{"id":21181,"date":"2020-06-06T07:06:40","date_gmt":"2020-06-06T06:06:40","guid":{"rendered":"http:\/\/www.emiliosilveravazquez.com\/blog\/?p=21181"},"modified":"2020-06-06T07:06:40","modified_gmt":"2020-06-06T06:06:40","slug":"%c2%bfotros-mundos-%c2%bfotras-formas-de-vida","status":"publish","type":"post","link":"https:\/\/www.emiliosilveravazquez.com\/blog\/2020\/06\/06\/%c2%bfotros-mundos-%c2%bfotras-formas-de-vida\/","title":{"rendered":"\u00bfOtros mundos? \u00bfOtras formas de vida?"},"content":{"rendered":"<p style=\"text-align: justify;\"><a title=\"Noticias de Ciencia\" href=\"http:\/\/www.abc.es\/ciencia\/\">CIENCIA<\/a>-ABC<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.abc.es\/media\/ciencia\/2018\/05\/30\/GLIESE%20832c%201-km4G-knIB--620x349@abc.jpg\" alt=\"Fotograma del v\u00eddeo \u00abLos lugares favoritos de Stephen Hawking\u00bb\" \/><\/p>\n<p style=\"text-align: justify;\">\u00a0 \u00a0 \u00a0 \u00a0 \u00a0Fotograma del v\u00eddeo \u00abLos lugares favoritos de Stephen Hawking\u00bb &#8211;\u00a0Curiosity Stream<\/p>\n<h1 style=\"text-align: justify;\">La hip\u00f3tesis m\u00e1s terrible de por qu\u00e9 nunca hemos visto extraterrestres<\/h1>\n<h2 style=\"text-align: justify;\">Un f\u00edsico ruso piensa que nuestro destino es \u00abincluso peor que la extinci\u00f3n\u00bb: nosotros mismos podr\u00edamos ser los futuros destructores de otras civilizaciones alien\u00edgenas<\/h2>\n<p style=\"text-align: justify;\">\n<footer><\/footer>\n<footer>\n<aside><label for=\"capa_compartir\"><\/label><\/aside>\n<aside>\n<h4>NOTICIAS RELACIONADAS<\/h4>\n<p>&nbsp;<\/p>\n<ul>\n<li><a title=\"La gran pregunta de Stephen Hawking: \u00bfPor qu\u00e9 la V\u00eda L\u00e1ctea no est\u00e1 llena de vida?\" href=\"http:\/\/www.abc.es\/ciencia\/abci-gran-pregunta-stephen-hawking-lactea-no-esta-llena-vida-201803200120_noticia.html#ns_campaign=mod-sugeridos&amp;ns_mchannel=relacionados&amp;ns_source=la-gran-pregunta-de-stephen-hawking-por-que-la-via-lactea-no-esta-llena-de-vida&amp;ns_linkname=noticia.foto.ciencia&amp;ns_fee=pos-1\" data-voc-vtm-id=\"contenidorelacionado\">La gran pregunta de Stephen Hawking: \u00bfPor qu\u00e9 la V\u00eda L\u00e1ctea no est\u00e1 llena de vida?<\/a><\/li>\n<li><a title=\"Diez \u00faltimas teor\u00edas cient\u00edficas sobre extraterrestres\" href=\"http:\/\/www.abc.es\/ciencia\/abci-diez-ultimas-teorias-cientificas-sobre-extraterrestres-201805251947_noticia.html#ns_campaign=mod-sugeridos&amp;ns_mchannel=relacionados&amp;ns_source=diez-ultimas-teorias-cientificas-sobre-extraterrestres&amp;ns_linkname=noticia.foto.ciencia&amp;ns_fee=pos-2\" data-voc-vtm-id=\"contenidorelacionado\">Diez \u00faltimas teor\u00edas cient\u00edficas sobre extraterrestres<\/a><\/li>\n<li><a title=\"A vueltas con la teor\u00eda de los pulpos extraterrestres\" href=\"http:\/\/www.abc.es\/ciencia\/abci-no-pulpos-no-extraterrestres-201805222147_noticia.html#ns_campaign=mod-sugeridos&amp;ns_mchannel=relacionados&amp;ns_source=a-vueltas-con-la-teoria-de-los-pulpos-extraterrestres&amp;ns_linkname=noticia.foto.ciencia&amp;ns_fee=pos-3\" data-voc-vtm-id=\"contenidorelacionado\">A vueltas con la teor\u00eda de los pulpos extraterrestres<\/a><\/li>\n<\/ul>\n<div><img decoding=\"async\" src=\"https:\/\/www.xlsemanal.com\/wp-content\/uploads\/sites\/3\/2018\/11\/planetas-habitados-extraterrestres-3.jpg\" alt=\"Exoplanetas: m\u00e1s cerca del otro planeta habitado\" \/><\/div>\n<\/aside>\n<\/footer>\n<p>&nbsp;<\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">El Universo es tan incre\u00edblemente grande que cuesta trabajo pensar que en \u00e9l no haya un enorme n\u00famero de planetas habitados. Sin embargo, y a pesar de nuestros esfuerzos, no hemos conseguido encontrar hasta ahora ninguna forma de vida fuera de la Tierra. \u00bfD\u00f3nde est\u00e1, entonces, todo el mundo?<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"La paradoja de Fermi y otras civilizaciones, II | Fuenlabrada Noticias\" \/><img decoding=\"async\" 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fQ7Z2yiS903E3XQc8hD5Besnxbb0oj9FfZGPhtsHkX+kzAGU+KA7iJfIDYnzPwFW+S4B66sD3iNv4ZpMazc4iXlzHCmhCIgB3Qq6R4gAADGMjwqLBaXMj5EoZMnOoMMeGOpzj5H86V72dDlRGxXBBaTIDHcYzhQWIAG+c0r28G9vENKe6X66sbEL5DbH310Ya1rDr5ufOeO8+n\/UqbgfMVo5OW6HwZAynz1I2R+JrOO2\/wBDkcimaw0xyD3oScROf+An\/Vk+ROnp061dbWMoyqrjptjqBtt5UbkuSq95wSvU7AdNvn449axxMbv1b4eeOumnyBeWskTtHKhR0JVlYYII6giuNbt9LvZiO7ia6hH18IIYDq8aZyh82UZIPUhSN9sYTXlljcbqvbHKZTcKivZjiotbqK4KlgjZYDqVIKtj1wTihdT+AcM9pnSDmBNervHf3VLaVG2p2xpVcjLMB41mXTS1RdoYY7uGVr6a4iQT4DxlWi5kRVR17xJwCRj3fWq\/2O4lHbXkM8pIRCSxAyd0YDA+JFSI+x11I+IkYx80QCSUCHDllTvox1KAzhSd9yB1IFcV7JXx0lYdQZnVWV4yraFkZiDq93EMpDdDy2wTitc1TQ5wftRBH7Brd\/qGu2m2J3mB5ZH2jufhmu3Z3tHYRpZtM0gktlnj0KmVPN1EOWz0AOMYzk+Q3rsvZO7UKWWNSZJYtDTRKytCiyOzamACaWB1ZxjB6FSYsHArp3eNYWLpIsLrtlZGLKFby3RhnoMbmrM6aWbhPae3jNhqZsW8Vwkndzh5denT59RUng\/aiyVLaSV5Flht5bYxhNSnUG0vrz03xjHU+Q3qnB+z9xc4ZEJj1qjMNJIyVB0oSC+nWpOOmoZxmusnZW8AVuSdDHusWQd3TI4dgW7iaYpTqbA+rffumkzpyrBadp7RVjuCz86KzNmIdHdZgCqyczOy4bJGM7VXeLX8b2tpEkrsYhJrRlUIjO4buEAFs75JJrlf9nruFDJLCVVTpO6kjvMgYqDnQWRgHxpJU4Jr3B2ZvHICxAlkRwOZHnTJp5QILZVn1LpU95s7A1LlaaCKVGbzs3OgRlXWrRrJqGAB\/RhdOu56rGcn4V1fsldqO9EQ+tUC5QruJy+t9WEKch9QbGnDZxisqA0qNN2UvwrP7MxCtpOCpJP1fuKDlx9bGcrkYdT0Nc+JdnLu3UvNFoUELkvH3iQp+r731mAwzpzjO+KATR\/sIkZvoDJ7qNrwfEqCV\/eA+6gFdIJmRgynBG4NawsmUtZyluNkfUcPEiTq0kgg6d8degP3E5NR+H8KEcntBlcyMCTqYtqUldiPIAYG1Zx2e7dqyqHOGUYIPXGBuPPerVddr0VAiLqcKMagNgwz1J6Hrjfw6V9KyWf4Xwr505pdZLak7iJTJIQQCqAE94ZIXUP1iFxv4kGqtZXkcjPyQSQMZY40hP1tWe9nLE\/D4UCTiU1yWaSZlOeXpCHIQqSQBjY93HrkeG1E+CsyLoAwSuFXOSgc7O4HVmbHwx+rq21jw+SWpllzXQpwnjaopcx62XPe6gbj3R4dMA+O\/nVgv+Iq9upYac6WKnGc7HPdOBsc7+lVvgfDRzA2Ty0yig6SSUU5JHX3gPP8NhnEuL92OGPUXOTIQMZJAwoB3ON\/vxTLhY55+CTPLHCwf4W7bu2QdQZV6jlmTAOB1yANz6+dYJ234OLO\/ubZfdSQ6P7DAOg\/ZYV9DcHg5ccOtsBkwcnGdTsExnx6bddqyD6d1H+lCwGC0MRPx7y\/korj7Vd37dXZZpnldrOcI4Zo1kAzlH1aTkEb6GVts52I3ArjRHs7LCtwjTEBAHySocauW2jKlWGNenfS2Ouk4weV1i83bG8mIcxoxhdJkIEn1QjMKqCA+GT6uMZfUck75aosnauYqq8uMaVnjTHM7sdwkyMgBfBAE76SQWG2SQMVPg4pYrd3pXu28w0RAR57hu7eQjl7YGhHONhtjapkUlhNxOExLGYeS\/M1RqsZkWGU6jHoRTuFOyjOOmaAV+mlxr5hihZtUjgkOCplhSB9JVwV7sSEEbgrsQCQedj2pkSa8uCPrLqOZTp2UPNIGLDOSNPeIxvnHrVhh4pwcAlwjHm25YezKqtoazE7phMiNwlydGVHfxo3BEez4tw0wR8wRCcs7N\/Rk0Rs0d4FLKIzrjDvbHBLbL7owdQAeG8VuINEHs6uyTLPEro\/MSY6PcCkE6gqd05BwMVIPa+6VgGSPu6UZGQ4KolzEUcE9GW6lVuh6YxirYnFeG3VwAqI7PIudUWl2KyWxEgkI+riWGOYFNQ+BzkV3tVd8Pa2RLfSZhKSxEYTCHXkawo1jVpxlm2xjTuoAdecena3EPJSOJhywyrJkxpK0wiDOxBVXl1fa93JxiiXC+0vEOSvKtRJFbBG1aJpFR4yJEkd9Z06SrELkINT93c0an7RcL2VEgIUTmFZbZuVFre2KpKqjLvy45FMgyc753zVZ4VxqCOzeGSISF7hHKnmDEXLdWKMrAau9gZz8KBR9srgRNEUiYGPlhmViyg23srFTq94x4ySDuNsZOfa9qLmSSSRbeItITNcaUkIkxFPHK8g1d0MlxLq06RvkYo3Lx3hfOyYbYxmeE9y2Zf6MhmZlZWG0hJiDaNiB1O5Ma445w94sGKJZOSygpAqZkeyVWLaQB\/8xkjwHhgUAw9trvqojXGoLpU9wH2YKFyT7otYgM56HOc1Hve1EsiTpyo1E5UvpMxGVYMNKPIyqcjrjIDEAgHFdzLbDhgJiT2kymANgZ5IKztJ56wxVNX2WI8DVcoFSpUqBA+VWThfaYLIHlTUcYY9QcAAHScjOPyqtU9axzuPRnLGZdWnt2mtnVeTpiyRzCWIBAXIDKNiCdunWjdrxiNI1YuRIX0qVb3EOokEYBIBO4I8c9SKxWusdy64wxGOnl1z0+ddE7VfOPC9mnlW7RX8srctZR3VIYkY15xvt+tjJrjx1oNHcAaTWAp8SSdxq+eflWS2vam5j6Eb9dq6S9qJHxqXPnv\/AJ9K9J2jHmlY7i8tjfOH8VE0KiZcOg73kcjOR6dD8aw76T+Ki54jK4OVQJED\/YQBv3tVeOIdt7qRdKtoHTI64HgPKqwzEnJOSdyfEmvLtHEwy8MG+Bw88fHIqJdnOFi6uFhLlARIxYKXOI43kIVBuzEJgAeJFDKkWEEryKsKsZM5UJnVkb5GOmMZz4YzXM6Vivez8Jexhikz7RI8Rm0uNQ9qMSPy2wVwuO7t0+dTP0EXUq+0uDI0CIGhw2qV7lW1Lr2wLVyoGS2tBtkkDOF8K4m1zCyxSmUTDQ0gbSJRKfeLbZ1o2QfstXGXhPEpGLmC4JbMmdL78vu6h56c6Rjp0FBYf0Kh5AYO5bvTBjGRmH2WG4EcwD4ibDOARnUWX5cuK9jLdHP9JMYZ7txGIXcJBbm6PdkJCu49m06SwP1g8jQS94RxJNZdJiHjjuJSC7Aow1o0h8SAGO\/TSx8DTPwbiYyhguQDIQVIcDmmPLagdtXLJJJ\/VOTtQWMfRwGnEMdxI41PGz8lQFkWSFBkGX3MTqdst3GAU9aD9lezqTwzXEhJVEuQqKpP1kdlPOru4YaAGRcbHUQQdq4WPBuKMx0pOraJnOS6ErERzeu5OpQMeJUDw2i\/6I4hEjnkzomkNJ3XVShyAWHiuM9fA+VAVuezUMHEba0MpmDTRxzAxyRYzKEYAn3lK7hlPRvnUPjHZz2e3trhnbE3vKVUFcxQygphzqBSYY1aTsDjBoM93IdJMjHQAEyxOgDcBfsgeleZbmRgqs7MFGFBYkKPJQegoLsvYMKWiMys2pDrVGLCJlvXQxgSaSZI7ZXAIz9agBG+efaHsascU9xHrRIUgYKyABtUdmHyS5YOXuc40lRpIz0ApyXUgORIwIKkEMQQUGEPxUdPKvT3sxBUyuVY5YFmIJGNyM7+6v7I8qDhTUqVA9KlTUCpUqVAqelS0nyoGpU9NQKnpqegVTuB8Ua1mWZQGIDqQSwysiNG41KQynS5wQcg4NQaVBaIu2ki6AIVKx3C3a63d3MyvnU7k5bMYWM+ig7HJL8O7aNDIrraxNy41ii1aiUVJHcaWzn9cg+eB6g1WlQWQ9rZDC8PLAV4oomKySIS0Mbwo5wdwY2wyHKnAO1e07ZziYzaF7013MwBcZ9sSNJEDA6lwIxpIOQfOqxT0Fo\/TJtIQwBxidWZ5HeQrOrKyiQnKjvasbgtv4mud12xmkjmjZcCUhu5JImk8pYiCAcOpVF7rZ6fHNap6BqVKlQKnpqN8O4bGEM0zaUG2cZJJ6Ko8TQBgh8jTFTR5uNW67R2uR5u+5+Sjb7zXuC4trg6OXyXOy97UjHyzgFTVFdpVJvrUxsVPhUaoFXSGIscCvFFuzQUzLq6ZH50EsWNvbgGdjqIyI1GXx5nwUfGuZ4xa9BatjzMgz92mhXE2YzSF\/e1tn45NRqosYtLa4zyGIf+rcAMcb90jZvz9KA3MBQ4NeI3KkMpwQQQR1BG4Io52lAYRy4AMiI5x0yygnHzzQAaVKlUD0qVSuE2gmnihLaRJIkZbrgOwUnHpmgiUqttr2QjlJaO6V4jyyraXVgHlaMllZQNuVKBuMnR01YryOwtxjPNjwAzHHMJwrBWwAm5JPd+2N1zQVWlXa9tjFI8bEEozISpypKkqSD4jauFA9Kmp6BUqanoHTqKOdoAeRb493v\/AA1ZX8cYoFVjgRri15KHLqwkVfFsKVIHrvn1xVFbr3EjEgKCWJAAHUknYD1rywIOCMEdRRfsxbOZlmGyQkOz42GNwu\/icY\/HwqDr2tI5x8\/H443\/ABoHUzi0+uQn1qFQKpPD5dLg1Hp1B8KAz2sXMwkCgLIisCOjEKFcn1yDn5HxoJVu4HA11E1syjJH1bEe6\/hv1AOMH0NVLHhQTeFcMedsDuqu7ufdVf4k+A8fvqT2gu1ZgqbKoCqP+FRgflR3tDZSWyC2jUhV94\/bcjvMf4egFU6VSDvVHilT0qgVS+EWgmnhhJIEkiRkjqA7hSR671Er1HIykMpIYEEEHBBG4II6GgujdgGZRypgWeXEeoHQ1u4PJlYqGKlyPhuN96hw9nZVgbN0uCglaFC\/jZveJqJXSSFRcgZ+ORQKDjF0mNFzKuAFGmRxgKMKBg9AOgrkvEJwCBNIAwAYa2wQqGNQRncBCVHoSOlAbj7LFLtbaaVSDHPIWjbA+oWfUuqQKF78DLqO3jkipV72FkWR1FzbqimQgyyCNhGkxgV5FwdIZ8AHfr4VWHvJSdRlcthhksScPq1jOeja3z56j5mpA41djGLqbbVj619tXvY32z4+dA3FuGvbsqsytqRZFZMlCrdNLEAN0IJGRkEZyDUKut1dSSEGSRnIAUFmLEKOgBPh6VyoGp6alQekQk4FWPhPDDGVd5UiB3GtwufgDuaG8Ag1zKPUCufHZi9xKT4Oyj0VTpUfcBVEvtfcQSXLNCdSkLqbGA0gUBmXPhnx8Tk+NG47eF7OGO3nQsV1SoWCvzT72VOCcbAegFUqlUEq+s2jYhhvUWrBxlQ1vA\/nGAf7pKf9NAKBqN8Dt10vK4yI1LY6Z8AM+pIoJVhtlxYznz5Y\/wDMU\/wqjge1FyAVjKRAgg8tQGwRg4Y5YfEGgtKlUBKLj12oxz3I8mOsfvZ2qbxNFlhSdQATlXA6B1648sgg\/OgFWGwH9Bf\/AMY\/+hP+1UV6lSp6galWq3X0bWzklGlj9Mqw\/EA\/jUWf6LF\/UumHnmLP\/UKmxmlKrxdfRrcr7k0bf2g6\/wADQ2fsJxBekSv\/AGZE\/JiD+FNxdK1So43Y\/iA\/3V\/lgn7gaiP2fvR1tJ\/\/AOT\/AMqu00HUqnLwW7JwLWYny5T\/AMq4tYTDOYXGOvcbb47bUEempU9BYeyahGaY9I1Z\/wBkZA++gotJWjafSSiusbP4a3V2UZ8SRGx+VGpfqrI+crKn91e+34hR86sdzEtvwAxMAHmljmOeupj3AP8AlL+LVRnVKlRrsfwhbu6S2PWRJgnh9aIJGiz6cwJUEiddVjCfIyKf2y3\/AFVXasPBgWtZ0P6jq4\/vAq3\/AKFqvsMGqHUZOKP8YPLtIo\/F3Mh+CDSPxY\/dQrhduXkA9aN3VmbviEdqh21JBkfqhTmRvkS5+VBW5omU4ZSDhWwfssoZT8CpB+deKtn0qSRnilyIgAicqJQOgEUEcePkUxVTqCbwvhktwXEYzy4pJn9I4kLsfuH40U7PyB4JoPEYlX4Dut+a\/jRj6G7xE4kqOMrNFLD6d5dWD8dOPnQjh1obbiDW7H3XlgPrsyqfgTpP3UACRcEivNSuJx6ZCKi0G7guN9ZHzOKkLcy\/ayPkfz60IWZh5evXevSzHzryXQubl\/PP90V4N7tgkfdULmk7g7165hxuM+u1U0lpOp+z8d\/4U2ofaqIGHX8DXrmjqQKgmI5+0T6En+Fe2lk66iPmf41yjfbPu56D\/vTGQeJ\/CqPUkSODrWNweoZVbPxyN6hNwGxb3rGHfbKqF\/LGKlCRc+B+NdbfSSNvuJ\/lQUXt5YQ\/6QsbOKILERFlQTljLMVbJJ+yqip\/002cMMUCxs2XkkYqSCMIqgYwNvfqcLcTdoix3W1hRz5ZEShf3pQflQD6brgtdW6+AgDD4tLID+CCtjOaOdhZSvErJs4xcwZPoZVB+WM1E4XweWeO4kQbW8QmfbqObHHgHwOHLfBDUO1mKOrjqrBhjrlSCPyqo0HivBHh43dWca55\/MZBkAYdPaFAJwNiCvyoBc9h+JajizfGfNP\/AHVpX0rLyLyy4qo2R1imx9nJZdvVTIvyFWLiCYfbp1HwNS1WQcP4BdWUcl1cQFFjGVJ0kFzsg2J\/WI\/Guv0a27B3uirMc8tDgnvNvI2fPGB\/fNWX6S2kuJrThUHvuRLJ5AnITV6Kgdz6EVeuGxRWNvyoWIjt4nbJx3iql2dvUnJpsfO\/aGXVdXDZzmaQ\/e7UPp2Yk5JyTuSepNSGsZBEs5U8tnaNW8C6KjMPukX76qJnZS45d7bP5TRH5axn8Ksf0lKIeKCX7QilPxU6T\/h1SY3KkMDgggg+RG4rV\/p54SqtbXKLgENC5ycagdadfPU\/7NBQe1cOmdh6mgtbHxjsJa3KxzCeRDJHHJjuMO8gbpgHx86AP9F\/lef+ST+T1OaLpZFiYf5FMUbGMA\/KkZ2x0Fe7ASSypEuMuyqM9BqOMn0HWsDiBjYgj8K6LLjx\/wA\/xqy2zo2VgFsEDaMzo8kkhGO8SEZVU56DGKGcas00tIqCNo5TBPGpJQSDVpePO+htLbHoRTQHJKc9AfwpuewPT8a8KPX8MV1CHG+nHrjPyoEZ2+z89q6LIT4GuRt\/EHceXWuWkDx\/MVBMB9B\/n4VJsXJcD8hQvWx6HNdLaQqwJ2+NFduz9wn+kuJrvrPK0t5pEAjgeoLR\/hVL+mMn2yH\/APWT\/FmrQLWRUMpDIVkcyr3RzEeQKJgH8VbQhx6egrPvpgbN1Af\/AMZP8aetzqiyfQ9w1GsLzX\/vebfP\/CIyMj+9L+7WRSIVJUjBBII8iNiK3Ls0FtrK0jGdRjEjdPelJkO3pqA+VZd9IdgIeIThfdciVf8AmqHOPgzMPlVlGw9oIRd8Nki6l7dJUHjzERZF+8rj50\/Z68SWxt7p3wqQAyt6wqUkJ+aE\/Ouln7kSA4zAi9PAxAdapXYuOa64FeWkbAOJRyskKGUmOR4w3hnQf2xnY1BO+j2U3Et5xVwDI78mNT+omFJHr3OWvwB86L9pL0jh9452zEU\/bZU\/6qH9m+Hm1sI4XQrIWeSUZGdZbA6Ej3FT7q59rj\/8Kut8\/wCq\/wAeKp5jGq1\/tZwNYuz0EWMSQNHPJ0zqmyHB+BkUf3BWcdkOGe03kEJGVLguP\/tp33\/dUj51tXGm9ogu4tJy8MmkeBYKWT94CtWjAbeIuyoOrEKPiTit6+l6Pm8Omzj6mSOQbbjvco\/hJWJdm0Bu7YHoZoh98i1tXbu+CWN4WGdSiMDzLuoB+QyflSiRwyUGxs87\/wBHh\/CNR\/CvSoPBv40N4DcK3D7M52EQXI81ZkP5V1Evkc\/h+FYojmyGMj8d6eyR4ZY5lwTG6vjpkKckfMZFDVlI6Ej4H+VS+HXarIrShnUZyuevdIHX1wflVTxWrh5eNCtrpli5jSr\/AEkwSJqCjRMmtc404zuDuR1oVx3iChGTWjvLK00zR4Ma+9piR8d\/GtiW9QN6i3vEbdtQFsAMuUOd0LQxJ0xv342bfpq2pcS4haspENtoJVlJ2zvJC6nGPARuM\/8AHRQt7hsadWBXNZTjrXkUtI8vmKg6pJ6ketdVuPn\/AJ86iqPLNOz70EsMT+tXW3kANDxL5U+o0BTWmobDr08aoX0mSc7iCwr1SOGEZ6Zbv\/nLVttx3hv41We2dtp4vC\/hKbaQfesZ\/FDVxGi3luqtHHn\/AFaqmfPQoXOPlWW\/SpJniMi\/YSFfviRv+qtKv5sTnJHX+NZx9Itm78UKruZhBo9cxpGP3lNXEah7ToWE4\/2UW\/8AcWuC3caKI4Y0iUEkKiqFyepwvj\/KunFwgYL9gBRvg4UY+fSh5Knx\/h+IrImpcA9T8+uf8\/Ch\/bqLHCrgjHWL\/GSvTsnhq+ORUftKC\/DbpQc4VG+Syxt+QqwVT6Hce2yEjpbyY9DqjH5E\/fWmcLf64erYP8ayr6K5SL0j7UMqn5AP+aitD4e31w7x6+Iq5dSMl4UgTiMQ6BbpB8Asw\/lWz9p7dZIpohGsj4JiVzpQSEFA5PQ6QzMAdsgehrEe0fdvLjG2J5cY8MSN0rZOLyOSrYPeVWPxKgnpSkRreyW2tobZZA3LXvN4FmYu2PHGpjilGh8qjlSeleSG\/wAg1mqipOc9Mn0H\/amNyfFRT3HVfgPx615kbDEDoPCqy9lxjpimLeu1cZvdBrraICGyOgyPvFQewyjq2\/wzXlJcdHxUec1xdjUURGD+t+f3V5YDzz8q4w14U71RNWHO+r92kkfjufwrkZDtua6SMcmg6BVHVd\/nQ7trGpueFtgAmTSf7Kyxlfllm\/GiVm5JwTkVXPpbYrLagHGIiwx1BMjbg\/IfdVxF24lN9cRoXr5AGgvErYS8btcgfVwLKfjHzXXGPHVp+6jHGd59\/Oqjx+5deOW2lsYNsn9x9IcfMOw+dWCy3smpznff51HzjxxUricK8xtvE1GmjG21Z0PQm+H3Y\/KiFnEk8csGMc2N4x8WUgHf1waFqoqfwpyJV+I8BSCk\/RJbZuZ3YY5cDDfwZnRfy1VfLSAcwEOp38cj+FVnsadPEOKINlzLt\/ZucD8CaNWjHWPjWqM\/7ScJ18Yltx\/tbgdPDmsGJ+Wo\/dWm8XOZDpYYGw8Nh0qrRKP0kP8AePzFkSD99Hb5jqbfxpSObM3nv6UuY\/iWrl4V1SZhtn7wD+dZH\/\/Z\" alt=\"Si el universo est\u00e1 lleno de extraterrestres\u2026 \u00bfd\u00f3nde est\u00e1 todo el ...\" \/><\/p>\n<p style=\"text-align: justify;\">La idea no es nueva, y constituye el\u00a0<strong>n\u00facleo central de la conocida paradoja de Fermi<\/strong>, que se refiere a la desconcertante anomal\u00eda cient\u00edfica de que a pesar de que existen cientos de miles de millones de estrellas solo en nuestra galaxia, la V\u00eda L\u00e1ctea, y much\u00edsimas m\u00e1s en los billones de galaxias que forman el Universo, nunca hemos encontrado se\u00f1al alguna de otras civilizaciones inteligentes.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"As\u00ed llegamos todos a creer que la se\u00f1al del SETI era alien\u00edgena ...\" \/><img decoding=\"async\" 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\" alt=\"PROYECTO SETI. 400 a\u00f1os de Astronom\u00eda | ESPECIALES | elmundo.es\" \/><\/p>\n<p style=\"text-align: justify;\">Las soluciones a este \u00abmisterio\u00bb, algunas de ellas<a href=\"http:\/\/www.abc.es\/ciencia\/abci-diez-ultimas-teorias-cientificas-sobre-extraterrestres-201805251947_noticia.html\">\u00a0realmente pintorescas<\/a>, son un reflejo de la preocupaci\u00f3n que este tema suscita entre los cient\u00edficos, que desde hace varias generaciones intentan hallar una explicaci\u00f3n l\u00f3gica para tanto silencio. Entre ellas, que los supuestos alien\u00edgenas podr\u00edan estar hibernando, o que alguna fuerza misteriosa est\u00e1 impidiendo que las civilizaciones prosperen&#8230; o, sencillamente, que est\u00e1n ah\u00ed pero no quieren saber nada de nosotros.<\/p>\n<h3 style=\"text-align: justify;\">Un futuro peor que la extinci\u00f3n<\/h3>\n<p style=\"text-align: justify;\">Ahora, el f\u00edsico te\u00f3rico Alexander Berezin, de la Universidad Nacional de Tecnolog\u00eda Electr\u00f3nica de Rusia (MIET), ha propuesto su propia explicaci\u00f3n para nuestra aparente soledad en el Universo. Una idea ciertamente terrible que, bas\u00e1ndose en la paradoja de <a href=\"#\" onclick=\"referencia('fermi',event); return false;\">Fermi<\/a>, \u00e9l mismo ha bautizado como\u00a0<strong>\u00abel primero en entrar, el \u00faltimo en salir\u00bb<\/strong>.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"El Congreso de EEUU propone dar dinero a la NASA para la b\u00fasqueda ...\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcS5BjTX33u1VuVEfFG5grvLQfGg37UHvcPLghqRDedkYSfvmh8a&amp;usqp=CAU\" alt=\"Los buscadores de vida extraterrestre detectan 72 se\u00f1ales de radio ...\" \/><\/p>\n<p style=\"text-align: justify;\">En un art\u00edculo reci\u00e9n publicado en\u00a0<a href=\"https:\/\/arxiv.org\/abs\/1803.08425\" target=\"_blank\">arXiv.org<\/a>, Berezin afirma que la citada paradoja tiene \u00abuna soluci\u00f3n trivial que no requiere de suposiciones controvertidas\u00bb, aunque puede resultar \u00abdif\u00edcil de aceptar, ya que predice para nuestra propia civilizaci\u00f3n un futuro que es incluso peor que la extinci\u00f3n\u00bb.<\/p>\n<p style=\"text-align: justify;\">Tal y como lo ve Berezin, la mayor\u00eda de las soluciones de la paradoja de <a href=\"#\" onclick=\"referencia('fermi',event); return false;\">Fermi<\/a> propuestas hasta ahora definen la posible vida extraterrestre de una forma demasiado limitada. \u00abLa naturaleza espec\u00edfica de las civilizaciones que surgen en las estrellas -afirma- no deber\u00eda de importarnos\u00bb.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/www.lainformacion.com\/files\/article_default_content\/uploads\/2019\/06\/20\/5d0b413386736.jpeg\" alt=\"La NASA probar\u00e1 un robot en la Ant\u00e1rtida con miras a buscar vida ...\" \/><\/p>\n<p style=\"text-align: justify;\">De hecho, \u00abpodr\u00eda tratarse de organismos biol\u00f3gicos como nosotros, o de Inteligencias Artificiales que se rebelaron contra sus creadores, o incluso de\u00a0<strong>mentes a escala planetaria, como las que describi\u00f3 Stanislaw Lem en Solaris<\/strong>\u00bb. El hecho es que, por ahora, no hemos sido capaces de detectar en el cosmos ninguna de esas cosas.<\/p>\n<h3 style=\"text-align: justify;\">El \u00abPar\u00e1metro A\u00bb<\/h3>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/static3.abc.es\/media\/ciencia\/2018\/10\/03\/182075_web-kkBC--620x349@abc.jpg\" alt=\"Cu\u00e1l es la probabilidad de que haya extraterrestres cerca de la ...\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">Para Berezin, el \u00fanico par\u00e1metro que realmente deber\u00eda preocuparnos es el umbral f\u00edsico en que nosotros podr\u00edamos observar su existencia. \u00abLa \u00fanica variable que podemos medir objetivamente -escribe el cient\u00edfico- es la probabilidad de que la vida pueda ser detectable desde el espacio exterior dentro de una cierta distancia de la Tierra\u00bb. Berezin se refiere a esa probabilidad como \u00abPar\u00e1metro A\u00bb.<\/p>\n<p style=\"text-align: justify;\">De este modo, si una civilizaci\u00f3n alien\u00edgena no logra llegar de alguna forma al Par\u00e1metro A, ya sea desarrollando naves interestelares, transmitiendo mensajes espaciales o por cualquier otro medio, nunca podremos verla, aunque exista.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcTbSikhHhCguX_1rDTq_ieIxM8tDBa22PaefzeDtDsiVvWsInVp&amp;usqp=CAU\" alt=\"La b\u00fasqueda de vida extraterrestre | Instituto de Astrof\u00edsica de ...\" \/><img decoding=\"async\" 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\" alt=\"Cu\u00e1ndo lograremos ver a los extraterrestres? :: AIDA :: Agrupaci\u00f3n ...\" \/><\/p>\n<p style=\"text-align: justify;\">Pero la soluci\u00f3n \u00abPrimero en entrar, \u00faltimo en salir\u00bb de Berezin propone un escenario mucho m\u00e1s sombr\u00edo. \u00abQu\u00e9 pasar\u00eda -se pregunta el f\u00edsico en su art\u00edculo- si resultara que la primera forma de vida que alcance la capacidad de viaje interestelar s<strong>e dedicara, necesariamente, a erradicar a toda su competencia\u00a0<\/strong>para alimentar su propia expansi\u00f3n?\u00bb.<\/p>\n<p style=\"text-align: justify;\">Para Berezin, esto no significa necesariamente que una civilizaci\u00f3n altamente desarrollada se dedique a borrar conscientemente otras formas de vida, sino que podr\u00eda ser que ni siquiera se den cuenta de ello, \u00ab<strong>del mismo modo que un equipo de construcci\u00f3n destruye un hormiguero<\/strong>\u00a0para construir un edificio\u00bb.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" 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\" alt=\"D\u00f3nde se esconden los extraterrestres?\" \/><img decoding=\"async\" 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\" alt=\"D\u00f3nde se esconden los extraterrestres? (Castilla-La Mancha ...\" \/><\/p>\n<p style=\"text-align: justify;\">\u00bfSignifica esto que nosotros somos las \u00abhormigas\u00bb y la raz\u00f3n por la que no hemos encontrado extraterrestres es, sencillamente, porque nuestra civilizaci\u00f3n no ha sido involuntariamente destruida por alguna forma de vida inimaginablemente superior?<\/p>\n<p style=\"text-align: justify;\">No. La respuesta, para Berezin es que probablemente nosotros no seamos las hormigas, sino los\u00a0<strong>futuros destructores de todos esos mundos que llevamos tanto tiempo buscando<\/strong>. \u00abAsumiendo que esta hip\u00f3tesis es correcta -escribe Berezin- \u00bfqu\u00e9 significado tiene para nuestro futuro? La \u00fanica respuesta posible es invocar el principio antr\u00f3pico. Seremos los primeros en llegar a la etapa interestelar, y muy probablemente seremos los \u00faltimos en irnos\u00bb.<\/p>\n<h3 style=\"text-align: justify;\">Los destructores de mundos<\/h3>\n<p>&nbsp;<\/p>\n<p><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcREkJxG3CdAudAoagQomt6_An219oV5tCCYGCKLXOWpYMoanOs-&amp;usqp=CAU\" alt=\"Podr\u00edamos no detectar nunca una se\u00f1al inteligente, aunque los ...\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcSs0_mouwsSJVNML-I0xQxUOb71FvSyTQWcr_9-1UFL_usRoUeN&amp;usqp=CAU\" alt=\"El proyecto SETI para buscar vida extraterrestre se suspende ...\" \/><\/p>\n<p>&nbsp;<\/p>\n<p style=\"text-align: justify;\">El autor insiste en que nuestro triste papel de \u00abdestructores de mundos\u00bb no debe por fuerza ser intencionado, sino que podr\u00eda funcionar de forma involuntaria, como un<strong>\u00a0sistema sin restricciones y que escapa de cualquier intento individual de controlarlo<\/strong>.<\/p>\n<p style=\"text-align: justify;\">Berezin ofrece varios ejemplos para ilustrar esta clase de sistemas. Uno es la econom\u00eda de libre mercado y otro, incluso m\u00e1s cruel, ser\u00eda una Inteligencia Artificial (IA) que no tuviera restricci\u00f3n alguna a la hora de seguir creciendo.<\/p>\n<p style=\"text-align: justify;\"><img decoding=\"async\" src=\"data:image\/jpeg;base64,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\" alt=\"Sobre los riesgos de la Inteligencia Artificial | Lampadia\" \/><img decoding=\"async\" src=\"https:\/\/encrypted-tbn0.gstatic.com\/images?q=tbn%3AANd9GcRP_GKTHb7YaK0mSUBO-9fKQisF--stAWhNP_ZIoAqewcD_mItG&amp;usqp=CAU\" alt=\"China dominar\u00e1n la inteligencia artificial en 2030\" \/><\/p>\n<p style=\"text-align: justify;\">\u00abUna IA descontrolada -afirma Berezin en su art\u00edculo- podr\u00eda, en potencia, poblar todo nuestro superc\u00famulo gal\u00e1ctico con copias de s\u00ed misma, convirtiendo cada sistema solar en una supercomputadora, y no servir\u00eda de nada preguntarle por qu\u00e9 est\u00e1 haciendo eso. Lo \u00fanico importante es que puede\u00bb.<\/p>\n<p style=\"text-align: justify;\">Se trata, sin duda de una perspectiva bastante aterradora: b\u00e1sicamente, nosotros podr\u00edamos ser los ganadores de una carrera mortal en la que ni siquiera sab\u00edamos que est\u00e1bamos compitiendo.<\/p>\n<p style=\"text-align: justify;\">El propio Berezin asegura que espera que su idea no resulte ser cierta, y que la realidad sea, como opinan otros cient\u00edficos, mucho m\u00e1s ben\u00e9vola. 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