expande m\u00e1s r\u00e1pido de lo que se cre\u00eda\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Puesto que el Universo debe expandirse durante miles de millones de a\u00f1os, debe llegar a tener una extensi\u00f3n visible de miles de millones de a\u00f1os luz.\u00a0 Puesto que su temperatura y densidad disminuyen a medida que se expande, necesariamente se hace fr\u00edo y disperso.\u00a0 Como hemos visto, la densidad del Universo es hoy de poco m\u00e1s que 1 \u00e1tomo por M<sup>3 <\/sup>de espacio.\u00a0 Traducida en una medida de las distancias medias entre estrellas o galaxias, esta densidad tan baja muestra por qu\u00e9 no es sorprendente que otros sistemas estelares est\u00e9n tan alejados y sea dif\u00edcil el contacto con extraterrestres.\u00a0 Si existe en el Universo otras formas de v\u00eda avanzada, entonces, como nosotros, habr\u00e1n evolucionado sin ser perturbadas por otros seres de otros mundos hasta alcanzar una fase tecnol\u00f3gica avanzada, entonces, como nosotros, habr\u00e1n evolucionado sin ser perturbadas por otros seres de otros mundos hasta alcanzar una fase tecnol\u00f3gica avanzada.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSN4-WXWFi70plofin7hR-SErwY0jVhQMaAwA&amp;usqp=CAU\" alt=\"La tasa de expansi\u00f3n del universo es diferente dependiendo de ...\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTZNsLRmFr1ivni7FGQi5gIxYO1Nu6IEvdJsA&amp;usqp=CAU\" alt=\"Confirman con mayor precisi\u00f3n la aceleraci\u00f3n de la expansi\u00f3n del ...\" width=\"270\" height=\"229\" \/><\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTWxZE0stCzM47O-evB781LxGTOZKp5FjOp4Q&amp;usqp=CAU\" alt=\"Realmente la expansi\u00f3n del universo se est\u00e1 acelerando? (o nunca ...\" \/><img decoding=\"async\" loading=\"lazy\" class=\"\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRgyMdNWzskIpojxP_qgG2daja9-TlBvVt2jw&amp;usqp=CAU\" alt=\"distancia velocidad galacia - Solo para Entendidos\" width=\"334\" height=\"227\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">La expansi\u00f3n del Universo es precisamente la que ha hecho posible que el alejamiento entre estrellas con sus enormes fuentes de radiaci\u00f3n, no incidieran en las c\u00e9lulas org\u00e1nicas que m\u00e1s tarde evolucionar\u00edan hasta llegar a nosotras, diez mil millones de a\u00f1os de alejamiento continuado y el enfriamiento que acompa\u00f1a a dicha expansi\u00f3n, permitieron que, con la temperatura ideal y una radiaci\u00f3n baja los seres vivos continuaran su andadura en este planeta min\u00fasculo, situado en la periferia de la galaxia que comparado al conjunto de esta, es solo una cuota de polvo donde unos insignificantes seres laboriosos, curiosos y osados, son conscientes de estar all\u00ed y est\u00e1n pretendiendo determinar las leyes, no ya de su mundo o de su galaxia, sino que su osad\u00eda ilimitada les lleva a pretender conocer el destino de todo el Universo.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,\/9j\/4AAQSkZJRgABAQAAAQABAAD\/2wCEAAkGBxISERUTExIVFRUVFRUVFRUVFxUVFRUVFRUWFhUVFRcYHSggGBolHRUVITEhJSkrLi4uFx8zODMsNygtLisBCgoKDg0OFxAQGi0dHR8tLS0tLS0tLS0rLS0tLS0tLS0tLS0tLS0tLS0rLS0tLS0tLSstLS0rLS0tLS0tKzcuMv\/AABEIAJ8BPgMBIgACEQEDEQH\/xAAbAAACAwEBAQAAAAAAAAAAAAAAAgEDBAUGB\/\/EADgQAAEDAgQEBAQEBwADAQAAAAEAAhEDIQQSMUEFUWFxE4GRsSIyodEGFMHwFTNCUmLh8SOCkhb\/xAAXAQEBAQEAAAAAAAAAAAAAAAAAAQID\/8QAIBEBAQEAAgIDAQEBAAAAAAAAAAERAhIhMQNBUWEiE\/\/aAAwDAQACEQMRAD8A+NoQhQCFICEEQgBSEIBQQpQgMqiFIUgKhUQnIUsIAdOsDL63+imriohSDYiBeL7jsraFci05QbF0EwDIOl4gmyV7LSJ6mIAPTyVRWhSiEEQiE0KCgiUEpmnf3v8ARKUEFPSqFpkJUKCytUzGYA7AAeivbxKoKJoT\/wCMuDy2B84EB066LIApJTBCEIVAhCmRGl+f6IL8Viy9lNkACm0tEAAmTJLiNTfU8gs6EKSSejQhCFQITNZIJkWixNzPIbpUAhC6HBcAK9ZtMvDA4xncYa3q7orJtyJbk1z0LpcdwDaFV1Nrw\/KSMzTLXQdW\/wCK5sJZlykuzQhCFFTKkBQpaUAEJqQBMEwL8zeJAtz081BRUQoT3hQAiIQmc0gwRB6oAQACcmboLcu4029lACCQ2U7qNkzIXWx1Sj4NNtNjhUyk1HEy10n4S0R8IjVanGGuEQPNNTcIMz\/jynr5Sio1JlWRBKhWmnZSGIKUQr\/BKPCVwUZUZVqp4YkgDU2VrsERY+adU2MLZCjKtpogKp1NMNZyFEK8tUQoqqEQnUlBUQphMoQRCMqlSEC5VYMOcpdaAY1EyemqSUZkCwhSoQW4Wm1z2h7sjSQHOicom5jeOSnEANeWscXCSA7TOAbGNuyoIRCDr0+B1XYc4g\/yw4MzSJDiJy5dfPRckhP+YfEZjHLb0Vatz6SQIQhRTIUFPSqFpBESL3AI8wbFKpFKHGTKhAwKFACcBVA4km8kqQEw5KzD0ZcAd9Lxta56pgrDFJC6HFuF1MM\/JUjNDTZzXCHCRdpIKxBqtmCCbARzvzTMJUhiZrFAOZKqyLVlSkFUUtYtdOiwXlUQUEFWXDFz8qWQqoKjKVNMb\/zzRGVoEADmSefdFbHgiC0T\/dvKxZOXr9kCiVe\/LMZ6wr6irK1OwnZKMOVnKvhlhAYtjcGSndgVetNc8tUQuh+SU\/w4kxIvz6p0p2jm5VBC7TeCOcCWlttfibMX28j6hZ38OcFf+fL8TvHMhTEQZ+4XRHDXyBGvUd9VS7DwYIUvCr2jFCFc6mlyW6rOKqhMAphEIIclVjY3SuAVCQiFIUwoFUQrIUwEwVqSpb2npz6IhFRCkBMGqYVAGp4UBdTg9Oj4rfzBcKR+Ysgvj\/CbTI91ZNRzU9I\/vcdlpxwZnOT5ZOXnG09VUxqWEOaZ3M8kzaS2Yek3KZJmRbmOYOxC20uH9DG0gieh8knmrjltw5VlPDrrVKAA5KBg5Eg+W\/dbyJGB9HLaAf0M\/VUuaF1HUPh0Kq\/LSpasjmGmgUV128PdyWnD8Jc49Ogn236LDXVwmYWSr6mFEwy4+vYr0beDgSCDM\/LueWbkVqZwhwsMonqDHeFZNMeSbgXco77KPy56L1lPgWZ3xVGjqT9lFHhzQbESNz+7pZUyPLmgbW7qPBPJepdhKQnNGuo06mE7MDR3Nr6SY5bBSHV5MMcNBCCHL1tTCUB8o\/8AoOnrsqG4Wl0nlqfNa3+p1ea8rqCD+wvTHhjXaH0CDwrKCckjSSJgn2WtqXi8vfmpdUdzXXrYUbAdpWZ+EPKfb1Tt\/U6kwGCe+4eGbXdEncWVPFuFOovyuINg4EEOkESNPZP4DuXoodhnnUFb7SzMY62Vx3gqv\/1B\/RdZ+DJ2hUVcI5u4IPn6rneNa2OaY5KCAtDqSrNJZaUhgUeCVpxWDfTjMIzNDhpdp0KztcQpspZhG0STAHM7CwEnXskyq0lRCBEsqzKghMEZFELQWIyIKgUFM5kG6CFQsJmpgEwaimprRTaqWBaqRSDp8PpBy9bQ4RDTrAHxEyWkdxpqvMcEexrwXgls3DTBI6GLL1\/DOIvZ\/Li+0T2n1XXh1zyzy1ysVgACIkt35tnY\/pzVdDAu+YCxNvLaea3PDm1C05szSczSCQQYsZ0XYwHDQ4AsnLu2dCba7jr69eV5eXX1HDGE2ga+11LRSaCIdmHbL9F6v+ASLCFycbwQUzL9Nm6Of1n+lvX9jN5ZfMWZfTl0a4AzFoAHO8nk0bkc9Ej8Y8\/4ibAWjvzPVTiGEuBsAIsLADYNGwTUnXEt1O2iz2rU4qHve7+o3je9lpo4d53Pckrr1eHMa1pa8PJALhB+F39vXuFow2GFj02kC2pO8lNq5HIpcLzEEye0rp4fgTSLtPnaeuhXe4fhhYQPLX1XpsHwyQolseFfwFovktGkG3Wbeyo\/h7Wn+XM85X0PG4QNC8tjQJKlWZXnK+Fa3YDvO\/UrKaNN1gNOtvafJdevXNOTmBHLX0nRcziDWE3AMgGREifZTWsKMIGkFrmO6XtHMOsfqslahF3Atnc6dpWSpU\/tcY3BvCtw+OPykSDyuO+XQrU5s3gSrgz9oOqzVKdRtrnr9103ZGtknyE28tFLMY0iNR258wduoK1OX6l4uJVkKt1ap1IXZrYbUsEQBOW\/sudWqxsO0X895XScnO8WJ9Qi4EDSTdZXvOp56ajstRe02k9Abj\/SpqUIW+zn1Y6rWnb0WWowLoimWmU1Wgagtc7CLk8gr11nccWpTJXoeBfh+hVoPqVKwY5olrN6vRvI9Vya+EczUa3EiFHiDdOM63zE5eZ4rBimNDza06Cx\/VZF0XNabklZK7RJyzE2nWOq58o6Qgqc9OXupLwqioCmmOo94P8AxKWBZPGVtKtzutbEWmiOaoLIWnxATZK88wlhGaVIKteAdLdFWaayqxrlc0lZcpTsqIuulh8QW7L0fD8eLQQDpE3\/ANheSZXWzBYstcHNMFJbGpj3uEqNe4F2Ukbzy2tqvacBawltgOthPrqvnXCOM08obUZJklpbY5nRrF3SV63hvEKQbIeBUBsDBDPObu0W8+9Zv0+mHCUwPlC8R+J2MvBBJ57x5KxvH3FoaKgPWdeY7rjcTe551hxkhs2cBq5tr9vRc7x\/Wpbrh4p0tINIyLlwMCDvyWSmGg6lvTZdAtqC8W5j\/a63D+FUqlMuqOgwS3bP2iwPVScLybvOcfblcPxGXXSblonXexXYoWu2DO2hHJcStSYCT8Q1FxbXRDXZZ+MmNhm1ibELn5dXrcHjGtcA6R2h3XZd3+PMaPhzOPLK5v1IXz2liXF2h5EjQdzoitjnMMTvBgidNeqxeyzjwvt7fG8bBbbU7mwXnMRjml0TJOzb+q4GIxucjM5xAiNTIGjbWH\/VVjMVOlINbMENBaOxM6JJyP8AP06GIrknUNLTLWkXME+QFvouXjK5N4yn08huVFStljNaQLA3k6T9lkxTjAixJiXH9wtzhWbzhqrwCA7U9N4lVOqDXPcaQI6wea59Suc3SAOsndIKpFPUTJPMxYXWpx\/WLz\/GjFYggyDO5H\/EtLFh9phYGAm+q6GBwQ1cDf8AVOu+k11cACWSTB0BGpM2m9h3C5uKrFxzO+YGCYgbyD11K2VHlrSIIsLmAQDuB2WF9ZtwWz3N+6319M9mWuGkF0wfdV4nFFwaIaA0RLWgE7y4\/wBR6q2pUF7gDYciqnS83bJtpv6LeMaG1NiVdhcR4Zlph20KjwY2I7291RUqibn6LU5XixZK6OJ4nmYWGmxxOjiPibe+WLfRcOtHJWtxBG46dFRisYXC\/wD1b5c+3mszjnpmqOVTmyh9SVUCuOtke1KriqnBZUoKYFJKkFBcyor2YhYwUwKso3tLTr9EoasoenD1rYmLywqPDKVtdWnEEnXaFfB5VlpCspSTAum1\/U\/dDqsCBpudz\/ros2LGylislmm+7v0b99\/fRQ4kW7+i5AcpDlMa43Hom8V+mivpcZdIGbcGSdDznZeZ8RGdSRvu9e\/jOcRPxgm8mKk87xPv3Ss449p\/pO1wWx5BeT8RaBWzam+x59D91Wez1VLjrwCC2mRJItJv1Oyp\/wD0BZIDRBMydR0XnC8gwZBGoUtcnn6Xs9A78TF2tvJTiseS4AAE6kgiIInULh0yNwt+FphwiLcz90nG1LzxsxnEjAbNgZsZ+iy18cXCBz5rdh6GHBu362UVX0w75m6\/KWg2jmF0vxVmfJGVlQky7XzU4h7jYiAO4Pkr6+IpwTmudgG\/TksT8Q6xmNxP7sp1s8HbSuaD0j1VeQCyPzrgcwseaRuIuDrCx1Xs6eF4ecoeSB3gRHur6j2gyHzvyusBY\/LOU5SCQTYGNdViqVTzXbrx4z059rb7a8ZjnEySFgdUcbykc8C+aT9FUMWJv9Oixf6urmwfmdH1XV4Lxj8s8uYGukR8QBtM+Rt9V52viQTyVBxCTl18xLNdviHERUJdpNz3O65FSvKzOrKsuWeXLasmLjU6pM6qlTKyqSmaoyqJVDFVOVzQgtCYjIFKVM29pjvoFloJpVcqUQ8qQVWCiVRaCrG+nMqgFSaiaNBrbDT96qW1VlzKQ5NG3xUzKt9JWLOmZU5q9jG5zwUR0JWRtVa8LjyyYa0kxBIktjktSy+0u\/RCma5V18VmJJ3Vf5gp4PLYHki+2\/6dlElZPHU\/mNj5dFPC+XQaH7CdzF7THv7qfzbhaSI2XN8YjdK6unb8TP11Di3Hf1UPqnn6LmDEFBxBTsY6rqgteVD64\/6VyfFKDUTsY6jq8Aae6U431XLL1GdOxjrHiRMAkwLC+gWepiFgzJmyU7WmSLzXSOqqabS0h1jBmDBFuY37Kmos3VXEtyzN50563Fug15qkuSApqjy4lxJJJkk6knmoILkSlCmEUAqxgveyUBPZWJUvuTGnqUrVGdKXJRZnSOeklQSmiEIQoBCEIBAQnouaHAuGZsiWgwSNxO3dAhKFLyJMWGw5DkoQSFZh6OZwbmDZIGZ1midydgrnYMCkKheMxMCnecsfPOkTaNVla6ClmEp6jQCRMxuNDdLmWqjwyq8ZmsLgdCBP7PRZqtIsJBFxqOSZZ5ScpfEqAU7X9J\/eqqQimLkZkqEFjST7+l1BclQUD51BKVEoJlBclTVGgaGbDSRqLi420RQCiUqlRDSglKEKhk7KgGolVoTQ\/ipC5QhLRIaShRKso0i8wNduqBZQXLRjeH1KX8xhZOgcIJ8uXVZJQNKHJVdhGsL25yQyRmIu4Nm5aOaClSVbjAwPd4ZJZJyl0BxbsXAaFVASOvcRAHughAQhAIQhAITB5AI2MT5JUUIBQhEACChCATNKWEIPdfhn8YMwtB7PDDi9mUm2s66cp8yvI8TxIqVHO2Jt9ljBRK3y+TlyklY4fFx4W2T2EShCw2JQhCAJQCoUoBCJQgFM205XvI\/f6JVKKEKEzdDfy590CppSqQojucOq4UUagqsc6oQPCIMNYZvnH9QhcZwk2Syha5ctxJxxbhqWZwGk7rTxbh3gvLQ9lQAxnpnMxxifhO4WKUEqNIXR4HjWUagfUZnaDdk5c3nsuciUlxK7P4l\/ENXGvz1XZnABoNgco0BjkuKpUJbpJgQhCghSUIQCEIVH\/9k=\" alt=\"Ante ustedes Rubin, una de las galaxias m\u00e1s inmensas del universo\" \/><img decoding=\"async\" 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8wQa2aLFKUoFKUoFKUoFKUoFKUoFKUoFKUoFatzDNMo0eokfKRp\/XSNqlBG4bhgtk3JLuWzMx58oAGw8vIVR\/a\/2VOMwZuW1m7hnNxQN2RoLgeca+qCulVp4pSrZ+RGVh+h\/39PWiLH43x+Ha08EEcwD0OoIOxB6jzrWe6Dyr9KcZ9nNi4WnvFtwxBUpoDqdbiOARtOgA2iuC9sbVhcQy2AQimJMEtOuYlQo6aAdeUEwrKgK3uHgTqdtR5+VattJrYsWiIb+vKoyqcr07d2Awfe2LakgjLBkSCdARPoD8qy9peyNxG7y00nlpv+E66x8PUVIez62Fsou8Qfmon9TV5u2Qwg1y4YzKUytkkcgwPFbtkZbth0Kn3lGZSIIMgwY15+lTHCO2FlBl7wKuwk5Y12yvEgeXXyirhjOEBgRuOWm1QGC7BriL2csVsqYJEFrjKSGVSdlBkSRJ1HKTacP0z889prhXHFuyysrLvoYP9f16yXHwjYS7acSbyNYVebPdBRQI8zM8gCdhWna9mnDVYOLLZhzFx1+eVhU7w7gOGsNntWUVyILxLkdC7Sx+da44We2ulE7PPd4djm4ZdzNYfx4S4ddCYNon5DyYj7yiukWn85HI1GdqOBDFWcoOS6hz2bn3HjnG6nYj4iCAR67O8Qa9ZAurlvJ9XeT7txYzfAyGB5hgeYrVWTV0z460yt31sSQIdR9tfLzGsep667WFxCuodTIO1ZBUXirL2XN60CyHW7bHP8aD73Ufa9dyyWpWPD31dQ6EFWEgjmKyUSUpSgUpSgUpSgUpSgUpSgUpSgUpSgVgu4gCfL3jMAepO1esTdyqW6A\/kJ\/aq7dwL4glLmqgL4PsKdyzD\/mPyE6AgtoYoi1WO13aJ8UfoeETNbYkXLgQsGAIkJI8QnSQCPynjvbrALZWCr52ueFmyrK2wyXPAuvvjc8ht0\/Sf1OHslbdssxE5QIZm5S2gUeZgDlX5w9qV9TiltK6XClsd4UnKLjMzsqzrEsT8ahST9lX4faLsqDdmCj4npVkxfDxkEfe0gbqZyn\/AH86w9m+GHKL32jpbnrzb0\/r1vr8O+qUgRqh2+z4QPyH\/dXNy5\/t0traX4Hiu6CkbKdPMA6CfT9a6Lh8WrW+8B8OUMD1BrmrYaMOR+EfIxUp2K4q7Wb2Hc5haW3k65M0Eeg\/esPx89ZeN9uv8jjl45nPS8XgxUW1OV3OUEbqI8bjzA2PUrUthrCoiooAVQFUDkAIArj\/AG79o1\/B8U7qwqMttFRwwnxuBcYA6EaG3\/DUjw\/2o3ri51s2nGpyglSBpoc3PWvQjh85j8uqUqB7L9qLWMU5fC6wWQ7gHmOo\/o1PVLSWWbhUNxnCFW+lWx4lAFwD7dsTrprmWT8CRB0qZr4aFm2tg74ZQ0gqRKsOY\/nWxmqBzDDXhZOlm8xNozolz3mt+h1YfEaQKmsNdzKCQRIGh0InkR1oSo6\/bbDsb1sFrTGbtsalSd7qDn1Kjfca6NKWrgYBlIIIkEGQQdiDXxBBj4io67\/Z2Lj+5Y+Mf4bH7Y\/CefTfrQStK+A19okpSlApSlApSlApSlApSlApSlBhxVrMhHy9ajsRjRYVrlwNGpaAWkSSCI56wfToKlzXHPav2wvPdfh2DUsVhbzLLQWAMabbgddCKhXK6m2v2j7Z4jGBrNqbVjNGguC5O+V3TTf7K6HSSZiuecS7LMczrczNqzB1aSftHNG\/PX51YRYxFkeMNG+qhYG3ugHQgc+pre7jOph31EBhpEjT7Om+1HHeTLe9qJwvF4jDXCGSQNCDMZfLTbT9K6\/wFreKwoa2wYg5SPtKx+yw5HX02IJqppw7Opt3HzFTI94GIAlCU0OkbxrEb1pYTC4jD31Nu4ouCTaM5Vuqh1tXBK5ok6H9Qazywl7aTk27FguF271i3nXe2oMaaFQRt8K5zwW93OPvWCfEUv2z\/mAJX4lkT5\/O9dhO0AxCG06i3fQnMkyMpJIKHmoED+ta9217PNZ4hbxye5dYLcH3bkEA+h016jzrHkwk1lPTr\/Hz3+lvV6cp7R4zvMdfxIE5rzmDqMuYhARO2TLz2iDW1wjPbvd5bPgPv2y3iXTcToy6kTvyIBicnFeGlrBZT9ZYm0y\/gTQfak8yDzB5cvWBLvaR4zOoBRiNehVjpIIgSdddDXTHJleu0vwLieIs8Q7224DDMWldO7DBWBUET4XVt58I1rumG4peGl2zmH37JzCOpRoYei5q\/MY4n3eIF1iYKNmA3AuW2Q7jWIB+PXb9Ldh8Z32Ct3D7xUBvUAa\/GZ+NTGnHudNy3x\/DE5TdCMdluA2m\/huBTUjbuqwkEEeRn9KxYu3MSMwnURMiDyNRt\/s\/hW8S2EBO7WwEafJlgz8alr22uOcOW\/Ya02mzKRurKcysJ5ggEeYFa3BOI99b8Qy3UJS6BpDrodOnMeTDrUVjOAZVIw2LxVp\/shr73BPTLeLAj4fyqkW+P43h+Oz47K9hxke8iZWGUwl11BynLMHKNQ3ktFfLVdezHMs+Ynrz\/aszKCIOorQwuLW6iOhDTDAjYgjcHpB\/Ot8GiyI4Y\/c3ThGmIL2CedsGGtz1QkD\/ACsu5BqYqO41hGe2Gtx3tthctE\/fWRlJ5BgWQnox6VscPxa3ba3FmDyO4I0ZT5ggg+YNCNmlKUSUpSgUpSgUpSgUpSgUpWHF4hbaNcbRVBJ56DyoIrtRxVrNoi2JusDlHRRGZz6SAOpI3rlGHuXCzBbdhBnZnNwuXzk6h9fe6wfUzoJntPilu3O8uXcj3NckkG1bGltTDe+TmYkDTxR56fBjhCpjuxbmLZy6uObmV0BJ05ncxNQ5eTLb3hrMGXNk6yPEwg+gGvxms17AWmkgWw0xmRnB\/wBQiG+M1uLZwh6f9MH\/AMK9rYww5D\/pjl18FGemjhsGhXKVEjmrkejCTAnz8xrUdxnhCsrbq48SMGGjjVXGpPSRvGoOmss1izM6CCdNVkcxy\/XcDzrJdwWGYeG4onXS6Ry6Z9xQkVDsvxFblwAlreLtkEEBYkb+EwddiJ12rq3CeJ28ZZ8QUNID2yCQGBkRmAkGJHlFcO7bcGCXhiLLHIzZWdSNLi7xEfMaT6wLn2NxpAW7anOghkC6FB4SAAem2mhHzjTSddxl9o\/Cmw91eIWh4CBavIBIC7KY5evn5VR0vW7WIWFm04DqJJ8Le9BUzAI29D696vJZxmHYDx27iFWB6EQQeh1r882eHOjYrCXGObDO+Uk7jMAT5SAG+NDPH29dpcFaF0XEkKTI10Fp\/DcAkAkozZvR\/wAM11b2R8XP0G0hYZgoXKeeUQIPXQj1jzjntkLibAtkgNlDAwGhtQDpEA6qR69Kxez\/ALQ\/Rc+EuqMpc+Ftx6GdwefkI3qTHLr+P0lZvBhpR7fMGD+XxFUThvH0CAh521VoJHRkIiY5gH96s+H4nmjI6En7JlT8j\/IVLbHOVIshIhlBB3mGH51H4vs\/auCGB9BqPgGmPhHOtk4q5E5U\/iP\/ANa9DFtzQ+oIP6mi3VQ2C4eMH4LYy2t8gOiECMyD7vVf95nrV8HTnEkfy6jzr4XnXL6SR+01E43F27EFnVQNxmiE1nfWAT+XrQ+E5baRJ+VRN0NYv96P7q6QLo+5c91bg8joD6A7A1nwmJFwlrZlQIknQtz+WmvnWLid1XtvaO7q6qo3YkFTA6Cd6G0sK+15tgwATJjU9TXqixSlKBSlKBSlKBSlKBUD2uP1IXM6iSz5CATbQEsNSBvlG+xNT1VHtzbe+BhUA1GZjpogZdiTo3TQz6AwVzvTkV1BcvMTYud3nIzOwlwvJiZiTq2vPL96pgXyBpaUAfjn96kl7N4oRktjKNBDugjkCunKs69n77e9YG\/K42np46hxWXfwiExbnQKB8AR\/Fn0\/P41nt3boG6TEe4f1BPzqUHZt\/wDCE\/8Aun+fpXluzzxBtHf\/ABdufTSh45NVLrkGSojcd20j13+dfMViLttZBGs\/Yca6666SAJ9B8st\/gTjXu3B5MLk\/AiJjTb9NK073Dlym2yMjHwgG8mgM6iRtAmdNo0NE9vb4dLuHFtghGTKczgGY3JYTMyZ3mfOq9wOxdtXXtaZ1hlysAGIgESpmGEH\/AEjms1OXktWZY3CoJ5OjSOegif8A9+ELxS21y6Ht3R4ZUEowMdG313+Z6mhKtPA+0ZtEwXSRoDbLB40KvBbVdpkEaDUCKql3HhsbisU7KrXCPCgZlMWzaO4zawD18umJOGXpzC8BrIMXRDfL8\/X45V4fiHAbvUmdZdgQR5MeXl\/vQ8rrTxf7u263UICXFC3FIMoxiGy7CSo5767micCw1zEWsRfTvLVwdzd8ZQpenLZuShnKxKrMRqu01J2eGYxUKuBcBkEi4uqkQVhnJj0rJwjh18hsLctkhpyuBaZhbnUkg5gV8jMwRyonG6q9cK9nfD8ouWO+QEDTvnIH+lyf0rZ\/4EVQFt4q8E+6VtMPhFsfnNT\/AAKy6WVDlScqkkLlJMCS2pkmpKpdfjL8xTj2TxKnwYwAdDbb4aLdA+UV7Xs7jgR\/blI3jumH596at1KHhFSxHCOIfZvI\/wDmuPb\/ADVTWja7P44E5lwxkyT3rnkBrNkE7bmr3SiPCKlwnsvftp3bYnJbMeC0II30Fw6gctANqsPD+G2rK5bagTud2Y9WY6k+tblKLTGQpSlElKUoFKUoFKUoFKUoFeGtKdSB8q90oMXcL0Hyr6LK9B8qyUoMfcr0HyrxcwiHUis9KDXXCLEQI9Kwtwm1IIRVImCqgHXcbc63qURpH3eEWyuUgmNpJPqIJ2O1e04XZgAopgc9f1rdpQ1Efc4Jhm3sWj6oDXzDcFsW3Z0touYAEBQNROvygfAVI0oajUPDLMz3Vv8AhH8q92sFbX3UUToYEVsUoaj5FfaUokpSlApSlApSlApSlApSlB\/\/2Q==\" alt=\"S\u00edstema l\u00edmbico: el \u00e1rea del cerebro donde nacen las emociones ...\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Cuando a solas pienso en todo esto, la verdad es que no me siento nada insignificante y nada humilde ante la inmensidad de los cielos.\u00a0 Las estrellas pueden ser enormes y juntas, formar inmensas galaxias\u2026 pero no pueden pensar ni amar; no tienen curiosidad ni en ellas est\u00e1 el poder de ahondar en el porqu\u00e9 de las cosas, nosotros si podemos hacer todo eso y m\u00e1s.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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Eb9NTXj0ci4lIcz2RpGvyQS0yzI+gXKB8c5AAAGlAR\/NOz2dwGXMCAyCZgAQCVVow9tMrMARoQxFjc14Hm0vxnHR3icnWYgB41RCSpaxyhUF7f1ryvAuFS5SWVCzFgQI7qXMhexMZuDxj869tLWtUleDEYDWlkBJUqeRdCjBxa62PKF+Vff4WAnnbGG1HlMOi5z8YuiG1nOvNOZdd2o66jvIGmiZWDKdQQbggi4II3iovolDkKZ31N7kITmyxLexS39kp3aEm1tLbYMKIngjDMwRQoZjmY2Frsek1WQHdFFFWAq29uTxP4VyuMTE8aDGwyaaXAGjKWB5BNyMwuD0jQWvXVbe3J4n8K5TGQ4lpDxbhUsu8jXUFwLIStxcZui+g6RjL3iD3suLEqTx8isMq2yi1mA5R3Def0N1etoRTlhxThRlOlwNftRr6bt1jqc26oYwOLPOnU2KEEEqSVsXFwugNtwHSb3rL4TGBbLMl+Ta\/RZCG3LrywpHcT4GAZ8lxZIvMLXBIBA0HE3Fwmt7TX67ru6PMeFxoGs6dFrAdCyaG6nTMY7+B3bjvhhxIyBpAfjDmIt8nYML3Au2YZdBaznqFeGwuLz3E65c9yDvy55DYcnsGMW6wdekgS9mxzKrcc6s2bQqLDLYabuu\/899RcZFimd+LcKugW+X\/x3IGQn+83np3biNcWCxd1LTjTKDlboBgzaGO12yy69GcAHpHrBYfGKymSWNh85QSN4G45N+a516LAWoDw2DxZF+OXNY6G2RWzKVIUJroDvN\/w9Ph8Wf7Rbbxdhe4aIgErENLLL0fPAsbU4oqLAr2bDi1cGaVGXKwIAsc2clDcAfMsD4U1FYrIoDpcFzF8KhbV+NdcMOawzS\/4QNsn8Z0\/dD9Nqm4LmL4VE2MM3GzHfI5t\/hxkolu42L\/+w1uuRIyApBw3cjCNYFiXTkAElxnUsgUasSAdOoGn9K8GvHTNMdVjJjiHRcG0sniWBQdQU25xqSsluTRWGz5cRi8fCVaNwsgayQFOLVWBJdi5HNuNwuT9lW7iMUiDlOB47\/5VDnxDOxjhsLc9+gdw6zUaabCYY\/GyrnOt35TeNtbDvri7ec21hSpc5Pl9Ov6LxLafS9ne523xpL1RK88Rnmh28FP41kbYi+dmX95SK5rbHClzHiJYJEWGBGYmwZ5AilmyKxAtoQOvrFS+CvCRsQxhmC58mdWAsGXS4I1swuN2h7rVv7Nq9u7tI8O7b\/2\/kj2jDaTi+Pff9D+eKHEJlYK63vv3EbiCNVYdBFiKiwTvA6xysXRzaOU779EcnRc\/Nf5248qxfRtJY1e0Kvx9r5YxoAelybIo8SCbGwO6tUmFOJZocU7ZbaRpyFcdosDmY3BNgQO42rKOolGShmVN8muT8PB+D+jZs4Jq4v7jCbaoJKQqZnBscpsinqeTcp7hdvq0t2vsiSQCaU8Y8dyIUFo2jNjJEQdZCQBbMcuZUOUa0x2E9ozEQA0J4s2AUEAAowAAAzKVaw0BJHRTKusyNWGdWRWS2QqCtt2UjS3dattLdjcgyw9Eb3X\/AA5OWv2AlkHclMqAKKKKAKKKKAKV4j5dP10GmlK8R8un66DVZAaUUUVYCrb25PE\/hSenG3tyeJ\/CufXCWmMvGSaoE4vN8WLEnOFto5vYm+4CsZ8yCTRUDaOzVmaMudEzaWFzfJuJBy83eLHXQioi7Hl5IOJdrZDqX1KNEx+d0lHP\/tsdFAqtAc1mko2RPlt5W4NrXBbQlGUmxY35RD63sdBuFe49mSi98QzgqBlY3GjKxF+9QVJN73G6xuoDesVDhwbKwPGM2rklrXs25BYbr2P8IqZQBRRRUAKyKxWRQE\/H7fhw0dnfl5MwVVZ23HLcKDYEi1zU7YLIcNDxbh1EagMDcHKAD7Qar3hYcVEZQjSRpIQ\/GJEsoICKuRiynLbL3aV1H7OsBNDhTx1wXcuAwAIUhRcgbiSC1ui9bpmEM0pZHCuH19cToNp4nioZZLXyIzW68qk29lRHXyfDIim7KqoD1ta1\/Hea98Iv+lnPVGxPgASaNr74erjV\/G1YayTjgk48H+18L+h2YknNWScFhhGgUfaes9JquXx6mFywHHO\/KY7wWbKf5bh1WFWbVTbcMWImzoVXjZcmRWAIABbjnXfc2G63OXfqTd6dLHUeCibafOo5Kkm3LoStq7PwwjVUjBLckCw5RO\/8b0iw2xY8I7K8UfIUF0jsGXPzHYfO0Vuq9u6m+2NnDD5JI5Ga17m5JAItmAOmlclNI4nmlfGzMHEQBYxfGFc4yNZBYDMALW5x3116LCpQuru0\/D11OT\/JamUZpbq2048Ob\/8Ae4sbgRtNxiDh85eJkLJc3ykW3X3KQd3d411+1sPdMy89OUp8N4ri\/wBmeHRZJg+syqACDdQhOoHfmGp8O+rAktY33Wrkzab8OWKfro\/5N3qY5JrJD6\/Pv+3iKsNKDiEYbpoLnxiZbfb8cfVHVTeuf2Zz8KOni5j9gaMW\/wAy\/wAqdY2IvG6qbFlIB6iQQDUabI8mGE3zaT80UyLbJpdzEPpBhVxhHHDloELWOTOjtlXPbLflt09Fq6SqY2pDjZWTDZZVKqE8nEKZbKMpbjMt8lzfNe2oq4MBEUjjRjdlVQT1kAAmtk7OTDmeRtNcvn5fQ30UUVJ0BRRRQBSvEfLp+ug00pXiPl0\/XQarIDSiiirAVbe3J4n8K59cIBKZc8lygTJm+LFiTmCdDa2v1AV0G3tyeJ\/CuV2htyKF8j5r2B0Fxr9tYTdMzyZYY1um6Rna+y+PynPkKhgDa+r5QenUFQykdTdBArSNky3\/AOqcgsSQb80vG1hZhbRCvVZzp16\/SnD\/AF\/V\/wCaPSnD\/X9X\/mq7jD27T\/GvMzFsSRQoGJcWAGhe2ixKLAvYcxuv5Q9OtZfY0utsXIBYgC5Nrs7XuSdeUBrfmjo0rz6U4f6\/q\/8ANHpTh\/r+r\/zTePbtP8a8xjBgyCrGWRiFCkXsjECxbL1nfvqVST0pw\/1\/V\/5prgsUsqCRb5Wva+h0JB9opdmmPU4sjqEk2bqKKKGwVkVisigOjgjDRZTuK2PgRatWw5C2HivzgoVv305Dj1lNb8FzF8Kh4I8XPLEdz\/HJ9thKB4NZj\/iiuhciSbiwhQq5AV+Sbm183Jtr0m9qW4ZGmwoQn4xOQ3+JGcpPgbXHcwNc3hcNLjMcMQrs+GilspYi2gJJRQAMoNhfebjfrbpsYfJ5DN\/ZSWE31GAssx7rWVj0AIdArGs5xWWEoS5PgY6bUObckqSfDx8SZgMUJEB6Row6iN4qsdu8C8RFMGghDAOWDoq52UqQI3uQdLjXUckfZZGKwjBuMiIDdIPNYd\/f30RbUTmyAxt1Nu+w9VZYdX2K7LUV0t8peN9z8P3OmeFzksmNtNdOa+6KpaaeQFWAWxsczDQjQgga3BpdNwebFo0SYVZWQr8YEUkLnz21OmYBhv6atnaPBnCYl+MIIY72jcrm8baE9++p+AwUGFTJGFRd5udSesk6k1rgl2LcuDT6nTrMkNRjUVakn3V\/d+Rz\/AHgucIru0aRs9gI0tZFuTrl0uSejqFP9rTnKI158mgHUOknutXmTaeY5YVLt17lHiarzbvCM2SRPKuNJJzRhcqWYrle7Dda5UgiufUap6puGLk+clyS6Lq+lcu84ko6WFy7u7vZ3+zowZnI5sKLCp+sbPL4\/wBkPFWptSbgfLnwcDkWLLmY9piSXf8AiN2\/iptPMqKzsQFUEkncABcn+VdkUopJcgpblu6kGA5sVKeiONE\/iYs7j+XFfzpgTUHYsTCPO4s8rGRgd4zWyqe9UCL\/AA1r4S4aSTCzJGLuyGw3ZutftFx9tSG6VhhuEGFkk4tMQjOdwB537p3N9l6Z1TM0mLxeJREto4yoIDG0ViCGdy2mW19QL1Z3CeXFLGnkqgsXs5tchcrkEA7+WEB7id28QnZjgzPJfh3+ug4oriln2qrECO4tIwuA1yWxBAuW0t8SFGYCxtrqV2vJtHMxjMhBS68ZHGtygxJAIDWBZhCDu0O5fmybnYUrxHy6froNLsLPjiykhsgZRykRWdGfKxcA8kqtyLWvZT1imOI+XT9dBqsgNKKKKsBVt7cnifwqpP2iTFJbhst+LUtpyQzWJ106bXO69W3t7cnifwri9s8HvKJC\/GhbgC2XNu+2ufJzOHX4p5MaUVfFcOH8lZjaZTkhlkA+ceSWBkKZVsLMy9J6dOusPtRwA5Vct5eSNWbirgAdRJU6V33oZu+OGm74vd4crSj0N\/8AONNfk+nr51U+h5HsOX8n9V68Tg12oxsLR5i+UDMDcZVYtoTlsD07+T2q94XaZdrWS1lIOa2jMVt1300uBc6d9dx6FD+9XT\/x\/wD1WRwMH98Ov5Pp6+dSvAh6DK1ww\/qvucxXe8Fv+li\/i\/1vSr0PP9\/\/AJP\/AKroNlYPiYljzZst9bW3sW3X76iKZv8A4vRZsOVyyRpV1XVEqiiirnvBWRWKyKA6XBcxfCub4ZSNK0eFgF52u175ckeVla5G7MCR\/wA2ptjdpphsMZX6BoOlmPNUeJ\/Go\/BfZjorzTa4ic5nPZHzYx1AD9aCtnx4HPmbm+yj38\/Bf3y8ydsIRCCMQiyKMuU85Spsyt9YNe\/fepxF9DS3F4Z43M0K5iflIrgcZYWDLfQSAaXOjAAHcpWZgsYkq50NxuOhBBG9WU6qw6QdRVzoSSVIXrhpMNpCvGQ\/3VwHjHVEToV+oSLdBsAtSIMdBPyMylt5jcZXHjG4DDxtU+tGKwccotJGjjqZQ39ahpNUySO+x4T\/AGf8iR\/Q1jzZAgLFFAG8sdPtubVjzLD0CQdyyyqP5K4Fek2LhwQxiViNxe8hHgXJIrm9i0yd9nG\/kjTtsnxPzNI2nnGXCoJPr82Fe\/P8\/wAEv3ld9LjwIwrsXlDO7MWchiiMx1PIU2Udw1PSSSSemorppGM4Rn7ys8xRhQFUAACwA0AA0AA6qWYs8fLxI+TjIaY9BYWZIv6Mw6soOj16xWOaRjDhzyhpJJvWLu6mk6l6N7dAaZgsIsSBEGg6zckk3ZmJ1LEkkk7yaksb61YrEpGhd2Cqu8n9eyttct+0FnWGJhzVkGYkXAJVghYX1Ga32kVfHHdJRKZJ7IuRJThdhswVuMQE2Dutl13X1uo7yBXQA1RM+KxLT4p5ZoCrcVmIgZQ4VCLITIQCBod+tWXHtOXC4HB5gudwEPGFgF+KkkF8oJvyAtus1rlxKMFKqMcWZym43fCzq6K5Q8JsRdP\/AM6rnYqqsXzm0nFECy2zLq5+r9pEfA8K8SyxjiY2dljBsXFmkMCmRhk0S8r2F7\/FkdrLznSdnSvEfLp+ug1J2VimlhjkZcrMoJXfYkajUA1GxHy6froNVkBpRRRVgKtvbk8T+FIcZiViRnbcN9rdJA6SB09Jp9t7cnifwpDjGQITJzbjrOtxlAA1JzWsBvNqxn7xBGi2xCwHLsTuBBueUE0tcNqQOSSDmU7iCfWH2vA6lhIAAgkOa6lUKq1zfdYMpPVmF94qMZ8JxhkNs5IBbK979e7o4mxPRxdja1aoMTglAWwXjFCBWDDMtlS2U9Fsi67+QNdKigTvO0OlnvcjcCSMzFATpoMwYXO7K3UawNsQEXEota991gM2pvu5pqNBJg2dEUrnYckHMGIBLa5td6M2u\/lHW5vrGIwIT5uUg71fVVRpNcw3ZHYi+8Np0UoDXD4tHJCtcjeLEEakWNxobgi28WNbqVYTF4cMMgZSSRqr3LZmBJUi51RyWPUSTqa3NtmAXJfkgKc1jbljMvRfdY7ra1FAn0VpwmKSUFkbMASt9d40I1rdUAKyKxWRQHR4aMNGoIBGm8X3aj21JrRguYvhSvhPtRokWOLWeY5Ix1dbnuUfq163ulZXJNQi5MSYjaWJmx6xK3xEUoDGMG1wC1pG6+SQRu6Na6fF7NDNxiMY5bWzr84DcJFOjjx1FzYi9Y2HstcNCsa6kas3SznnMf1uAphSKa5mWnxyim5u2+Py8PoLPL5Y9JoSR\/eRAup8UHLXwAYDtVJwu0YZdI5UY9IDDMO4rvB7jUqo+LwUUotJEjj66hv6irHQJtpcKBEWK4eWREbKzrlAzDnBcx5RG47hfp302wO0I5olmRxxbC4J07je+4g6Ed1V1wg4E4lnyRx8ZEGYxlZmiCBzmyugYA2Ol7HT7RXY8HuC8MEMayRRSSrcs5QE5mJY5SRewvYbt1QrObHPI5tNcP58OpObbUR0jJmbqiGfXqLjkKf3mFeDh55vlG4mPsRt8Yw+tIOb4Jr9emYFtBWak6TXh4FjUIihVGgAFgPsrZRRQBXiaJXUqyhlIsQRcEHoINe65\/hhiyiRJcqskmVyNDlCsxUHova3heolLarLQhvlt6mMHwc2est0jjLrrlzl8p68hYgfyp88SkqSASpupI3GxW46jZiPAmqx23h4ks0XIK6qV0IPWCN1dfBwgZcJhpniZ3lFsq5V1WOSRm5RAAtGx+0VWOeWV\/7jXJo44IqUOT8KOiornMLwwhkcqI5AuYqHYZVJXOG1PUUIrVDwvv8A\/wAz6sAvLTc5jWPMS2hLSDTot06A3MDqKV4j5dP10Go+yeEa4iQIsTqCDyiUIzBI5CvJYndINdxse4mRiPl0\/XQarIDSiiirAVbe3J4n8KQ4woEOfm6X0J1JAWwGt72tan23tyeJ\/CkG0J0jjZ5OYgzHkluaQbhQCSbgbqxl7xAqOPwIDHk6AEgI17MpIFrdUh0+ub6k17GLwmfKEuwJBsjck5owVOnW6W6NNNwr3tLB4fiS5i5ICkBeSdwVd3cQLdw6QK1DF4SMkNGqMmvNudESUtcC\/Vv1uvcKgHvzhg4yHzKvJzBsrWyi4ve1jbleF276kYfZOHCKBEpXKACRclcuUX6+Tpr0aVG8owoYqYcrKcovEQb2RrCw01mAF7avpvrYu2cLGtg2VQNAEYDmq9gLdCspsN16AmnAxE34tb3zXt08rX\/M3jmPWa1nZMFrcSluq31Sn+klfA2oj2pE17OLByjE6BSoLG99wsPaKkwShxcdZH2qSrD+YNRxBiGBUvlUDMbnvNgLn7AB4ADorZRRUAKyKxWRQD\/ypIoTI5sqrcnuH491J+DOFeZ2x0ws8gtEp+ZD837W3\/b30zlwEU8KxyjMtwbXI1U3F7bx3UwBA6q3qzKWNyyJvkv3\/ruPVFYzDrozDrqxsRNo7TjgtnLXa5AVHkay2zNlRSbC4ubW1HWK9+Xxa\/GpcAEjMLgNzSddL1o2jgDIyOkxjkVWUMAG5EmQsLN03RCD0EdIuKWeisZxAnaeRiDcK1iOdE\/hvjXUAd9zrQDfDbVgkRHWZCrkBTmAuxAIWx1zWPN31uTFxkMRIhC84hgQthc36tOuuci4GxgAcexsnFXyoLxcnk2C6Pp8pzvZU1OD0axyxrIw4yNUJFgRlLnNoN5zm\/h0UBPXa+HJIE8dwFPPG6QsEN7\/ADirW8K3LjYi2QSoWuRlDDNcC5Fr3uBrXMpwJjAIGIfUMCSqMSJGnZ+cp1+OYAm55I363n4PgxDHIJFY3DZty9D4l99r6nEt6o76AfUVjMOujMOugM1C2vsxMTGY3vY6gjerDcw76mZh10Zh11DpkptO0cTHwCJb43FFox0KuViOq5Y2+yuxTCoFVAi5VFlFtALFdPsJHgTW3MOujMOuqxhGPI0y555PeZGbZ0JzXhjOa2bkLysvNvprbovurJwEJDDiY7MLMMq8oWAsdNRYAa9QqRmHXRmHXVzI1x4dF3Iot1ADoC\/0AHgBUDEfLp+ug0zzDrpZOfj0\/XQarIDSiiirAVbe3J4n8KUU\/wBpYRpAtiBbrqB5nftL7fdWUotsCyWNWBVlDA7wRcHxBrV5DF\/dR9PzV6QFPR2QB4C1OPM79pfb7qPM79pfb7qrtZAnGBiF\/iY9RY8hdRpodN2i\/wAh1UNgYiLGGO262Rd1lHV1Ko\/hHVTjzO\/aX2+6jzO\/aX2+6m2QFK4ZAbhADmzaC3KIIJNt5sSNa9xxhRYDT8Sbk+JJJpn5nftL7fdR5nftL7fdTawLqKY+Z37S+33UeZ37S+33U2sC6imPmd+0vt91Hmd+0vt91NrBCErdZo45us1N8zv2l9vuo8zv2l9vuptYIXHN1mjjm6zU3zO\/aX2+6jzO\/aX2+6m1ghcc3WaOObrNTfM79pfb7qPM79pfb7qbWCFxzdZo45us1N8zv2l9vuo8zv2l9vuptYIXHN1mjjm6zU3zO\/aX2+6jzO\/aX2+6m1ghcc3WaOObrNTfM79pfb7qPM79pfb7qbWCFxzdZo45us1N8zv2l9vuo8zv2l9vuptYIXHN1mjjm6zU3zO\/aX2+6jzO\/aX2+6m1ghcc3WaOObrNTfM79pfb7qPM79pfb7qbWCFxzdZrdgGJlS56fwNb\/M79pfb7q3YTZjq6sStge\/3VKi7JG1FFFbAKKKKAKKKKAKKKKAKKKKAKKKKAKKKKAKKKKAKKKKAKKKKAKKKKAKKKKAKKKKAKKKKAKKKKAKKKKAKKKKAKKKKA\/9k=\" alt=\"FUNDAMENTOS DE LA ESTRUCTURA DEL \u00c0TOMO. EL ATOMO. \uf0a1 Uni\u00f3n de dos ...\" \/><img decoding=\"async\" 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\" alt=\"Estructura De Mol\u00e9culas L\u00edquido Ox\u00edgeno-gas, Del Agua, S\u00f3lido De ...\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">La estructura de los \u00e1tomos y las mol\u00e9culas est\u00e1 controlada casi por completo por dos n\u00fameros: la raz\u00f3n entre las masas del <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electr\u00f3n<\/a> y el <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a> b, que es aproximadamente igual a 1\/1.836, y la constante de estructura fina a, que es aproximadamente 1\/137.\u00a0 Supongamos que permitimos que estas dos constantes cambien su valor de forma independiente y supongamos tambi\u00e9n (para hacerlo sencillo) que ninguna otra constante de la Naturaleza cambie. \u00bfQu\u00e9 le sucede al mundo si las leyes de la naturaleza siguen siendo las mismas?<\/p>\n<p style=\"text-align: justify;\">Si deducimos las consecuencias pronto encontramos que no hay muchos espacios para maniobrar.\u00a0 Incrementemos b demasiado y no puede haber estructuras moleculares ordenadas porque es el peque\u00f1o valor de Beta (a<sub>F<\/sub>) el que asegura que los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> ocupen posiciones bien definidas alrededor de un n\u00facleo at\u00f3mico y las cargas negativas de los <a href=\"#\" onclick=\"referencia('electron',event); return false;\">electrones<\/a> igualan las cargas positivas de los <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> haciendo estable el n\u00facleo y el \u00e1tomo.<\/p>\n<p style=\"text-align: justify;\">Si en lugar de a versi\u00f3n b, jugamos a cambiar la intensidad de la <a href=\"#\" onclick=\"referencia('fuerza nuclear fuerte',event); return false;\">fuerza nuclear fuerte<\/a> a<sub>F<\/sub>, junto con la de a, entonces, a menos que\u00a0 a<sub>F <\/sub>&gt; 0,3 a<sup>\u00bd<\/sup>, los elementos como el carbono no existir\u00edan.<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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alt=\"Qu\u00e9 es la Qu\u00edmica Org\u00e1nica? - AreaCiencias\" \/><img decoding=\"async\" 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alt=\"Qu\u00edmica org\u00e1nica - Wikiquote\" \/><img decoding=\"async\" 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\" alt=\"Los 5 qu\u00edmicos org\u00e1nicos m\u00e1s importantes de la historia - VIX\" \/><img decoding=\"async\" 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\" alt=\"Compuestos qu\u00edmicos org\u00e1nicos - ppt video online descargar\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">No podr\u00edan existir qu\u00edmicos org\u00e1nicos, no podr\u00edan mantenerse unidos. Si aumentamos a<sub>F<\/sub> en solo un 4 por 100, aparece un desastre potencial porque ahora puede existir un nuevo n\u00facleo de helio, el helio-2, hecho de 2 <a href=\"#\" onclick=\"referencia('proton',event); return false;\">protones<\/a> y ning\u00fan <a href=\"#\" onclick=\"referencia('neutron',event); return false;\">neutr\u00f3n<\/a>, que permite reacciones nucleares directas y m\u00e1s r\u00e1pidas que de <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a> + <a href=\"#\" onclick=\"referencia('proton',event); return false;\">prot\u00f3n<\/a> \u2192\u00a0 helio-2.<\/p>\n<p style=\"text-align: justify;\">Las estrellas agotar\u00edan r\u00e1pidamente su combustible y se hundir\u00edan en estados degenerados o en <a href=\"#\" onclick=\"referencia('agujero negro',event); return false;\">agujeros negros<\/a>.\u00a0 Por el contrario, si a<sub>F <\/sub>decreciera en un 10 por 100, el n\u00facleo de <a href=\"#\" onclick=\"referencia('deuterio',event); return false;\">deuterio<\/a> dejar\u00eda de estar ligado y se bloquear\u00eda el camino a los caminos astrof\u00edsicos nucleares hacia los elementos bioqu\u00edmicos necesarios para la vida.<\/p>\n<p>&nbsp;<\/p>\n<p><strong>Emilio Silvera V.<\/strong><\/p>\n<div class='bookmark'>\r\n\t\t<table align='left' border='0' cellpadding='0' width='100%'>\r\n\t\t<tr><td><span class='pushbutton'><a href='http:\/\/delicious.com\/post?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2026%2F01%2F27%2Fun-fino-equilibrio-que-nos-permite-estar-aqui%2F&amp;title=Un+fino+equilibrio+que+nos+permite+estar+aqu%C3%AD' title='Delicious' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/delicious.png'  alt='' class='book_img' border='none' style='margin:1px; padding: 0;'  \/><\/a><\/span><span class='pushbutton'><a href='http:\/\/digg.com\/submit?url=http%3A%2F%2Fwww.emiliosilveravazquez.com%2Fblog%2F2026%2F01%2F27%2Fun-fino-equilibrio-que-nos-permite-estar-aqui%2F&amp;title=Un+fino+equilibrio+que+nos+permite+estar+aqu%C3%AD' title='Digg' target='_blank' rel='nofollow'><img src='http:\/\/www.emiliosilveravazquez.com\/blog\/wp-content\/plugins\/knxdt-bookmarks-wordpress-plugin\/images\/digg.png'  alt='' class='book_img' border='none' style='margin:1px; 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